From c0eb28eebd9387a5182859e568019d65b5a81cbf Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Fri, 25 Jul 2025 19:28:43 -0400
Subject: [PATCH 01/29] adaptive integration for cylinder using qr heuristic

---
 sasmodels/models/cylinderp.c    |   104 +
 sasmodels/models/cylinderp.py   |   251 +
 sasmodels/models/lib/adaptive.c | 11213 ++++++++++++++++++++++++++++++
 3 files changed, 11568 insertions(+)
 create mode 100644 sasmodels/models/cylinderp.c
 create mode 100644 sasmodels/models/cylinderp.py
 create mode 100644 sasmodels/models/lib/adaptive.c

diff --git a/sasmodels/models/cylinderp.c b/sasmodels/models/cylinderp.c
new file mode 100644
index 00000000..e47ca2c9
--- /dev/null
+++ b/sasmodels/models/cylinderp.c
@@ -0,0 +1,104 @@
+static double
+form_volume(double radius, double length)
+{
+    return M_PI*radius*radius*length;
+}
+
+static double
+_fq(double qab, double qc, double radius, double length)
+{
+    return sas_2J1x_x(qab*radius) * sas_sinx_x(qc*0.5*length);
+}
+
+static double
+radius_from_excluded_volume(double radius, double length)
+{
+    return 0.5*cbrt(0.75*radius*(2.0*radius*length
+           + (radius + length)*(M_PI*radius + length)));
+}
+
+static double
+radius_from_volume(double radius, double length)
+{
+    return cbrt(M_PI*radius*radius*length/M_4PI_3);
+}
+
+static double
+radius_from_diagonal(double radius, double length)
+{
+    return sqrt(radius*radius + 0.25*length*length);
+}
+
+static double
+radius_effective(int mode, double radius, double length)
+{
+    switch (mode) {
+    default:
+    case 1:
+        return radius_from_excluded_volume(radius, length);
+    case 2:
+        return radius_from_volume(radius, length);
+    case 3:
+        return radius;
+    case 4:
+        return 0.5*length;
+    case 5:
+        return (radius < 0.5*length ? radius : 0.5*length);
+    case 6:
+        return (radius > 0.5*length ? radius : 0.5*length);
+    case 7:
+        return radius_from_diagonal(radius,length);
+    }
+}
+
+
+static void
+Fq(double q,
+    double *F1,
+    double *F2,
+    double sld,
+    double solvent_sld,
+    double radius,
+    double length)
+{
+    // translate a point in [-1,1] to a point in [0, pi/2]
+    const double zm = M_PI_4;
+    const double zb = M_PI_4;
+
+    double total_F1 = 0.0;
+    double total_F2 = 0.0;
+
+    double qr = q*(radius > length ? radius : length);
+    double *w, *z;
+    int n = gauss_weights(qr, &w, &z);
+    for (int i=0; i<n ;i++) {
+        const double theta = z[i]*zm + zb;
+        double sin_theta, cos_theta; // slots to hold sincos function output
+        // theta (theta,phi) the projection of the cylinder on the detector plane
+        SINCOS(theta , sin_theta, cos_theta);
+        const double form = _fq(q*sin_theta, q*cos_theta, radius, length);
+        total_F1 += w[i] * form * sin_theta;
+        total_F2 += w[i] * form * form * sin_theta;
+    }
+    // translate dx in [-1,1] to dx in [lower,upper]
+    total_F1 *= zm;
+    total_F2 *= zm;
+    const double s = (sld - solvent_sld) * form_volume(radius, length);
+    *F1 = 1e-2 * s * total_F1;
+    *F2 = 1e-4 * s * s * total_F2;
+}
+
+
+
+static double
+Iqac(double qab, double qc,
+    double sld,
+    double solvent_sld,
+    double radius,
+    double length)
+{
+    const double form = _fq(qab, qc, radius, length);
+    const double s = (sld-solvent_sld) * form_volume(radius, length);
+    return 1.0e-4 * square(s * form);
+}
+
diff --git a/sasmodels/models/cylinderp.py b/sasmodels/models/cylinderp.py
new file mode 100644
index 00000000..7f1ac3b5
--- /dev/null
+++ b/sasmodels/models/cylinderp.py
@@ -0,0 +1,251 @@
+# cylinder model
+# Note: model title and parameter table are inserted automatically
+r"""
+
+For information about polarised and magnetic scattering, see
+the :ref:`magnetism` documentation.
+
+Definition
+----------
+
+The output of the 2D scattering intensity function for oriented cylinders is
+given by (Guinier, 1955)
+
+.. math::
+
+    I(q,\alpha) = \frac{\text{scale}}{V} F^2(q,\alpha) + \text{background}
+
+where
+
+.. math::
+
+    F(q,\alpha) = 2 (\Delta \rho) V
+           \frac{\sin \left(\tfrac12 qL\cos\alpha \right)}
+                {\tfrac12 qL \cos \alpha}
+           \frac{J_1 \left(q R \sin \alpha\right)}{q R \sin \alpha}
+
+and $\alpha$ is the angle between the axis of the cylinder and $\vec q$,
+$V =\pi R^2L$ is the volume of the cylinder, $L$ is the length of the cylinder,
+$R$ is the radius of the cylinder, and $\Delta\rho$ (contrast) is the
+scattering length density difference between the scatterer and the solvent.
+$J_1$ is the first order Bessel function.
+
+For randomly oriented particles:
+
+.. math::
+
+    P(q)=F^2(q)=\int_{0}^{\pi/2}{F^2(q,\alpha)\sin(\alpha)d\alpha}
+
+
+The output of the 1D scattering intensity function for randomly oriented
+cylinders is thus given by
+
+.. math::
+
+    I(q) = \frac{\text{scale}}{V}
+        \int_0^{\pi/2} F^2(q,\alpha) \sin \alpha\ d\alpha + \text{background}
+
+
+NB: The 2nd virial coefficient of the cylinder is calculated based on the
+radius and length values, and used as the effective radius for $S(q)$
+when $P(q) \cdot S(q)$ is applied.
+
+For 2d scattering from oriented cylinders, we define the direction of the
+axis of the cylinder using two angles $\theta$ (note this is not the same as
+the scattering angle used in q) and $\phi$. Those angles are defined in
+:numref:`cylinder-angle-definition` , for further details see
+:ref:`orientation`.
+
+.. _cylinder-angle-definition:
+
+.. figure:: img/cylinder_angle_definition.png
+
+    Angles $\theta$ and $\phi$ orient the cylinder relative to the beam line
+    coordinates, where the beam is along the $z$ axis. Rotation $\theta$,
+    initially in the $xz$ plane, is carried out first, then rotation $\phi$
+    about the $z$ axis. Orientation distributions are described as rotations
+    about two perpendicular axes $\delta_1$ and $\delta_2$ in the frame of
+    the cylinder itself, which when $\theta = \phi = 0$ are parallel to the
+    $Y$ and $X$ axes.
+
+.. figure:: img/cylinder_angle_projection.png
+
+    Examples for oriented cylinders.
+
+The $\theta$ and $\phi$ parameters to orient the cylinder only appear in the
+model when fitting 2d data.
+
+Validation
+----------
+
+Validation of the code was done by comparing the output of the 1D model
+to the output of the software provided by the NIST (Kline, 2006).
+The implementation of the intensity for fully oriented cylinders was done
+by averaging over a uniform distribution of orientations using
+
+.. math::
+
+    P(q) = \int_0^{\pi/2} d\phi
+        \int_0^\pi p(\theta) P_0(q,\theta) \sin \theta\ d\theta
+
+
+where $p(\theta,\phi) = 1$ is the probability distribution for the orientation
+and $P_0(q,\theta)$ is the scattering intensity for the fully oriented
+system, and then comparing to the 1D result.
+
+References
+----------
+
+#.  J. Pedersen, *Adv. Colloid Interface Sci.*, 70 (1997) 171-210
+#.  G. Fournet, *Bull. Soc. Fr. Mineral. Cristallogr.*, 74 (1951) 39-113
+#.  L. Onsager, *Ann. New York Acad. Sci.*, 51 (1949) 627-659
+
+Authorship and Verification
+----------------------------
+
+* **Author:**
+* **Last Modified by:** Paul Butler (docs only) November 10, 2022
+* **Last Reviewed by:**
+"""
+
+import numpy as np  # type: ignore
+from numpy import pi, inf  # type: ignore
+
+name = "cylinder"
+title = "Right circular cylinder with uniform scattering length density."
+description = """
+     f(q,alpha) = 2*(sld - sld_solvent)*V*sin(qLcos(alpha)/2))
+                /[qLcos(alpha)/2]*J1(qRsin(alpha))/[qRsin(alpha)]
+
+            P(q,alpha)= scale/V*f(q,alpha)^(2)+background
+            V: Volume of the cylinder
+            R: Radius of the cylinder
+            L: Length of the cylinder
+            J1: The Bessel function
+            alpha: angle between the axis of the
+            cylinder and the q-vector for 1D
+            :the ouput is P(q)=scale/V*integral
+            from pi/2 to zero of...
+            f(q,alpha)^(2)*sin(alpha)*dalpha + background
+"""
+category = "shape:cylinder"
+
+# pylint: disable=bad-whitespace, line-too-long
+#             [ "name", "units", default, [lower, upper], "type", "description"],
+parameters = [
+    ["sld",         "1e-6/Ang^2",   4, [-inf, inf], "sld",         "Cylinder scattering length density"],
+    ["sld_solvent", "1e-6/Ang^2",   1, [-inf, inf], "sld",         "Solvent scattering length density"],
+    ["radius",      "Ang",         20, [0, inf],    "volume",      "Cylinder radius"],
+    ["length",      "Ang",        400, [0, inf],    "volume",      "Cylinder length"],
+    ["theta",       "degrees",     60, [-360, 360], "orientation", "cylinder axis to beam angle"],
+    ["phi",         "degrees",     60, [-360, 360], "orientation", "rotation about beam"],
+    ]
+# pylint: enable=bad-whitespace, line-too-long
+
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "cylinderp.c"]
+valid = "radius >= 0.0 && length >= 0.0"
+have_Fq = True
+radius_effective_modes = [
+    "excluded volume", "equivalent volume sphere", "radius",
+    "half length", "half min dimension", "half max dimension", "half diagonal",
+    ]
+
+def random():
+    """Return a random parameter set for the model."""
+    volume = 10**np.random.uniform(5, 12)
+    length = 10**np.random.uniform(-2, 2)*volume**0.333
+    radius = np.sqrt(volume/length/np.pi)
+    pars = dict(
+        #scale=1,
+        #background=0,
+        length=length,
+        radius=radius,
+    )
+    return pars
+
+
+# Test 1-D and 2-D models
+qx, qy = 0.2 * np.cos(2.5), 0.2 * np.sin(2.5)
+theta, phi = 80.1534480601659, 10.1510817110481  # (10, 10) in sasview 3.x
+tests = [
+    [{}, 0.2, 0.042761386790780453],
+    [{}, [0.2], [0.042761386790780453]],
+    [{"scale": 1., "background": 0.}, [0.01, 0.05, 0.2],
+     # these numerical results NOT independently verified
+     [3.01823887e+02, 5.36661653e+01, 4.17613868e-02]],
+    [{"scale": 1., "background": 0.},
+     # the longer list here checks  F1, F2=I(Q)*V, R_eff, volume, volume_ratio
+     0.05, 2214.9614083, 26975556.88749548, 73.34013315261608,
+     502654.8245743669, 1.0],
+#2345678901234567890123456789012345678901234567890123456789012345678901234567890
+    [{"@S": "hardsphere",         # MONODISPERSE
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "structure_factor_mode": 0,  # normal decoupling approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [7.35571916e+01, 5.78147797e+01, 4.15623248e-2]
+     ],
+    [{"@S": "hardsphere",
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "structure_factor_mode": 1,  # beta approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [8.29729770e+01, 5.44206752e+01, 4.17598382e-2]
+     ],
+    [{"@S": "hardsphere",         # POLYDISPERSE
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
+      "structure_factor_mode": 0,  # normal decoupling approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [87.50350037, 63.95202427, 0.27889988]
+     ],
+    [{"@S": "hardsphere",
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
+      "structure_factor_mode": 1,  # beta approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [132.2101165, 59.89948174, 0.28048784]
+     ],
+    #
+    [{'theta': theta, 'phi': phi}, (qx, qy), 0.03514647218513852],
+    [{'theta': theta, 'phi': phi}, [(qx, qy)], [0.03514647218513852]],
+]
+del qx, qy, theta, phi  # not necessary to delete, but cleaner
+
+def _extend_with_reff_tests(radius, length):
+    """Test R_eff and form volume calculations"""
+    # V and Vr are the same for each R_eff mode
+    V = pi*radius**2*length  # shell volume = form volume for solid objects
+    Vr = 1.0  # form:shell volume ratio
+    # Use test value for I(0.2) from above to check Fsq value.  Need to
+    # remove scale and background before testing.
+    q = 0.2
+    scale, background = V, 0.001
+    Fsq = (0.042761386790780453 - background)*scale
+    F = None  # Need target value for <F>
+    # Various values for R_eff, depending on mode
+    r_effs = [
+        0.,
+        0.5*(0.75*radius*(2.0*radius*length
+                          + (radius + length)*(pi*radius + length)))**(1./3.),
+        (0.75*radius**2*length)**(1./3.),
+        radius,
+        length/2.,
+        min(radius, length/2.),
+        max(radius, length/2.),
+        np.sqrt(4*radius**2 + length**2)/2.,
+    ]
+    tests.extend([
+        ({'radius_effective_mode': 0}, q, F, Fsq, r_effs[0], V, Vr),
+        ({'radius_effective_mode': 1}, q, F, Fsq, r_effs[1], V, Vr),
+        ({'radius_effective_mode': 2}, q, F, Fsq, r_effs[2], V, Vr),
+        ({'radius_effective_mode': 3}, q, F, Fsq, r_effs[3], V, Vr),
+        ({'radius_effective_mode': 4}, q, F, Fsq, r_effs[4], V, Vr),
+        ({'radius_effective_mode': 5}, q, F, Fsq, r_effs[5], V, Vr),
+        ({'radius_effective_mode': 6}, q, F, Fsq, r_effs[6], V, Vr),
+        ({'radius_effective_mode': 7}, q, F, Fsq, r_effs[7], V, Vr),
+    ])
+
+# Test Reff and volume with default model parameters
+_extend_with_reff_tests(parameters[2][2], parameters[3][2])
+del _extend_with_reff_tests
+
+# ADDED by:  RKH  ON: 18Mar2016 renamed sld's etc
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
new file mode 100644
index 00000000..bd4a0f50
--- /dev/null
+++ b/sasmodels/models/lib/adaptive.c
@@ -0,0 +1,11213 @@
+// Created by Andrew Jackson on 4/23/07
+
+#ifdef GAUSS_N
+# undef GAUSS_N
+# undef GAUSS_Z
+# undef GAUSS_W
+#endif
+#define GAUSS_N 76
+#define GAUSS_Z Gauss76Z
+#define GAUSS_W Gauss76Wt
+
+// Gaussians
+constant double Gauss76Wt[76] = {
+   .00126779163408536,		//0
+   .00294910295364247,
+   .00462793522803742,
+   .00629918049732845,
+   .00795984747723973,
+   .00960710541471375,
+   .0112381685696677,
+   .0128502838475101,
+   .0144407317482767,
+   .0160068299122486,
+   .0175459372914742,		//10
+   .0190554584671906,
+   .020532847967908,
+   .0219756145344162,
+   .0233813253070112,
+   .0247476099206597,
+   .026072164497986,
+   .0273527555318275,
+   .028587223650054,
+   .029773487255905,
+   .0309095460374916,		//20
+   .0319934843404216,
+   .0330234743977917,
+   .0339977794120564,
+   .0349147564835508,
+   .0357728593807139,
+   .0365706411473296,
+   .0373067565423816,
+   .0379799643084053,
+   .0385891292645067,
+   .0391332242205184,		//30
+   .0396113317090621,
+   .0400226455325968,
+   .040366472122844,
+   .0406422317102947,
+   .0408494593018285,
+   .040987805464794,
+   .0410570369162294,
+   .0410570369162294,
+   .040987805464794,
+   .0408494593018285,		//40
+   .0406422317102947,
+   .040366472122844,
+   .0400226455325968,
+   .0396113317090621,
+   .0391332242205184,
+   .0385891292645067,
+   .0379799643084053,
+   .0373067565423816,
+   .0365706411473296,
+   .0357728593807139,		//50
+   .0349147564835508,
+   .0339977794120564,
+   .0330234743977917,
+   .0319934843404216,
+   .0309095460374916,
+   .029773487255905,
+   .028587223650054,
+   .0273527555318275,
+   .026072164497986,
+   .0247476099206597,		//60
+   .0233813253070112,
+   .0219756145344162,
+   .020532847967908,
+   .0190554584671906,
+   .0175459372914742,
+   .0160068299122486,
+   .0144407317482767,
+   .0128502838475101,
+   .0112381685696677,
+   .00960710541471375,		//70
+   .00795984747723973,
+   .00629918049732845,
+   .00462793522803742,
+   .00294910295364247,
+   .00126779163408536		//75 (indexed from 0)
+};
+
+constant double Gauss76Z[76] = {
+   -.999505948362153,		//0
+   -.997397786355355,
+   -.993608772723527,
+   -.988144453359837,
+   -.981013938975656,
+   -.972229228520377,
+   -.961805126758768,
+   -.949759207710896,
+   -.936111781934811,
+   -.92088586125215,
+   -.904107119545567,		//10
+   -.885803849292083,
+   -.866006913771982,
+   -.844749694983342,
+   -.822068037328975,
+   -.7980001871612,
+   -.77258672828181,
+   -.74587051350361,
+   -.717896592387704,
+   -.688712135277641,
+   -.658366353758143,		//20
+   -.626910417672267,
+   -.594397368836793,
+   -.560882031601237,
+   -.526420920401243,
+   -.491072144462194,
+   -.454895309813726,
+   -.417951418780327,
+   -.380302767117504,
+   -.342012838966962,
+   -.303146199807908,		//30
+   -.263768387584994,
+   -.223945802196474,
+   -.183745593528914,
+   -.143235548227268,
+   -.102483975391227,
+   -.0615595913906112,
+   -.0205314039939986,
+   .0205314039939986,
+   .0615595913906112,
+   .102483975391227,			//40
+   .143235548227268,
+   .183745593528914,
+   .223945802196474,
+   .263768387584994,
+   .303146199807908,
+   .342012838966962,
+   .380302767117504,
+   .417951418780327,
+   .454895309813726,
+   .491072144462194,		//50
+   .526420920401243,
+   .560882031601237,
+   .594397368836793,
+   .626910417672267,
+   .658366353758143,
+   .688712135277641,
+   .717896592387704,
+   .74587051350361,
+   .77258672828181,
+   .7980001871612,	//60
+   .822068037328975,
+   .844749694983342,
+   .866006913771982,
+   .885803849292083,
+   .904107119545567,
+   .92088586125215,
+   .936111781934811,
+   .949759207710896,
+   .961805126758768,
+   .972229228520377,		//70
+   .981013938975656,
+   .988144453359837,
+   .993608772723527,
+   .997397786355355,
+   .999505948362153		//75
+};
+
+// Generated by sasmodels.gengauss.gengauss(500)
+
+#ifdef GAUSS_N
+# undef GAUSS_N
+# undef GAUSS_Z
+# undef GAUSS_W
+#endif
+#define GAUSS_N 500
+#define GAUSS_Z Gauss500Z
+#define GAUSS_W Gauss500Wt
+
+constant double Gauss500Wt[500]={
+	 2.962364450557860e-05,
+	 6.895707281791116e-05,
+	 1.083460286937404e-04,
+	 1.477357747700011e-04,
+	 1.871207158564209e-04,
+	 2.264985887109888e-04,
+	 2.658676532622232e-04,
+	 3.052262942691012e-04,
+	 3.445729352095938e-04,
+	 3.839060141358958e-04,
+	 4.232239754797495e-04,
+	 4.625252670006160e-04,
+	 5.018083384642759e-04,
+	 5.410716410674521e-04,
+	 5.803136271950050e-04,
+	 6.195327503018360e-04,
+	 6.587274648935693e-04,
+	 6.978962265241736e-04,
+	 7.370374918307137e-04,
+	 7.761497185724180e-04,
+	 8.152313656795385e-04,
+	 8.542808933021538e-04,
+	 8.932967628764972e-04,
+	 9.322774371650196e-04,
+	 9.712213803292585e-04,
+	 1.010127057980878e-03,
+	 1.048992937247853e-03,
+	 1.087817486819192e-03,
+	 1.126599177025894e-03,
+	 1.165336479880733e-03,
+	 1.204027869149601e-03,
+	 1.242671820408409e-03,
+	 1.281266811103701e-03,
+	 1.319811320611454e-03,
+	 1.358303830294452e-03,
+	 1.396742823568952e-03,
+	 1.435126785955841e-03,
+	 1.473454205149692e-03,
+	 1.511723571066077e-03,
+	 1.549933375914893e-03,
+	 1.588082114248213e-03,
+	 1.626168283026832e-03,
+	 1.664190381676313e-03,
+	 1.702146912144630e-03,
+	 1.740036378965917e-03,
+	 1.777857289316139e-03,
+	 1.815608153070388e-03,
+	 1.853287482865413e-03,
+	 1.890893794157173e-03,
+	 1.928425605276330e-03,
+	 1.965881437489817e-03,
+	 2.003259815059579e-03,
+	 2.040559265296571e-03,
+	 2.077778318622784e-03,
+	 2.114915508628630e-03,
+	 2.151969372128613e-03,
+	 2.188938449220948e-03,
+	 2.225821283344425e-03,
+	 2.262616421335232e-03,
+	 2.299322413484867e-03,
+	 2.335937813598022e-03,
+	 2.372461179047613e-03,
+	 2.408891070833094e-03,
+	 2.445226053636986e-03,
+	 2.481464695880025e-03,
+	 2.517605569780848e-03,
+	 2.553647251408908e-03,
+	 2.589588320740147e-03,
+	 2.625427361717589e-03,
+	 2.661162962301745e-03,
+	 2.696793714530561e-03,
+	 2.732318214571477e-03,
+	 2.767735062778413e-03,
+	 2.803042863747321e-03,
+	 2.838240226370725e-03,
+	 2.873325763891207e-03,
+	 2.908298093958407e-03,
+	 2.943155838680763e-03,
+	 2.977897624683573e-03,
+	 3.012522083158995e-03,
+	 3.047027849921952e-03,
+	 3.081413565465073e-03,
+	 3.115677875009653e-03,
+	 3.149819428560841e-03,
+	 3.183836880959549e-03,
+	 3.217728891937877e-03,
+	 3.251494126168971e-03,
+	 3.285131253320412e-03,
+	 3.318638948108751e-03,
+	 3.352015890349086e-03,
+	 3.385260765007777e-03,
+	 3.418372262255511e-03,
+	 3.451349077517390e-03,
+	 3.484189911525201e-03,
+	 3.516893470368361e-03,
+	 3.549458465543619e-03,
+	 3.581883614008788e-03,
+	 3.614167638231078e-03,
+	 3.646309266237678e-03,
+	 3.678307231665397e-03,
+	 3.710160273812769e-03,
+	 3.741867137686732e-03,
+	 3.773426574055379e-03,
+	 3.804837339493179e-03,
+	 3.836098196433846e-03,
+	 3.867207913216764e-03,
+	 3.898165264136193e-03,
+	 3.928969029489244e-03,
+	 3.959617995624711e-03,
+	 3.990110954990701e-03,
+	 4.020446706180265e-03,
+	 4.050624053982856e-03,
+	 4.080641809426477e-03,
+	 4.110498789828263e-03,
+	 4.140193818840021e-03,
+	 4.169725726493931e-03,
+	 4.199093349248971e-03,
+	 4.228295530036851e-03,
+	 4.257331118307538e-03,
+	 4.286198970075190e-03,
+	 4.314897947962091e-03,
+	 4.343426921244611e-03,
+	 4.371784765896547e-03,
+	 4.399970364634929e-03,
+	 4.427982606961833e-03,
+	 4.455820389211089e-03,
+	 4.483482614589342e-03,
+	 4.510968193219581e-03,
+	 4.538276042185702e-03,
+	 4.565405085572943e-03,
+	 4.592354254512663e-03,
+	 4.619122487221627e-03,
+	 4.645708729046676e-03,
+	 4.672111932504496e-03,
+	 4.698331057323412e-03,
+	 4.724365070483955e-03,
+	 4.750212946261104e-03,
+	 4.775873666261901e-03,
+	 4.801346219468445e-03,
+	 4.826629602276532e-03,
+	 4.851722818534243e-03,
+	 4.876624879582988e-03,
+	 4.901334804294905e-03,
+	 4.925851619113115e-03,
+	 4.950174358088128e-03,
+	 4.974302062917732e-03,
+	 4.998233782983469e-03,
+	 5.021968575388614e-03,
+	 5.045505504995736e-03,
+	 5.068843644462437e-03,
+	 5.091982074279180e-03,
+	 5.114919882804157e-03,
+	 5.137656166300713e-03,
+	 5.160190028971708e-03,
+	 5.182520582995286e-03,
+	 5.204646948559915e-03,
+	 5.226568253898841e-03,
+	 5.248283635325014e-03,
+	 5.269792237264006e-03,
+	 5.291093212288944e-03,
+	 5.312185721152960e-03,
+	 5.333068932823244e-03,
+	 5.353742024512316e-03,
+	 5.374204181711735e-03,
+	 5.394454598223924e-03,
+	 5.414492476193605e-03,
+	 5.434317026139552e-03,
+	 5.453927466985097e-03,
+	 5.473323026089901e-03,
+	 5.492502939279533e-03,
+	 5.511466450875843e-03,
+	 5.530212813727135e-03,
+	 5.548741289236909e-03,
+	 5.567051147393411e-03,
+	 5.585141666798417e-03,
+	 5.603012134695263e-03,
+	 5.620661846997404e-03,
+	 5.638090108315933e-03,
+	 5.655296231986907e-03,
+	 5.672279540098574e-03,
+	 5.689039363517862e-03,
+	 5.705575041916975e-03,
+	 5.721885923799350e-03,
+	 5.737971366525110e-03,
+	 5.753830736336734e-03,
+	 5.769463408383798e-03,
+	 5.784868766747535e-03,
+	 5.800046204465426e-03,
+	 5.814995123554692e-03,
+	 5.829714935036091e-03,
+	 5.844205058957268e-03,
+	 5.858464924415277e-03,
+	 5.872493969579269e-03,
+	 5.886291641712590e-03,
+	 5.899857397194484e-03,
+	 5.913190701541724e-03,
+	 5.926291029429509e-03,
+	 5.939157864711998e-03,
+	 5.951790700443030e-03,
+	 5.964189038895774e-03,
+	 5.976352391582588e-03,
+	 5.988280279274060e-03,
+	 5.999972232017961e-03,
+	 6.011427789157825e-03,
+	 6.022646499350923e-03,
+	 6.033627920586314e-03,
+	 6.044371620201973e-03,
+	 6.054877174902156e-03,
+	 6.065144170773754e-03,
+	 6.075172203302702e-03,
+	 6.084960877390098e-03,
+	 6.094509807367612e-03,
+	 6.103818617012588e-03,
+	 6.112886939563049e-03,
+	 6.121714417732096e-03,
+	 6.130300703721983e-03,
+	 6.138645459237716e-03,
+	 6.146748355500533e-03,
+	 6.154609073260798e-03,
+	 6.162227302810542e-03,
+	 6.169602743995691e-03,
+	 6.176735106227958e-03,
+	 6.183624108496229e-03,
+	 6.190269479377512e-03,
+	 6.196670957047917e-03,
+	 6.202828289292718e-03,
+	 6.208741233516422e-03,
+	 6.214409556752295e-03,
+	 6.219833035671504e-03,
+	 6.225011456591986e-03,
+	 6.229944615486780e-03,
+	 6.234632317992122e-03,
+	 6.239074379415144e-03,
+	 6.243270624741109e-03,
+	 6.247220888640188e-03,
+	 6.250925015474188e-03,
+	 6.254382859302541e-03,
+	 6.257594283888150e-03,
+	 6.260559162702589e-03,
+	 6.263277378931292e-03,
+	 6.265748825478042e-03,
+	 6.267973404969181e-03,
+	 6.269951029757533e-03,
+	 6.271681621925740e-03,
+	 6.273165113289455e-03,
+	 6.274401445399912e-03,
+	 6.275390569546285e-03,
+	 6.276132446757681e-03,
+	 6.276627047804537e-03,
+	 6.276874353199784e-03,
+	 6.276874353199784e-03,
+	 6.276627047804537e-03,
+	 6.276132446757681e-03,
+	 6.275390569546285e-03,
+	 6.274401445399912e-03,
+	 6.273165113289455e-03,
+	 6.271681621925740e-03,
+	 6.269951029757533e-03,
+	 6.267973404969181e-03,
+	 6.265748825478042e-03,
+	 6.263277378931292e-03,
+	 6.260559162702589e-03,
+	 6.257594283888150e-03,
+	 6.254382859302541e-03,
+	 6.250925015474188e-03,
+	 6.247220888640188e-03,
+	 6.243270624741109e-03,
+	 6.239074379415144e-03,
+	 6.234632317992122e-03,
+	 6.229944615486780e-03,
+	 6.225011456591986e-03,
+	 6.219833035671504e-03,
+	 6.214409556752295e-03,
+	 6.208741233516422e-03,
+	 6.202828289292718e-03,
+	 6.196670957047917e-03,
+	 6.190269479377512e-03,
+	 6.183624108496229e-03,
+	 6.176735106227958e-03,
+	 6.169602743995691e-03,
+	 6.162227302810542e-03,
+	 6.154609073260798e-03,
+	 6.146748355500533e-03,
+	 6.138645459237716e-03,
+	 6.130300703721983e-03,
+	 6.121714417732096e-03,
+	 6.112886939563049e-03,
+	 6.103818617012588e-03,
+	 6.094509807367612e-03,
+	 6.084960877390098e-03,
+	 6.075172203302702e-03,
+	 6.065144170773754e-03,
+	 6.054877174902156e-03,
+	 6.044371620201973e-03,
+	 6.033627920586314e-03,
+	 6.022646499350923e-03,
+	 6.011427789157825e-03,
+	 5.999972232017961e-03,
+	 5.988280279274060e-03,
+	 5.976352391582588e-03,
+	 5.964189038895774e-03,
+	 5.951790700443030e-03,
+	 5.939157864711998e-03,
+	 5.926291029429509e-03,
+	 5.913190701541724e-03,
+	 5.899857397194484e-03,
+	 5.886291641712590e-03,
+	 5.872493969579269e-03,
+	 5.858464924415277e-03,
+	 5.844205058957268e-03,
+	 5.829714935036091e-03,
+	 5.814995123554692e-03,
+	 5.800046204465426e-03,
+	 5.784868766747535e-03,
+	 5.769463408383798e-03,
+	 5.753830736336734e-03,
+	 5.737971366525110e-03,
+	 5.721885923799350e-03,
+	 5.705575041916975e-03,
+	 5.689039363517862e-03,
+	 5.672279540098574e-03,
+	 5.655296231986907e-03,
+	 5.638090108315933e-03,
+	 5.620661846997404e-03,
+	 5.603012134695263e-03,
+	 5.585141666798417e-03,
+	 5.567051147393411e-03,
+	 5.548741289236909e-03,
+	 5.530212813727135e-03,
+	 5.511466450875843e-03,
+	 5.492502939279533e-03,
+	 5.473323026089901e-03,
+	 5.453927466985097e-03,
+	 5.434317026139552e-03,
+	 5.414492476193605e-03,
+	 5.394454598223924e-03,
+	 5.374204181711735e-03,
+	 5.353742024512316e-03,
+	 5.333068932823244e-03,
+	 5.312185721152960e-03,
+	 5.291093212288944e-03,
+	 5.269792237264006e-03,
+	 5.248283635325014e-03,
+	 5.226568253898841e-03,
+	 5.204646948559915e-03,
+	 5.182520582995286e-03,
+	 5.160190028971708e-03,
+	 5.137656166300713e-03,
+	 5.114919882804157e-03,
+	 5.091982074279180e-03,
+	 5.068843644462437e-03,
+	 5.045505504995736e-03,
+	 5.021968575388614e-03,
+	 4.998233782983469e-03,
+	 4.974302062917732e-03,
+	 4.950174358088128e-03,
+	 4.925851619113115e-03,
+	 4.901334804294905e-03,
+	 4.876624879582988e-03,
+	 4.851722818534243e-03,
+	 4.826629602276532e-03,
+	 4.801346219468445e-03,
+	 4.775873666261901e-03,
+	 4.750212946261104e-03,
+	 4.724365070483955e-03,
+	 4.698331057323412e-03,
+	 4.672111932504496e-03,
+	 4.645708729046676e-03,
+	 4.619122487221627e-03,
+	 4.592354254512663e-03,
+	 4.565405085572943e-03,
+	 4.538276042185702e-03,
+	 4.510968193219581e-03,
+	 4.483482614589342e-03,
+	 4.455820389211089e-03,
+	 4.427982606961833e-03,
+	 4.399970364634929e-03,
+	 4.371784765896547e-03,
+	 4.343426921244611e-03,
+	 4.314897947962091e-03,
+	 4.286198970075190e-03,
+	 4.257331118307538e-03,
+	 4.228295530036851e-03,
+	 4.199093349248971e-03,
+	 4.169725726493931e-03,
+	 4.140193818840021e-03,
+	 4.110498789828263e-03,
+	 4.080641809426477e-03,
+	 4.050624053982856e-03,
+	 4.020446706180265e-03,
+	 3.990110954990701e-03,
+	 3.959617995624711e-03,
+	 3.928969029489244e-03,
+	 3.898165264136193e-03,
+	 3.867207913216764e-03,
+	 3.836098196433846e-03,
+	 3.804837339493179e-03,
+	 3.773426574055379e-03,
+	 3.741867137686732e-03,
+	 3.710160273812769e-03,
+	 3.678307231665397e-03,
+	 3.646309266237678e-03,
+	 3.614167638231078e-03,
+	 3.581883614008788e-03,
+	 3.549458465543619e-03,
+	 3.516893470368361e-03,
+	 3.484189911525201e-03,
+	 3.451349077517390e-03,
+	 3.418372262255511e-03,
+	 3.385260765007777e-03,
+	 3.352015890349086e-03,
+	 3.318638948108751e-03,
+	 3.285131253320412e-03,
+	 3.251494126168971e-03,
+	 3.217728891937877e-03,
+	 3.183836880959549e-03,
+	 3.149819428560841e-03,
+	 3.115677875009653e-03,
+	 3.081413565465073e-03,
+	 3.047027849921952e-03,
+	 3.012522083158995e-03,
+	 2.977897624683573e-03,
+	 2.943155838680763e-03,
+	 2.908298093958407e-03,
+	 2.873325763891207e-03,
+	 2.838240226370725e-03,
+	 2.803042863747321e-03,
+	 2.767735062778413e-03,
+	 2.732318214571477e-03,
+	 2.696793714530561e-03,
+	 2.661162962301745e-03,
+	 2.625427361717589e-03,
+	 2.589588320740147e-03,
+	 2.553647251408908e-03,
+	 2.517605569780848e-03,
+	 2.481464695880025e-03,
+	 2.445226053636986e-03,
+	 2.408891070833094e-03,
+	 2.372461179047613e-03,
+	 2.335937813598022e-03,
+	 2.299322413484867e-03,
+	 2.262616421335232e-03,
+	 2.225821283344425e-03,
+	 2.188938449220948e-03,
+	 2.151969372128613e-03,
+	 2.114915508628630e-03,
+	 2.077778318622784e-03,
+	 2.040559265296571e-03,
+	 2.003259815059579e-03,
+	 1.965881437489817e-03,
+	 1.928425605276330e-03,
+	 1.890893794157173e-03,
+	 1.853287482865413e-03,
+	 1.815608153070388e-03,
+	 1.777857289316139e-03,
+	 1.740036378965917e-03,
+	 1.702146912144630e-03,
+	 1.664190381676313e-03,
+	 1.626168283026832e-03,
+	 1.588082114248213e-03,
+	 1.549933375914893e-03,
+	 1.511723571066077e-03,
+	 1.473454205149692e-03,
+	 1.435126785955841e-03,
+	 1.396742823568952e-03,
+	 1.358303830294452e-03,
+	 1.319811320611454e-03,
+	 1.281266811103701e-03,
+	 1.242671820408409e-03,
+	 1.204027869149601e-03,
+	 1.165336479880733e-03,
+	 1.126599177025894e-03,
+	 1.087817486819192e-03,
+	 1.048992937247853e-03,
+	 1.010127057980878e-03,
+	 9.712213803292585e-04,
+	 9.322774371650196e-04,
+	 8.932967628764972e-04,
+	 8.542808933021538e-04,
+	 8.152313656795385e-04,
+	 7.761497185724180e-04,
+	 7.370374918307137e-04,
+	 6.978962265241736e-04,
+	 6.587274648935693e-04,
+	 6.195327503018360e-04,
+	 5.803136271950050e-04,
+	 5.410716410674521e-04,
+	 5.018083384642759e-04,
+	 4.625252670006160e-04,
+	 4.232239754797495e-04,
+	 3.839060141358958e-04,
+	 3.445729352095938e-04,
+	 3.052262942691012e-04,
+	 2.658676532622232e-04,
+	 2.264985887109888e-04,
+	 1.871207158564209e-04,
+	 1.477357747700011e-04,
+	 1.083460286937404e-04,
+	 6.895707281791116e-05,
+	 2.962364450557860e-05
+};
+constant double Gauss500Z[500]={
+	-9.999884567522129e-01,
+	-9.999391798145371e-01,
+	-9.998505288592006e-01,
+	-9.997224876879449e-01,
+	-9.995550589335447e-01,
+	-9.993482486165864e-01,
+	-9.991020646933555e-01,
+	-9.988165167849478e-01,
+	-9.984916161049857e-01,
+	-9.981273754352636e-01,
+	-9.977238091159455e-01,
+	-9.972809330409360e-01,
+	-9.967987646553128e-01,
+	-9.962773229536412e-01,
+	-9.957166284786823e-01,
+	-9.951167033202715e-01,
+	-9.944775711142633e-01,
+	-9.937992570414846e-01,
+	-9.930817878266696e-01,
+	-9.923251917373580e-01,
+	-9.915294985827499e-01,
+	-9.906947397125084e-01,
+	-9.898209480155092e-01,
+	-9.889081579185339e-01,
+	-9.879564053849051e-01,
+	-9.869657279130641e-01,
+	-9.859361645350886e-01,
+	-9.848677558151522e-01,
+	-9.837605438479229e-01,
+	-9.826145722569035e-01,
+	-9.814298861927109e-01,
+	-9.802065323312958e-01,
+	-9.789445588721034e-01,
+	-9.776440155361730e-01,
+	-9.763049535641788e-01,
+	-9.749274257144106e-01,
+	-9.735114862606945e-01,
+	-9.720571909902542e-01,
+	-9.705645972015134e-01,
+	-9.690337637018371e-01,
+	-9.674647508052152e-01,
+	-9.658576203298855e-01,
+	-9.642124355958984e-01,
+	-9.625292614226219e-01,
+	-9.608081641261872e-01,
+	-9.590492115168765e-01,
+	-9.572524728964510e-01,
+	-9.554180190554201e-01,
+	-9.535459222702526e-01,
+	-9.516362563005288e-01,
+	-9.496890963860347e-01,
+	-9.477045192437970e-01,
+	-9.456826030650609e-01,
+	-9.436234275122095e-01,
+	-9.415270737156246e-01,
+	-9.393936242704907e-01,
+	-9.372231632335404e-01,
+	-9.350157761197427e-01,
+	-9.327715498989343e-01,
+	-9.304905729923920e-01,
+	-9.281729352693497e-01,
+	-9.258187280434574e-01,
+	-9.234280440691834e-01,
+	-9.210009775381599e-01,
+	-9.185376240754719e-01,
+	-9.160380807358894e-01,
+	-9.135024460000439e-01,
+	-9.109308197705482e-01,
+	-9.083233033680599e-01,
+	-9.056799995272898e-01,
+	-9.030010123929542e-01,
+	-9.002864475156713e-01,
+	-8.975364118478033e-01,
+	-8.947510137392416e-01,
+	-8.919303629331384e-01,
+	-8.890745705615831e-01,
+	-8.861837491412231e-01,
+	-8.832580125688314e-01,
+	-8.802974761168184e-01,
+	-8.773022564286910e-01,
+	-8.742724715144563e-01,
+	-8.712082407459724e-01,
+	-8.681096848522449e-01,
+	-8.649769259146710e-01,
+	-8.618100873622285e-01,
+	-8.586092939666133e-01,
+	-8.553746718373237e-01,
+	-8.521063484166915e-01,
+	-8.488044524748606e-01,
+	-8.454691141047138e-01,
+	-8.421004647167475e-01,
+	-8.386986370338935e-01,
+	-8.352637650862903e-01,
+	-8.317959842060023e-01,
+	-8.282954310216877e-01,
+	-8.247622434532156e-01,
+	-8.211965607062316e-01,
+	-8.175985232666736e-01,
+	-8.139682728952365e-01,
+	-8.103059526217874e-01,
+	-8.066117067397293e-01,
+	-8.028856808003170e-01,
+	-7.991280216069218e-01,
+	-7.953388772092481e-01,
+	-7.915183968974999e-01,
+	-7.876667311964989e-01,
+	-7.837840318597541e-01,
+	-7.798704518634826e-01,
+	-7.759261454005825e-01,
+	-7.719512678745576e-01,
+	-7.679459758933953e-01,
+	-7.639104272633951e-01,
+	-7.598447809829524e-01,
+	-7.557491972362932e-01,
+	-7.516238373871631e-01,
+	-7.474688639724699e-01,
+	-7.432844406958796e-01,
+	-7.390707324213666e-01,
+	-7.348279051667179e-01,
+	-7.305561260969925e-01,
+	-7.262555635179349e-01,
+	-7.219263868693439e-01,
+	-7.175687667183971e-01,
+	-7.131828747529303e-01,
+	-7.087688837746735e-01,
+	-7.043269676924420e-01,
+	-6.998573015152848e-01,
+	-6.953600613455899e-01,
+	-6.908354243721447e-01,
+	-6.862835688631563e-01,
+	-6.817046741592265e-01,
+	-6.770989206662871e-01,
+	-6.724664898484908e-01,
+	-6.678075642210626e-01,
+	-6.631223273431083e-01,
+	-6.584109638103827e-01,
+	-6.536736592480159e-01,
+	-6.489106003032010e-01,
+	-6.441219746378392e-01,
+	-6.393079709211461e-01,
+	-6.344687788222193e-01,
+	-6.296045890025642e-01,
+	-6.247155931085830e-01,
+	-6.198019837640233e-01,
+	-6.148639545623893e-01,
+	-6.099017000593140e-01,
+	-6.049154157648940e-01,
+	-5.999052981359867e-01,
+	-5.948715445684692e-01,
+	-5.898143533894622e-01,
+	-5.847339238495148e-01,
+	-5.796304561147554e-01,
+	-5.745041512590039e-01,
+	-5.693552112558506e-01,
+	-5.641838389706982e-01,
+	-5.589902381527688e-01,
+	-5.537746134270766e-01,
+	-5.485371702863653e-01,
+	-5.432781150830126e-01,
+	-5.379976550208994e-01,
+	-5.326959981472461e-01,
+	-5.273733533444159e-01,
+	-5.220299303216851e-01,
+	-5.166659396069802e-01,
+	-5.112815925385833e-01,
+	-5.058771012568060e-01,
+	-5.004526786956304e-01,
+	-4.950085385743205e-01,
+	-4.895448953890009e-01,
+	-4.840619644042066e-01,
+	-4.785599616444009e-01,
+	-4.730391038854647e-01,
+	-4.674996086461556e-01,
+	-4.619416941795375e-01,
+	-4.563655794643817e-01,
+	-4.507714841965395e-01,
+	-4.451596287802858e-01,
+	-4.395302343196359e-01,
+	-4.338835226096335e-01,
+	-4.282197161276124e-01,
+	-4.225390380244314e-01,
+	-4.168417121156813e-01,
+	-4.111279628728678e-01,
+	-4.053980154145666e-01,
+	-3.996520954975543e-01,
+	-3.938904295079136e-01,
+	-3.881132444521138e-01,
+	-3.823207679480666e-01,
+	-3.765132282161589e-01,
+	-3.706908540702600e-01,
+	-3.648538749087071e-01,
+	-3.590025207052671e-01,
+	-3.531370220000754e-01,
+	-3.472576098905531e-01,
+	-3.413645160223019e-01,
+	-3.354579725799772e-01,
+	-3.295382122781400e-01,
+	-3.236054683520885e-01,
+	-3.176599745486687e-01,
+	-3.117019651170644e-01,
+	-3.057316747995684e-01,
+	-2.997493388223338e-01,
+	-2.937551928861058e-01,
+	-2.877494731569357e-01,
+	-2.817324162568758e-01,
+	-2.757042592546567e-01,
+	-2.696652396563470e-01,
+	-2.636155953959953e-01,
+	-2.575555648262563e-01,
+	-2.514853867089997e-01,
+	-2.454053002059026e-01,
+	-2.393155448690274e-01,
+	-2.332163606313831e-01,
+	-2.271079877974721e-01,
+	-2.209906670338226e-01,
+	-2.148646393595063e-01,
+	-2.087301461366422e-01,
+	-2.025874290608875e-01,
+	-1.964367301519144e-01,
+	-1.902782917438753e-01,
+	-1.841123564758542e-01,
+	-1.779391672823076e-01,
+	-1.717589673834925e-01,
+	-1.655720002758839e-01,
+	-1.593785097225810e-01,
+	-1.531787397437032e-01,
+	-1.469729346067760e-01,
+	-1.407613388171065e-01,
+	-1.345441971081505e-01,
+	-1.283217544318700e-01,
+	-1.220942559490822e-01,
+	-1.158619470198002e-01,
+	-1.096250731935660e-01,
+	-1.033838801997762e-01,
+	-9.713861393800015e-02,
+	-9.088952046829167e-02,
+	-8.463684600149451e-02,
+	-7.838083688954174e-02,
+	-7.212173961574959e-02,
+	-6.585980078510620e-02,
+	-5.959526711455542e-02,
+	-5.332838542327645e-02,
+	-4.705940262295916e-02,
+	-4.078856570807596e-02,
+	-3.451612174615040e-02,
+	-2.824231786802273e-02,
+	-2.196740125811321e-02,
+	-1.569161914468308e-02,
+	-9.415218790093976e-03,
+	-3.138447481065866e-03,
+	 3.138447481065866e-03,
+	 9.415218790093976e-03,
+	 1.569161914468308e-02,
+	 2.196740125811321e-02,
+	 2.824231786802273e-02,
+	 3.451612174615040e-02,
+	 4.078856570807596e-02,
+	 4.705940262295916e-02,
+	 5.332838542327645e-02,
+	 5.959526711455542e-02,
+	 6.585980078510620e-02,
+	 7.212173961574959e-02,
+	 7.838083688954174e-02,
+	 8.463684600149451e-02,
+	 9.088952046829167e-02,
+	 9.713861393800015e-02,
+	 1.033838801997762e-01,
+	 1.096250731935660e-01,
+	 1.158619470198002e-01,
+	 1.220942559490822e-01,
+	 1.283217544318700e-01,
+	 1.345441971081505e-01,
+	 1.407613388171065e-01,
+	 1.469729346067760e-01,
+	 1.531787397437032e-01,
+	 1.593785097225810e-01,
+	 1.655720002758839e-01,
+	 1.717589673834925e-01,
+	 1.779391672823076e-01,
+	 1.841123564758542e-01,
+	 1.902782917438753e-01,
+	 1.964367301519144e-01,
+	 2.025874290608875e-01,
+	 2.087301461366422e-01,
+	 2.148646393595063e-01,
+	 2.209906670338226e-01,
+	 2.271079877974721e-01,
+	 2.332163606313831e-01,
+	 2.393155448690274e-01,
+	 2.454053002059026e-01,
+	 2.514853867089997e-01,
+	 2.575555648262563e-01,
+	 2.636155953959953e-01,
+	 2.696652396563470e-01,
+	 2.757042592546567e-01,
+	 2.817324162568758e-01,
+	 2.877494731569357e-01,
+	 2.937551928861058e-01,
+	 2.997493388223338e-01,
+	 3.057316747995684e-01,
+	 3.117019651170644e-01,
+	 3.176599745486687e-01,
+	 3.236054683520885e-01,
+	 3.295382122781400e-01,
+	 3.354579725799772e-01,
+	 3.413645160223019e-01,
+	 3.472576098905531e-01,
+	 3.531370220000754e-01,
+	 3.590025207052671e-01,
+	 3.648538749087071e-01,
+	 3.706908540702600e-01,
+	 3.765132282161589e-01,
+	 3.823207679480666e-01,
+	 3.881132444521138e-01,
+	 3.938904295079136e-01,
+	 3.996520954975543e-01,
+	 4.053980154145666e-01,
+	 4.111279628728678e-01,
+	 4.168417121156813e-01,
+	 4.225390380244314e-01,
+	 4.282197161276124e-01,
+	 4.338835226096335e-01,
+	 4.395302343196359e-01,
+	 4.451596287802858e-01,
+	 4.507714841965395e-01,
+	 4.563655794643817e-01,
+	 4.619416941795375e-01,
+	 4.674996086461556e-01,
+	 4.730391038854647e-01,
+	 4.785599616444009e-01,
+	 4.840619644042066e-01,
+	 4.895448953890009e-01,
+	 4.950085385743205e-01,
+	 5.004526786956304e-01,
+	 5.058771012568060e-01,
+	 5.112815925385833e-01,
+	 5.166659396069802e-01,
+	 5.220299303216851e-01,
+	 5.273733533444159e-01,
+	 5.326959981472461e-01,
+	 5.379976550208994e-01,
+	 5.432781150830126e-01,
+	 5.485371702863653e-01,
+	 5.537746134270766e-01,
+	 5.589902381527688e-01,
+	 5.641838389706982e-01,
+	 5.693552112558506e-01,
+	 5.745041512590039e-01,
+	 5.796304561147554e-01,
+	 5.847339238495148e-01,
+	 5.898143533894622e-01,
+	 5.948715445684692e-01,
+	 5.999052981359867e-01,
+	 6.049154157648940e-01,
+	 6.099017000593140e-01,
+	 6.148639545623893e-01,
+	 6.198019837640233e-01,
+	 6.247155931085830e-01,
+	 6.296045890025642e-01,
+	 6.344687788222193e-01,
+	 6.393079709211461e-01,
+	 6.441219746378392e-01,
+	 6.489106003032010e-01,
+	 6.536736592480159e-01,
+	 6.584109638103827e-01,
+	 6.631223273431083e-01,
+	 6.678075642210626e-01,
+	 6.724664898484908e-01,
+	 6.770989206662871e-01,
+	 6.817046741592265e-01,
+	 6.862835688631563e-01,
+	 6.908354243721447e-01,
+	 6.953600613455899e-01,
+	 6.998573015152848e-01,
+	 7.043269676924420e-01,
+	 7.087688837746735e-01,
+	 7.131828747529303e-01,
+	 7.175687667183971e-01,
+	 7.219263868693439e-01,
+	 7.262555635179349e-01,
+	 7.305561260969925e-01,
+	 7.348279051667179e-01,
+	 7.390707324213666e-01,
+	 7.432844406958796e-01,
+	 7.474688639724699e-01,
+	 7.516238373871631e-01,
+	 7.557491972362932e-01,
+	 7.598447809829524e-01,
+	 7.639104272633951e-01,
+	 7.679459758933953e-01,
+	 7.719512678745576e-01,
+	 7.759261454005825e-01,
+	 7.798704518634826e-01,
+	 7.837840318597541e-01,
+	 7.876667311964989e-01,
+	 7.915183968974999e-01,
+	 7.953388772092481e-01,
+	 7.991280216069218e-01,
+	 8.028856808003170e-01,
+	 8.066117067397293e-01,
+	 8.103059526217874e-01,
+	 8.139682728952365e-01,
+	 8.175985232666736e-01,
+	 8.211965607062316e-01,
+	 8.247622434532156e-01,
+	 8.282954310216877e-01,
+	 8.317959842060023e-01,
+	 8.352637650862903e-01,
+	 8.386986370338935e-01,
+	 8.421004647167475e-01,
+	 8.454691141047138e-01,
+	 8.488044524748606e-01,
+	 8.521063484166915e-01,
+	 8.553746718373237e-01,
+	 8.586092939666133e-01,
+	 8.618100873622285e-01,
+	 8.649769259146710e-01,
+	 8.681096848522449e-01,
+	 8.712082407459724e-01,
+	 8.742724715144563e-01,
+	 8.773022564286910e-01,
+	 8.802974761168184e-01,
+	 8.832580125688314e-01,
+	 8.861837491412231e-01,
+	 8.890745705615831e-01,
+	 8.919303629331384e-01,
+	 8.947510137392416e-01,
+	 8.975364118478033e-01,
+	 9.002864475156713e-01,
+	 9.030010123929542e-01,
+	 9.056799995272898e-01,
+	 9.083233033680599e-01,
+	 9.109308197705482e-01,
+	 9.135024460000439e-01,
+	 9.160380807358894e-01,
+	 9.185376240754719e-01,
+	 9.210009775381599e-01,
+	 9.234280440691834e-01,
+	 9.258187280434574e-01,
+	 9.281729352693497e-01,
+	 9.304905729923920e-01,
+	 9.327715498989343e-01,
+	 9.350157761197427e-01,
+	 9.372231632335404e-01,
+	 9.393936242704907e-01,
+	 9.415270737156246e-01,
+	 9.436234275122095e-01,
+	 9.456826030650609e-01,
+	 9.477045192437970e-01,
+	 9.496890963860347e-01,
+	 9.516362563005288e-01,
+	 9.535459222702526e-01,
+	 9.554180190554201e-01,
+	 9.572524728964510e-01,
+	 9.590492115168765e-01,
+	 9.608081641261872e-01,
+	 9.625292614226219e-01,
+	 9.642124355958984e-01,
+	 9.658576203298855e-01,
+	 9.674647508052152e-01,
+	 9.690337637018371e-01,
+	 9.705645972015134e-01,
+	 9.720571909902542e-01,
+	 9.735114862606945e-01,
+	 9.749274257144106e-01,
+	 9.763049535641788e-01,
+	 9.776440155361730e-01,
+	 9.789445588721034e-01,
+	 9.802065323312958e-01,
+	 9.814298861927109e-01,
+	 9.826145722569035e-01,
+	 9.837605438479229e-01,
+	 9.848677558151522e-01,
+	 9.859361645350886e-01,
+	 9.869657279130641e-01,
+	 9.879564053849051e-01,
+	 9.889081579185339e-01,
+	 9.898209480155092e-01,
+	 9.906947397125084e-01,
+	 9.915294985827499e-01,
+	 9.923251917373580e-01,
+	 9.930817878266696e-01,
+	 9.937992570414846e-01,
+	 9.944775711142633e-01,
+	 9.951167033202715e-01,
+	 9.957166284786823e-01,
+	 9.962773229536412e-01,
+	 9.967987646553128e-01,
+	 9.972809330409360e-01,
+	 9.977238091159455e-01,
+	 9.981273754352636e-01,
+	 9.984916161049857e-01,
+	 9.988165167849478e-01,
+	 9.991020646933555e-01,
+	 9.993482486165864e-01,
+	 9.995550589335447e-01,
+	 9.997224876879449e-01,
+	 9.998505288592006e-01,
+	 9.999391798145371e-01,
+	 9.999884567522129e-01
+};
+
+// Generated by sasmodels.gengauss.gengauss(5000)
+
+#ifdef GAUSS_N
+# undef GAUSS_N
+# undef GAUSS_Z
+# undef GAUSS_W
+#endif
+#define GAUSS_N 5000
+#define GAUSS_Z Gauss5000Z
+#define GAUSS_W Gauss5000Wt
+
+constant double Gauss5000Wt[5000]={
+	 2.967708115050575e-07,
+	 6.908266104348143e-07,
+	 1.085465123675602e-06,
+	 1.480153958519865e-06,
+	 1.874852422670078e-06,
+	 2.269553150625779e-06,
+	 2.664254217133740e-06,
+	 3.058954680077266e-06,
+	 3.453654255165420e-06,
+	 3.848352564833629e-06,
+	 4.243049412429516e-06,
+	 4.637744673454331e-06,
+	 5.032438122689845e-06,
+	 5.427129630022263e-06,
+	 5.821818973682805e-06,
+	 6.216506078925673e-06,
+	 6.611190683273135e-06,
+	 7.005872720375008e-06,
+	 7.400551980805749e-06,
+	 7.795228314173757e-06,
+	 8.189901580852119e-06,
+	 8.584571627627556e-06,
+	 8.979238283446009e-06,
+	 9.373901382873813e-06,
+	 9.768560793783854e-06,
+	 1.016321635593315e-05,
+	 1.055786790041504e-05,
+	 1.095251528286557e-05,
+	 1.134715833669453e-05,
+	 1.174179691045990e-05,
+	 1.213643086235614e-05,
+	 1.253106000748985e-05,
+	 1.292568421694196e-05,
+	 1.332030331747572e-05,
+	 1.371491717226208e-05,
+	 1.410952559792103e-05,
+	 1.450412847643540e-05,
+	 1.489872561233522e-05,
+	 1.529331687261776e-05,
+	 1.568790209278624e-05,
+	 1.608248112171249e-05,
+	 1.647705380774646e-05,
+	 1.687161999593914e-05,
+	 1.726617951652579e-05,
+	 1.766073222351063e-05,
+	 1.805527795459658e-05,
+	 1.844981657027173e-05,
+	 1.884434788899938e-05,
+	 1.923887178667568e-05,
+	 1.963338807543411e-05,
+	 2.002789662203610e-05,
+	 2.042239726350856e-05,
+	 2.081688984551045e-05,
+	 2.121137420731362e-05,
+	 2.160585020366140e-05,
+	 2.200031766471293e-05,
+	 2.239477644353030e-05,
+	 2.278922638862355e-05,
+	 2.318366733139895e-05,
+	 2.357809912616648e-05,
+	 2.397252161190611e-05,
+	 2.436693463850717e-05,
+	 2.476133804867249e-05,
+	 2.515573168735740e-05,
+	 2.555011539275585e-05,
+	 2.594448901262844e-05,
+	 2.633885239413270e-05,
+	 2.673320537848803e-05,
+	 2.712754781421039e-05,
+	 2.752187953377913e-05,
+	 2.791620040138838e-05,
+	 2.831051024050945e-05,
+	 2.870480891332929e-05,
+	 2.909909625655360e-05,
+	 2.949337210648327e-05,
+	 2.988763631923654e-05,
+	 3.028188873463122e-05,
+	 3.067612920327003e-05,
+	 3.107035755314027e-05,
+	 3.146457365118839e-05,
+	 3.185877731818632e-05,
+	 3.225296842167827e-05,
+	 3.264714678931476e-05,
+	 3.304131226628532e-05,
+	 3.343546470625303e-05,
+	 3.382960395220756e-05,
+	 3.422372984128839e-05,
+	 3.461784222625275e-05,
+	 3.501194094136184e-05,
+	 3.540602584001236e-05,
+	 3.580009676421725e-05,
+	 3.619415355896783e-05,
+	 3.658819606898828e-05,
+	 3.698222413256360e-05,
+	 3.737623759961558e-05,
+	 3.777023631558019e-05,
+	 3.816422012406606e-05,
+	 3.855818886796110e-05,
+	 3.895214239344983e-05,
+	 3.934608054482744e-05,
+	 3.974000316332509e-05,
+	 4.013391009880438e-05,
+	 4.052780119285966e-05,
+	 4.092167629402477e-05,
+	 4.131553523670950e-05,
+	 4.170937787334214e-05,
+	 4.210320405111855e-05,
+	 4.249701360853457e-05,
+	 4.289080638926642e-05,
+	 4.328458224262764e-05,
+	 4.367834101235882e-05,
+	 4.407208254216379e-05,
+	 4.446580667493457e-05,
+	 4.485951325743296e-05,
+	 4.525320213529415e-05,
+	 4.564687314707027e-05,
+	 4.604052614504553e-05,
+	 4.643416097316290e-05,
+	 4.682777746930432e-05,
+	 4.722137548202861e-05,
+	 4.761495485715089e-05,
+	 4.800851544198063e-05,
+	 4.840205707034650e-05,
+	 4.879557960053133e-05,
+	 4.918908286773508e-05,
+	 4.958256672101606e-05,
+	 4.997603100461701e-05,
+	 5.036947556272298e-05,
+	 5.076290023781856e-05,
+	 5.115630487646047e-05,
+	 5.154968932351106e-05,
+	 5.194305342337709e-05,
+	 5.233639701978578e-05,
+	 5.272971996186675e-05,
+	 5.312302209158545e-05,
+	 5.351630325096498e-05,
+	 5.390956328655539e-05,
+	 5.430280204568531e-05,
+	 5.469601937144993e-05,
+	 5.508921510788812e-05,
+	 5.548238910202844e-05,
+	 5.587554119254959e-05,
+	 5.626867123302761e-05,
+	 5.666177906026646e-05,
+	 5.705486452483136e-05,
+	 5.744792747176530e-05,
+	 5.784096774057170e-05,
+	 5.823398517928101e-05,
+	 5.862697963333669e-05,
+	 5.901995094921994e-05,
+	 5.941289896631685e-05,
+	 5.980582353508762e-05,
+	 6.019872449896147e-05,
+	 6.059160170043561e-05,
+	 6.098445498543843e-05,
+	 6.137728419841923e-05,
+	 6.177008918968614e-05,
+	 6.216286979746446e-05,
+	 6.255562586861984e-05,
+	 6.294835724790345e-05,
+	 6.334106378405790e-05,
+	 6.373374531646440e-05,
+	 6.412640169533940e-05,
+	 6.451903276031043e-05,
+	 6.491163836123763e-05,
+	 6.530421834041504e-05,
+	 6.569677254621874e-05,
+	 6.608930081907467e-05,
+	 6.648180300467884e-05,
+	 6.687427895012881e-05,
+	 6.726672850241030e-05,
+	 6.765915150244778e-05,
+	 6.805154779862556e-05,
+	 6.844391723306542e-05,
+	 6.883625965271705e-05,
+	 6.922857490098878e-05,
+	 6.962086282388699e-05,
+	 7.001312326963224e-05,
+	 7.040535607907874e-05,
+	 7.079756110056347e-05,
+	 7.118973817790561e-05,
+	 7.158188715570165e-05,
+	 7.197400787938955e-05,
+	 7.236610019440714e-05,
+	 7.275816394673754e-05,
+	 7.315019898155956e-05,
+	 7.354220514102986e-05,
+	 7.393418227496131e-05,
+	 7.432613022641832e-05,
+	 7.471804884252410e-05,
+	 7.510993796599932e-05,
+	 7.550179744326617e-05,
+	 7.589362711868172e-05,
+	 7.628542683887226e-05,
+	 7.667719644856037e-05,
+	 7.706893579445424e-05,
+	 7.746064471960257e-05,
+	 7.785232307213077e-05,
+	 7.824397069311407e-05,
+	 7.863558743319620e-05,
+	 7.902717313564044e-05,
+	 7.941872764421552e-05,
+	 7.981025080590855e-05,
+	 8.020174246764378e-05,
+	 8.059320247048232e-05,
+	 8.098463066597581e-05,
+	 8.137602689364404e-05,
+	 8.176739100288299e-05,
+	 8.215872283863294e-05,
+	 8.255002224671039e-05,
+	 8.294128907110016e-05,
+	 8.333252315822167e-05,
+	 8.372372435221428e-05,
+	 8.411489250183786e-05,
+	 8.450602744994464e-05,
+	 8.489712904126891e-05,
+	 8.528819712679954e-05,
+	 8.567923154545622e-05,
+	 8.607023214766979e-05,
+	 8.646119877855770e-05,
+	 8.685213128117572e-05,
+	 8.724302950290486e-05,
+	 8.763389328883085e-05,
+	 8.802472248730652e-05,
+	 8.841551694106225e-05,
+	 8.880627649659037e-05,
+	 8.919700099808029e-05,
+	 8.958769029518601e-05,
+	 8.997834423053302e-05,
+	 9.036896265139633e-05,
+	 9.075954540423977e-05,
+	 9.115009233260759e-05,
+	 9.154060328375660e-05,
+	 9.193107810317785e-05,
+	 9.232151663510942e-05,
+	 9.271191873096626e-05,
+	 9.310228423047216e-05,
+	 9.349261298256864e-05,
+	 9.388290483325177e-05,
+	 9.427315962767892e-05,
+	 9.466337720990975e-05,
+	 9.505355743155006e-05,
+	 9.544370013371267e-05,
+	 9.583380516169227e-05,
+	 9.622387236594623e-05,
+	 9.661390158929014e-05,
+	 9.700389267851904e-05,
+	 9.739384547955711e-05,
+	 9.778375983910324e-05,
+	 9.817363560451091e-05,
+	 9.856347261721133e-05,
+	 9.895327072912864e-05,
+	 9.934302978140069e-05,
+	 9.973274962318625e-05,
+	 1.001224301006458e-04,
+	 1.005120710586266e-04,
+	 1.009016723450495e-04,
+	 1.012912338038130e-04,
+	 1.016807552832619e-04,
+	 1.020702366292262e-04,
+	 1.024596776851532e-04,
+	 1.028490783019434e-04,
+	 1.032384383231154e-04,
+	 1.036277575949719e-04,
+	 1.040170359643481e-04,
+	 1.044062732778376e-04,
+	 1.047954693821035e-04,
+	 1.051846241232085e-04,
+	 1.055737373462861e-04,
+	 1.059628089016359e-04,
+	 1.063518386299136e-04,
+	 1.067408263821736e-04,
+	 1.071297720016758e-04,
+	 1.075186753370153e-04,
+	 1.079075362345124e-04,
+	 1.082963545415241e-04,
+	 1.086851301021314e-04,
+	 1.090738627650504e-04,
+	 1.094625523752495e-04,
+	 1.098511987793225e-04,
+	 1.102398018257169e-04,
+	 1.106283613580635e-04,
+	 1.110168772269773e-04,
+	 1.114053492757775e-04,
+	 1.117937773521273e-04,
+	 1.121821613036203e-04,
+	 1.125705009757695e-04,
+	 1.129587962173100e-04,
+	 1.133470468722491e-04,
+	 1.137352527873879e-04,
+	 1.141234138118102e-04,
+	 1.145115297909046e-04,
+	 1.148996005717352e-04,
+	 1.152876260011528e-04,
+	 1.156756059268026e-04,
+	 1.160635401935752e-04,
+	 1.164514286488634e-04,
+	 1.168392711417371e-04,
+	 1.172270675160659e-04,
+	 1.176148176204122e-04,
+	 1.180025213029248e-04,
+	 1.183901784088470e-04,
+	 1.187777887839013e-04,
+	 1.191653522795650e-04,
+	 1.195528687379955e-04,
+	 1.199403380084779e-04,
+	 1.203277599375793e-04,
+	 1.207151343736642e-04,
+	 1.211024611620411e-04,
+	 1.214897401516819e-04,
+	 1.218769711881080e-04,
+	 1.222641541188861e-04,
+	 1.226512887910341e-04,
+	 1.230383750522546e-04,
+	 1.234254127507875e-04,
+	 1.238124017313848e-04,
+	 1.241993418423605e-04,
+	 1.245862329330305e-04,
+	 1.249730748470151e-04,
+	 1.253598674337975e-04,
+	 1.257466105412958e-04,
+	 1.261333040142998e-04,
+	 1.265199477040235e-04,
+	 1.269065414545336e-04,
+	 1.272930851139742e-04,
+	 1.276795785295555e-04,
+	 1.280660215502940e-04,
+	 1.284524140235717e-04,
+	 1.288387557946632e-04,
+	 1.292250467133533e-04,
+	 1.296112866251243e-04,
+	 1.299974753790855e-04,
+	 1.303836128229531e-04,
+	 1.307696988042698e-04,
+	 1.311557331683816e-04,
+	 1.315417157664387e-04,
+	 1.319276464420403e-04,
+	 1.323135250471828e-04,
+	 1.326993514256334e-04,
+	 1.330851254289941e-04,
+	 1.334708469016801e-04,
+	 1.338565156937744e-04,
+	 1.342421316507116e-04,
+	 1.346276946213199e-04,
+	 1.350132044558853e-04,
+	 1.353986609976105e-04,
+	 1.357840640984470e-04,
+	 1.361694136045407e-04,
+	 1.365547093620471e-04,
+	 1.369399512219494e-04,
+	 1.373251390314144e-04,
+	 1.377102726370039e-04,
+	 1.380953518888432e-04,
+	 1.384803766325935e-04,
+	 1.388653467170688e-04,
+	 1.392502619920174e-04,
+	 1.396351223036889e-04,
+	 1.400199275002043e-04,
+	 1.404046774301298e-04,
+	 1.407893719417729e-04,
+	 1.411740108832741e-04,
+	 1.415585941035836e-04,
+	 1.419431214476940e-04,
+	 1.423275927683815e-04,
+	 1.427120079110142e-04,
+	 1.430963667233998e-04,
+	 1.434806690559252e-04,
+	 1.438649147549203e-04,
+	 1.442491036700635e-04,
+	 1.446332356494989e-04,
+	 1.450173105425354e-04,
+	 1.454013281948481e-04,
+	 1.457852884570325e-04,
+	 1.461691911771292e-04,
+	 1.465530362031210e-04,
+	 1.469368233854797e-04,
+	 1.473205525695710e-04,
+	 1.477042236058660e-04,
+	 1.480878363419589e-04,
+	 1.484713906268956e-04,
+	 1.488548863106759e-04,
+	 1.492383232398284e-04,
+	 1.496217012641095e-04,
+	 1.500050202306276e-04,
+	 1.503882799906289e-04,
+	 1.507714803919522e-04,
+	 1.511546212832247e-04,
+	 1.515377025120099e-04,
+	 1.519207239272822e-04,
+	 1.523036853806588e-04,
+	 1.526865867176077e-04,
+	 1.530694277883256e-04,
+	 1.534522084433435e-04,
+	 1.538349285275857e-04,
+	 1.542175878939959e-04,
+	 1.546001863892717e-04,
+	 1.549827238634884e-04,
+	 1.553652001653039e-04,
+	 1.557476151433860e-04,
+	 1.561299686474162e-04,
+	 1.565122605254407e-04,
+	 1.568944906273415e-04,
+	 1.572766588030612e-04,
+	 1.576587648994622e-04,
+	 1.580408087677157e-04,
+	 1.584227902566763e-04,
+	 1.588047092154838e-04,
+	 1.591865654930479e-04,
+	 1.595683589394135e-04,
+	 1.599500894023854e-04,
+	 1.603317567329163e-04,
+	 1.607133607791841e-04,
+	 1.610949013907478e-04,
+	 1.614763784175732e-04,
+	 1.618577917089733e-04,
+	 1.622391411143441e-04,
+	 1.626204264831136e-04,
+	 1.630016476653016e-04,
+	 1.633828045091677e-04,
+	 1.637638968645009e-04,
+	 1.641449245823139e-04,
+	 1.645258875107106e-04,
+	 1.649067854998451e-04,
+	 1.652876184001348e-04,
+	 1.656683860596722e-04,
+	 1.660490883300532e-04,
+	 1.664297250586548e-04,
+	 1.668102960976754e-04,
+	 1.671908012957561e-04,
+	 1.675712405026361e-04,
+	 1.679516135676414e-04,
+	 1.683319203413562e-04,
+	 1.687121606744735e-04,
+	 1.690923344153143e-04,
+	 1.694724414141882e-04,
+	 1.698524815220939e-04,
+	 1.702324545879209e-04,
+	 1.706123604622943e-04,
+	 1.709921989944953e-04,
+	 1.713719700368094e-04,
+	 1.717516734358256e-04,
+	 1.721313090448217e-04,
+	 1.725108767120747e-04,
+	 1.728903762891188e-04,
+	 1.732698076245096e-04,
+	 1.736491705697041e-04,
+	 1.740284649745192e-04,
+	 1.744076906896766e-04,
+	 1.747868475656192e-04,
+	 1.751659354517338e-04,
+	 1.755449541985493e-04,
+	 1.759239036572885e-04,
+	 1.763027836783566e-04,
+	 1.766815941113189e-04,
+	 1.770603348078628e-04,
+	 1.774390056168301e-04,
+	 1.778176063899672e-04,
+	 1.781961369780506e-04,
+	 1.785745972304970e-04,
+	 1.789529869986419e-04,
+	 1.793313061331756e-04,
+	 1.797095544849302e-04,
+	 1.800877319045777e-04,
+	 1.804658382424127e-04,
+	 1.808438733491308e-04,
+	 1.812218370757326e-04,
+	 1.815997292741205e-04,
+	 1.819775497933428e-04,
+	 1.823552984854751e-04,
+	 1.827329752001840e-04,
+	 1.831105797905581e-04,
+	 1.834881121057443e-04,
+	 1.838655719964643e-04,
+	 1.842429593152028e-04,
+	 1.846202739120640e-04,
+	 1.849975156388936e-04,
+	 1.853746843456192e-04,
+	 1.857517798840616e-04,
+	 1.861288021055772e-04,
+	 1.865057508601016e-04,
+	 1.868826260011683e-04,
+	 1.872594273778362e-04,
+	 1.876361548422698e-04,
+	 1.880128082460827e-04,
+	 1.883893874399764e-04,
+	 1.887658922758379e-04,
+	 1.891423226050510e-04,
+	 1.895186782785423e-04,
+	 1.898949591474082e-04,
+	 1.902711650647789e-04,
+	 1.906472958811964e-04,
+	 1.910233514466159e-04,
+	 1.913993316153905e-04,
+	 1.917752362373554e-04,
+	 1.921510651651717e-04,
+	 1.925268182496968e-04,
+	 1.929024953428252e-04,
+	 1.932780962961826e-04,
+	 1.936536209620308e-04,
+	 1.940290691917959e-04,
+	 1.944044408366891e-04,
+	 1.947797357499740e-04,
+	 1.951549537818725e-04,
+	 1.955300947851386e-04,
+	 1.959051586122128e-04,
+	 1.962801451141000e-04,
+	 1.966550541431701e-04,
+	 1.970298855518466e-04,
+	 1.974046391912657e-04,
+	 1.977793149141132e-04,
+	 1.981539125733219e-04,
+	 1.985284320195638e-04,
+	 1.989028731053549e-04,
+	 1.992772356825568e-04,
+	 1.996515196051324e-04,
+	 2.000257247237990e-04,
+	 2.003998508913979e-04,
+	 2.007738979599427e-04,
+	 2.011478657825554e-04,
+	 2.015217542098335e-04,
+	 2.018955630966133e-04,
+	 2.022692922935429e-04,
+	 2.026429416533492e-04,
+	 2.030165110302390e-04,
+	 2.033900002746594e-04,
+	 2.037634092401756e-04,
+	 2.041367377788688e-04,
+	 2.045099857435112e-04,
+	 2.048831529878377e-04,
+	 2.052562393628904e-04,
+	 2.056292447224924e-04,
+	 2.060021689195499e-04,
+	 2.063750118060664e-04,
+	 2.067477732352203e-04,
+	 2.071204530605710e-04,
+	 2.074930511338616e-04,
+	 2.078655673086347e-04,
+	 2.082380014379847e-04,
+	 2.086103533742332e-04,
+	 2.089826229707156e-04,
+	 2.093548100813890e-04,
+	 2.097269145585748e-04,
+	 2.100989362557029e-04,
+	 2.104708750250543e-04,
+	 2.108427307202805e-04,
+	 2.112145031952326e-04,
+	 2.115861923028274e-04,
+	 2.119577978954715e-04,
+	 2.123293198287495e-04,
+	 2.127007579535289e-04,
+	 2.130721121242037e-04,
+	 2.134433821936961e-04,
+	 2.138145680168564e-04,
+	 2.141856694456463e-04,
+	 2.145566863352459e-04,
+	 2.149276185373269e-04,
+	 2.152984659062623e-04,
+	 2.156692282960792e-04,
+	 2.160399055602981e-04,
+	 2.164104975522181e-04,
+	 2.167810041260120e-04,
+	 2.171514251351459e-04,
+	 2.175217604332767e-04,
+	 2.178920098747760e-04,
+	 2.182621733126213e-04,
+	 2.186322506018772e-04,
+	 2.190022415954654e-04,
+	 2.193721461480378e-04,
+	 2.197419641124422e-04,
+	 2.201116953442794e-04,
+	 2.204813396971534e-04,
+	 2.208508970238403e-04,
+	 2.212203671809809e-04,
+	 2.215897500203417e-04,
+	 2.219590453968007e-04,
+	 2.223282531653956e-04,
+	 2.226973731799524e-04,
+	 2.230664052939386e-04,
+	 2.234353493635957e-04,
+	 2.238042052416144e-04,
+	 2.241729727826913e-04,
+	 2.245416518420014e-04,
+	 2.249102422727228e-04,
+	 2.252787439312427e-04,
+	 2.256471566698218e-04,
+	 2.260154803451484e-04,
+	 2.263837148108378e-04,
+	 2.267518599218301e-04,
+	 2.271199155329396e-04,
+	 2.274878814979286e-04,
+	 2.278557576727862e-04,
+	 2.282235439115148e-04,
+	 2.285912400689554e-04,
+	 2.289588460012369e-04,
+	 2.293263615609972e-04,
+	 2.296937866050587e-04,
+	 2.300611209881042e-04,
+	 2.304283645648822e-04,
+	 2.307955171899766e-04,
+	 2.311625787184452e-04,
+	 2.315295490063770e-04,
+	 2.318964279088673e-04,
+	 2.322632152796273e-04,
+	 2.326299109753197e-04,
+	 2.329965148505941e-04,
+	 2.333630267615972e-04,
+	 2.337294465619394e-04,
+	 2.340957741086903e-04,
+	 2.344620092567913e-04,
+	 2.348281518614362e-04,
+	 2.351942017776299e-04,
+	 2.355601588618434e-04,
+	 2.359260229699124e-04,
+	 2.362917939557635e-04,
+	 2.366574716765830e-04,
+	 2.370230559870935e-04,
+	 2.373885467436506e-04,
+	 2.377539438015738e-04,
+	 2.381192470161730e-04,
+	 2.384844562446236e-04,
+	 2.388495713418566e-04,
+	 2.392145921640928e-04,
+	 2.395795185664507e-04,
+	 2.399443504063584e-04,
+	 2.403090875380793e-04,
+	 2.406737298191058e-04,
+	 2.410382771049764e-04,
+	 2.414027292514284e-04,
+	 2.417670861157268e-04,
+	 2.421313475523594e-04,
+	 2.424955134193352e-04,
+	 2.428595835711793e-04,
+	 2.432235578654188e-04,
+	 2.435874361589148e-04,
+	 2.439512183060147e-04,
+	 2.443149041646143e-04,
+	 2.446784935913377e-04,
+	 2.450419864417234e-04,
+	 2.454053825725885e-04,
+	 2.457686818408808e-04,
+	 2.461318841034079e-04,
+	 2.464949892157184e-04,
+	 2.468579970358559e-04,
+	 2.472209074193894e-04,
+	 2.475837202236835e-04,
+	 2.479464353047188e-04,
+	 2.483090525205193e-04,
+	 2.486715717280271e-04,
+	 2.490339927832432e-04,
+	 2.493963155428071e-04,
+	 2.497585398651936e-04,
+	 2.501206656056983e-04,
+	 2.504826926225997e-04,
+	 2.508446207735041e-04,
+	 2.512064499136234e-04,
+	 2.515681799019172e-04,
+	 2.519298105942103e-04,
+	 2.522913418495683e-04,
+	 2.526527735233315e-04,
+	 2.530141054743394e-04,
+	 2.533753375588333e-04,
+	 2.537364696350364e-04,
+	 2.540975015604170e-04,
+	 2.544584331915860e-04,
+	 2.548192643869457e-04,
+	 2.551799950034103e-04,
+	 2.555406248999830e-04,
+	 2.559011539320709e-04,
+	 2.562615819597331e-04,
+	 2.566219088395335e-04,
+	 2.569821344283571e-04,
+	 2.573422585860421e-04,
+	 2.577022811690259e-04,
+	 2.580622020353704e-04,
+	 2.584220210430157e-04,
+	 2.587817380510973e-04,
+	 2.591413529156373e-04,
+	 2.595008654963330e-04,
+	 2.598602756501774e-04,
+	 2.602195832363253e-04,
+	 2.605787881122365e-04,
+	 2.609378901363174e-04,
+	 2.612968891668579e-04,
+	 2.616557850626427e-04,
+	 2.620145776809930e-04,
+	 2.623732668806856e-04,
+	 2.627318525207889e-04,
+	 2.630903344588738e-04,
+	 2.634487125539359e-04,
+	 2.638069866643142e-04,
+	 2.641651566492287e-04,
+	 2.645232223659387e-04,
+	 2.648811836742665e-04,
+	 2.652390404331205e-04,
+	 2.655967925002704e-04,
+	 2.659544397351079e-04,
+	 2.663119819960399e-04,
+	 2.666694191425158e-04,
+	 2.670267510332706e-04,
+	 2.673839775270537e-04,
+	 2.677410984829266e-04,
+	 2.680981137604690e-04,
+	 2.684550232174639e-04,
+	 2.688118267144260e-04,
+	 2.691685241093674e-04,
+	 2.695251152628640e-04,
+	 2.698816000332974e-04,
+	 2.702379782793870e-04,
+	 2.705942498616171e-04,
+	 2.709504146388419e-04,
+	 2.713064724702772e-04,
+	 2.716624232159501e-04,
+	 2.720182667349356e-04,
+	 2.723740028873333e-04,
+	 2.727296315316942e-04,
+	 2.730851525284927e-04,
+	 2.734405657368269e-04,
+	 2.737958710172208e-04,
+	 2.741510682285591e-04,
+	 2.745061572313423e-04,
+	 2.748611378849494e-04,
+	 2.752160100491209e-04,
+	 2.755707735844844e-04,
+	 2.759254283506579e-04,
+	 2.762799742080034e-04,
+	 2.766344110152885e-04,
+	 2.769887386343746e-04,
+	 2.773429569235740e-04,
+	 2.776970657450944e-04,
+	 2.780510649577519e-04,
+	 2.784049544219862e-04,
+	 2.787587339985062e-04,
+	 2.791124035473219e-04,
+	 2.794659629296118e-04,
+	 2.798194120042376e-04,
+	 2.801727506334317e-04,
+	 2.805259786769828e-04,
+	 2.808790959953611e-04,
+	 2.812321024488206e-04,
+	 2.815849978992468e-04,
+	 2.819377822062401e-04,
+	 2.822904552305354e-04,
+	 2.826430168341915e-04,
+	 2.829954668764217e-04,
+	 2.833478052192746e-04,
+	 2.837000317227518e-04,
+	 2.840521462491893e-04,
+	 2.844041486582756e-04,
+	 2.847560388115443e-04,
+	 2.851078165700787e-04,
+	 2.854594817948009e-04,
+	 2.858110343477693e-04,
+	 2.861624740890230e-04,
+	 2.865138008810833e-04,
+	 2.868650145846995e-04,
+	 2.872161150604997e-04,
+	 2.875671021708579e-04,
+	 2.879179757774514e-04,
+	 2.882687357411419e-04,
+	 2.886193819230076e-04,
+	 2.889699141859554e-04,
+	 2.893203323906588e-04,
+	 2.896706363997106e-04,
+	 2.900208260736219e-04,
+	 2.903709012749723e-04,
+	 2.907208618649492e-04,
+	 2.910707077064132e-04,
+	 2.914204386608224e-04,
+	 2.917700545901457e-04,
+	 2.921195553557511e-04,
+	 2.924689408209861e-04,
+	 2.928182108466901e-04,
+	 2.931673652954583e-04,
+	 2.935164040295733e-04,
+	 2.938653269114060e-04,
+	 2.942141338031869e-04,
+	 2.945628245671016e-04,
+	 2.949113990651652e-04,
+	 2.952598571605416e-04,
+	 2.956081987150825e-04,
+	 2.959564235910835e-04,
+	 2.963045316523496e-04,
+	 2.966525227606464e-04,
+	 2.970003967780492e-04,
+	 2.973481535679171e-04,
+	 2.976957929934378e-04,
+	 2.980433149165235e-04,
+	 2.983907192003363e-04,
+	 2.987380057082369e-04,
+	 2.990851743022694e-04,
+	 2.994322248454551e-04,
+	 2.997791572015761e-04,
+	 3.001259712335000e-04,
+	 3.004726668036815e-04,
+	 3.008192437764068e-04,
+	 3.011657020136311e-04,
+	 3.015120413792715e-04,
+	 3.018582617369910e-04,
+	 3.022043629492546e-04,
+	 3.025503448796125e-04,
+	 3.028962073918927e-04,
+	 3.032419503497818e-04,
+	 3.035875736166473e-04,
+	 3.039330770552825e-04,
+	 3.042784605307434e-04,
+	 3.046237239050464e-04,
+	 3.049688670432226e-04,
+	 3.053138898086228e-04,
+	 3.056587920651900e-04,
+	 3.060035736764833e-04,
+	 3.063482345061585e-04,
+	 3.066927744188614e-04,
+	 3.070371932787669e-04,
+	 3.073814909492113e-04,
+	 3.077256672944272e-04,
+	 3.080697221785635e-04,
+	 3.084136554660408e-04,
+	 3.087574670213704e-04,
+	 3.091011567081341e-04,
+	 3.094447243912943e-04,
+	 3.097881699350128e-04,
+	 3.101314932036708e-04,
+	 3.104746940622003e-04,
+	 3.108177723738769e-04,
+	 3.111607280051538e-04,
+	 3.115035608190716e-04,
+	 3.118462706806377e-04,
+	 3.121888574552814e-04,
+	 3.125313210073573e-04,
+	 3.128736612017304e-04,
+	 3.132158779028524e-04,
+	 3.135579709764070e-04,
+	 3.138999402871385e-04,
+	 3.142417856992689e-04,
+	 3.145835070791555e-04,
+	 3.149251042908716e-04,
+	 3.152665772001696e-04,
+	 3.156079256723853e-04,
+	 3.159491495721047e-04,
+	 3.162902487654385e-04,
+	 3.166312231172407e-04,
+	 3.169720724927049e-04,
+	 3.173127967576726e-04,
+	 3.176533957783894e-04,
+	 3.179938694188091e-04,
+	 3.183342175456473e-04,
+	 3.186744400241832e-04,
+	 3.190145367206711e-04,
+	 3.193545074998874e-04,
+	 3.196943522289233e-04,
+	 3.200340707722398e-04,
+	 3.203736629967123e-04,
+	 3.207131287677972e-04,
+	 3.210524679522742e-04,
+	 3.213916804154966e-04,
+	 3.217307660236500e-04,
+	 3.220697246428085e-04,
+	 3.224085561391969e-04,
+	 3.227472603796519e-04,
+	 3.230858372300821e-04,
+	 3.234242865569954e-04,
+	 3.237626082260595e-04,
+	 3.241008021048104e-04,
+	 3.244388680592879e-04,
+	 3.247768059557947e-04,
+	 3.251146156615421e-04,
+	 3.254522970422395e-04,
+	 3.257898499657863e-04,
+	 3.261272742980004e-04,
+	 3.264645699063630e-04,
+	 3.268017366574991e-04,
+	 3.271387744180556e-04,
+	 3.274756830555048e-04,
+	 3.278124624362713e-04,
+	 3.281491124277425e-04,
+	 3.284856328973417e-04,
+	 3.288220237117842e-04,
+	 3.291582847385153e-04,
+	 3.294944158448580e-04,
+	 3.298304168977226e-04,
+	 3.301662877651059e-04,
+	 3.305020283141125e-04,
+	 3.308376384123528e-04,
+	 3.311731179266087e-04,
+	 3.315084667259155e-04,
+	 3.318436846767632e-04,
+	 3.321787716469046e-04,
+	 3.325137275043444e-04,
+	 3.328485521172509e-04,
+	 3.331832453530231e-04,
+	 3.335178070797257e-04,
+	 3.338522371647766e-04,
+	 3.341865354768859e-04,
+	 3.345207018839796e-04,
+	 3.348547362537802e-04,
+	 3.351886384549732e-04,
+	 3.355224083548114e-04,
+	 3.358560458227585e-04,
+	 3.361895507263138e-04,
+	 3.365229229346434e-04,
+	 3.368561623149909e-04,
+	 3.371892687368277e-04,
+	 3.375222420677725e-04,
+	 3.378550821777033e-04,
+	 3.381877889340932e-04,
+	 3.385203622055821e-04,
+	 3.388528018618171e-04,
+	 3.391851077707961e-04,
+	 3.395172798021442e-04,
+	 3.398493178239363e-04,
+	 3.401812217051985e-04,
+	 3.405129913152141e-04,
+	 3.408446265230803e-04,
+	 3.411761271981651e-04,
+	 3.415074932086504e-04,
+	 3.418387244245640e-04,
+	 3.421698207153800e-04,
+	 3.425007819497201e-04,
+	 3.428316079967212e-04,
+	 3.431622987268634e-04,
+	 3.434928540090184e-04,
+	 3.438232737123560e-04,
+	 3.441535577071062e-04,
+	 3.444837058627517e-04,
+	 3.448137180488433e-04,
+	 3.451435941352202e-04,
+	 3.454733339912480e-04,
+	 3.458029374871709e-04,
+	 3.461324044933096e-04,
+	 3.464617348787470e-04,
+	 3.467909285142330e-04,
+	 3.471199852698425e-04,
+	 3.474489050146736e-04,
+	 3.477776876198484e-04,
+	 3.481063329554883e-04,
+	 3.484348408916171e-04,
+	 3.487632112989098e-04,
+	 3.490914440473935e-04,
+	 3.494195390077431e-04,
+	 3.497474960500490e-04,
+	 3.500753150455469e-04,
+	 3.504029958644035e-04,
+	 3.507305383773448e-04,
+	 3.510579424551834e-04,
+	 3.513852079687290e-04,
+	 3.517123347883065e-04,
+	 3.520393227854130e-04,
+	 3.523661718309661e-04,
+	 3.526928817955401e-04,
+	 3.530194525501823e-04,
+	 3.533458839666421e-04,
+	 3.536721759150514e-04,
+	 3.539983282677714e-04,
+	 3.543243408951204e-04,
+	 3.546502136690796e-04,
+	 3.549759464606238e-04,
+	 3.553015391413918e-04,
+	 3.556269915829965e-04,
+	 3.559523036562199e-04,
+	 3.562774752338544e-04,
+	 3.566025061863436e-04,
+	 3.569273963860921e-04,
+	 3.572521457047364e-04,
+	 3.575767540143476e-04,
+	 3.579012211866825e-04,
+	 3.582255470929929e-04,
+	 3.585497316061917e-04,
+	 3.588737745976646e-04,
+	 3.591976759400011e-04,
+	 3.595214355051878e-04,
+	 3.598450531649893e-04,
+	 3.601685287925552e-04,
+	 3.604918622592024e-04,
+	 3.608150534382649e-04,
+	 3.611381022017304e-04,
+	 3.614610084219470e-04,
+	 3.617837719715759e-04,
+	 3.621063927235633e-04,
+	 3.624288705501609e-04,
+	 3.627512053239267e-04,
+	 3.630733969181511e-04,
+	 3.633954452049988e-04,
+	 3.637173500583143e-04,
+	 3.640391113503221e-04,
+	 3.643607289539202e-04,
+	 3.646822027428546e-04,
+	 3.650035325895502e-04,
+	 3.653247183677813e-04,
+	 3.656457599499410e-04,
+	 3.659666572098404e-04,
+	 3.662874100213081e-04,
+	 3.666080182566227e-04,
+	 3.669284817900864e-04,
+	 3.672488004954025e-04,
+	 3.675689742453076e-04,
+	 3.678890029138978e-04,
+	 3.682088863743437e-04,
+	 3.685286245015068e-04,
+	 3.688482171680090e-04,
+	 3.691676642481107e-04,
+	 3.694869656161245e-04,
+	 3.698061211456796e-04,
+	 3.701251307109236e-04,
+	 3.704439941856993e-04,
+	 3.707627114444371e-04,
+	 3.710812823607327e-04,
+	 3.713997068096687e-04,
+	 3.717179846653202e-04,
+	 3.720361158017303e-04,
+	 3.723541000935971e-04,
+	 3.726719374155674e-04,
+	 3.729896276417370e-04,
+	 3.733071706470909e-04,
+	 3.736245663057878e-04,
+	 3.739418144933290e-04,
+	 3.742589150839044e-04,
+	 3.745758679525376e-04,
+	 3.748926729743077e-04,
+	 3.752093300237801e-04,
+	 3.755258389764098e-04,
+	 3.758421997066322e-04,
+	 3.761584120902976e-04,
+	 3.764744760021485e-04,
+	 3.767903913174066e-04,
+	 3.771061579120280e-04,
+	 3.774217756605433e-04,
+	 3.777372444386463e-04,
+	 3.780525641220013e-04,
+	 3.783677345859933e-04,
+	 3.786827557064262e-04,
+	 3.789976273583708e-04,
+	 3.793123494185782e-04,
+	 3.796269217617360e-04,
+	 3.799413442646322e-04,
+	 3.802556168023577e-04,
+	 3.805697392512750e-04,
+	 3.808837114872685e-04,
+	 3.811975333861512e-04,
+	 3.815112048250934e-04,
+	 3.818247256792597e-04,
+	 3.821380958251655e-04,
+	 3.824513151391375e-04,
+	 3.827643834974311e-04,
+	 3.830773007769965e-04,
+	 3.833900668537786e-04,
+	 3.837026816043513e-04,
+	 3.840151449056651e-04,
+	 3.843274566343086e-04,
+	 3.846396166667693e-04,
+	 3.849516248796038e-04,
+	 3.852634811505951e-04,
+	 3.855751853557466e-04,
+	 3.858867373726665e-04,
+	 3.861981370776457e-04,
+	 3.865093843485439e-04,
+	 3.868204790618145e-04,
+	 3.871314210955077e-04,
+	 3.874422103261751e-04,
+	 3.877528466310690e-04,
+	 3.880633298885703e-04,
+	 3.883736599750232e-04,
+	 3.886838367683633e-04,
+	 3.889938601461600e-04,
+	 3.893037299862559e-04,
+	 3.896134461656512e-04,
+	 3.899230085632736e-04,
+	 3.902324170559072e-04,
+	 3.905416715217876e-04,
+	 3.908507718386902e-04,
+	 3.911597178849172e-04,
+	 3.914685095383183e-04,
+	 3.917771466767606e-04,
+	 3.920856291793112e-04,
+	 3.923939569233834e-04,
+	 3.927021297874523e-04,
+	 3.930101476496083e-04,
+	 3.933180103889908e-04,
+	 3.936257178838874e-04,
+	 3.939332700122499e-04,
+	 3.942406666533304e-04,
+	 3.945479076855626e-04,
+	 3.948549929875164e-04,
+	 3.951619224382372e-04,
+	 3.954686959166373e-04,
+	 3.957753133012029e-04,
+	 3.960817744712592e-04,
+	 3.963880793057320e-04,
+	 3.966942276840794e-04,
+	 3.970002194848995e-04,
+	 3.973060545877404e-04,
+	 3.976117328715712e-04,
+	 3.979172542163459e-04,
+	 3.982226185009452e-04,
+	 3.985278256047293e-04,
+	 3.988328754077300e-04,
+	 3.991377677894187e-04,
+	 3.994425026290946e-04,
+	 3.997470798072493e-04,
+	 4.000514992027323e-04,
+	 4.003557606955657e-04,
+	 4.006598641662560e-04,
+	 4.009638094942815e-04,
+	 4.012675965599768e-04,
+	 4.015712252430021e-04,
+	 4.018746954242604e-04,
+	 4.021780069830739e-04,
+	 4.024811597999411e-04,
+	 4.027841537559033e-04,
+	 4.030869887305113e-04,
+	 4.033896646046719e-04,
+	 4.036921812586186e-04,
+	 4.039945385734164e-04,
+	 4.042967364294470e-04,
+	 4.045987747074261e-04,
+	 4.049006532881599e-04,
+	 4.052023720523502e-04,
+	 4.055039308811162e-04,
+	 4.058053296553967e-04,
+	 4.061065682561380e-04,
+	 4.064076465644305e-04,
+	 4.067085644616862e-04,
+	 4.070093218290615e-04,
+	 4.073099185475680e-04,
+	 4.076103544986542e-04,
+	 4.079106295639813e-04,
+	 4.082107436248444e-04,
+	 4.085106965626815e-04,
+	 4.088104882592406e-04,
+	 4.091101185960077e-04,
+	 4.094095874551301e-04,
+	 4.097088947179942e-04,
+	 4.100080402666119e-04,
+	 4.103070239829809e-04,
+	 4.106058457488805e-04,
+	 4.109045054467576e-04,
+	 4.112030029583767e-04,
+	 4.115013381662042e-04,
+	 4.117995109519217e-04,
+	 4.120975211985872e-04,
+	 4.123953687880548e-04,
+	 4.126930536029215e-04,
+	 4.129905755256892e-04,
+	 4.132879344389374e-04,
+	 4.135851302251036e-04,
+	 4.138821627672180e-04,
+	 4.141790319481386e-04,
+	 4.144757376502021e-04,
+	 4.147722797563344e-04,
+	 4.150686581497136e-04,
+	 4.153648727135739e-04,
+	 4.156609233305663e-04,
+	 4.159568098841368e-04,
+	 4.162525322574947e-04,
+	 4.165480903337643e-04,
+	 4.168434839961444e-04,
+	 4.171387131284793e-04,
+	 4.174337776135010e-04,
+	 4.177286773356194e-04,
+	 4.180234121780796e-04,
+	 4.183179820242397e-04,
+	 4.186123867584866e-04,
+	 4.189066262640971e-04,
+	 4.192007004249853e-04,
+	 4.194946091249683e-04,
+	 4.197883522488491e-04,
+	 4.200819296793960e-04,
+	 4.203753413017450e-04,
+	 4.206685869997115e-04,
+	 4.209616666575430e-04,
+	 4.212545801600113e-04,
+	 4.215473273906405e-04,
+	 4.218399082344433e-04,
+	 4.221323225758735e-04,
+	 4.224245702994341e-04,
+	 4.227166512897591e-04,
+	 4.230085654316798e-04,
+	 4.233003126101131e-04,
+	 4.235918927094633e-04,
+	 4.238833056149386e-04,
+	 4.241745512115770e-04,
+	 4.244656293839501e-04,
+	 4.247565400179355e-04,
+	 4.250472829981420e-04,
+	 4.253378582099802e-04,
+	 4.256282655387013e-04,
+	 4.259185048695065e-04,
+	 4.262085760884820e-04,
+	 4.264984790804691e-04,
+	 4.267882137311443e-04,
+	 4.270777799263756e-04,
+	 4.273671775519755e-04,
+	 4.276564064935510e-04,
+	 4.279454666365975e-04,
+	 4.282343578677799e-04,
+	 4.285230800721019e-04,
+	 4.288116331364117e-04,
+	 4.291000169465629e-04,
+	 4.293882313886900e-04,
+	 4.296762763489712e-04,
+	 4.299641517137979e-04,
+	 4.302518573695043e-04,
+	 4.305393932025810e-04,
+	 4.308267590994160e-04,
+	 4.311139549467917e-04,
+	 4.314009806313181e-04,
+	 4.316878360395973e-04,
+	 4.319745210583142e-04,
+	 4.322610355744449e-04,
+	 4.325473794749450e-04,
+	 4.328335526470285e-04,
+	 4.331195549770866e-04,
+	 4.334053863526945e-04,
+	 4.336910466606361e-04,
+	 4.339765357887870e-04,
+	 4.342618536240560e-04,
+	 4.345470000540857e-04,
+	 4.348319749658406e-04,
+	 4.351167782472594e-04,
+	 4.354014097859093e-04,
+	 4.356858694695290e-04,
+	 4.359701571853970e-04,
+	 4.362542728216091e-04,
+	 4.365382162657319e-04,
+	 4.368219874063913e-04,
+	 4.371055861309336e-04,
+	 4.373890123276708e-04,
+	 4.376722658845923e-04,
+	 4.379553466898992e-04,
+	 4.382382546320839e-04,
+	 4.385209895994199e-04,
+	 4.388035514800382e-04,
+	 4.390859401628072e-04,
+	 4.393681555357092e-04,
+	 4.396501974880582e-04,
+	 4.399320659081852e-04,
+	 4.402137606846674e-04,
+	 4.404952817063642e-04,
+	 4.407766288626739e-04,
+	 4.410578020418120e-04,
+	 4.413388011331164e-04,
+	 4.416196260261035e-04,
+	 4.419002766091951e-04,
+	 4.421807527719386e-04,
+	 4.424610544037833e-04,
+	 4.427411813938381e-04,
+	 4.430211336313665e-04,
+	 4.433009110065725e-04,
+	 4.435805134083407e-04,
+	 4.438599407268181e-04,
+	 4.441391928510398e-04,
+	 4.444182696715838e-04,
+	 4.446971710777939e-04,
+	 4.449758969598449e-04,
+	 4.452544472072704e-04,
+	 4.455328217106358e-04,
+	 4.458110203598303e-04,
+	 4.460890430453380e-04,
+	 4.463668896568896e-04,
+	 4.466445600850315e-04,
+	 4.469220542205371e-04,
+	 4.471993719535254e-04,
+	 4.474765131742204e-04,
+	 4.477534777739072e-04,
+	 4.480302656431358e-04,
+	 4.483068766720274e-04,
+	 4.485833107520005e-04,
+	 4.488595677739542e-04,
+	 4.491356476286006e-04,
+	 4.494115502070552e-04,
+	 4.496872754005530e-04,
+	 4.499628231002516e-04,
+	 4.502381931970409e-04,
+	 4.505133855822819e-04,
+	 4.507884001476887e-04,
+	 4.510632367846546e-04,
+	 4.513378953845065e-04,
+	 4.516123758392184e-04,
+	 4.518866780398765e-04,
+	 4.521608018784704e-04,
+	 4.524347472470276e-04,
+	 4.527085140370694e-04,
+	 4.529821021410606e-04,
+	 4.532555114501439e-04,
+	 4.535287418570436e-04,
+	 4.538017932541139e-04,
+	 4.540746655330869e-04,
+	 4.543473585862792e-04,
+	 4.546198723060194e-04,
+	 4.548922065854059e-04,
+	 4.551643613161081e-04,
+	 4.554363363911805e-04,
+	 4.557081317031495e-04,
+	 4.559797471448211e-04,
+	 4.562511826087215e-04,
+	 4.565224379882192e-04,
+	 4.567935131756367e-04,
+	 4.570644080644415e-04,
+	 4.573351225472295e-04,
+	 4.576056565176266e-04,
+	 4.578760098687150e-04,
+	 4.581461824937693e-04,
+	 4.584161742861220e-04,
+	 4.586859851395482e-04,
+	 4.589556149467328e-04,
+	 4.592250636018092e-04,
+	 4.594943309986193e-04,
+	 4.597634170303769e-04,
+	 4.600323215913224e-04,
+	 4.603010445748724e-04,
+	 4.605695858754323e-04,
+	 4.608379453864727e-04,
+	 4.611061230026669e-04,
+	 4.613741186176806e-04,
+	 4.616419321259559e-04,
+	 4.619095634218214e-04,
+	 4.621770123996013e-04,
+	 4.624442789537572e-04,
+	 4.627113629786457e-04,
+	 4.629782643689890e-04,
+	 4.632449830193398e-04,
+	 4.635115188244699e-04,
+	 4.637778716792101e-04,
+	 4.640440414782296e-04,
+	 4.643100281167764e-04,
+	 4.645758314898461e-04,
+	 4.648414514922685e-04,
+	 4.651068880195022e-04,
+	 4.653721409664393e-04,
+	 4.656372102287473e-04,
+	 4.659020957014943e-04,
+	 4.661667972801143e-04,
+	 4.664313148605615e-04,
+	 4.666956483378340e-04,
+	 4.669597976083022e-04,
+	 4.672237625669460e-04,
+	 4.674875431100449e-04,
+	 4.677511391332888e-04,
+	 4.680145505329831e-04,
+	 4.682777772047421e-04,
+	 4.685408190446676e-04,
+	 4.688036759490874e-04,
+	 4.690663478145979e-04,
+	 4.693288345367588e-04,
+	 4.695911360125738e-04,
+	 4.698532521384342e-04,
+	 4.701151828105927e-04,
+	 4.703769279258281e-04,
+	 4.706384873809696e-04,
+	 4.708998610723630e-04,
+	 4.711610488975515e-04,
+	 4.714220507528406e-04,
+	 4.716828665353401e-04,
+	 4.719434961420919e-04,
+	 4.722039394701761e-04,
+	 4.724641964171542e-04,
+	 4.727242668798975e-04,
+	 4.729841507559641e-04,
+	 4.732438479427446e-04,
+	 4.735033583375946e-04,
+	 4.737626818385362e-04,
+	 4.740218183425153e-04,
+	 4.742807677476854e-04,
+	 4.745395299518977e-04,
+	 4.747981048526119e-04,
+	 4.750564923484026e-04,
+	 4.753146923367656e-04,
+	 4.755727047158800e-04,
+	 4.758305293839346e-04,
+	 4.760881662391827e-04,
+	 4.763456151799922e-04,
+	 4.766028761047203e-04,
+	 4.768599489117792e-04,
+	 4.771168334997255e-04,
+	 4.773735297670971e-04,
+	 4.776300376127601e-04,
+	 4.778863569354584e-04,
+	 4.781424876338732e-04,
+	 4.783984296067287e-04,
+	 4.786541827535465e-04,
+	 4.789097469728503e-04,
+	 4.791651221638459e-04,
+	 4.794203082261441e-04,
+	 4.796753050587651e-04,
+	 4.799301125607212e-04,
+	 4.801847306320676e-04,
+	 4.804391591719454e-04,
+	 4.806933980798041e-04,
+	 4.809474472554989e-04,
+	 4.812013065988797e-04,
+	 4.814549760094902e-04,
+	 4.817084553872971e-04,
+	 4.819617446325236e-04,
+	 4.822148436445011e-04,
+	 4.824677523241680e-04,
+	 4.827204705709059e-04,
+	 4.829729982855944e-04,
+	 4.832253353683252e-04,
+	 4.834774817194338e-04,
+	 4.837294372394874e-04,
+	 4.839812018289298e-04,
+	 4.842327753886574e-04,
+	 4.844841578189715e-04,
+	 4.847353490208971e-04,
+	 4.849863488952935e-04,
+	 4.852371573430364e-04,
+	 4.854877742653480e-04,
+	 4.857381995627858e-04,
+	 4.859884331370251e-04,
+	 4.862384748889265e-04,
+	 4.864883247200939e-04,
+	 4.867379825318224e-04,
+	 4.869874482254340e-04,
+	 4.872367217024127e-04,
+	 4.874858028647766e-04,
+	 4.877346916139582e-04,
+	 4.879833878515759e-04,
+	 4.882318914797321e-04,
+	 4.884802023999822e-04,
+	 4.887283205145664e-04,
+	 4.889762457256357e-04,
+	 4.892239779353909e-04,
+	 4.894715170457693e-04,
+	 4.897188629589802e-04,
+	 4.899660155778898e-04,
+	 4.902129748045856e-04,
+	 4.904597405416333e-04,
+	 4.907063126915825e-04,
+	 4.909526911571337e-04,
+	 4.911988758412141e-04,
+	 4.914448666466329e-04,
+	 4.916906634760384e-04,
+	 4.919362662326950e-04,
+	 4.921816748196056e-04,
+	 4.924268891397321e-04,
+	 4.926719090961799e-04,
+	 4.929167345928214e-04,
+	 4.931613655323911e-04,
+	 4.934058018188323e-04,
+	 4.936500433552064e-04,
+	 4.938940900453173e-04,
+	 4.941379417930836e-04,
+	 4.943815985017331e-04,
+	 4.946250600755902e-04,
+	 4.948683264184503e-04,
+	 4.951113974339782e-04,
+	 4.953542730265937e-04,
+	 4.955969531001946e-04,
+	 4.958394375590833e-04,
+	 4.960817263077560e-04,
+	 4.963238192501332e-04,
+	 4.965657162910667e-04,
+	 4.968074173347536e-04,
+	 4.970489222861881e-04,
+	 4.972902310496101e-04,
+	 4.975313435302241e-04,
+	 4.977722596323757e-04,
+	 4.980129792612466e-04,
+	 4.982535023218848e-04,
+	 4.984938287192534e-04,
+	 4.987339583585894e-04,
+	 4.989738911450093e-04,
+	 4.992136269837136e-04,
+	 4.994531657802460e-04,
+	 4.996925074398797e-04,
+	 4.999316518686072e-04,
+	 5.001705989712920e-04,
+	 5.004093486544357e-04,
+	 5.006479008230996e-04,
+	 5.008862553835446e-04,
+	 5.011244122415650e-04,
+	 5.013623713030172e-04,
+	 5.016001324744447e-04,
+	 5.018376956613399e-04,
+	 5.020750607705869e-04,
+	 5.023122277078356e-04,
+	 5.025491963800643e-04,
+	 5.027859666934555e-04,
+	 5.030225385545948e-04,
+	 5.032589118702216e-04,
+	 5.034950865468425e-04,
+	 5.037310624912905e-04,
+	 5.039668396105290e-04,
+	 5.042024178112829e-04,
+	 5.044377970007994e-04,
+	 5.046729770862241e-04,
+	 5.049079579743489e-04,
+	 5.051427395727848e-04,
+	 5.053773217889521e-04,
+	 5.056117045296939e-04,
+	 5.058458877030841e-04,
+	 5.060798712162624e-04,
+	 5.063136549772660e-04,
+	 5.065472388935466e-04,
+	 5.067806228730947e-04,
+	 5.070138068235323e-04,
+	 5.072467906531124e-04,
+	 5.074795742696052e-04,
+	 5.077121575813347e-04,
+	 5.079445404965138e-04,
+	 5.081767229230774e-04,
+	 5.084087047699726e-04,
+	 5.086404859450083e-04,
+	 5.088720663571756e-04,
+	 5.091034459146851e-04,
+	 5.093346245266104e-04,
+	 5.095656021013822e-04,
+	 5.097963785481423e-04,
+	 5.100269537753156e-04,
+	 5.102573276924512e-04,
+	 5.104875002082651e-04,
+	 5.107174712319270e-04,
+	 5.109472406727370e-04,
+	 5.111768084401085e-04,
+	 5.114061744431395e-04,
+	 5.116353385917425e-04,
+	 5.118643007951487e-04,
+	 5.120930609627866e-04,
+	 5.123216190048067e-04,
+	 5.125499748309212e-04,
+	 5.127781283507663e-04,
+	 5.130060794743523e-04,
+	 5.132338281120163e-04,
+	 5.134613741731861e-04,
+	 5.136887175689381e-04,
+	 5.139158582088186e-04,
+	 5.141427960034684e-04,
+	 5.143695308631118e-04,
+	 5.145960626986476e-04,
+	 5.148223914203074e-04,
+	 5.150485169390786e-04,
+	 5.152744391651578e-04,
+	 5.155001580099067e-04,
+	 5.157256733842661e-04,
+	 5.159509851987797e-04,
+	 5.161760933648954e-04,
+	 5.164009977933344e-04,
+	 5.166256983958606e-04,
+	 5.168501950833988e-04,
+	 5.170744877675472e-04,
+	 5.172985763596966e-04,
+	 5.175224607713271e-04,
+	 5.177461409142996e-04,
+	 5.179696167000083e-04,
+	 5.181928880403531e-04,
+	 5.184159548473367e-04,
+	 5.186388170329273e-04,
+	 5.188614745090776e-04,
+	 5.190839271878186e-04,
+	 5.193061749813185e-04,
+	 5.195282178021696e-04,
+	 5.197500555622941e-04,
+	 5.199716881746321e-04,
+	 5.201931155511362e-04,
+	 5.204143376048708e-04,
+	 5.206353542485034e-04,
+	 5.208561653943269e-04,
+	 5.210767709557558e-04,
+	 5.212971708452715e-04,
+	 5.215173649761269e-04,
+	 5.217373532614443e-04,
+	 5.219571356143170e-04,
+	 5.221767119478626e-04,
+	 5.223960821755176e-04,
+	 5.226152462108357e-04,
+	 5.228342039671407e-04,
+	 5.230529553582311e-04,
+	 5.232715002973352e-04,
+	 5.234898386985129e-04,
+	 5.237079704755978e-04,
+	 5.239258955422319e-04,
+	 5.241436138128643e-04,
+	 5.243611252009680e-04,
+	 5.245784296211650e-04,
+	 5.247955269874540e-04,
+	 5.250124172144333e-04,
+	 5.252291002159327e-04,
+	 5.254455759070089e-04,
+	 5.256618442020222e-04,
+	 5.258779050153162e-04,
+	 5.260937582620853e-04,
+	 5.263094038566319e-04,
+	 5.265248417142981e-04,
+	 5.267400717498361e-04,
+	 5.269550938784794e-04,
+	 5.271699080150106e-04,
+	 5.273845140748129e-04,
+	 5.275989119731484e-04,
+	 5.278131016255211e-04,
+	 5.280270829474943e-04,
+	 5.282408558540415e-04,
+	 5.284544202614361e-04,
+	 5.286677760850682e-04,
+	 5.288809232408068e-04,
+	 5.290938616444265e-04,
+	 5.293065912118807e-04,
+	 5.295191118593527e-04,
+	 5.297314235028411e-04,
+	 5.299435260585136e-04,
+	 5.301554194429018e-04,
+	 5.303671035718917e-04,
+	 5.305785783623745e-04,
+	 5.307898437308361e-04,
+	 5.310008995935800e-04,
+	 5.312117458675672e-04,
+	 5.314223824696160e-04,
+	 5.316328093164545e-04,
+	 5.318430263247588e-04,
+	 5.320530334121705e-04,
+	 5.322628304954652e-04,
+	 5.324724174915872e-04,
+	 5.326817943183286e-04,
+	 5.328909608926212e-04,
+	 5.330999171321505e-04,
+	 5.333086629542917e-04,
+	 5.335171982768478e-04,
+	 5.337255230171862e-04,
+	 5.339336370934563e-04,
+	 5.341415404232449e-04,
+	 5.343492329245702e-04,
+	 5.345567145155136e-04,
+	 5.347639851141984e-04,
+	 5.349710446386816e-04,
+	 5.351778930072417e-04,
+	 5.353845301383547e-04,
+	 5.355909559504040e-04,
+	 5.357971703618994e-04,
+	 5.360031732913381e-04,
+	 5.362089646576797e-04,
+	 5.364145443795092e-04,
+	 5.366199123757970e-04,
+	 5.368250685652473e-04,
+	 5.370300128672718e-04,
+	 5.372347452004710e-04,
+	 5.374392654844623e-04,
+	 5.376435736383927e-04,
+	 5.378476695814379e-04,
+	 5.380515532332991e-04,
+	 5.382552245135524e-04,
+	 5.384586833413588e-04,
+	 5.386619296369700e-04,
+	 5.388649633198190e-04,
+	 5.390677843099226e-04,
+	 5.392703925270402e-04,
+	 5.394727878913878e-04,
+	 5.396749703230186e-04,
+	 5.398769397421244e-04,
+	 5.400786960688517e-04,
+	 5.402802392237687e-04,
+	 5.404815691273211e-04,
+	 5.406826857000584e-04,
+	 5.408835888622614e-04,
+	 5.410842785350711e-04,
+	 5.412847546390609e-04,
+	 5.414850170951122e-04,
+	 5.416850658242488e-04,
+	 5.418849007475397e-04,
+	 5.420845217858470e-04,
+	 5.422839288605696e-04,
+	 5.424831218932414e-04,
+	 5.426821008047936e-04,
+	 5.428808655167991e-04,
+	 5.430794159511271e-04,
+	 5.432777520289500e-04,
+	 5.434758736724953e-04,
+	 5.436737808029416e-04,
+	 5.438714733427998e-04,
+	 5.440689512134952e-04,
+	 5.442662143375352e-04,
+	 5.444632626368350e-04,
+	 5.446600960335833e-04,
+	 5.448567144500985e-04,
+	 5.450531178089608e-04,
+	 5.452493060324578e-04,
+	 5.454452790431105e-04,
+	 5.456410367637951e-04,
+	 5.458365791171050e-04,
+	 5.460319060257584e-04,
+	 5.462270174128746e-04,
+	 5.464219132013155e-04,
+	 5.466165933141573e-04,
+	 5.468110576745890e-04,
+	 5.470053062058874e-04,
+	 5.471993388312484e-04,
+	 5.473931554742697e-04,
+	 5.475867560582496e-04,
+	 5.477801405069768e-04,
+	 5.479733087439359e-04,
+	 5.481662606930782e-04,
+	 5.483589962780595e-04,
+	 5.485515154228395e-04,
+	 5.487438180515747e-04,
+	 5.489359040881800e-04,
+	 5.491277734569802e-04,
+	 5.493194260821963e-04,
+	 5.495108618880914e-04,
+	 5.497020807992930e-04,
+	 5.498930827400779e-04,
+	 5.500838676352777e-04,
+	 5.502744354095370e-04,
+	 5.504647859875778e-04,
+	 5.506549192942439e-04,
+	 5.508448352545971e-04,
+	 5.510345337935487e-04,
+	 5.512240148363884e-04,
+	 5.514132783081613e-04,
+	 5.516023241342244e-04,
+	 5.517911522400093e-04,
+	 5.519797625509853e-04,
+	 5.521681549925985e-04,
+	 5.523563294905901e-04,
+	 5.525442859706936e-04,
+	 5.527320243586218e-04,
+	 5.529195445803635e-04,
+	 5.531068465618958e-04,
+	 5.532939302292403e-04,
+	 5.534807955085994e-04,
+	 5.536674423262131e-04,
+	 5.538538706082940e-04,
+	 5.540400802814774e-04,
+	 5.542260712720900e-04,
+	 5.544118435068166e-04,
+	 5.545973969123339e-04,
+	 5.547827314153197e-04,
+	 5.549678469426825e-04,
+	 5.551527434213187e-04,
+	 5.553374207782758e-04,
+	 5.555218789406531e-04,
+	 5.557061178355912e-04,
+	 5.558901373904773e-04,
+	 5.560739375326260e-04,
+	 5.562575181894906e-04,
+	 5.564408792886295e-04,
+	 5.566240207576498e-04,
+	 5.568069425242407e-04,
+	 5.569896445162044e-04,
+	 5.571721266615208e-04,
+	 5.573543888880148e-04,
+	 5.575364311238297e-04,
+	 5.577182532971437e-04,
+	 5.578998553361650e-04,
+	 5.580812371692002e-04,
+	 5.582623987246008e-04,
+	 5.584433399309771e-04,
+	 5.586240607168689e-04,
+	 5.588045610108738e-04,
+	 5.589848407418091e-04,
+	 5.591648998384998e-04,
+	 5.593447382299462e-04,
+	 5.595243558450795e-04,
+	 5.597037526129532e-04,
+	 5.598829284629349e-04,
+	 5.600618833241182e-04,
+	 5.602406171260587e-04,
+	 5.604191297980069e-04,
+	 5.605974212696554e-04,
+	 5.607754914705874e-04,
+	 5.609533403304409e-04,
+	 5.611309677791667e-04,
+	 5.613083737465161e-04,
+	 5.614855581625166e-04,
+	 5.616625209572564e-04,
+	 5.618392620609077e-04,
+	 5.620157814036381e-04,
+	 5.621920789157950e-04,
+	 5.623681545278210e-04,
+	 5.625440081701729e-04,
+	 5.627196397734724e-04,
+	 5.628950492684320e-04,
+	 5.630702365857742e-04,
+	 5.632452016563488e-04,
+	 5.634199444111029e-04,
+	 5.635944647810635e-04,
+	 5.637687626972673e-04,
+	 5.639428380911440e-04,
+	 5.641166908937174e-04,
+	 5.642903210365408e-04,
+	 5.644637284510037e-04,
+	 5.646369130687086e-04,
+	 5.648098748213555e-04,
+	 5.649826136404768e-04,
+	 5.651551294580881e-04,
+	 5.653274222060049e-04,
+	 5.654994918161923e-04,
+	 5.656713382208220e-04,
+	 5.658429613519697e-04,
+	 5.660143611420369e-04,
+	 5.661855375232379e-04,
+	 5.663564904280134e-04,
+	 5.665272197889920e-04,
+	 5.666977255386727e-04,
+	 5.668680076098633e-04,
+	 5.670380659352059e-04,
+	 5.672079004477539e-04,
+	 5.673775110803477e-04,
+	 5.675468977660532e-04,
+	 5.677160604380287e-04,
+	 5.678849990296183e-04,
+	 5.680537134739431e-04,
+	 5.682222037044720e-04,
+	 5.683904696547902e-04,
+	 5.685585112584537e-04,
+	 5.687263284490452e-04,
+	 5.688939211603601e-04,
+	 5.690612893263691e-04,
+	 5.692284328808864e-04,
+	 5.693953517579204e-04,
+	 5.695620458916950e-04,
+	 5.697285152162825e-04,
+	 5.698947596661474e-04,
+	 5.700607791755570e-04,
+	 5.702265736789784e-04,
+	 5.703921431109604e-04,
+	 5.705574874062022e-04,
+	 5.707226064994535e-04,
+	 5.708875003255452e-04,
+	 5.710521688193435e-04,
+	 5.712166119158511e-04,
+	 5.713808295501595e-04,
+	 5.715448216574841e-04,
+	 5.717085881731230e-04,
+	 5.718721290323345e-04,
+	 5.720354441706903e-04,
+	 5.721985335236351e-04,
+	 5.723613970268853e-04,
+	 5.725240346160732e-04,
+	 5.726864462269970e-04,
+	 5.728486317956503e-04,
+	 5.730105912579454e-04,
+	 5.731723245499579e-04,
+	 5.733338316078871e-04,
+	 5.734951123679456e-04,
+	 5.736561667665113e-04,
+	 5.738169947399506e-04,
+	 5.739775962248231e-04,
+	 5.741379711577632e-04,
+	 5.742981194754367e-04,
+	 5.744580411147013e-04,
+	 5.746177360123460e-04,
+	 5.747772041053621e-04,
+	 5.749364453308635e-04,
+	 5.750954596259072e-04,
+	 5.752542469277732e-04,
+	 5.754128071737285e-04,
+	 5.755711403012960e-04,
+	 5.757292462479854e-04,
+	 5.758871249512569e-04,
+	 5.760447763489637e-04,
+	 5.762022003786824e-04,
+	 5.763593969784517e-04,
+	 5.765163660861546e-04,
+	 5.766731076398838e-04,
+	 5.768296215776430e-04,
+	 5.769859078377899e-04,
+	 5.771419663585596e-04,
+	 5.772977970784363e-04,
+	 5.774533999357996e-04,
+	 5.776087748693104e-04,
+	 5.777639218176546e-04,
+	 5.779188407195148e-04,
+	 5.780735315138253e-04,
+	 5.782279941394674e-04,
+	 5.783822285355401e-04,
+	 5.785362346411304e-04,
+	 5.786900123954285e-04,
+	 5.788435617377610e-04,
+	 5.789968826075128e-04,
+	 5.791499749441814e-04,
+	 5.793028386873122e-04,
+	 5.794554737766733e-04,
+	 5.796078801518386e-04,
+	 5.797600577528201e-04,
+	 5.799120065193676e-04,
+	 5.800637263917416e-04,
+	 5.802152173098680e-04,
+	 5.803664792140668e-04,
+	 5.805175120445552e-04,
+	 5.806683157417704e-04,
+	 5.808188902461518e-04,
+	 5.809692354982978e-04,
+	 5.811193514388415e-04,
+	 5.812692380085534e-04,
+	 5.814188951483290e-04,
+	 5.815683227989363e-04,
+	 5.817175209015223e-04,
+	 5.818664893971878e-04,
+	 5.820152282270870e-04,
+	 5.821637373326064e-04,
+	 5.823120166549821e-04,
+	 5.824600661357803e-04,
+	 5.826078857165771e-04,
+	 5.827554753389437e-04,
+	 5.829028349447798e-04,
+	 5.830499644757708e-04,
+	 5.831968638738777e-04,
+	 5.833435330811576e-04,
+	 5.834899720397184e-04,
+	 5.836361806917191e-04,
+	 5.837821589794910e-04,
+	 5.839279068453910e-04,
+	 5.840734242319021e-04,
+	 5.842187110815510e-04,
+	 5.843637673370536e-04,
+	 5.845085929411617e-04,
+	 5.846531878366306e-04,
+	 5.847975519664207e-04,
+	 5.849416852736532e-04,
+	 5.850855877012487e-04,
+	 5.852292591925451e-04,
+	 5.853726996908230e-04,
+	 5.855159091394615e-04,
+	 5.856588874818676e-04,
+	 5.858016346616900e-04,
+	 5.859441506225228e-04,
+	 5.860864353081404e-04,
+	 5.862284886623819e-04,
+	 5.863703106291606e-04,
+	 5.865119011525460e-04,
+	 5.866532601766358e-04,
+	 5.867943876455989e-04,
+	 5.869352835037779e-04,
+	 5.870759476955225e-04,
+	 5.872163801653420e-04,
+	 5.873565808577872e-04,
+	 5.874965497175497e-04,
+	 5.876362866893017e-04,
+	 5.877757917180057e-04,
+	 5.879150647484461e-04,
+	 5.880541057258410e-04,
+	 5.881929145951824e-04,
+	 5.883314913017004e-04,
+	 5.884698357907038e-04,
+	 5.886079480075747e-04,
+	 5.887458278978420e-04,
+	 5.888834754070578e-04,
+	 5.890208904809327e-04,
+	 5.891580730651027e-04,
+	 5.892950231055823e-04,
+	 5.894317405481947e-04,
+	 5.895682253390461e-04,
+	 5.897044774242117e-04,
+	 5.898404967499863e-04,
+	 5.899762832626065e-04,
+	 5.901118369085565e-04,
+	 5.902471576342629e-04,
+	 5.903822453863047e-04,
+	 5.905171001113828e-04,
+	 5.906517217563311e-04,
+	 5.907861102679531e-04,
+	 5.909202655932191e-04,
+	 5.910541876791324e-04,
+	 5.911878764729063e-04,
+	 5.913213319217359e-04,
+	 5.914545539729132e-04,
+	 5.915875425739453e-04,
+	 5.917202976722611e-04,
+	 5.918528192155085e-04,
+	 5.919851071513604e-04,
+	 5.921171614276052e-04,
+	 5.922489819920701e-04,
+	 5.923805687927751e-04,
+	 5.925119217778438e-04,
+	 5.926430408953022e-04,
+	 5.927739260934884e-04,
+	 5.929045773206944e-04,
+	 5.930349945253850e-04,
+	 5.931651776560919e-04,
+	 5.932951266613852e-04,
+	 5.934248414899816e-04,
+	 5.935543220907215e-04,
+	 5.936835684124812e-04,
+	 5.938125804041622e-04,
+	 5.939413580150123e-04,
+	 5.940699011940644e-04,
+	 5.941982098906324e-04,
+	 5.943262840540858e-04,
+	 5.944541236338178e-04,
+	 5.945817285793989e-04,
+	 5.947090988405176e-04,
+	 5.948362343668346e-04,
+	 5.949631351081946e-04,
+	 5.950898010144637e-04,
+	 5.952162320356785e-04,
+	 5.953424281219639e-04,
+	 5.954683892235014e-04,
+	 5.955941152905724e-04,
+	 5.957196062734892e-04,
+	 5.958448621227756e-04,
+	 5.959698827890386e-04,
+	 5.960946682228039e-04,
+	 5.962192183749870e-04,
+	 5.963435331962708e-04,
+	 5.964676126376428e-04,
+	 5.965914566501589e-04,
+	 5.967150651848881e-04,
+	 5.968384381930713e-04,
+	 5.969615756260235e-04,
+	 5.970844774351572e-04,
+	 5.972071435718936e-04,
+	 5.973295739878338e-04,
+	 5.974517686347159e-04,
+	 5.975737274642621e-04,
+	 5.976954504283478e-04,
+	 5.978169374788923e-04,
+	 5.979381885679979e-04,
+	 5.980592036477710e-04,
+	 5.981799826704462e-04,
+	 5.983005255883606e-04,
+	 5.984208323539376e-04,
+	 5.985409029196862e-04,
+	 5.986607372382224e-04,
+	 5.987803352622213e-04,
+	 5.988996969445283e-04,
+	 5.990188222379955e-04,
+	 5.991377110955817e-04,
+	 5.992563634704235e-04,
+	 5.993747793156635e-04,
+	 5.994929585844681e-04,
+	 5.996109012303834e-04,
+	 5.997286072066387e-04,
+	 5.998460764669632e-04,
+	 5.999633089648989e-04,
+	 6.000803046541560e-04,
+	 6.001970634885735e-04,
+	 6.003135854221125e-04,
+	 6.004298704087644e-04,
+	 6.005459184025895e-04,
+	 6.006617293578270e-04,
+	 6.007773032286888e-04,
+	 6.008926399696646e-04,
+	 6.010077395351549e-04,
+	 6.011226018797889e-04,
+	 6.012372269581747e-04,
+	 6.013516147250713e-04,
+	 6.014657651353445e-04,
+	 6.015796781439712e-04,
+	 6.016933537059686e-04,
+	 6.018067917764458e-04,
+	 6.019199923106328e-04,
+	 6.020329552638469e-04,
+	 6.021456805915448e-04,
+	 6.022581682491682e-04,
+	 6.023704181923474e-04,
+	 6.024824303768083e-04,
+	 6.025942047583008e-04,
+	 6.027057412927394e-04,
+	 6.028170399360324e-04,
+	 6.029281006443159e-04,
+	 6.030389233737091e-04,
+	 6.031495080805351e-04,
+	 6.032598547210785e-04,
+	 6.033699632518100e-04,
+	 6.034798336292722e-04,
+	 6.035894658100703e-04,
+	 6.036988597509998e-04,
+	 6.038080154088095e-04,
+	 6.039169327404599e-04,
+	 6.040256117029505e-04,
+	 6.041340522533289e-04,
+	 6.042422543489160e-04,
+	 6.043502179468961e-04,
+	 6.044579430046611e-04,
+	 6.045654294797972e-04,
+	 6.046726773297397e-04,
+	 6.047796865122442e-04,
+	 6.048864569850785e-04,
+	 6.049929887060205e-04,
+	 6.050992816331083e-04,
+	 6.052053357243486e-04,
+	 6.053111509378584e-04,
+	 6.054167272319283e-04,
+	 6.055220645648480e-04,
+	 6.056271628950340e-04,
+	 6.057320221810514e-04,
+	 6.058366423814313e-04,
+	 6.059410234549911e-04,
+	 6.060451653604389e-04,
+	 6.061490680566586e-04,
+	 6.062527315027371e-04,
+	 6.063561556576573e-04,
+	 6.064593404806414e-04,
+	 6.065622859309810e-04,
+	 6.066649919680033e-04,
+	 6.067674585511887e-04,
+	 6.068696856401235e-04,
+	 6.069716731944032e-04,
+	 6.070734211737761e-04,
+	 6.071749295381474e-04,
+	 6.072761982473644e-04,
+	 6.073772272615270e-04,
+	 6.074780165406954e-04,
+	 6.075785660451502e-04,
+	 6.076788757351427e-04,
+	 6.077789455711324e-04,
+	 6.078787755136044e-04,
+	 6.079783655231482e-04,
+	 6.080777155604620e-04,
+	 6.081768255863308e-04,
+	 6.082756955616218e-04,
+	 6.083743254473397e-04,
+	 6.084727152045241e-04,
+	 6.085708647943565e-04,
+	 6.086687741780857e-04,
+	 6.087664433170735e-04,
+	 6.088638721727927e-04,
+	 6.089610607067430e-04,
+	 6.090580088805644e-04,
+	 6.091547166560441e-04,
+	 6.092511839949818e-04,
+	 6.093474108592800e-04,
+	 6.094433972109708e-04,
+	 6.095391430121994e-04,
+	 6.096346482251188e-04,
+	 6.097299128120711e-04,
+	 6.098249367354410e-04,
+	 6.099197199577548e-04,
+	 6.100142624415417e-04,
+	 6.101085641495229e-04,
+	 6.102026250444682e-04,
+	 6.102964450892743e-04,
+	 6.103900242468572e-04,
+	 6.104833624803448e-04,
+	 6.105764597528429e-04,
+	 6.106693160276379e-04,
+	 6.107619312680546e-04,
+	 6.108543054375551e-04,
+	 6.109464384996537e-04,
+	 6.110383304180252e-04,
+	 6.111299811563898e-04,
+	 6.112213906785545e-04,
+	 6.113125589484387e-04,
+	 6.114034859300737e-04,
+	 6.114941715875628e-04,
+	 6.115846158851095e-04,
+	 6.116748187870235e-04,
+	 6.117647802576778e-04,
+	 6.118545002615895e-04,
+	 6.119439787633370e-04,
+	 6.120332157276048e-04,
+	 6.121222111191652e-04,
+	 6.122109649029075e-04,
+	 6.122994770437738e-04,
+	 6.123877475068537e-04,
+	 6.124757762572818e-04,
+	 6.125635632603143e-04,
+	 6.126511084813335e-04,
+	 6.127384118857582e-04,
+	 6.128254734391348e-04,
+	 6.129122931070918e-04,
+	 6.129988708553797e-04,
+	 6.130852066498095e-04,
+	 6.131713004562986e-04,
+	 6.132571522408916e-04,
+	 6.133427619696858e-04,
+	 6.134281296088941e-04,
+	 6.135132551247941e-04,
+	 6.135981384838416e-04,
+	 6.136827796524993e-04,
+	 6.137671785973256e-04,
+	 6.138513352850704e-04,
+	 6.139352496824907e-04,
+	 6.140189217564704e-04,
+	 6.141023514739648e-04,
+	 6.141855388020544e-04,
+	 6.142684837079279e-04,
+	 6.143511861588073e-04,
+	 6.144336461220687e-04,
+	 6.145158635651689e-04,
+	 6.145978384556448e-04,
+	 6.146795707611554e-04,
+	 6.147610604494287e-04,
+	 6.148423074883028e-04,
+	 6.149233118457049e-04,
+	 6.150040734896881e-04,
+	 6.150845923883292e-04,
+	 6.151648685098862e-04,
+	 6.152449018226491e-04,
+	 6.153246922950468e-04,
+	 6.154042398955653e-04,
+	 6.154835445928280e-04,
+	 6.155626063555412e-04,
+	 6.156414251524530e-04,
+	 6.157200009524998e-04,
+	 6.157983337246517e-04,
+	 6.158764234379822e-04,
+	 6.159542700616749e-04,
+	 6.160318735649764e-04,
+	 6.161092339173207e-04,
+	 6.161863510881158e-04,
+	 6.162632250469607e-04,
+	 6.163398557634841e-04,
+	 6.164162432074463e-04,
+	 6.164923873487084e-04,
+	 6.165682881571945e-04,
+	 6.166439456029730e-04,
+	 6.167193596561750e-04,
+	 6.167945302870086e-04,
+	 6.168694574658401e-04,
+	 6.169441411630658e-04,
+	 6.170185813492230e-04,
+	 6.170927779949122e-04,
+	 6.171667310708903e-04,
+	 6.172404405479177e-04,
+	 6.173139063969344e-04,
+	 6.173871285889335e-04,
+	 6.174601070950085e-04,
+	 6.175328418863475e-04,
+	 6.176053329342468e-04,
+	 6.176775802101246e-04,
+	 6.177495836854128e-04,
+	 6.178213433317366e-04,
+	 6.178928591207312e-04,
+	 6.179641310242060e-04,
+	 6.180351590140130e-04,
+	 6.181059430621154e-04,
+	 6.181764831405735e-04,
+	 6.182467792215568e-04,
+	 6.183168312772889e-04,
+	 6.183866392801748e-04,
+	 6.184562032026050e-04,
+	 6.185255230171366e-04,
+	 6.185945986964339e-04,
+	 6.186634302132009e-04,
+	 6.187320175403083e-04,
+	 6.188003606506434e-04,
+	 6.188684595172491e-04,
+	 6.189363141132469e-04,
+	 6.190039244118376e-04,
+	 6.190712903863588e-04,
+	 6.191384120102117e-04,
+	 6.192052892569193e-04,
+	 6.192719221000439e-04,
+	 6.193383105133168e-04,
+	 6.194044544705305e-04,
+	 6.194703539455714e-04,
+	 6.195360089124258e-04,
+	 6.196014193451936e-04,
+	 6.196665852180426e-04,
+	 6.197315065052537e-04,
+	 6.197961831812174e-04,
+	 6.198606152203837e-04,
+	 6.199248025973369e-04,
+	 6.199887452867278e-04,
+	 6.200524432633389e-04,
+	 6.201158965020134e-04,
+	 6.201791049776932e-04,
+	 6.202420686654494e-04,
+	 6.203047875404390e-04,
+	 6.203672615778710e-04,
+	 6.204294907531091e-04,
+	 6.204914750416018e-04,
+	 6.205532144188684e-04,
+	 6.206147088605505e-04,
+	 6.206759583423568e-04,
+	 6.207369628401239e-04,
+	 6.207977223297749e-04,
+	 6.208582367873377e-04,
+	 6.209185061888940e-04,
+	 6.209785305106866e-04,
+	 6.210383097290187e-04,
+	 6.210978438202757e-04,
+	 6.211571327609825e-04,
+	 6.212161765277170e-04,
+	 6.212749750972038e-04,
+	 6.213335284462020e-04,
+	 6.213918365516257e-04,
+	 6.214498993904393e-04,
+	 6.215077169397251e-04,
+	 6.215652891766928e-04,
+	 6.216226160785784e-04,
+	 6.216796976227899e-04,
+	 6.217365337867758e-04,
+	 6.217931245481099e-04,
+	 6.218494698844514e-04,
+	 6.219055697735543e-04,
+	 6.219614241932903e-04,
+	 6.220170331215981e-04,
+	 6.220723965365498e-04,
+	 6.221275144162787e-04,
+	 6.221823867390248e-04,
+	 6.222370134831413e-04,
+	 6.222913946270655e-04,
+	 6.223455301493239e-04,
+	 6.223994200285448e-04,
+	 6.224530642434806e-04,
+	 6.225064627729418e-04,
+	 6.225596155958549e-04,
+	 6.226125226912296e-04,
+	 6.226651840382097e-04,
+	 6.227175996159813e-04,
+	 6.227697694038617e-04,
+	 6.228216933812670e-04,
+	 6.228733715277119e-04,
+	 6.229248038227746e-04,
+	 6.229759902461701e-04,
+	 6.230269307776858e-04,
+	 6.230776253972274e-04,
+	 6.231280740847846e-04,
+	 6.231782768204323e-04,
+	 6.232282335843686e-04,
+	 6.232779443568556e-04,
+	 6.233274091182915e-04,
+	 6.233766278491554e-04,
+	 6.234256005300107e-04,
+	 6.234743271415159e-04,
+	 6.235228076644622e-04,
+	 6.235710420797032e-04,
+	 6.236190303681897e-04,
+	 6.236667725109947e-04,
+	 6.237142684892738e-04,
+	 6.237615182842796e-04,
+	 6.238085218773466e-04,
+	 6.238552792499426e-04,
+	 6.239017903836074e-04,
+	 6.239480552599797e-04,
+	 6.239940738607911e-04,
+	 6.240398461678989e-04,
+	 6.240853721632088e-04,
+	 6.241306518287746e-04,
+	 6.241756851467109e-04,
+	 6.242204720992422e-04,
+	 6.242650126687049e-04,
+	 6.243093068375125e-04,
+	 6.243533545881786e-04,
+	 6.243971559033120e-04,
+	 6.244407107656288e-04,
+	 6.244840191579400e-04,
+	 6.245270810631517e-04,
+	 6.245698964642667e-04,
+	 6.246124653443804e-04,
+	 6.246547876867020e-04,
+	 6.246968634745033e-04,
+	 6.247386926912080e-04,
+	 6.247802753202938e-04,
+	 6.248216113453305e-04,
+	 6.248627007500337e-04,
+	 6.249035435181598e-04,
+	 6.249441396335884e-04,
+	 6.249844890803209e-04,
+	 6.250245918423971e-04,
+	 6.250644479040152e-04,
+	 6.251040572494286e-04,
+	 6.251434198630123e-04,
+	 6.251825357292264e-04,
+	 6.252214048326351e-04,
+	 6.252600271578877e-04,
+	 6.252984026897427e-04,
+	 6.253365314130607e-04,
+	 6.253744133127887e-04,
+	 6.254120483739700e-04,
+	 6.254494365817424e-04,
+	 6.254865779213737e-04,
+	 6.255234723781793e-04,
+	 6.255601199376086e-04,
+	 6.255965205851910e-04,
+	 6.256326743065742e-04,
+	 6.256685810874692e-04,
+	 6.257042409137134e-04,
+	 6.257396537712173e-04,
+	 6.257748196460260e-04,
+	 6.258097385242376e-04,
+	 6.258444103920879e-04,
+	 6.258788352358863e-04,
+	 6.259130130420419e-04,
+	 6.259469437970560e-04,
+	 6.259806274875530e-04,
+	 6.260140641002302e-04,
+	 6.260472536218891e-04,
+	 6.260801960394288e-04,
+	 6.261128913398447e-04,
+	 6.261453395102371e-04,
+	 6.261775405377992e-04,
+	 6.262094944098219e-04,
+	 6.262412011136828e-04,
+	 6.262726606368793e-04,
+	 6.263038729669785e-04,
+	 6.263348380916865e-04,
+	 6.263655559987588e-04,
+	 6.263960266760750e-04,
+	 6.264262501116089e-04,
+	 6.264562262934363e-04,
+	 6.264859552097164e-04,
+	 6.265154368487385e-04,
+	 6.265446711988332e-04,
+	 6.265736582484754e-04,
+	 6.266023979862296e-04,
+	 6.266308904007564e-04,
+	 6.266591354807881e-04,
+	 6.266871332151932e-04,
+	 6.267148835929207e-04,
+	 6.267423866030119e-04,
+	 6.267696422346124e-04,
+	 6.267966504769582e-04,
+	 6.268234113194022e-04,
+	 6.268499247513740e-04,
+	 6.268761907624050e-04,
+	 6.269022093421377e-04,
+	 6.269279804803011e-04,
+	 6.269535041667174e-04,
+	 6.269787803913021e-04,
+	 6.270038091441047e-04,
+	 6.270285904152254e-04,
+	 6.270531241948847e-04,
+	 6.270774104734101e-04,
+	 6.271014492412163e-04,
+	 6.271252404887933e-04,
+	 6.271487842067799e-04,
+	 6.271720803858555e-04,
+	 6.271951290168487e-04,
+	 6.272179300906490e-04,
+	 6.272404835982595e-04,
+	 6.272627895307803e-04,
+	 6.272848478794014e-04,
+	 6.273066586354189e-04,
+	 6.273282217902264e-04,
+	 6.273495373353132e-04,
+	 6.273706052622611e-04,
+	 6.273914255627584e-04,
+	 6.274119982285821e-04,
+	 6.274323232516268e-04,
+	 6.274524006238445e-04,
+	 6.274722303373361e-04,
+	 6.274918123842627e-04,
+	 6.275111467568960e-04,
+	 6.275302334476098e-04,
+	 6.275490724488614e-04,
+	 6.275676637532170e-04,
+	 6.275860073533412e-04,
+	 6.276041032419980e-04,
+	 6.276219514120396e-04,
+	 6.276395518564230e-04,
+	 6.276569045682005e-04,
+	 6.276740095405190e-04,
+	 6.276908667666302e-04,
+	 6.277074762398835e-04,
+	 6.277238379537187e-04,
+	 6.277399519016821e-04,
+	 6.277558180774071e-04,
+	 6.277714364746419e-04,
+	 6.277868070872045e-04,
+	 6.278019299090480e-04,
+	 6.278168049341881e-04,
+	 6.278314321567581e-04,
+	 6.278458115709921e-04,
+	 6.278599431712053e-04,
+	 6.278738269518250e-04,
+	 6.278874629073646e-04,
+	 6.279008510324498e-04,
+	 6.279139913217913e-04,
+	 6.279268837702019e-04,
+	 6.279395283725984e-04,
+	 6.279519251239802e-04,
+	 6.279640740194719e-04,
+	 6.279759750542543e-04,
+	 6.279876282236431e-04,
+	 6.279990335230424e-04,
+	 6.280101909479529e-04,
+	 6.280211004939594e-04,
+	 6.280317621567600e-04,
+	 6.280421759321454e-04,
+	 6.280523418160060e-04,
+	 6.280622598043362e-04,
+	 6.280719298932073e-04,
+	 6.280813520788174e-04,
+	 6.280905263574313e-04,
+	 6.280994527254433e-04,
+	 6.281081311793244e-04,
+	 6.281165617156479e-04,
+	 6.281247443310830e-04,
+	 6.281326790224081e-04,
+	 6.281403657864876e-04,
+	 6.281478046202830e-04,
+	 6.281549955208658e-04,
+	 6.281619384853948e-04,
+	 6.281686335111260e-04,
+	 6.281750805954217e-04,
+	 6.281812797357353e-04,
+	 6.281872309296164e-04,
+	 6.281929341747246e-04,
+	 6.281983894687964e-04,
+	 6.282035968096927e-04,
+	 6.282085561953498e-04,
+	 6.282132676238113e-04,
+	 6.282177310932199e-04,
+	 6.282219466018130e-04,
+	 6.282259141479191e-04,
+	 6.282296337299827e-04,
+	 6.282331053465297e-04,
+	 6.282363289961959e-04,
+	 6.282393046777062e-04,
+	 6.282420323898750e-04,
+	 6.282445121316431e-04,
+	 6.282467439020204e-04,
+	 6.282487277001340e-04,
+	 6.282504635251984e-04,
+	 6.282519513765155e-04,
+	 6.282531912535180e-04,
+	 6.282541831557058e-04,
+	 6.282549270826889e-04,
+	 6.282554230341774e-04,
+	 6.282556710099647e-04,
+	 6.282556710099647e-04,
+	 6.282554230341774e-04,
+	 6.282549270826889e-04,
+	 6.282541831557058e-04,
+	 6.282531912535180e-04,
+	 6.282519513765155e-04,
+	 6.282504635251984e-04,
+	 6.282487277001340e-04,
+	 6.282467439020204e-04,
+	 6.282445121316431e-04,
+	 6.282420323898750e-04,
+	 6.282393046777062e-04,
+	 6.282363289961959e-04,
+	 6.282331053465297e-04,
+	 6.282296337299827e-04,
+	 6.282259141479191e-04,
+	 6.282219466018130e-04,
+	 6.282177310932199e-04,
+	 6.282132676238113e-04,
+	 6.282085561953498e-04,
+	 6.282035968096927e-04,
+	 6.281983894687964e-04,
+	 6.281929341747246e-04,
+	 6.281872309296164e-04,
+	 6.281812797357353e-04,
+	 6.281750805954217e-04,
+	 6.281686335111260e-04,
+	 6.281619384853948e-04,
+	 6.281549955208658e-04,
+	 6.281478046202830e-04,
+	 6.281403657864876e-04,
+	 6.281326790224081e-04,
+	 6.281247443310830e-04,
+	 6.281165617156479e-04,
+	 6.281081311793244e-04,
+	 6.280994527254433e-04,
+	 6.280905263574313e-04,
+	 6.280813520788174e-04,
+	 6.280719298932073e-04,
+	 6.280622598043362e-04,
+	 6.280523418160060e-04,
+	 6.280421759321454e-04,
+	 6.280317621567600e-04,
+	 6.280211004939594e-04,
+	 6.280101909479529e-04,
+	 6.279990335230424e-04,
+	 6.279876282236431e-04,
+	 6.279759750542543e-04,
+	 6.279640740194719e-04,
+	 6.279519251239802e-04,
+	 6.279395283725984e-04,
+	 6.279268837702019e-04,
+	 6.279139913217913e-04,
+	 6.279008510324498e-04,
+	 6.278874629073646e-04,
+	 6.278738269518250e-04,
+	 6.278599431712053e-04,
+	 6.278458115709921e-04,
+	 6.278314321567581e-04,
+	 6.278168049341881e-04,
+	 6.278019299090480e-04,
+	 6.277868070872045e-04,
+	 6.277714364746419e-04,
+	 6.277558180774071e-04,
+	 6.277399519016821e-04,
+	 6.277238379537187e-04,
+	 6.277074762398835e-04,
+	 6.276908667666302e-04,
+	 6.276740095405190e-04,
+	 6.276569045682005e-04,
+	 6.276395518564230e-04,
+	 6.276219514120396e-04,
+	 6.276041032419980e-04,
+	 6.275860073533412e-04,
+	 6.275676637532170e-04,
+	 6.275490724488614e-04,
+	 6.275302334476098e-04,
+	 6.275111467568960e-04,
+	 6.274918123842627e-04,
+	 6.274722303373361e-04,
+	 6.274524006238445e-04,
+	 6.274323232516268e-04,
+	 6.274119982285821e-04,
+	 6.273914255627584e-04,
+	 6.273706052622611e-04,
+	 6.273495373353132e-04,
+	 6.273282217902264e-04,
+	 6.273066586354189e-04,
+	 6.272848478794014e-04,
+	 6.272627895307803e-04,
+	 6.272404835982595e-04,
+	 6.272179300906490e-04,
+	 6.271951290168487e-04,
+	 6.271720803858555e-04,
+	 6.271487842067799e-04,
+	 6.271252404887933e-04,
+	 6.271014492412163e-04,
+	 6.270774104734101e-04,
+	 6.270531241948847e-04,
+	 6.270285904152254e-04,
+	 6.270038091441047e-04,
+	 6.269787803913021e-04,
+	 6.269535041667174e-04,
+	 6.269279804803011e-04,
+	 6.269022093421377e-04,
+	 6.268761907624050e-04,
+	 6.268499247513740e-04,
+	 6.268234113194022e-04,
+	 6.267966504769582e-04,
+	 6.267696422346124e-04,
+	 6.267423866030119e-04,
+	 6.267148835929207e-04,
+	 6.266871332151932e-04,
+	 6.266591354807881e-04,
+	 6.266308904007564e-04,
+	 6.266023979862296e-04,
+	 6.265736582484754e-04,
+	 6.265446711988332e-04,
+	 6.265154368487385e-04,
+	 6.264859552097164e-04,
+	 6.264562262934363e-04,
+	 6.264262501116089e-04,
+	 6.263960266760750e-04,
+	 6.263655559987588e-04,
+	 6.263348380916865e-04,
+	 6.263038729669785e-04,
+	 6.262726606368793e-04,
+	 6.262412011136828e-04,
+	 6.262094944098219e-04,
+	 6.261775405377992e-04,
+	 6.261453395102371e-04,
+	 6.261128913398447e-04,
+	 6.260801960394288e-04,
+	 6.260472536218891e-04,
+	 6.260140641002302e-04,
+	 6.259806274875530e-04,
+	 6.259469437970560e-04,
+	 6.259130130420419e-04,
+	 6.258788352358863e-04,
+	 6.258444103920879e-04,
+	 6.258097385242376e-04,
+	 6.257748196460260e-04,
+	 6.257396537712173e-04,
+	 6.257042409137134e-04,
+	 6.256685810874692e-04,
+	 6.256326743065742e-04,
+	 6.255965205851910e-04,
+	 6.255601199376086e-04,
+	 6.255234723781793e-04,
+	 6.254865779213737e-04,
+	 6.254494365817424e-04,
+	 6.254120483739700e-04,
+	 6.253744133127887e-04,
+	 6.253365314130607e-04,
+	 6.252984026897427e-04,
+	 6.252600271578877e-04,
+	 6.252214048326351e-04,
+	 6.251825357292264e-04,
+	 6.251434198630123e-04,
+	 6.251040572494286e-04,
+	 6.250644479040152e-04,
+	 6.250245918423971e-04,
+	 6.249844890803209e-04,
+	 6.249441396335884e-04,
+	 6.249035435181598e-04,
+	 6.248627007500337e-04,
+	 6.248216113453305e-04,
+	 6.247802753202938e-04,
+	 6.247386926912080e-04,
+	 6.246968634745033e-04,
+	 6.246547876867020e-04,
+	 6.246124653443804e-04,
+	 6.245698964642667e-04,
+	 6.245270810631517e-04,
+	 6.244840191579400e-04,
+	 6.244407107656288e-04,
+	 6.243971559033120e-04,
+	 6.243533545881786e-04,
+	 6.243093068375125e-04,
+	 6.242650126687049e-04,
+	 6.242204720992422e-04,
+	 6.241756851467109e-04,
+	 6.241306518287746e-04,
+	 6.240853721632088e-04,
+	 6.240398461678989e-04,
+	 6.239940738607911e-04,
+	 6.239480552599797e-04,
+	 6.239017903836074e-04,
+	 6.238552792499426e-04,
+	 6.238085218773466e-04,
+	 6.237615182842796e-04,
+	 6.237142684892738e-04,
+	 6.236667725109947e-04,
+	 6.236190303681897e-04,
+	 6.235710420797032e-04,
+	 6.235228076644622e-04,
+	 6.234743271415159e-04,
+	 6.234256005300107e-04,
+	 6.233766278491554e-04,
+	 6.233274091182915e-04,
+	 6.232779443568556e-04,
+	 6.232282335843686e-04,
+	 6.231782768204323e-04,
+	 6.231280740847846e-04,
+	 6.230776253972274e-04,
+	 6.230269307776858e-04,
+	 6.229759902461701e-04,
+	 6.229248038227746e-04,
+	 6.228733715277119e-04,
+	 6.228216933812670e-04,
+	 6.227697694038617e-04,
+	 6.227175996159813e-04,
+	 6.226651840382097e-04,
+	 6.226125226912296e-04,
+	 6.225596155958549e-04,
+	 6.225064627729418e-04,
+	 6.224530642434806e-04,
+	 6.223994200285448e-04,
+	 6.223455301493239e-04,
+	 6.222913946270655e-04,
+	 6.222370134831413e-04,
+	 6.221823867390248e-04,
+	 6.221275144162787e-04,
+	 6.220723965365498e-04,
+	 6.220170331215981e-04,
+	 6.219614241932903e-04,
+	 6.219055697735543e-04,
+	 6.218494698844514e-04,
+	 6.217931245481099e-04,
+	 6.217365337867758e-04,
+	 6.216796976227899e-04,
+	 6.216226160785784e-04,
+	 6.215652891766928e-04,
+	 6.215077169397251e-04,
+	 6.214498993904393e-04,
+	 6.213918365516257e-04,
+	 6.213335284462020e-04,
+	 6.212749750972038e-04,
+	 6.212161765277170e-04,
+	 6.211571327609825e-04,
+	 6.210978438202757e-04,
+	 6.210383097290187e-04,
+	 6.209785305106866e-04,
+	 6.209185061888940e-04,
+	 6.208582367873377e-04,
+	 6.207977223297749e-04,
+	 6.207369628401239e-04,
+	 6.206759583423568e-04,
+	 6.206147088605505e-04,
+	 6.205532144188684e-04,
+	 6.204914750416018e-04,
+	 6.204294907531091e-04,
+	 6.203672615778710e-04,
+	 6.203047875404390e-04,
+	 6.202420686654494e-04,
+	 6.201791049776932e-04,
+	 6.201158965020134e-04,
+	 6.200524432633389e-04,
+	 6.199887452867278e-04,
+	 6.199248025973369e-04,
+	 6.198606152203837e-04,
+	 6.197961831812174e-04,
+	 6.197315065052537e-04,
+	 6.196665852180426e-04,
+	 6.196014193451936e-04,
+	 6.195360089124258e-04,
+	 6.194703539455714e-04,
+	 6.194044544705305e-04,
+	 6.193383105133168e-04,
+	 6.192719221000439e-04,
+	 6.192052892569193e-04,
+	 6.191384120102117e-04,
+	 6.190712903863588e-04,
+	 6.190039244118376e-04,
+	 6.189363141132469e-04,
+	 6.188684595172491e-04,
+	 6.188003606506434e-04,
+	 6.187320175403083e-04,
+	 6.186634302132009e-04,
+	 6.185945986964339e-04,
+	 6.185255230171366e-04,
+	 6.184562032026050e-04,
+	 6.183866392801748e-04,
+	 6.183168312772889e-04,
+	 6.182467792215568e-04,
+	 6.181764831405735e-04,
+	 6.181059430621154e-04,
+	 6.180351590140130e-04,
+	 6.179641310242060e-04,
+	 6.178928591207312e-04,
+	 6.178213433317366e-04,
+	 6.177495836854128e-04,
+	 6.176775802101246e-04,
+	 6.176053329342468e-04,
+	 6.175328418863475e-04,
+	 6.174601070950085e-04,
+	 6.173871285889335e-04,
+	 6.173139063969344e-04,
+	 6.172404405479177e-04,
+	 6.171667310708903e-04,
+	 6.170927779949122e-04,
+	 6.170185813492230e-04,
+	 6.169441411630658e-04,
+	 6.168694574658401e-04,
+	 6.167945302870086e-04,
+	 6.167193596561750e-04,
+	 6.166439456029730e-04,
+	 6.165682881571945e-04,
+	 6.164923873487084e-04,
+	 6.164162432074463e-04,
+	 6.163398557634841e-04,
+	 6.162632250469607e-04,
+	 6.161863510881158e-04,
+	 6.161092339173207e-04,
+	 6.160318735649764e-04,
+	 6.159542700616749e-04,
+	 6.158764234379822e-04,
+	 6.157983337246517e-04,
+	 6.157200009524998e-04,
+	 6.156414251524530e-04,
+	 6.155626063555412e-04,
+	 6.154835445928280e-04,
+	 6.154042398955653e-04,
+	 6.153246922950468e-04,
+	 6.152449018226491e-04,
+	 6.151648685098862e-04,
+	 6.150845923883292e-04,
+	 6.150040734896881e-04,
+	 6.149233118457049e-04,
+	 6.148423074883028e-04,
+	 6.147610604494287e-04,
+	 6.146795707611554e-04,
+	 6.145978384556448e-04,
+	 6.145158635651689e-04,
+	 6.144336461220687e-04,
+	 6.143511861588073e-04,
+	 6.142684837079279e-04,
+	 6.141855388020544e-04,
+	 6.141023514739648e-04,
+	 6.140189217564704e-04,
+	 6.139352496824907e-04,
+	 6.138513352850704e-04,
+	 6.137671785973256e-04,
+	 6.136827796524993e-04,
+	 6.135981384838416e-04,
+	 6.135132551247941e-04,
+	 6.134281296088941e-04,
+	 6.133427619696858e-04,
+	 6.132571522408916e-04,
+	 6.131713004562986e-04,
+	 6.130852066498095e-04,
+	 6.129988708553797e-04,
+	 6.129122931070918e-04,
+	 6.128254734391348e-04,
+	 6.127384118857582e-04,
+	 6.126511084813335e-04,
+	 6.125635632603143e-04,
+	 6.124757762572818e-04,
+	 6.123877475068537e-04,
+	 6.122994770437738e-04,
+	 6.122109649029075e-04,
+	 6.121222111191652e-04,
+	 6.120332157276048e-04,
+	 6.119439787633370e-04,
+	 6.118545002615895e-04,
+	 6.117647802576778e-04,
+	 6.116748187870235e-04,
+	 6.115846158851095e-04,
+	 6.114941715875628e-04,
+	 6.114034859300737e-04,
+	 6.113125589484387e-04,
+	 6.112213906785545e-04,
+	 6.111299811563898e-04,
+	 6.110383304180252e-04,
+	 6.109464384996537e-04,
+	 6.108543054375551e-04,
+	 6.107619312680546e-04,
+	 6.106693160276379e-04,
+	 6.105764597528429e-04,
+	 6.104833624803448e-04,
+	 6.103900242468572e-04,
+	 6.102964450892743e-04,
+	 6.102026250444682e-04,
+	 6.101085641495229e-04,
+	 6.100142624415417e-04,
+	 6.099197199577548e-04,
+	 6.098249367354410e-04,
+	 6.097299128120711e-04,
+	 6.096346482251188e-04,
+	 6.095391430121994e-04,
+	 6.094433972109708e-04,
+	 6.093474108592800e-04,
+	 6.092511839949818e-04,
+	 6.091547166560441e-04,
+	 6.090580088805644e-04,
+	 6.089610607067430e-04,
+	 6.088638721727927e-04,
+	 6.087664433170735e-04,
+	 6.086687741780857e-04,
+	 6.085708647943565e-04,
+	 6.084727152045241e-04,
+	 6.083743254473397e-04,
+	 6.082756955616218e-04,
+	 6.081768255863308e-04,
+	 6.080777155604620e-04,
+	 6.079783655231482e-04,
+	 6.078787755136044e-04,
+	 6.077789455711324e-04,
+	 6.076788757351427e-04,
+	 6.075785660451502e-04,
+	 6.074780165406954e-04,
+	 6.073772272615270e-04,
+	 6.072761982473644e-04,
+	 6.071749295381474e-04,
+	 6.070734211737761e-04,
+	 6.069716731944032e-04,
+	 6.068696856401235e-04,
+	 6.067674585511887e-04,
+	 6.066649919680033e-04,
+	 6.065622859309810e-04,
+	 6.064593404806414e-04,
+	 6.063561556576573e-04,
+	 6.062527315027371e-04,
+	 6.061490680566586e-04,
+	 6.060451653604389e-04,
+	 6.059410234549911e-04,
+	 6.058366423814313e-04,
+	 6.057320221810514e-04,
+	 6.056271628950340e-04,
+	 6.055220645648480e-04,
+	 6.054167272319283e-04,
+	 6.053111509378584e-04,
+	 6.052053357243486e-04,
+	 6.050992816331083e-04,
+	 6.049929887060205e-04,
+	 6.048864569850785e-04,
+	 6.047796865122442e-04,
+	 6.046726773297397e-04,
+	 6.045654294797972e-04,
+	 6.044579430046611e-04,
+	 6.043502179468961e-04,
+	 6.042422543489160e-04,
+	 6.041340522533289e-04,
+	 6.040256117029505e-04,
+	 6.039169327404599e-04,
+	 6.038080154088095e-04,
+	 6.036988597509998e-04,
+	 6.035894658100703e-04,
+	 6.034798336292722e-04,
+	 6.033699632518100e-04,
+	 6.032598547210785e-04,
+	 6.031495080805351e-04,
+	 6.030389233737091e-04,
+	 6.029281006443159e-04,
+	 6.028170399360324e-04,
+	 6.027057412927394e-04,
+	 6.025942047583008e-04,
+	 6.024824303768083e-04,
+	 6.023704181923474e-04,
+	 6.022581682491682e-04,
+	 6.021456805915448e-04,
+	 6.020329552638469e-04,
+	 6.019199923106328e-04,
+	 6.018067917764458e-04,
+	 6.016933537059686e-04,
+	 6.015796781439712e-04,
+	 6.014657651353445e-04,
+	 6.013516147250713e-04,
+	 6.012372269581747e-04,
+	 6.011226018797889e-04,
+	 6.010077395351549e-04,
+	 6.008926399696646e-04,
+	 6.007773032286888e-04,
+	 6.006617293578270e-04,
+	 6.005459184025895e-04,
+	 6.004298704087644e-04,
+	 6.003135854221125e-04,
+	 6.001970634885735e-04,
+	 6.000803046541560e-04,
+	 5.999633089648989e-04,
+	 5.998460764669632e-04,
+	 5.997286072066387e-04,
+	 5.996109012303834e-04,
+	 5.994929585844681e-04,
+	 5.993747793156635e-04,
+	 5.992563634704235e-04,
+	 5.991377110955817e-04,
+	 5.990188222379955e-04,
+	 5.988996969445283e-04,
+	 5.987803352622213e-04,
+	 5.986607372382224e-04,
+	 5.985409029196862e-04,
+	 5.984208323539376e-04,
+	 5.983005255883606e-04,
+	 5.981799826704462e-04,
+	 5.980592036477710e-04,
+	 5.979381885679979e-04,
+	 5.978169374788923e-04,
+	 5.976954504283478e-04,
+	 5.975737274642621e-04,
+	 5.974517686347159e-04,
+	 5.973295739878338e-04,
+	 5.972071435718936e-04,
+	 5.970844774351572e-04,
+	 5.969615756260235e-04,
+	 5.968384381930713e-04,
+	 5.967150651848881e-04,
+	 5.965914566501589e-04,
+	 5.964676126376428e-04,
+	 5.963435331962708e-04,
+	 5.962192183749870e-04,
+	 5.960946682228039e-04,
+	 5.959698827890386e-04,
+	 5.958448621227756e-04,
+	 5.957196062734892e-04,
+	 5.955941152905724e-04,
+	 5.954683892235014e-04,
+	 5.953424281219639e-04,
+	 5.952162320356785e-04,
+	 5.950898010144637e-04,
+	 5.949631351081946e-04,
+	 5.948362343668346e-04,
+	 5.947090988405176e-04,
+	 5.945817285793989e-04,
+	 5.944541236338178e-04,
+	 5.943262840540858e-04,
+	 5.941982098906324e-04,
+	 5.940699011940644e-04,
+	 5.939413580150123e-04,
+	 5.938125804041622e-04,
+	 5.936835684124812e-04,
+	 5.935543220907215e-04,
+	 5.934248414899816e-04,
+	 5.932951266613852e-04,
+	 5.931651776560919e-04,
+	 5.930349945253850e-04,
+	 5.929045773206944e-04,
+	 5.927739260934884e-04,
+	 5.926430408953022e-04,
+	 5.925119217778438e-04,
+	 5.923805687927751e-04,
+	 5.922489819920701e-04,
+	 5.921171614276052e-04,
+	 5.919851071513604e-04,
+	 5.918528192155085e-04,
+	 5.917202976722611e-04,
+	 5.915875425739453e-04,
+	 5.914545539729132e-04,
+	 5.913213319217359e-04,
+	 5.911878764729063e-04,
+	 5.910541876791324e-04,
+	 5.909202655932191e-04,
+	 5.907861102679531e-04,
+	 5.906517217563311e-04,
+	 5.905171001113828e-04,
+	 5.903822453863047e-04,
+	 5.902471576342629e-04,
+	 5.901118369085565e-04,
+	 5.899762832626065e-04,
+	 5.898404967499863e-04,
+	 5.897044774242117e-04,
+	 5.895682253390461e-04,
+	 5.894317405481947e-04,
+	 5.892950231055823e-04,
+	 5.891580730651027e-04,
+	 5.890208904809327e-04,
+	 5.888834754070578e-04,
+	 5.887458278978420e-04,
+	 5.886079480075747e-04,
+	 5.884698357907038e-04,
+	 5.883314913017004e-04,
+	 5.881929145951824e-04,
+	 5.880541057258410e-04,
+	 5.879150647484461e-04,
+	 5.877757917180057e-04,
+	 5.876362866893017e-04,
+	 5.874965497175497e-04,
+	 5.873565808577872e-04,
+	 5.872163801653420e-04,
+	 5.870759476955225e-04,
+	 5.869352835037779e-04,
+	 5.867943876455989e-04,
+	 5.866532601766358e-04,
+	 5.865119011525460e-04,
+	 5.863703106291606e-04,
+	 5.862284886623819e-04,
+	 5.860864353081404e-04,
+	 5.859441506225228e-04,
+	 5.858016346616900e-04,
+	 5.856588874818676e-04,
+	 5.855159091394615e-04,
+	 5.853726996908230e-04,
+	 5.852292591925451e-04,
+	 5.850855877012487e-04,
+	 5.849416852736532e-04,
+	 5.847975519664207e-04,
+	 5.846531878366306e-04,
+	 5.845085929411617e-04,
+	 5.843637673370536e-04,
+	 5.842187110815510e-04,
+	 5.840734242319021e-04,
+	 5.839279068453910e-04,
+	 5.837821589794910e-04,
+	 5.836361806917191e-04,
+	 5.834899720397184e-04,
+	 5.833435330811576e-04,
+	 5.831968638738777e-04,
+	 5.830499644757708e-04,
+	 5.829028349447798e-04,
+	 5.827554753389437e-04,
+	 5.826078857165771e-04,
+	 5.824600661357803e-04,
+	 5.823120166549821e-04,
+	 5.821637373326064e-04,
+	 5.820152282270870e-04,
+	 5.818664893971878e-04,
+	 5.817175209015223e-04,
+	 5.815683227989363e-04,
+	 5.814188951483290e-04,
+	 5.812692380085534e-04,
+	 5.811193514388415e-04,
+	 5.809692354982978e-04,
+	 5.808188902461518e-04,
+	 5.806683157417704e-04,
+	 5.805175120445552e-04,
+	 5.803664792140668e-04,
+	 5.802152173098680e-04,
+	 5.800637263917416e-04,
+	 5.799120065193676e-04,
+	 5.797600577528201e-04,
+	 5.796078801518386e-04,
+	 5.794554737766733e-04,
+	 5.793028386873122e-04,
+	 5.791499749441814e-04,
+	 5.789968826075128e-04,
+	 5.788435617377610e-04,
+	 5.786900123954285e-04,
+	 5.785362346411304e-04,
+	 5.783822285355401e-04,
+	 5.782279941394674e-04,
+	 5.780735315138253e-04,
+	 5.779188407195148e-04,
+	 5.777639218176546e-04,
+	 5.776087748693104e-04,
+	 5.774533999357996e-04,
+	 5.772977970784363e-04,
+	 5.771419663585596e-04,
+	 5.769859078377899e-04,
+	 5.768296215776430e-04,
+	 5.766731076398838e-04,
+	 5.765163660861546e-04,
+	 5.763593969784517e-04,
+	 5.762022003786824e-04,
+	 5.760447763489637e-04,
+	 5.758871249512569e-04,
+	 5.757292462479854e-04,
+	 5.755711403012960e-04,
+	 5.754128071737285e-04,
+	 5.752542469277732e-04,
+	 5.750954596259072e-04,
+	 5.749364453308635e-04,
+	 5.747772041053621e-04,
+	 5.746177360123460e-04,
+	 5.744580411147013e-04,
+	 5.742981194754367e-04,
+	 5.741379711577632e-04,
+	 5.739775962248231e-04,
+	 5.738169947399506e-04,
+	 5.736561667665113e-04,
+	 5.734951123679456e-04,
+	 5.733338316078871e-04,
+	 5.731723245499579e-04,
+	 5.730105912579454e-04,
+	 5.728486317956503e-04,
+	 5.726864462269970e-04,
+	 5.725240346160732e-04,
+	 5.723613970268853e-04,
+	 5.721985335236351e-04,
+	 5.720354441706903e-04,
+	 5.718721290323345e-04,
+	 5.717085881731230e-04,
+	 5.715448216574841e-04,
+	 5.713808295501595e-04,
+	 5.712166119158511e-04,
+	 5.710521688193435e-04,
+	 5.708875003255452e-04,
+	 5.707226064994535e-04,
+	 5.705574874062022e-04,
+	 5.703921431109604e-04,
+	 5.702265736789784e-04,
+	 5.700607791755570e-04,
+	 5.698947596661474e-04,
+	 5.697285152162825e-04,
+	 5.695620458916950e-04,
+	 5.693953517579204e-04,
+	 5.692284328808864e-04,
+	 5.690612893263691e-04,
+	 5.688939211603601e-04,
+	 5.687263284490452e-04,
+	 5.685585112584537e-04,
+	 5.683904696547902e-04,
+	 5.682222037044720e-04,
+	 5.680537134739431e-04,
+	 5.678849990296183e-04,
+	 5.677160604380287e-04,
+	 5.675468977660532e-04,
+	 5.673775110803477e-04,
+	 5.672079004477539e-04,
+	 5.670380659352059e-04,
+	 5.668680076098633e-04,
+	 5.666977255386727e-04,
+	 5.665272197889920e-04,
+	 5.663564904280134e-04,
+	 5.661855375232379e-04,
+	 5.660143611420369e-04,
+	 5.658429613519697e-04,
+	 5.656713382208220e-04,
+	 5.654994918161923e-04,
+	 5.653274222060049e-04,
+	 5.651551294580881e-04,
+	 5.649826136404768e-04,
+	 5.648098748213555e-04,
+	 5.646369130687086e-04,
+	 5.644637284510037e-04,
+	 5.642903210365408e-04,
+	 5.641166908937174e-04,
+	 5.639428380911440e-04,
+	 5.637687626972673e-04,
+	 5.635944647810635e-04,
+	 5.634199444111029e-04,
+	 5.632452016563488e-04,
+	 5.630702365857742e-04,
+	 5.628950492684320e-04,
+	 5.627196397734724e-04,
+	 5.625440081701729e-04,
+	 5.623681545278210e-04,
+	 5.621920789157950e-04,
+	 5.620157814036381e-04,
+	 5.618392620609077e-04,
+	 5.616625209572564e-04,
+	 5.614855581625166e-04,
+	 5.613083737465161e-04,
+	 5.611309677791667e-04,
+	 5.609533403304409e-04,
+	 5.607754914705874e-04,
+	 5.605974212696554e-04,
+	 5.604191297980069e-04,
+	 5.602406171260587e-04,
+	 5.600618833241182e-04,
+	 5.598829284629349e-04,
+	 5.597037526129532e-04,
+	 5.595243558450795e-04,
+	 5.593447382299462e-04,
+	 5.591648998384998e-04,
+	 5.589848407418091e-04,
+	 5.588045610108738e-04,
+	 5.586240607168689e-04,
+	 5.584433399309771e-04,
+	 5.582623987246008e-04,
+	 5.580812371692002e-04,
+	 5.578998553361650e-04,
+	 5.577182532971437e-04,
+	 5.575364311238297e-04,
+	 5.573543888880148e-04,
+	 5.571721266615208e-04,
+	 5.569896445162044e-04,
+	 5.568069425242407e-04,
+	 5.566240207576498e-04,
+	 5.564408792886295e-04,
+	 5.562575181894906e-04,
+	 5.560739375326260e-04,
+	 5.558901373904773e-04,
+	 5.557061178355912e-04,
+	 5.555218789406531e-04,
+	 5.553374207782758e-04,
+	 5.551527434213187e-04,
+	 5.549678469426825e-04,
+	 5.547827314153197e-04,
+	 5.545973969123339e-04,
+	 5.544118435068166e-04,
+	 5.542260712720900e-04,
+	 5.540400802814774e-04,
+	 5.538538706082940e-04,
+	 5.536674423262131e-04,
+	 5.534807955085994e-04,
+	 5.532939302292403e-04,
+	 5.531068465618958e-04,
+	 5.529195445803635e-04,
+	 5.527320243586218e-04,
+	 5.525442859706936e-04,
+	 5.523563294905901e-04,
+	 5.521681549925985e-04,
+	 5.519797625509853e-04,
+	 5.517911522400093e-04,
+	 5.516023241342244e-04,
+	 5.514132783081613e-04,
+	 5.512240148363884e-04,
+	 5.510345337935487e-04,
+	 5.508448352545971e-04,
+	 5.506549192942439e-04,
+	 5.504647859875778e-04,
+	 5.502744354095370e-04,
+	 5.500838676352777e-04,
+	 5.498930827400779e-04,
+	 5.497020807992930e-04,
+	 5.495108618880914e-04,
+	 5.493194260821963e-04,
+	 5.491277734569802e-04,
+	 5.489359040881800e-04,
+	 5.487438180515747e-04,
+	 5.485515154228395e-04,
+	 5.483589962780595e-04,
+	 5.481662606930782e-04,
+	 5.479733087439359e-04,
+	 5.477801405069768e-04,
+	 5.475867560582496e-04,
+	 5.473931554742697e-04,
+	 5.471993388312484e-04,
+	 5.470053062058874e-04,
+	 5.468110576745890e-04,
+	 5.466165933141573e-04,
+	 5.464219132013155e-04,
+	 5.462270174128746e-04,
+	 5.460319060257584e-04,
+	 5.458365791171050e-04,
+	 5.456410367637951e-04,
+	 5.454452790431105e-04,
+	 5.452493060324578e-04,
+	 5.450531178089608e-04,
+	 5.448567144500985e-04,
+	 5.446600960335833e-04,
+	 5.444632626368350e-04,
+	 5.442662143375352e-04,
+	 5.440689512134952e-04,
+	 5.438714733427998e-04,
+	 5.436737808029416e-04,
+	 5.434758736724953e-04,
+	 5.432777520289500e-04,
+	 5.430794159511271e-04,
+	 5.428808655167991e-04,
+	 5.426821008047936e-04,
+	 5.424831218932414e-04,
+	 5.422839288605696e-04,
+	 5.420845217858470e-04,
+	 5.418849007475397e-04,
+	 5.416850658242488e-04,
+	 5.414850170951122e-04,
+	 5.412847546390609e-04,
+	 5.410842785350711e-04,
+	 5.408835888622614e-04,
+	 5.406826857000584e-04,
+	 5.404815691273211e-04,
+	 5.402802392237687e-04,
+	 5.400786960688517e-04,
+	 5.398769397421244e-04,
+	 5.396749703230186e-04,
+	 5.394727878913878e-04,
+	 5.392703925270402e-04,
+	 5.390677843099226e-04,
+	 5.388649633198190e-04,
+	 5.386619296369700e-04,
+	 5.384586833413588e-04,
+	 5.382552245135524e-04,
+	 5.380515532332991e-04,
+	 5.378476695814379e-04,
+	 5.376435736383927e-04,
+	 5.374392654844623e-04,
+	 5.372347452004710e-04,
+	 5.370300128672718e-04,
+	 5.368250685652473e-04,
+	 5.366199123757970e-04,
+	 5.364145443795092e-04,
+	 5.362089646576797e-04,
+	 5.360031732913381e-04,
+	 5.357971703618994e-04,
+	 5.355909559504040e-04,
+	 5.353845301383547e-04,
+	 5.351778930072417e-04,
+	 5.349710446386816e-04,
+	 5.347639851141984e-04,
+	 5.345567145155136e-04,
+	 5.343492329245702e-04,
+	 5.341415404232449e-04,
+	 5.339336370934563e-04,
+	 5.337255230171862e-04,
+	 5.335171982768478e-04,
+	 5.333086629542917e-04,
+	 5.330999171321505e-04,
+	 5.328909608926212e-04,
+	 5.326817943183286e-04,
+	 5.324724174915872e-04,
+	 5.322628304954652e-04,
+	 5.320530334121705e-04,
+	 5.318430263247588e-04,
+	 5.316328093164545e-04,
+	 5.314223824696160e-04,
+	 5.312117458675672e-04,
+	 5.310008995935800e-04,
+	 5.307898437308361e-04,
+	 5.305785783623745e-04,
+	 5.303671035718917e-04,
+	 5.301554194429018e-04,
+	 5.299435260585136e-04,
+	 5.297314235028411e-04,
+	 5.295191118593527e-04,
+	 5.293065912118807e-04,
+	 5.290938616444265e-04,
+	 5.288809232408068e-04,
+	 5.286677760850682e-04,
+	 5.284544202614361e-04,
+	 5.282408558540415e-04,
+	 5.280270829474943e-04,
+	 5.278131016255211e-04,
+	 5.275989119731484e-04,
+	 5.273845140748129e-04,
+	 5.271699080150106e-04,
+	 5.269550938784794e-04,
+	 5.267400717498361e-04,
+	 5.265248417142981e-04,
+	 5.263094038566319e-04,
+	 5.260937582620853e-04,
+	 5.258779050153162e-04,
+	 5.256618442020222e-04,
+	 5.254455759070089e-04,
+	 5.252291002159327e-04,
+	 5.250124172144333e-04,
+	 5.247955269874540e-04,
+	 5.245784296211650e-04,
+	 5.243611252009680e-04,
+	 5.241436138128643e-04,
+	 5.239258955422319e-04,
+	 5.237079704755978e-04,
+	 5.234898386985129e-04,
+	 5.232715002973352e-04,
+	 5.230529553582311e-04,
+	 5.228342039671407e-04,
+	 5.226152462108357e-04,
+	 5.223960821755176e-04,
+	 5.221767119478626e-04,
+	 5.219571356143170e-04,
+	 5.217373532614443e-04,
+	 5.215173649761269e-04,
+	 5.212971708452715e-04,
+	 5.210767709557558e-04,
+	 5.208561653943269e-04,
+	 5.206353542485034e-04,
+	 5.204143376048708e-04,
+	 5.201931155511362e-04,
+	 5.199716881746321e-04,
+	 5.197500555622941e-04,
+	 5.195282178021696e-04,
+	 5.193061749813185e-04,
+	 5.190839271878186e-04,
+	 5.188614745090776e-04,
+	 5.186388170329273e-04,
+	 5.184159548473367e-04,
+	 5.181928880403531e-04,
+	 5.179696167000083e-04,
+	 5.177461409142996e-04,
+	 5.175224607713271e-04,
+	 5.172985763596966e-04,
+	 5.170744877675472e-04,
+	 5.168501950833988e-04,
+	 5.166256983958606e-04,
+	 5.164009977933344e-04,
+	 5.161760933648954e-04,
+	 5.159509851987797e-04,
+	 5.157256733842661e-04,
+	 5.155001580099067e-04,
+	 5.152744391651578e-04,
+	 5.150485169390786e-04,
+	 5.148223914203074e-04,
+	 5.145960626986476e-04,
+	 5.143695308631118e-04,
+	 5.141427960034684e-04,
+	 5.139158582088186e-04,
+	 5.136887175689381e-04,
+	 5.134613741731861e-04,
+	 5.132338281120163e-04,
+	 5.130060794743523e-04,
+	 5.127781283507663e-04,
+	 5.125499748309212e-04,
+	 5.123216190048067e-04,
+	 5.120930609627866e-04,
+	 5.118643007951487e-04,
+	 5.116353385917425e-04,
+	 5.114061744431395e-04,
+	 5.111768084401085e-04,
+	 5.109472406727370e-04,
+	 5.107174712319270e-04,
+	 5.104875002082651e-04,
+	 5.102573276924512e-04,
+	 5.100269537753156e-04,
+	 5.097963785481423e-04,
+	 5.095656021013822e-04,
+	 5.093346245266104e-04,
+	 5.091034459146851e-04,
+	 5.088720663571756e-04,
+	 5.086404859450083e-04,
+	 5.084087047699726e-04,
+	 5.081767229230774e-04,
+	 5.079445404965138e-04,
+	 5.077121575813347e-04,
+	 5.074795742696052e-04,
+	 5.072467906531124e-04,
+	 5.070138068235323e-04,
+	 5.067806228730947e-04,
+	 5.065472388935466e-04,
+	 5.063136549772660e-04,
+	 5.060798712162624e-04,
+	 5.058458877030841e-04,
+	 5.056117045296939e-04,
+	 5.053773217889521e-04,
+	 5.051427395727848e-04,
+	 5.049079579743489e-04,
+	 5.046729770862241e-04,
+	 5.044377970007994e-04,
+	 5.042024178112829e-04,
+	 5.039668396105290e-04,
+	 5.037310624912905e-04,
+	 5.034950865468425e-04,
+	 5.032589118702216e-04,
+	 5.030225385545948e-04,
+	 5.027859666934555e-04,
+	 5.025491963800643e-04,
+	 5.023122277078356e-04,
+	 5.020750607705869e-04,
+	 5.018376956613399e-04,
+	 5.016001324744447e-04,
+	 5.013623713030172e-04,
+	 5.011244122415650e-04,
+	 5.008862553835446e-04,
+	 5.006479008230996e-04,
+	 5.004093486544357e-04,
+	 5.001705989712920e-04,
+	 4.999316518686072e-04,
+	 4.996925074398797e-04,
+	 4.994531657802460e-04,
+	 4.992136269837136e-04,
+	 4.989738911450093e-04,
+	 4.987339583585894e-04,
+	 4.984938287192534e-04,
+	 4.982535023218848e-04,
+	 4.980129792612466e-04,
+	 4.977722596323757e-04,
+	 4.975313435302241e-04,
+	 4.972902310496101e-04,
+	 4.970489222861881e-04,
+	 4.968074173347536e-04,
+	 4.965657162910667e-04,
+	 4.963238192501332e-04,
+	 4.960817263077560e-04,
+	 4.958394375590833e-04,
+	 4.955969531001946e-04,
+	 4.953542730265937e-04,
+	 4.951113974339782e-04,
+	 4.948683264184503e-04,
+	 4.946250600755902e-04,
+	 4.943815985017331e-04,
+	 4.941379417930836e-04,
+	 4.938940900453173e-04,
+	 4.936500433552064e-04,
+	 4.934058018188323e-04,
+	 4.931613655323911e-04,
+	 4.929167345928214e-04,
+	 4.926719090961799e-04,
+	 4.924268891397321e-04,
+	 4.921816748196056e-04,
+	 4.919362662326950e-04,
+	 4.916906634760384e-04,
+	 4.914448666466329e-04,
+	 4.911988758412141e-04,
+	 4.909526911571337e-04,
+	 4.907063126915825e-04,
+	 4.904597405416333e-04,
+	 4.902129748045856e-04,
+	 4.899660155778898e-04,
+	 4.897188629589802e-04,
+	 4.894715170457693e-04,
+	 4.892239779353909e-04,
+	 4.889762457256357e-04,
+	 4.887283205145664e-04,
+	 4.884802023999822e-04,
+	 4.882318914797321e-04,
+	 4.879833878515759e-04,
+	 4.877346916139582e-04,
+	 4.874858028647766e-04,
+	 4.872367217024127e-04,
+	 4.869874482254340e-04,
+	 4.867379825318224e-04,
+	 4.864883247200939e-04,
+	 4.862384748889265e-04,
+	 4.859884331370251e-04,
+	 4.857381995627858e-04,
+	 4.854877742653480e-04,
+	 4.852371573430364e-04,
+	 4.849863488952935e-04,
+	 4.847353490208971e-04,
+	 4.844841578189715e-04,
+	 4.842327753886574e-04,
+	 4.839812018289298e-04,
+	 4.837294372394874e-04,
+	 4.834774817194338e-04,
+	 4.832253353683252e-04,
+	 4.829729982855944e-04,
+	 4.827204705709059e-04,
+	 4.824677523241680e-04,
+	 4.822148436445011e-04,
+	 4.819617446325236e-04,
+	 4.817084553872971e-04,
+	 4.814549760094902e-04,
+	 4.812013065988797e-04,
+	 4.809474472554989e-04,
+	 4.806933980798041e-04,
+	 4.804391591719454e-04,
+	 4.801847306320676e-04,
+	 4.799301125607212e-04,
+	 4.796753050587651e-04,
+	 4.794203082261441e-04,
+	 4.791651221638459e-04,
+	 4.789097469728503e-04,
+	 4.786541827535465e-04,
+	 4.783984296067287e-04,
+	 4.781424876338732e-04,
+	 4.778863569354584e-04,
+	 4.776300376127601e-04,
+	 4.773735297670971e-04,
+	 4.771168334997255e-04,
+	 4.768599489117792e-04,
+	 4.766028761047203e-04,
+	 4.763456151799922e-04,
+	 4.760881662391827e-04,
+	 4.758305293839346e-04,
+	 4.755727047158800e-04,
+	 4.753146923367656e-04,
+	 4.750564923484026e-04,
+	 4.747981048526119e-04,
+	 4.745395299518977e-04,
+	 4.742807677476854e-04,
+	 4.740218183425153e-04,
+	 4.737626818385362e-04,
+	 4.735033583375946e-04,
+	 4.732438479427446e-04,
+	 4.729841507559641e-04,
+	 4.727242668798975e-04,
+	 4.724641964171542e-04,
+	 4.722039394701761e-04,
+	 4.719434961420919e-04,
+	 4.716828665353401e-04,
+	 4.714220507528406e-04,
+	 4.711610488975515e-04,
+	 4.708998610723630e-04,
+	 4.706384873809696e-04,
+	 4.703769279258281e-04,
+	 4.701151828105927e-04,
+	 4.698532521384342e-04,
+	 4.695911360125738e-04,
+	 4.693288345367588e-04,
+	 4.690663478145979e-04,
+	 4.688036759490874e-04,
+	 4.685408190446676e-04,
+	 4.682777772047421e-04,
+	 4.680145505329831e-04,
+	 4.677511391332888e-04,
+	 4.674875431100449e-04,
+	 4.672237625669460e-04,
+	 4.669597976083022e-04,
+	 4.666956483378340e-04,
+	 4.664313148605615e-04,
+	 4.661667972801143e-04,
+	 4.659020957014943e-04,
+	 4.656372102287473e-04,
+	 4.653721409664393e-04,
+	 4.651068880195022e-04,
+	 4.648414514922685e-04,
+	 4.645758314898461e-04,
+	 4.643100281167764e-04,
+	 4.640440414782296e-04,
+	 4.637778716792101e-04,
+	 4.635115188244699e-04,
+	 4.632449830193398e-04,
+	 4.629782643689890e-04,
+	 4.627113629786457e-04,
+	 4.624442789537572e-04,
+	 4.621770123996013e-04,
+	 4.619095634218214e-04,
+	 4.616419321259559e-04,
+	 4.613741186176806e-04,
+	 4.611061230026669e-04,
+	 4.608379453864727e-04,
+	 4.605695858754323e-04,
+	 4.603010445748724e-04,
+	 4.600323215913224e-04,
+	 4.597634170303769e-04,
+	 4.594943309986193e-04,
+	 4.592250636018092e-04,
+	 4.589556149467328e-04,
+	 4.586859851395482e-04,
+	 4.584161742861220e-04,
+	 4.581461824937693e-04,
+	 4.578760098687150e-04,
+	 4.576056565176266e-04,
+	 4.573351225472295e-04,
+	 4.570644080644415e-04,
+	 4.567935131756367e-04,
+	 4.565224379882192e-04,
+	 4.562511826087215e-04,
+	 4.559797471448211e-04,
+	 4.557081317031495e-04,
+	 4.554363363911805e-04,
+	 4.551643613161081e-04,
+	 4.548922065854059e-04,
+	 4.546198723060194e-04,
+	 4.543473585862792e-04,
+	 4.540746655330869e-04,
+	 4.538017932541139e-04,
+	 4.535287418570436e-04,
+	 4.532555114501439e-04,
+	 4.529821021410606e-04,
+	 4.527085140370694e-04,
+	 4.524347472470276e-04,
+	 4.521608018784704e-04,
+	 4.518866780398765e-04,
+	 4.516123758392184e-04,
+	 4.513378953845065e-04,
+	 4.510632367846546e-04,
+	 4.507884001476887e-04,
+	 4.505133855822819e-04,
+	 4.502381931970409e-04,
+	 4.499628231002516e-04,
+	 4.496872754005530e-04,
+	 4.494115502070552e-04,
+	 4.491356476286006e-04,
+	 4.488595677739542e-04,
+	 4.485833107520005e-04,
+	 4.483068766720274e-04,
+	 4.480302656431358e-04,
+	 4.477534777739072e-04,
+	 4.474765131742204e-04,
+	 4.471993719535254e-04,
+	 4.469220542205371e-04,
+	 4.466445600850315e-04,
+	 4.463668896568896e-04,
+	 4.460890430453380e-04,
+	 4.458110203598303e-04,
+	 4.455328217106358e-04,
+	 4.452544472072704e-04,
+	 4.449758969598449e-04,
+	 4.446971710777939e-04,
+	 4.444182696715838e-04,
+	 4.441391928510398e-04,
+	 4.438599407268181e-04,
+	 4.435805134083407e-04,
+	 4.433009110065725e-04,
+	 4.430211336313665e-04,
+	 4.427411813938381e-04,
+	 4.424610544037833e-04,
+	 4.421807527719386e-04,
+	 4.419002766091951e-04,
+	 4.416196260261035e-04,
+	 4.413388011331164e-04,
+	 4.410578020418120e-04,
+	 4.407766288626739e-04,
+	 4.404952817063642e-04,
+	 4.402137606846674e-04,
+	 4.399320659081852e-04,
+	 4.396501974880582e-04,
+	 4.393681555357092e-04,
+	 4.390859401628072e-04,
+	 4.388035514800382e-04,
+	 4.385209895994199e-04,
+	 4.382382546320839e-04,
+	 4.379553466898992e-04,
+	 4.376722658845923e-04,
+	 4.373890123276708e-04,
+	 4.371055861309336e-04,
+	 4.368219874063913e-04,
+	 4.365382162657319e-04,
+	 4.362542728216091e-04,
+	 4.359701571853970e-04,
+	 4.356858694695290e-04,
+	 4.354014097859093e-04,
+	 4.351167782472594e-04,
+	 4.348319749658406e-04,
+	 4.345470000540857e-04,
+	 4.342618536240560e-04,
+	 4.339765357887870e-04,
+	 4.336910466606361e-04,
+	 4.334053863526945e-04,
+	 4.331195549770866e-04,
+	 4.328335526470285e-04,
+	 4.325473794749450e-04,
+	 4.322610355744449e-04,
+	 4.319745210583142e-04,
+	 4.316878360395973e-04,
+	 4.314009806313181e-04,
+	 4.311139549467917e-04,
+	 4.308267590994160e-04,
+	 4.305393932025810e-04,
+	 4.302518573695043e-04,
+	 4.299641517137979e-04,
+	 4.296762763489712e-04,
+	 4.293882313886900e-04,
+	 4.291000169465629e-04,
+	 4.288116331364117e-04,
+	 4.285230800721019e-04,
+	 4.282343578677799e-04,
+	 4.279454666365975e-04,
+	 4.276564064935510e-04,
+	 4.273671775519755e-04,
+	 4.270777799263756e-04,
+	 4.267882137311443e-04,
+	 4.264984790804691e-04,
+	 4.262085760884820e-04,
+	 4.259185048695065e-04,
+	 4.256282655387013e-04,
+	 4.253378582099802e-04,
+	 4.250472829981420e-04,
+	 4.247565400179355e-04,
+	 4.244656293839501e-04,
+	 4.241745512115770e-04,
+	 4.238833056149386e-04,
+	 4.235918927094633e-04,
+	 4.233003126101131e-04,
+	 4.230085654316798e-04,
+	 4.227166512897591e-04,
+	 4.224245702994341e-04,
+	 4.221323225758735e-04,
+	 4.218399082344433e-04,
+	 4.215473273906405e-04,
+	 4.212545801600113e-04,
+	 4.209616666575430e-04,
+	 4.206685869997115e-04,
+	 4.203753413017450e-04,
+	 4.200819296793960e-04,
+	 4.197883522488491e-04,
+	 4.194946091249683e-04,
+	 4.192007004249853e-04,
+	 4.189066262640971e-04,
+	 4.186123867584866e-04,
+	 4.183179820242397e-04,
+	 4.180234121780796e-04,
+	 4.177286773356194e-04,
+	 4.174337776135010e-04,
+	 4.171387131284793e-04,
+	 4.168434839961444e-04,
+	 4.165480903337643e-04,
+	 4.162525322574947e-04,
+	 4.159568098841368e-04,
+	 4.156609233305663e-04,
+	 4.153648727135739e-04,
+	 4.150686581497136e-04,
+	 4.147722797563344e-04,
+	 4.144757376502021e-04,
+	 4.141790319481386e-04,
+	 4.138821627672180e-04,
+	 4.135851302251036e-04,
+	 4.132879344389374e-04,
+	 4.129905755256892e-04,
+	 4.126930536029215e-04,
+	 4.123953687880548e-04,
+	 4.120975211985872e-04,
+	 4.117995109519217e-04,
+	 4.115013381662042e-04,
+	 4.112030029583767e-04,
+	 4.109045054467576e-04,
+	 4.106058457488805e-04,
+	 4.103070239829809e-04,
+	 4.100080402666119e-04,
+	 4.097088947179942e-04,
+	 4.094095874551301e-04,
+	 4.091101185960077e-04,
+	 4.088104882592406e-04,
+	 4.085106965626815e-04,
+	 4.082107436248444e-04,
+	 4.079106295639813e-04,
+	 4.076103544986542e-04,
+	 4.073099185475680e-04,
+	 4.070093218290615e-04,
+	 4.067085644616862e-04,
+	 4.064076465644305e-04,
+	 4.061065682561380e-04,
+	 4.058053296553967e-04,
+	 4.055039308811162e-04,
+	 4.052023720523502e-04,
+	 4.049006532881599e-04,
+	 4.045987747074261e-04,
+	 4.042967364294470e-04,
+	 4.039945385734164e-04,
+	 4.036921812586186e-04,
+	 4.033896646046719e-04,
+	 4.030869887305113e-04,
+	 4.027841537559033e-04,
+	 4.024811597999411e-04,
+	 4.021780069830739e-04,
+	 4.018746954242604e-04,
+	 4.015712252430021e-04,
+	 4.012675965599768e-04,
+	 4.009638094942815e-04,
+	 4.006598641662560e-04,
+	 4.003557606955657e-04,
+	 4.000514992027323e-04,
+	 3.997470798072493e-04,
+	 3.994425026290946e-04,
+	 3.991377677894187e-04,
+	 3.988328754077300e-04,
+	 3.985278256047293e-04,
+	 3.982226185009452e-04,
+	 3.979172542163459e-04,
+	 3.976117328715712e-04,
+	 3.973060545877404e-04,
+	 3.970002194848995e-04,
+	 3.966942276840794e-04,
+	 3.963880793057320e-04,
+	 3.960817744712592e-04,
+	 3.957753133012029e-04,
+	 3.954686959166373e-04,
+	 3.951619224382372e-04,
+	 3.948549929875164e-04,
+	 3.945479076855626e-04,
+	 3.942406666533304e-04,
+	 3.939332700122499e-04,
+	 3.936257178838874e-04,
+	 3.933180103889908e-04,
+	 3.930101476496083e-04,
+	 3.927021297874523e-04,
+	 3.923939569233834e-04,
+	 3.920856291793112e-04,
+	 3.917771466767606e-04,
+	 3.914685095383183e-04,
+	 3.911597178849172e-04,
+	 3.908507718386902e-04,
+	 3.905416715217876e-04,
+	 3.902324170559072e-04,
+	 3.899230085632736e-04,
+	 3.896134461656512e-04,
+	 3.893037299862559e-04,
+	 3.889938601461600e-04,
+	 3.886838367683633e-04,
+	 3.883736599750232e-04,
+	 3.880633298885703e-04,
+	 3.877528466310690e-04,
+	 3.874422103261751e-04,
+	 3.871314210955077e-04,
+	 3.868204790618145e-04,
+	 3.865093843485439e-04,
+	 3.861981370776457e-04,
+	 3.858867373726665e-04,
+	 3.855751853557466e-04,
+	 3.852634811505951e-04,
+	 3.849516248796038e-04,
+	 3.846396166667693e-04,
+	 3.843274566343086e-04,
+	 3.840151449056651e-04,
+	 3.837026816043513e-04,
+	 3.833900668537786e-04,
+	 3.830773007769965e-04,
+	 3.827643834974311e-04,
+	 3.824513151391375e-04,
+	 3.821380958251655e-04,
+	 3.818247256792597e-04,
+	 3.815112048250934e-04,
+	 3.811975333861512e-04,
+	 3.808837114872685e-04,
+	 3.805697392512750e-04,
+	 3.802556168023577e-04,
+	 3.799413442646322e-04,
+	 3.796269217617360e-04,
+	 3.793123494185782e-04,
+	 3.789976273583708e-04,
+	 3.786827557064262e-04,
+	 3.783677345859933e-04,
+	 3.780525641220013e-04,
+	 3.777372444386463e-04,
+	 3.774217756605433e-04,
+	 3.771061579120280e-04,
+	 3.767903913174066e-04,
+	 3.764744760021485e-04,
+	 3.761584120902976e-04,
+	 3.758421997066322e-04,
+	 3.755258389764098e-04,
+	 3.752093300237801e-04,
+	 3.748926729743077e-04,
+	 3.745758679525376e-04,
+	 3.742589150839044e-04,
+	 3.739418144933290e-04,
+	 3.736245663057878e-04,
+	 3.733071706470909e-04,
+	 3.729896276417370e-04,
+	 3.726719374155674e-04,
+	 3.723541000935971e-04,
+	 3.720361158017303e-04,
+	 3.717179846653202e-04,
+	 3.713997068096687e-04,
+	 3.710812823607327e-04,
+	 3.707627114444371e-04,
+	 3.704439941856993e-04,
+	 3.701251307109236e-04,
+	 3.698061211456796e-04,
+	 3.694869656161245e-04,
+	 3.691676642481107e-04,
+	 3.688482171680090e-04,
+	 3.685286245015068e-04,
+	 3.682088863743437e-04,
+	 3.678890029138978e-04,
+	 3.675689742453076e-04,
+	 3.672488004954025e-04,
+	 3.669284817900864e-04,
+	 3.666080182566227e-04,
+	 3.662874100213081e-04,
+	 3.659666572098404e-04,
+	 3.656457599499410e-04,
+	 3.653247183677813e-04,
+	 3.650035325895502e-04,
+	 3.646822027428546e-04,
+	 3.643607289539202e-04,
+	 3.640391113503221e-04,
+	 3.637173500583143e-04,
+	 3.633954452049988e-04,
+	 3.630733969181511e-04,
+	 3.627512053239267e-04,
+	 3.624288705501609e-04,
+	 3.621063927235633e-04,
+	 3.617837719715759e-04,
+	 3.614610084219470e-04,
+	 3.611381022017304e-04,
+	 3.608150534382649e-04,
+	 3.604918622592024e-04,
+	 3.601685287925552e-04,
+	 3.598450531649893e-04,
+	 3.595214355051878e-04,
+	 3.591976759400011e-04,
+	 3.588737745976646e-04,
+	 3.585497316061917e-04,
+	 3.582255470929929e-04,
+	 3.579012211866825e-04,
+	 3.575767540143476e-04,
+	 3.572521457047364e-04,
+	 3.569273963860921e-04,
+	 3.566025061863436e-04,
+	 3.562774752338544e-04,
+	 3.559523036562199e-04,
+	 3.556269915829965e-04,
+	 3.553015391413918e-04,
+	 3.549759464606238e-04,
+	 3.546502136690796e-04,
+	 3.543243408951204e-04,
+	 3.539983282677714e-04,
+	 3.536721759150514e-04,
+	 3.533458839666421e-04,
+	 3.530194525501823e-04,
+	 3.526928817955401e-04,
+	 3.523661718309661e-04,
+	 3.520393227854130e-04,
+	 3.517123347883065e-04,
+	 3.513852079687290e-04,
+	 3.510579424551834e-04,
+	 3.507305383773448e-04,
+	 3.504029958644035e-04,
+	 3.500753150455469e-04,
+	 3.497474960500490e-04,
+	 3.494195390077431e-04,
+	 3.490914440473935e-04,
+	 3.487632112989098e-04,
+	 3.484348408916171e-04,
+	 3.481063329554883e-04,
+	 3.477776876198484e-04,
+	 3.474489050146736e-04,
+	 3.471199852698425e-04,
+	 3.467909285142330e-04,
+	 3.464617348787470e-04,
+	 3.461324044933096e-04,
+	 3.458029374871709e-04,
+	 3.454733339912480e-04,
+	 3.451435941352202e-04,
+	 3.448137180488433e-04,
+	 3.444837058627517e-04,
+	 3.441535577071062e-04,
+	 3.438232737123560e-04,
+	 3.434928540090184e-04,
+	 3.431622987268634e-04,
+	 3.428316079967212e-04,
+	 3.425007819497201e-04,
+	 3.421698207153800e-04,
+	 3.418387244245640e-04,
+	 3.415074932086504e-04,
+	 3.411761271981651e-04,
+	 3.408446265230803e-04,
+	 3.405129913152141e-04,
+	 3.401812217051985e-04,
+	 3.398493178239363e-04,
+	 3.395172798021442e-04,
+	 3.391851077707961e-04,
+	 3.388528018618171e-04,
+	 3.385203622055821e-04,
+	 3.381877889340932e-04,
+	 3.378550821777033e-04,
+	 3.375222420677725e-04,
+	 3.371892687368277e-04,
+	 3.368561623149909e-04,
+	 3.365229229346434e-04,
+	 3.361895507263138e-04,
+	 3.358560458227585e-04,
+	 3.355224083548114e-04,
+	 3.351886384549732e-04,
+	 3.348547362537802e-04,
+	 3.345207018839796e-04,
+	 3.341865354768859e-04,
+	 3.338522371647766e-04,
+	 3.335178070797257e-04,
+	 3.331832453530231e-04,
+	 3.328485521172509e-04,
+	 3.325137275043444e-04,
+	 3.321787716469046e-04,
+	 3.318436846767632e-04,
+	 3.315084667259155e-04,
+	 3.311731179266087e-04,
+	 3.308376384123528e-04,
+	 3.305020283141125e-04,
+	 3.301662877651059e-04,
+	 3.298304168977226e-04,
+	 3.294944158448580e-04,
+	 3.291582847385153e-04,
+	 3.288220237117842e-04,
+	 3.284856328973417e-04,
+	 3.281491124277425e-04,
+	 3.278124624362713e-04,
+	 3.274756830555048e-04,
+	 3.271387744180556e-04,
+	 3.268017366574991e-04,
+	 3.264645699063630e-04,
+	 3.261272742980004e-04,
+	 3.257898499657863e-04,
+	 3.254522970422395e-04,
+	 3.251146156615421e-04,
+	 3.247768059557947e-04,
+	 3.244388680592879e-04,
+	 3.241008021048104e-04,
+	 3.237626082260595e-04,
+	 3.234242865569954e-04,
+	 3.230858372300821e-04,
+	 3.227472603796519e-04,
+	 3.224085561391969e-04,
+	 3.220697246428085e-04,
+	 3.217307660236500e-04,
+	 3.213916804154966e-04,
+	 3.210524679522742e-04,
+	 3.207131287677972e-04,
+	 3.203736629967123e-04,
+	 3.200340707722398e-04,
+	 3.196943522289233e-04,
+	 3.193545074998874e-04,
+	 3.190145367206711e-04,
+	 3.186744400241832e-04,
+	 3.183342175456473e-04,
+	 3.179938694188091e-04,
+	 3.176533957783894e-04,
+	 3.173127967576726e-04,
+	 3.169720724927049e-04,
+	 3.166312231172407e-04,
+	 3.162902487654385e-04,
+	 3.159491495721047e-04,
+	 3.156079256723853e-04,
+	 3.152665772001696e-04,
+	 3.149251042908716e-04,
+	 3.145835070791555e-04,
+	 3.142417856992689e-04,
+	 3.138999402871385e-04,
+	 3.135579709764070e-04,
+	 3.132158779028524e-04,
+	 3.128736612017304e-04,
+	 3.125313210073573e-04,
+	 3.121888574552814e-04,
+	 3.118462706806377e-04,
+	 3.115035608190716e-04,
+	 3.111607280051538e-04,
+	 3.108177723738769e-04,
+	 3.104746940622003e-04,
+	 3.101314932036708e-04,
+	 3.097881699350128e-04,
+	 3.094447243912943e-04,
+	 3.091011567081341e-04,
+	 3.087574670213704e-04,
+	 3.084136554660408e-04,
+	 3.080697221785635e-04,
+	 3.077256672944272e-04,
+	 3.073814909492113e-04,
+	 3.070371932787669e-04,
+	 3.066927744188614e-04,
+	 3.063482345061585e-04,
+	 3.060035736764833e-04,
+	 3.056587920651900e-04,
+	 3.053138898086228e-04,
+	 3.049688670432226e-04,
+	 3.046237239050464e-04,
+	 3.042784605307434e-04,
+	 3.039330770552825e-04,
+	 3.035875736166473e-04,
+	 3.032419503497818e-04,
+	 3.028962073918927e-04,
+	 3.025503448796125e-04,
+	 3.022043629492546e-04,
+	 3.018582617369910e-04,
+	 3.015120413792715e-04,
+	 3.011657020136311e-04,
+	 3.008192437764068e-04,
+	 3.004726668036815e-04,
+	 3.001259712335000e-04,
+	 2.997791572015761e-04,
+	 2.994322248454551e-04,
+	 2.990851743022694e-04,
+	 2.987380057082369e-04,
+	 2.983907192003363e-04,
+	 2.980433149165235e-04,
+	 2.976957929934378e-04,
+	 2.973481535679171e-04,
+	 2.970003967780492e-04,
+	 2.966525227606464e-04,
+	 2.963045316523496e-04,
+	 2.959564235910835e-04,
+	 2.956081987150825e-04,
+	 2.952598571605416e-04,
+	 2.949113990651652e-04,
+	 2.945628245671016e-04,
+	 2.942141338031869e-04,
+	 2.938653269114060e-04,
+	 2.935164040295733e-04,
+	 2.931673652954583e-04,
+	 2.928182108466901e-04,
+	 2.924689408209861e-04,
+	 2.921195553557511e-04,
+	 2.917700545901457e-04,
+	 2.914204386608224e-04,
+	 2.910707077064132e-04,
+	 2.907208618649492e-04,
+	 2.903709012749723e-04,
+	 2.900208260736219e-04,
+	 2.896706363997106e-04,
+	 2.893203323906588e-04,
+	 2.889699141859554e-04,
+	 2.886193819230076e-04,
+	 2.882687357411419e-04,
+	 2.879179757774514e-04,
+	 2.875671021708579e-04,
+	 2.872161150604997e-04,
+	 2.868650145846995e-04,
+	 2.865138008810833e-04,
+	 2.861624740890230e-04,
+	 2.858110343477693e-04,
+	 2.854594817948009e-04,
+	 2.851078165700787e-04,
+	 2.847560388115443e-04,
+	 2.844041486582756e-04,
+	 2.840521462491893e-04,
+	 2.837000317227518e-04,
+	 2.833478052192746e-04,
+	 2.829954668764217e-04,
+	 2.826430168341915e-04,
+	 2.822904552305354e-04,
+	 2.819377822062401e-04,
+	 2.815849978992468e-04,
+	 2.812321024488206e-04,
+	 2.808790959953611e-04,
+	 2.805259786769828e-04,
+	 2.801727506334317e-04,
+	 2.798194120042376e-04,
+	 2.794659629296118e-04,
+	 2.791124035473219e-04,
+	 2.787587339985062e-04,
+	 2.784049544219862e-04,
+	 2.780510649577519e-04,
+	 2.776970657450944e-04,
+	 2.773429569235740e-04,
+	 2.769887386343746e-04,
+	 2.766344110152885e-04,
+	 2.762799742080034e-04,
+	 2.759254283506579e-04,
+	 2.755707735844844e-04,
+	 2.752160100491209e-04,
+	 2.748611378849494e-04,
+	 2.745061572313423e-04,
+	 2.741510682285591e-04,
+	 2.737958710172208e-04,
+	 2.734405657368269e-04,
+	 2.730851525284927e-04,
+	 2.727296315316942e-04,
+	 2.723740028873333e-04,
+	 2.720182667349356e-04,
+	 2.716624232159501e-04,
+	 2.713064724702772e-04,
+	 2.709504146388419e-04,
+	 2.705942498616171e-04,
+	 2.702379782793870e-04,
+	 2.698816000332974e-04,
+	 2.695251152628640e-04,
+	 2.691685241093674e-04,
+	 2.688118267144260e-04,
+	 2.684550232174639e-04,
+	 2.680981137604690e-04,
+	 2.677410984829266e-04,
+	 2.673839775270537e-04,
+	 2.670267510332706e-04,
+	 2.666694191425158e-04,
+	 2.663119819960399e-04,
+	 2.659544397351079e-04,
+	 2.655967925002704e-04,
+	 2.652390404331205e-04,
+	 2.648811836742665e-04,
+	 2.645232223659387e-04,
+	 2.641651566492287e-04,
+	 2.638069866643142e-04,
+	 2.634487125539359e-04,
+	 2.630903344588738e-04,
+	 2.627318525207889e-04,
+	 2.623732668806856e-04,
+	 2.620145776809930e-04,
+	 2.616557850626427e-04,
+	 2.612968891668579e-04,
+	 2.609378901363174e-04,
+	 2.605787881122365e-04,
+	 2.602195832363253e-04,
+	 2.598602756501774e-04,
+	 2.595008654963330e-04,
+	 2.591413529156373e-04,
+	 2.587817380510973e-04,
+	 2.584220210430157e-04,
+	 2.580622020353704e-04,
+	 2.577022811690259e-04,
+	 2.573422585860421e-04,
+	 2.569821344283571e-04,
+	 2.566219088395335e-04,
+	 2.562615819597331e-04,
+	 2.559011539320709e-04,
+	 2.555406248999830e-04,
+	 2.551799950034103e-04,
+	 2.548192643869457e-04,
+	 2.544584331915860e-04,
+	 2.540975015604170e-04,
+	 2.537364696350364e-04,
+	 2.533753375588333e-04,
+	 2.530141054743394e-04,
+	 2.526527735233315e-04,
+	 2.522913418495683e-04,
+	 2.519298105942103e-04,
+	 2.515681799019172e-04,
+	 2.512064499136234e-04,
+	 2.508446207735041e-04,
+	 2.504826926225997e-04,
+	 2.501206656056983e-04,
+	 2.497585398651936e-04,
+	 2.493963155428071e-04,
+	 2.490339927832432e-04,
+	 2.486715717280271e-04,
+	 2.483090525205193e-04,
+	 2.479464353047188e-04,
+	 2.475837202236835e-04,
+	 2.472209074193894e-04,
+	 2.468579970358559e-04,
+	 2.464949892157184e-04,
+	 2.461318841034079e-04,
+	 2.457686818408808e-04,
+	 2.454053825725885e-04,
+	 2.450419864417234e-04,
+	 2.446784935913377e-04,
+	 2.443149041646143e-04,
+	 2.439512183060147e-04,
+	 2.435874361589148e-04,
+	 2.432235578654188e-04,
+	 2.428595835711793e-04,
+	 2.424955134193352e-04,
+	 2.421313475523594e-04,
+	 2.417670861157268e-04,
+	 2.414027292514284e-04,
+	 2.410382771049764e-04,
+	 2.406737298191058e-04,
+	 2.403090875380793e-04,
+	 2.399443504063584e-04,
+	 2.395795185664507e-04,
+	 2.392145921640928e-04,
+	 2.388495713418566e-04,
+	 2.384844562446236e-04,
+	 2.381192470161730e-04,
+	 2.377539438015738e-04,
+	 2.373885467436506e-04,
+	 2.370230559870935e-04,
+	 2.366574716765830e-04,
+	 2.362917939557635e-04,
+	 2.359260229699124e-04,
+	 2.355601588618434e-04,
+	 2.351942017776299e-04,
+	 2.348281518614362e-04,
+	 2.344620092567913e-04,
+	 2.340957741086903e-04,
+	 2.337294465619394e-04,
+	 2.333630267615972e-04,
+	 2.329965148505941e-04,
+	 2.326299109753197e-04,
+	 2.322632152796273e-04,
+	 2.318964279088673e-04,
+	 2.315295490063770e-04,
+	 2.311625787184452e-04,
+	 2.307955171899766e-04,
+	 2.304283645648822e-04,
+	 2.300611209881042e-04,
+	 2.296937866050587e-04,
+	 2.293263615609972e-04,
+	 2.289588460012369e-04,
+	 2.285912400689554e-04,
+	 2.282235439115148e-04,
+	 2.278557576727862e-04,
+	 2.274878814979286e-04,
+	 2.271199155329396e-04,
+	 2.267518599218301e-04,
+	 2.263837148108378e-04,
+	 2.260154803451484e-04,
+	 2.256471566698218e-04,
+	 2.252787439312427e-04,
+	 2.249102422727228e-04,
+	 2.245416518420014e-04,
+	 2.241729727826913e-04,
+	 2.238042052416144e-04,
+	 2.234353493635957e-04,
+	 2.230664052939386e-04,
+	 2.226973731799524e-04,
+	 2.223282531653956e-04,
+	 2.219590453968007e-04,
+	 2.215897500203417e-04,
+	 2.212203671809809e-04,
+	 2.208508970238403e-04,
+	 2.204813396971534e-04,
+	 2.201116953442794e-04,
+	 2.197419641124422e-04,
+	 2.193721461480378e-04,
+	 2.190022415954654e-04,
+	 2.186322506018772e-04,
+	 2.182621733126213e-04,
+	 2.178920098747760e-04,
+	 2.175217604332767e-04,
+	 2.171514251351459e-04,
+	 2.167810041260120e-04,
+	 2.164104975522181e-04,
+	 2.160399055602981e-04,
+	 2.156692282960792e-04,
+	 2.152984659062623e-04,
+	 2.149276185373269e-04,
+	 2.145566863352459e-04,
+	 2.141856694456463e-04,
+	 2.138145680168564e-04,
+	 2.134433821936961e-04,
+	 2.130721121242037e-04,
+	 2.127007579535289e-04,
+	 2.123293198287495e-04,
+	 2.119577978954715e-04,
+	 2.115861923028274e-04,
+	 2.112145031952326e-04,
+	 2.108427307202805e-04,
+	 2.104708750250543e-04,
+	 2.100989362557029e-04,
+	 2.097269145585748e-04,
+	 2.093548100813890e-04,
+	 2.089826229707156e-04,
+	 2.086103533742332e-04,
+	 2.082380014379847e-04,
+	 2.078655673086347e-04,
+	 2.074930511338616e-04,
+	 2.071204530605710e-04,
+	 2.067477732352203e-04,
+	 2.063750118060664e-04,
+	 2.060021689195499e-04,
+	 2.056292447224924e-04,
+	 2.052562393628904e-04,
+	 2.048831529878377e-04,
+	 2.045099857435112e-04,
+	 2.041367377788688e-04,
+	 2.037634092401756e-04,
+	 2.033900002746594e-04,
+	 2.030165110302390e-04,
+	 2.026429416533492e-04,
+	 2.022692922935429e-04,
+	 2.018955630966133e-04,
+	 2.015217542098335e-04,
+	 2.011478657825554e-04,
+	 2.007738979599427e-04,
+	 2.003998508913979e-04,
+	 2.000257247237990e-04,
+	 1.996515196051324e-04,
+	 1.992772356825568e-04,
+	 1.989028731053549e-04,
+	 1.985284320195638e-04,
+	 1.981539125733219e-04,
+	 1.977793149141132e-04,
+	 1.974046391912657e-04,
+	 1.970298855518466e-04,
+	 1.966550541431701e-04,
+	 1.962801451141000e-04,
+	 1.959051586122128e-04,
+	 1.955300947851386e-04,
+	 1.951549537818725e-04,
+	 1.947797357499740e-04,
+	 1.944044408366891e-04,
+	 1.940290691917959e-04,
+	 1.936536209620308e-04,
+	 1.932780962961826e-04,
+	 1.929024953428252e-04,
+	 1.925268182496968e-04,
+	 1.921510651651717e-04,
+	 1.917752362373554e-04,
+	 1.913993316153905e-04,
+	 1.910233514466159e-04,
+	 1.906472958811964e-04,
+	 1.902711650647789e-04,
+	 1.898949591474082e-04,
+	 1.895186782785423e-04,
+	 1.891423226050510e-04,
+	 1.887658922758379e-04,
+	 1.883893874399764e-04,
+	 1.880128082460827e-04,
+	 1.876361548422698e-04,
+	 1.872594273778362e-04,
+	 1.868826260011683e-04,
+	 1.865057508601016e-04,
+	 1.861288021055772e-04,
+	 1.857517798840616e-04,
+	 1.853746843456192e-04,
+	 1.849975156388936e-04,
+	 1.846202739120640e-04,
+	 1.842429593152028e-04,
+	 1.838655719964643e-04,
+	 1.834881121057443e-04,
+	 1.831105797905581e-04,
+	 1.827329752001840e-04,
+	 1.823552984854751e-04,
+	 1.819775497933428e-04,
+	 1.815997292741205e-04,
+	 1.812218370757326e-04,
+	 1.808438733491308e-04,
+	 1.804658382424127e-04,
+	 1.800877319045777e-04,
+	 1.797095544849302e-04,
+	 1.793313061331756e-04,
+	 1.789529869986419e-04,
+	 1.785745972304970e-04,
+	 1.781961369780506e-04,
+	 1.778176063899672e-04,
+	 1.774390056168301e-04,
+	 1.770603348078628e-04,
+	 1.766815941113189e-04,
+	 1.763027836783566e-04,
+	 1.759239036572885e-04,
+	 1.755449541985493e-04,
+	 1.751659354517338e-04,
+	 1.747868475656192e-04,
+	 1.744076906896766e-04,
+	 1.740284649745192e-04,
+	 1.736491705697041e-04,
+	 1.732698076245096e-04,
+	 1.728903762891188e-04,
+	 1.725108767120747e-04,
+	 1.721313090448217e-04,
+	 1.717516734358256e-04,
+	 1.713719700368094e-04,
+	 1.709921989944953e-04,
+	 1.706123604622943e-04,
+	 1.702324545879209e-04,
+	 1.698524815220939e-04,
+	 1.694724414141882e-04,
+	 1.690923344153143e-04,
+	 1.687121606744735e-04,
+	 1.683319203413562e-04,
+	 1.679516135676414e-04,
+	 1.675712405026361e-04,
+	 1.671908012957561e-04,
+	 1.668102960976754e-04,
+	 1.664297250586548e-04,
+	 1.660490883300532e-04,
+	 1.656683860596722e-04,
+	 1.652876184001348e-04,
+	 1.649067854998451e-04,
+	 1.645258875107106e-04,
+	 1.641449245823139e-04,
+	 1.637638968645009e-04,
+	 1.633828045091677e-04,
+	 1.630016476653016e-04,
+	 1.626204264831136e-04,
+	 1.622391411143441e-04,
+	 1.618577917089733e-04,
+	 1.614763784175732e-04,
+	 1.610949013907478e-04,
+	 1.607133607791841e-04,
+	 1.603317567329163e-04,
+	 1.599500894023854e-04,
+	 1.595683589394135e-04,
+	 1.591865654930479e-04,
+	 1.588047092154838e-04,
+	 1.584227902566763e-04,
+	 1.580408087677157e-04,
+	 1.576587648994622e-04,
+	 1.572766588030612e-04,
+	 1.568944906273415e-04,
+	 1.565122605254407e-04,
+	 1.561299686474162e-04,
+	 1.557476151433860e-04,
+	 1.553652001653039e-04,
+	 1.549827238634884e-04,
+	 1.546001863892717e-04,
+	 1.542175878939959e-04,
+	 1.538349285275857e-04,
+	 1.534522084433435e-04,
+	 1.530694277883256e-04,
+	 1.526865867176077e-04,
+	 1.523036853806588e-04,
+	 1.519207239272822e-04,
+	 1.515377025120099e-04,
+	 1.511546212832247e-04,
+	 1.507714803919522e-04,
+	 1.503882799906289e-04,
+	 1.500050202306276e-04,
+	 1.496217012641095e-04,
+	 1.492383232398284e-04,
+	 1.488548863106759e-04,
+	 1.484713906268956e-04,
+	 1.480878363419589e-04,
+	 1.477042236058660e-04,
+	 1.473205525695710e-04,
+	 1.469368233854797e-04,
+	 1.465530362031210e-04,
+	 1.461691911771292e-04,
+	 1.457852884570325e-04,
+	 1.454013281948481e-04,
+	 1.450173105425354e-04,
+	 1.446332356494989e-04,
+	 1.442491036700635e-04,
+	 1.438649147549203e-04,
+	 1.434806690559252e-04,
+	 1.430963667233998e-04,
+	 1.427120079110142e-04,
+	 1.423275927683815e-04,
+	 1.419431214476940e-04,
+	 1.415585941035836e-04,
+	 1.411740108832741e-04,
+	 1.407893719417729e-04,
+	 1.404046774301298e-04,
+	 1.400199275002043e-04,
+	 1.396351223036889e-04,
+	 1.392502619920174e-04,
+	 1.388653467170688e-04,
+	 1.384803766325935e-04,
+	 1.380953518888432e-04,
+	 1.377102726370039e-04,
+	 1.373251390314144e-04,
+	 1.369399512219494e-04,
+	 1.365547093620471e-04,
+	 1.361694136045407e-04,
+	 1.357840640984470e-04,
+	 1.353986609976105e-04,
+	 1.350132044558853e-04,
+	 1.346276946213199e-04,
+	 1.342421316507116e-04,
+	 1.338565156937744e-04,
+	 1.334708469016801e-04,
+	 1.330851254289941e-04,
+	 1.326993514256334e-04,
+	 1.323135250471828e-04,
+	 1.319276464420403e-04,
+	 1.315417157664387e-04,
+	 1.311557331683816e-04,
+	 1.307696988042698e-04,
+	 1.303836128229531e-04,
+	 1.299974753790855e-04,
+	 1.296112866251243e-04,
+	 1.292250467133533e-04,
+	 1.288387557946632e-04,
+	 1.284524140235717e-04,
+	 1.280660215502940e-04,
+	 1.276795785295555e-04,
+	 1.272930851139742e-04,
+	 1.269065414545336e-04,
+	 1.265199477040235e-04,
+	 1.261333040142998e-04,
+	 1.257466105412958e-04,
+	 1.253598674337975e-04,
+	 1.249730748470151e-04,
+	 1.245862329330305e-04,
+	 1.241993418423605e-04,
+	 1.238124017313848e-04,
+	 1.234254127507875e-04,
+	 1.230383750522546e-04,
+	 1.226512887910341e-04,
+	 1.222641541188861e-04,
+	 1.218769711881080e-04,
+	 1.214897401516819e-04,
+	 1.211024611620411e-04,
+	 1.207151343736642e-04,
+	 1.203277599375793e-04,
+	 1.199403380084779e-04,
+	 1.195528687379955e-04,
+	 1.191653522795650e-04,
+	 1.187777887839013e-04,
+	 1.183901784088470e-04,
+	 1.180025213029248e-04,
+	 1.176148176204122e-04,
+	 1.172270675160659e-04,
+	 1.168392711417371e-04,
+	 1.164514286488634e-04,
+	 1.160635401935752e-04,
+	 1.156756059268026e-04,
+	 1.152876260011528e-04,
+	 1.148996005717352e-04,
+	 1.145115297909046e-04,
+	 1.141234138118102e-04,
+	 1.137352527873879e-04,
+	 1.133470468722491e-04,
+	 1.129587962173100e-04,
+	 1.125705009757695e-04,
+	 1.121821613036203e-04,
+	 1.117937773521273e-04,
+	 1.114053492757775e-04,
+	 1.110168772269773e-04,
+	 1.106283613580635e-04,
+	 1.102398018257169e-04,
+	 1.098511987793225e-04,
+	 1.094625523752495e-04,
+	 1.090738627650504e-04,
+	 1.086851301021314e-04,
+	 1.082963545415241e-04,
+	 1.079075362345124e-04,
+	 1.075186753370153e-04,
+	 1.071297720016758e-04,
+	 1.067408263821736e-04,
+	 1.063518386299136e-04,
+	 1.059628089016359e-04,
+	 1.055737373462861e-04,
+	 1.051846241232085e-04,
+	 1.047954693821035e-04,
+	 1.044062732778376e-04,
+	 1.040170359643481e-04,
+	 1.036277575949719e-04,
+	 1.032384383231154e-04,
+	 1.028490783019434e-04,
+	 1.024596776851532e-04,
+	 1.020702366292262e-04,
+	 1.016807552832619e-04,
+	 1.012912338038130e-04,
+	 1.009016723450495e-04,
+	 1.005120710586266e-04,
+	 1.001224301006458e-04,
+	 9.973274962318625e-05,
+	 9.934302978140069e-05,
+	 9.895327072912864e-05,
+	 9.856347261721133e-05,
+	 9.817363560451091e-05,
+	 9.778375983910324e-05,
+	 9.739384547955711e-05,
+	 9.700389267851904e-05,
+	 9.661390158929014e-05,
+	 9.622387236594623e-05,
+	 9.583380516169227e-05,
+	 9.544370013371267e-05,
+	 9.505355743155006e-05,
+	 9.466337720990975e-05,
+	 9.427315962767892e-05,
+	 9.388290483325177e-05,
+	 9.349261298256864e-05,
+	 9.310228423047216e-05,
+	 9.271191873096626e-05,
+	 9.232151663510942e-05,
+	 9.193107810317785e-05,
+	 9.154060328375660e-05,
+	 9.115009233260759e-05,
+	 9.075954540423977e-05,
+	 9.036896265139633e-05,
+	 8.997834423053302e-05,
+	 8.958769029518601e-05,
+	 8.919700099808029e-05,
+	 8.880627649659037e-05,
+	 8.841551694106225e-05,
+	 8.802472248730652e-05,
+	 8.763389328883085e-05,
+	 8.724302950290486e-05,
+	 8.685213128117572e-05,
+	 8.646119877855770e-05,
+	 8.607023214766979e-05,
+	 8.567923154545622e-05,
+	 8.528819712679954e-05,
+	 8.489712904126891e-05,
+	 8.450602744994464e-05,
+	 8.411489250183786e-05,
+	 8.372372435221428e-05,
+	 8.333252315822167e-05,
+	 8.294128907110016e-05,
+	 8.255002224671039e-05,
+	 8.215872283863294e-05,
+	 8.176739100288299e-05,
+	 8.137602689364404e-05,
+	 8.098463066597581e-05,
+	 8.059320247048232e-05,
+	 8.020174246764378e-05,
+	 7.981025080590855e-05,
+	 7.941872764421552e-05,
+	 7.902717313564044e-05,
+	 7.863558743319620e-05,
+	 7.824397069311407e-05,
+	 7.785232307213077e-05,
+	 7.746064471960257e-05,
+	 7.706893579445424e-05,
+	 7.667719644856037e-05,
+	 7.628542683887226e-05,
+	 7.589362711868172e-05,
+	 7.550179744326617e-05,
+	 7.510993796599932e-05,
+	 7.471804884252410e-05,
+	 7.432613022641832e-05,
+	 7.393418227496131e-05,
+	 7.354220514102986e-05,
+	 7.315019898155956e-05,
+	 7.275816394673754e-05,
+	 7.236610019440714e-05,
+	 7.197400787938955e-05,
+	 7.158188715570165e-05,
+	 7.118973817790561e-05,
+	 7.079756110056347e-05,
+	 7.040535607907874e-05,
+	 7.001312326963224e-05,
+	 6.962086282388699e-05,
+	 6.922857490098878e-05,
+	 6.883625965271705e-05,
+	 6.844391723306542e-05,
+	 6.805154779862556e-05,
+	 6.765915150244778e-05,
+	 6.726672850241030e-05,
+	 6.687427895012881e-05,
+	 6.648180300467884e-05,
+	 6.608930081907467e-05,
+	 6.569677254621874e-05,
+	 6.530421834041504e-05,
+	 6.491163836123763e-05,
+	 6.451903276031043e-05,
+	 6.412640169533940e-05,
+	 6.373374531646440e-05,
+	 6.334106378405790e-05,
+	 6.294835724790345e-05,
+	 6.255562586861984e-05,
+	 6.216286979746446e-05,
+	 6.177008918968614e-05,
+	 6.137728419841923e-05,
+	 6.098445498543843e-05,
+	 6.059160170043561e-05,
+	 6.019872449896147e-05,
+	 5.980582353508762e-05,
+	 5.941289896631685e-05,
+	 5.901995094921994e-05,
+	 5.862697963333669e-05,
+	 5.823398517928101e-05,
+	 5.784096774057170e-05,
+	 5.744792747176530e-05,
+	 5.705486452483136e-05,
+	 5.666177906026646e-05,
+	 5.626867123302761e-05,
+	 5.587554119254959e-05,
+	 5.548238910202844e-05,
+	 5.508921510788812e-05,
+	 5.469601937144993e-05,
+	 5.430280204568531e-05,
+	 5.390956328655539e-05,
+	 5.351630325096498e-05,
+	 5.312302209158545e-05,
+	 5.272971996186675e-05,
+	 5.233639701978578e-05,
+	 5.194305342337709e-05,
+	 5.154968932351106e-05,
+	 5.115630487646047e-05,
+	 5.076290023781856e-05,
+	 5.036947556272298e-05,
+	 4.997603100461701e-05,
+	 4.958256672101606e-05,
+	 4.918908286773508e-05,
+	 4.879557960053133e-05,
+	 4.840205707034650e-05,
+	 4.800851544198063e-05,
+	 4.761495485715089e-05,
+	 4.722137548202861e-05,
+	 4.682777746930432e-05,
+	 4.643416097316290e-05,
+	 4.604052614504553e-05,
+	 4.564687314707027e-05,
+	 4.525320213529415e-05,
+	 4.485951325743296e-05,
+	 4.446580667493457e-05,
+	 4.407208254216379e-05,
+	 4.367834101235882e-05,
+	 4.328458224262764e-05,
+	 4.289080638926642e-05,
+	 4.249701360853457e-05,
+	 4.210320405111855e-05,
+	 4.170937787334214e-05,
+	 4.131553523670950e-05,
+	 4.092167629402477e-05,
+	 4.052780119285966e-05,
+	 4.013391009880438e-05,
+	 3.974000316332509e-05,
+	 3.934608054482744e-05,
+	 3.895214239344983e-05,
+	 3.855818886796110e-05,
+	 3.816422012406606e-05,
+	 3.777023631558019e-05,
+	 3.737623759961558e-05,
+	 3.698222413256360e-05,
+	 3.658819606898828e-05,
+	 3.619415355896783e-05,
+	 3.580009676421725e-05,
+	 3.540602584001236e-05,
+	 3.501194094136184e-05,
+	 3.461784222625275e-05,
+	 3.422372984128839e-05,
+	 3.382960395220756e-05,
+	 3.343546470625303e-05,
+	 3.304131226628532e-05,
+	 3.264714678931476e-05,
+	 3.225296842167827e-05,
+	 3.185877731818632e-05,
+	 3.146457365118839e-05,
+	 3.107035755314027e-05,
+	 3.067612920327003e-05,
+	 3.028188873463122e-05,
+	 2.988763631923654e-05,
+	 2.949337210648327e-05,
+	 2.909909625655360e-05,
+	 2.870480891332929e-05,
+	 2.831051024050945e-05,
+	 2.791620040138838e-05,
+	 2.752187953377913e-05,
+	 2.712754781421039e-05,
+	 2.673320537848803e-05,
+	 2.633885239413270e-05,
+	 2.594448901262844e-05,
+	 2.555011539275585e-05,
+	 2.515573168735740e-05,
+	 2.476133804867249e-05,
+	 2.436693463850717e-05,
+	 2.397252161190611e-05,
+	 2.357809912616648e-05,
+	 2.318366733139895e-05,
+	 2.278922638862355e-05,
+	 2.239477644353030e-05,
+	 2.200031766471293e-05,
+	 2.160585020366140e-05,
+	 2.121137420731362e-05,
+	 2.081688984551045e-05,
+	 2.042239726350856e-05,
+	 2.002789662203610e-05,
+	 1.963338807543411e-05,
+	 1.923887178667568e-05,
+	 1.884434788899938e-05,
+	 1.844981657027173e-05,
+	 1.805527795459658e-05,
+	 1.766073222351063e-05,
+	 1.726617951652579e-05,
+	 1.687161999593914e-05,
+	 1.647705380774646e-05,
+	 1.608248112171249e-05,
+	 1.568790209278624e-05,
+	 1.529331687261776e-05,
+	 1.489872561233522e-05,
+	 1.450412847643540e-05,
+	 1.410952559792103e-05,
+	 1.371491717226208e-05,
+	 1.332030331747572e-05,
+	 1.292568421694196e-05,
+	 1.253106000748985e-05,
+	 1.213643086235614e-05,
+	 1.174179691045990e-05,
+	 1.134715833669453e-05,
+	 1.095251528286557e-05,
+	 1.055786790041504e-05,
+	 1.016321635593315e-05,
+	 9.768560793783854e-06,
+	 9.373901382873813e-06,
+	 8.979238283446009e-06,
+	 8.584571627627556e-06,
+	 8.189901580852119e-06,
+	 7.795228314173757e-06,
+	 7.400551980805749e-06,
+	 7.005872720375008e-06,
+	 6.611190683273135e-06,
+	 6.216506078925673e-06,
+	 5.821818973682805e-06,
+	 5.427129630022263e-06,
+	 5.032438122689845e-06,
+	 4.637744673454331e-06,
+	 4.243049412429516e-06,
+	 3.848352564833629e-06,
+	 3.453654255165420e-06,
+	 3.058954680077266e-06,
+	 2.664254217133740e-06,
+	 2.269553150625779e-06,
+	 1.874852422670078e-06,
+	 1.480153958519865e-06,
+	 1.085465123675602e-06,
+	 6.908266104348143e-07,
+	 2.967708115050575e-07
+};
+constant double Gauss5000Z[5000]={
+	-9.999998843594127e-01,
+	-9.999993906966838e-01,
+	-9.999985025597460e-01,
+	-9.999972197516868e-01,
+	-9.999955422488499e-01,
+	-9.999934700461274e-01,
+	-9.999910031424144e-01,
+	-9.999881415378994e-01,
+	-9.999848852333429e-01,
+	-9.999812342298391e-01,
+	-9.999771885287215e-01,
+	-9.999727481315230e-01,
+	-9.999679130399564e-01,
+	-9.999626832559038e-01,
+	-9.999570587814121e-01,
+	-9.999510396186888e-01,
+	-9.999446257701015e-01,
+	-9.999378172381750e-01,
+	-9.999306140255922e-01,
+	-9.999230161351929e-01,
+	-9.999150235699730e-01,
+	-9.999066363330852e-01,
+	-9.998978544278384e-01,
+	-9.998886778576976e-01,
+	-9.998791066262838e-01,
+	-9.998691407373738e-01,
+	-9.998587801949006e-01,
+	-9.998480250029530e-01,
+	-9.998368751657757e-01,
+	-9.998253306877691e-01,
+	-9.998133915734896e-01,
+	-9.998010578276494e-01,
+	-9.997883294551163e-01,
+	-9.997752064609142e-01,
+	-9.997616888502225e-01,
+	-9.997477766283768e-01,
+	-9.997334698008677e-01,
+	-9.997187683733426e-01,
+	-9.997036723516038e-01,
+	-9.996881817416099e-01,
+	-9.996722965494749e-01,
+	-9.996560167814686e-01,
+	-9.996393424440169e-01,
+	-9.996222735437010e-01,
+	-9.996048100872582e-01,
+	-9.995869520815813e-01,
+	-9.995686995337189e-01,
+	-9.995500524508754e-01,
+	-9.995310108404106e-01,
+	-9.995115747098408e-01,
+	-9.994917440668371e-01,
+	-9.994715189192268e-01,
+	-9.994508992749930e-01,
+	-9.994298851422743e-01,
+	-9.994084765293649e-01,
+	-9.993866734447152e-01,
+	-9.993644758969308e-01,
+	-9.993418838947731e-01,
+	-9.993188974471594e-01,
+	-9.992955165631625e-01,
+	-9.992717412520110e-01,
+	-9.992475715230891e-01,
+	-9.992230073859366e-01,
+	-9.991980488502492e-01,
+	-9.991726959258782e-01,
+	-9.991469486228305e-01,
+	-9.991208069512686e-01,
+	-9.990942709215108e-01,
+	-9.990673405440310e-01,
+	-9.990400158294589e-01,
+	-9.990122967885794e-01,
+	-9.989841834323336e-01,
+	-9.989556757718179e-01,
+	-9.989267738182843e-01,
+	-9.988974775831408e-01,
+	-9.988677870779507e-01,
+	-9.988377023144328e-01,
+	-9.988072233044618e-01,
+	-9.987763500600682e-01,
+	-9.987450825934373e-01,
+	-9.987134209169111e-01,
+	-9.986813650429861e-01,
+	-9.986489149843153e-01,
+	-9.986160707537068e-01,
+	-9.985828323641244e-01,
+	-9.985491998286873e-01,
+	-9.985151731606706e-01,
+	-9.984807523735048e-01,
+	-9.984459374807759e-01,
+	-9.984107284962256e-01,
+	-9.983751254337510e-01,
+	-9.983391283074048e-01,
+	-9.983027371313952e-01,
+	-9.982659519200862e-01,
+	-9.982287726879969e-01,
+	-9.981911994498023e-01,
+	-9.981532322203326e-01,
+	-9.981148710145737e-01,
+	-9.980761158476671e-01,
+	-9.980369667349095e-01,
+	-9.979974236917534e-01,
+	-9.979574867338065e-01,
+	-9.979171558768322e-01,
+	-9.978764311367492e-01,
+	-9.978353125296320e-01,
+	-9.977938000717101e-01,
+	-9.977518937793688e-01,
+	-9.977095936691487e-01,
+	-9.976668997577459e-01,
+	-9.976238120620119e-01,
+	-9.975803305989536e-01,
+	-9.975364553857333e-01,
+	-9.974921864396690e-01,
+	-9.974475237782336e-01,
+	-9.974024674190559e-01,
+	-9.973570173799199e-01,
+	-9.973111736787648e-01,
+	-9.972649363336853e-01,
+	-9.972183053629318e-01,
+	-9.971712807849096e-01,
+	-9.971238626181795e-01,
+	-9.970760508814578e-01,
+	-9.970278455936161e-01,
+	-9.969792467736811e-01,
+	-9.969302544408352e-01,
+	-9.968808686144157e-01,
+	-9.968310893139156e-01,
+	-9.967809165589830e-01,
+	-9.967303503694215e-01,
+	-9.966793907651896e-01,
+	-9.966280377664015e-01,
+	-9.965762913933265e-01,
+	-9.965241516663890e-01,
+	-9.964716186061688e-01,
+	-9.964186922334012e-01,
+	-9.963653725689764e-01,
+	-9.963116596339400e-01,
+	-9.962575534494926e-01,
+	-9.962030540369904e-01,
+	-9.961481614179445e-01,
+	-9.960928756140213e-01,
+	-9.960371966470425e-01,
+	-9.959811245389847e-01,
+	-9.959246593119800e-01,
+	-9.958678009883155e-01,
+	-9.958105495904334e-01,
+	-9.957529051409312e-01,
+	-9.956948676625614e-01,
+	-9.956364371782318e-01,
+	-9.955776137110051e-01,
+	-9.955183972840993e-01,
+	-9.954587879208874e-01,
+	-9.953987856448975e-01,
+	-9.953383904798129e-01,
+	-9.952776024494718e-01,
+	-9.952164215778677e-01,
+	-9.951548478891488e-01,
+	-9.950928814076186e-01,
+	-9.950305221577358e-01,
+	-9.949677701641138e-01,
+	-9.949046254515209e-01,
+	-9.948410880448810e-01,
+	-9.947771579692725e-01,
+	-9.947128352499289e-01,
+	-9.946481199122388e-01,
+	-9.945830119817456e-01,
+	-9.945175114841477e-01,
+	-9.944516184452986e-01,
+	-9.943853328912067e-01,
+	-9.943186548480351e-01,
+	-9.942515843421018e-01,
+	-9.941841213998803e-01,
+	-9.941162660479983e-01,
+	-9.940480183132387e-01,
+	-9.939793782225393e-01,
+	-9.939103458029928e-01,
+	-9.938409210818464e-01,
+	-9.937711040865025e-01,
+	-9.937008948445183e-01,
+	-9.936302933836056e-01,
+	-9.935592997316314e-01,
+	-9.934879139166171e-01,
+	-9.934161359667391e-01,
+	-9.933439659103285e-01,
+	-9.932714037758712e-01,
+	-9.931984495920079e-01,
+	-9.931251033875340e-01,
+	-9.930513651913996e-01,
+	-9.929772350327095e-01,
+	-9.929027129407233e-01,
+	-9.928277989448553e-01,
+	-9.927524930746744e-01,
+	-9.926767953599043e-01,
+	-9.926007058304231e-01,
+	-9.925242245162640e-01,
+	-9.924473514476143e-01,
+	-9.923700866548164e-01,
+	-9.922924301683670e-01,
+	-9.922143820189177e-01,
+	-9.921359422372742e-01,
+	-9.920571108543973e-01,
+	-9.919778879014022e-01,
+	-9.918982734095585e-01,
+	-9.918182674102904e-01,
+	-9.917378699351770e-01,
+	-9.916570810159512e-01,
+	-9.915759006845011e-01,
+	-9.914943289728688e-01,
+	-9.914123659132512e-01,
+	-9.913300115379995e-01,
+	-9.912472658796194e-01,
+	-9.911641289707711e-01,
+	-9.910806008442692e-01,
+	-9.909966815330825e-01,
+	-9.909123710703346e-01,
+	-9.908276694893032e-01,
+	-9.907425768234204e-01,
+	-9.906570931062728e-01,
+	-9.905712183716012e-01,
+	-9.904849526533008e-01,
+	-9.903982959854213e-01,
+	-9.903112484021663e-01,
+	-9.902238099378942e-01,
+	-9.901359806271171e-01,
+	-9.900477605045018e-01,
+	-9.899591496048694e-01,
+	-9.898701479631951e-01,
+	-9.897807556146080e-01,
+	-9.896909725943920e-01,
+	-9.896007989379848e-01,
+	-9.895102346809784e-01,
+	-9.894192798591191e-01,
+	-9.893279345083072e-01,
+	-9.892361986645972e-01,
+	-9.891440723641978e-01,
+	-9.890515556434714e-01,
+	-9.889586485389351e-01,
+	-9.888653510872598e-01,
+	-9.887716633252704e-01,
+	-9.886775852899461e-01,
+	-9.885831170184199e-01,
+	-9.884882585479788e-01,
+	-9.883930099160642e-01,
+	-9.882973711602711e-01,
+	-9.882013423183484e-01,
+	-9.881049234281996e-01,
+	-9.880081145278814e-01,
+	-9.879109156556050e-01,
+	-9.878133268497351e-01,
+	-9.877153481487906e-01,
+	-9.876169795914443e-01,
+	-9.875182212165227e-01,
+	-9.874190730630062e-01,
+	-9.873195351700292e-01,
+	-9.872196075768798e-01,
+	-9.871192903229998e-01,
+	-9.870185834479851e-01,
+	-9.869174869915852e-01,
+	-9.868160009937034e-01,
+	-9.867141254943966e-01,
+	-9.866118605338760e-01,
+	-9.865092061525056e-01,
+	-9.864061623908039e-01,
+	-9.863027292894428e-01,
+	-9.861989068892479e-01,
+	-9.860946952311984e-01,
+	-9.859900943564271e-01,
+	-9.858851043062207e-01,
+	-9.857797251220192e-01,
+	-9.856739568454161e-01,
+	-9.855677995181592e-01,
+	-9.854612531821489e-01,
+	-9.853543178794399e-01,
+	-9.852469936522400e-01,
+	-9.851392805429106e-01,
+	-9.850311785939665e-01,
+	-9.849226878480764e-01,
+	-9.848138083480619e-01,
+	-9.847045401368985e-01,
+	-9.845948832577148e-01,
+	-9.844848377537930e-01,
+	-9.843744036685688e-01,
+	-9.842635810456307e-01,
+	-9.841523699287213e-01,
+	-9.840407703617362e-01,
+	-9.839287823887242e-01,
+	-9.838164060538875e-01,
+	-9.837036414015817e-01,
+	-9.835904884763157e-01,
+	-9.834769473227515e-01,
+	-9.833630179857042e-01,
+	-9.832487005101426e-01,
+	-9.831339949411881e-01,
+	-9.830189013241158e-01,
+	-9.829034197043537e-01,
+	-9.827875501274830e-01,
+	-9.826712926392380e-01,
+	-9.825546472855061e-01,
+	-9.824376141123280e-01,
+	-9.823201931658971e-01,
+	-9.822023844925601e-01,
+	-9.820841881388168e-01,
+	-9.819656041513199e-01,
+	-9.818466325768750e-01,
+	-9.817272734624409e-01,
+	-9.816075268551293e-01,
+	-9.814873928022048e-01,
+	-9.813668713510848e-01,
+	-9.812459625493398e-01,
+	-9.811246664446932e-01,
+	-9.810029830850212e-01,
+	-9.808809125183529e-01,
+	-9.807584547928700e-01,
+	-9.806356099569075e-01,
+	-9.805123780589525e-01,
+	-9.803887591476457e-01,
+	-9.802647532717799e-01,
+	-9.801403604803007e-01,
+	-9.800155808223070e-01,
+	-9.798904143470497e-01,
+	-9.797648611039327e-01,
+	-9.796389211425126e-01,
+	-9.795125945124984e-01,
+	-9.793858812637520e-01,
+	-9.792587814462879e-01,
+	-9.791312951102729e-01,
+	-9.790034223060264e-01,
+	-9.788751630840207e-01,
+	-9.787465174948803e-01,
+	-9.786174855893822e-01,
+	-9.784880674184562e-01,
+	-9.783582630331841e-01,
+	-9.782280724848004e-01,
+	-9.780974958246920e-01,
+	-9.779665331043983e-01,
+	-9.778351843756108e-01,
+	-9.777034496901738e-01,
+	-9.775713291000833e-01,
+	-9.774388226574883e-01,
+	-9.773059304146895e-01,
+	-9.771726524241404e-01,
+	-9.770389887384464e-01,
+	-9.769049394103654e-01,
+	-9.767705044928072e-01,
+	-9.766356840388339e-01,
+	-9.765004781016602e-01,
+	-9.763648867346522e-01,
+	-9.762289099913286e-01,
+	-9.760925479253604e-01,
+	-9.759558005905701e-01,
+	-9.758186680409326e-01,
+	-9.756811503305751e-01,
+	-9.755432475137763e-01,
+	-9.754049596449673e-01,
+	-9.752662867787311e-01,
+	-9.751272289698023e-01,
+	-9.749877862730680e-01,
+	-9.748479587435670e-01,
+	-9.747077464364898e-01,
+	-9.745671494071790e-01,
+	-9.744261677111290e-01,
+	-9.742848014039859e-01,
+	-9.741430505415479e-01,
+	-9.740009151797646e-01,
+	-9.738583953747377e-01,
+	-9.737154911827206e-01,
+	-9.735722026601181e-01,
+	-9.734285298634872e-01,
+	-9.732844728495360e-01,
+	-9.731400316751248e-01,
+	-9.729952063972650e-01,
+	-9.728499970731203e-01,
+	-9.727044037600052e-01,
+	-9.725584265153864e-01,
+	-9.724120653968817e-01,
+	-9.722653204622607e-01,
+	-9.721181917694444e-01,
+	-9.719706793765052e-01,
+	-9.718227833416671e-01,
+	-9.716745037233053e-01,
+	-9.715258405799466e-01,
+	-9.713767939702692e-01,
+	-9.712273639531025e-01,
+	-9.710775505874274e-01,
+	-9.709273539323758e-01,
+	-9.707767740472313e-01,
+	-9.706258109914284e-01,
+	-9.704744648245532e-01,
+	-9.703227356063429e-01,
+	-9.701706233966854e-01,
+	-9.700181282556205e-01,
+	-9.698652502433388e-01,
+	-9.697119894201819e-01,
+	-9.695583458466429e-01,
+	-9.694043195833655e-01,
+	-9.692499106911447e-01,
+	-9.690951192309266e-01,
+	-9.689399452638081e-01,
+	-9.687843888510372e-01,
+	-9.686284500540129e-01,
+	-9.684721289342850e-01,
+	-9.683154255535542e-01,
+	-9.681583399736722e-01,
+	-9.680008722566416e-01,
+	-9.678430224646155e-01,
+	-9.676847906598982e-01,
+	-9.675261769049446e-01,
+	-9.673671812623603e-01,
+	-9.672078037949018e-01,
+	-9.670480445654762e-01,
+	-9.668879036371413e-01,
+	-9.667273810731055e-01,
+	-9.665664769367280e-01,
+	-9.664051912915185e-01,
+	-9.662435242011371e-01,
+	-9.660814757293948e-01,
+	-9.659190459402530e-01,
+	-9.657562348978235e-01,
+	-9.655930426663687e-01,
+	-9.654294693103015e-01,
+	-9.652655148941850e-01,
+	-9.651011794827330e-01,
+	-9.649364631408095e-01,
+	-9.647713659334288e-01,
+	-9.646058879257559e-01,
+	-9.644400291831055e-01,
+	-9.642737897709431e-01,
+	-9.641071697548842e-01,
+	-9.639401692006947e-01,
+	-9.637727881742905e-01,
+	-9.636050267417378e-01,
+	-9.634368849692528e-01,
+	-9.632683629232021e-01,
+	-9.630994606701021e-01,
+	-9.629301782766195e-01,
+	-9.627605158095709e-01,
+	-9.625904733359230e-01,
+	-9.624200509227923e-01,
+	-9.622492486374457e-01,
+	-9.620780665472993e-01,
+	-9.619065047199201e-01,
+	-9.617345632230241e-01,
+	-9.615622421244776e-01,
+	-9.613895414922966e-01,
+	-9.612164613946470e-01,
+	-9.610430018998445e-01,
+	-9.608691630763543e-01,
+	-9.606949449927915e-01,
+	-9.605203477179209e-01,
+	-9.603453713206571e-01,
+	-9.601700158700641e-01,
+	-9.599942814353556e-01,
+	-9.598181680858948e-01,
+	-9.596416758911948e-01,
+	-9.594648049209177e-01,
+	-9.592875552448756e-01,
+	-9.591099269330299e-01,
+	-9.589319200554912e-01,
+	-9.587535346825200e-01,
+	-9.585747708845258e-01,
+	-9.583956287320676e-01,
+	-9.582161082958538e-01,
+	-9.580362096467420e-01,
+	-9.578559328557391e-01,
+	-9.576752779940014e-01,
+	-9.574942451328343e-01,
+	-9.573128343436923e-01,
+	-9.571310456981793e-01,
+	-9.569488792680482e-01,
+	-9.567663351252010e-01,
+	-9.565834133416888e-01,
+	-9.564001139897119e-01,
+	-9.562164371416195e-01,
+	-9.560323828699098e-01,
+	-9.558479512472298e-01,
+	-9.556631423463757e-01,
+	-9.554779562402927e-01,
+	-9.552923930020747e-01,
+	-9.551064527049643e-01,
+	-9.549201354223533e-01,
+	-9.547334412277819e-01,
+	-9.545463701949395e-01,
+	-9.543589223976638e-01,
+	-9.541710979099416e-01,
+	-9.539828968059081e-01,
+	-9.537943191598472e-01,
+	-9.536053650461916e-01,
+	-9.534160345395225e-01,
+	-9.532263277145696e-01,
+	-9.530362446462111e-01,
+	-9.528457854094737e-01,
+	-9.526549500795330e-01,
+	-9.524637387317124e-01,
+	-9.522721514414841e-01,
+	-9.520801882844686e-01,
+	-9.518878493364348e-01,
+	-9.516951346732998e-01,
+	-9.515020443711292e-01,
+	-9.513085785061366e-01,
+	-9.511147371546841e-01,
+	-9.509205203932819e-01,
+	-9.507259282985883e-01,
+	-9.505309609474099e-01,
+	-9.503356184167012e-01,
+	-9.501399007835650e-01,
+	-9.499438081252521e-01,
+	-9.497473405191613e-01,
+	-9.495504980428393e-01,
+	-9.493532807739810e-01,
+	-9.491556887904289e-01,
+	-9.489577221701736e-01,
+	-9.487593809913537e-01,
+	-9.485606653322555e-01,
+	-9.483615752713130e-01,
+	-9.481621108871081e-01,
+	-9.479622722583705e-01,
+	-9.477620594639775e-01,
+	-9.475614725829541e-01,
+	-9.473605116944730e-01,
+	-9.471591768778547e-01,
+	-9.469574682125668e-01,
+	-9.467553857782249e-01,
+	-9.465529296545921e-01,
+	-9.463500999215787e-01,
+	-9.461468966592428e-01,
+	-9.459433199477897e-01,
+	-9.457393698675722e-01,
+	-9.455350464990906e-01,
+	-9.453303499229921e-01,
+	-9.451252802200718e-01,
+	-9.449198374712717e-01,
+	-9.447140217576810e-01,
+	-9.445078331605364e-01,
+	-9.443012717612216e-01,
+	-9.440943376412673e-01,
+	-9.438870308823516e-01,
+	-9.436793515662996e-01,
+	-9.434712997750833e-01,
+	-9.432628755908219e-01,
+	-9.430540790957815e-01,
+	-9.428449103723752e-01,
+	-9.426353695031628e-01,
+	-9.424254565708514e-01,
+	-9.422151716582947e-01,
+	-9.420045148484932e-01,
+	-9.417934862245942e-01,
+	-9.415820858698919e-01,
+	-9.413703138678271e-01,
+	-9.411581703019871e-01,
+	-9.409456552561064e-01,
+	-9.407327688140656e-01,
+	-9.405195110598923e-01,
+	-9.403058820777601e-01,
+	-9.400918819519898e-01,
+	-9.398775107670481e-01,
+	-9.396627686075486e-01,
+	-9.394476555582512e-01,
+	-9.392321717040619e-01,
+	-9.390163171300335e-01,
+	-9.388000919213649e-01,
+	-9.385834961634013e-01,
+	-9.383665299416342e-01,
+	-9.381491933417012e-01,
+	-9.379314864493863e-01,
+	-9.377134093506195e-01,
+	-9.374949621314770e-01,
+	-9.372761448781810e-01,
+	-9.370569576770998e-01,
+	-9.368374006147480e-01,
+	-9.366174737777855e-01,
+	-9.363971772530187e-01,
+	-9.361765111274001e-01,
+	-9.359554754880273e-01,
+	-9.357340704221445e-01,
+	-9.355122960171415e-01,
+	-9.352901523605536e-01,
+	-9.350676395400621e-01,
+	-9.348447576434942e-01,
+	-9.346215067588222e-01,
+	-9.343978869741646e-01,
+	-9.341738983777853e-01,
+	-9.339495410580937e-01,
+	-9.337248151036449e-01,
+	-9.334997206031392e-01,
+	-9.332742576454229e-01,
+	-9.330484263194871e-01,
+	-9.328222267144688e-01,
+	-9.325956589196500e-01,
+	-9.323687230244583e-01,
+	-9.321414191184665e-01,
+	-9.319137472913925e-01,
+	-9.316857076330998e-01,
+	-9.314573002335966e-01,
+	-9.312285251830366e-01,
+	-9.309993825717185e-01,
+	-9.307698724900861e-01,
+	-9.305399950287282e-01,
+	-9.303097502783786e-01,
+	-9.300791383299162e-01,
+	-9.298481592743647e-01,
+	-9.296168132028927e-01,
+	-9.293851002068136e-01,
+	-9.291530203775861e-01,
+	-9.289205738068129e-01,
+	-9.286877605862421e-01,
+	-9.284545808077662e-01,
+	-9.282210345634226e-01,
+	-9.279871219453931e-01,
+	-9.277528430460042e-01,
+	-9.275181979577272e-01,
+	-9.272831867731776e-01,
+	-9.270478095851155e-01,
+	-9.268120664864454e-01,
+	-9.265759575702167e-01,
+	-9.263394829296225e-01,
+	-9.261026426580008e-01,
+	-9.258654368488335e-01,
+	-9.256278655957471e-01,
+	-9.253899289925122e-01,
+	-9.251516271330434e-01,
+	-9.249129601114000e-01,
+	-9.246739280217849e-01,
+	-9.244345309585456e-01,
+	-9.241947690161729e-01,
+	-9.239546422893026e-01,
+	-9.237141508727136e-01,
+	-9.234732948613292e-01,
+	-9.232320743502167e-01,
+	-9.229904894345868e-01,
+	-9.227485402097947e-01,
+	-9.225062267713386e-01,
+	-9.222635492148613e-01,
+	-9.220205076361486e-01,
+	-9.217771021311303e-01,
+	-9.215333327958800e-01,
+	-9.212891997266146e-01,
+	-9.210447030196947e-01,
+	-9.207998427716244e-01,
+	-9.205546190790515e-01,
+	-9.203090320387668e-01,
+	-9.200630817477049e-01,
+	-9.198167683029438e-01,
+	-9.195700918017045e-01,
+	-9.193230523413516e-01,
+	-9.190756500193928e-01,
+	-9.188278849334793e-01,
+	-9.185797571814051e-01,
+	-9.183312668611073e-01,
+	-9.180824140706667e-01,
+	-9.178331989083067e-01,
+	-9.175836214723937e-01,
+	-9.173336818614374e-01,
+	-9.170833801740901e-01,
+	-9.168327165091471e-01,
+	-9.165816909655470e-01,
+	-9.163303036423706e-01,
+	-9.160785546388419e-01,
+	-9.158264440543274e-01,
+	-9.155739719883368e-01,
+	-9.153211385405218e-01,
+	-9.150679438106772e-01,
+	-9.148143878987404e-01,
+	-9.145604709047910e-01,
+	-9.143061929290516e-01,
+	-9.140515540718869e-01,
+	-9.137965544338043e-01,
+	-9.135411941154532e-01,
+	-9.132854732176261e-01,
+	-9.130293918412570e-01,
+	-9.127729500874227e-01,
+	-9.125161480573422e-01,
+	-9.122589858523763e-01,
+	-9.120014635740286e-01,
+	-9.117435813239443e-01,
+	-9.114853392039109e-01,
+	-9.112267373158579e-01,
+	-9.109677757618569e-01,
+	-9.107084546441213e-01,
+	-9.104487740650066e-01,
+	-9.101887341270098e-01,
+	-9.099283349327704e-01,
+	-9.096675765850690e-01,
+	-9.094064591868285e-01,
+	-9.091449828411131e-01,
+	-9.088831476511291e-01,
+	-9.086209537202241e-01,
+	-9.083584011518874e-01,
+	-9.080954900497499e-01,
+	-9.078322205175839e-01,
+	-9.075685926593035e-01,
+	-9.073046065789636e-01,
+	-9.070402623807613e-01,
+	-9.067755601690344e-01,
+	-9.065105000482622e-01,
+	-9.062450821230654e-01,
+	-9.059793064982059e-01,
+	-9.057131732785867e-01,
+	-9.054466825692519e-01,
+	-9.051798344753867e-01,
+	-9.049126291023177e-01,
+	-9.046450665555120e-01,
+	-9.043771469405780e-01,
+	-9.041088703632651e-01,
+	-9.038402369294634e-01,
+	-9.035712467452038e-01,
+	-9.033018999166582e-01,
+	-9.030321965501392e-01,
+	-9.027621367521003e-01,
+	-9.024917206291352e-01,
+	-9.022209482879787e-01,
+	-9.019498198355062e-01,
+	-9.016783353787332e-01,
+	-9.014064950248163e-01,
+	-9.011342988810521e-01,
+	-9.008617470548781e-01,
+	-9.005888396538717e-01,
+	-9.003155767857510e-01,
+	-9.000419585583742e-01,
+	-8.997679850797400e-01,
+	-8.994936564579868e-01,
+	-8.992189728013940e-01,
+	-8.989439342183804e-01,
+	-8.986685408175051e-01,
+	-8.983927927074675e-01,
+	-8.981166899971067e-01,
+	-8.978402327954020e-01,
+	-8.975634212114724e-01,
+	-8.972862553545770e-01,
+	-8.970087353341143e-01,
+	-8.967308612596232e-01,
+	-8.964526332407821e-01,
+	-8.961740513874087e-01,
+	-8.958951158094610e-01,
+	-8.956158266170362e-01,
+	-8.953361839203714e-01,
+	-8.950561878298428e-01,
+	-8.947758384559663e-01,
+	-8.944951359093974e-01,
+	-8.942140803009310e-01,
+	-8.939326717415008e-01,
+	-8.936509103421806e-01,
+	-8.933687962141830e-01,
+	-8.930863294688597e-01,
+	-8.928035102177021e-01,
+	-8.925203385723403e-01,
+	-8.922368146445436e-01,
+	-8.919529385462204e-01,
+	-8.916687103894181e-01,
+	-8.913841302863230e-01,
+	-8.910991983492604e-01,
+	-8.908139146906945e-01,
+	-8.905282794232280e-01,
+	-8.902422926596029e-01,
+	-8.899559545126994e-01,
+	-8.896692650955368e-01,
+	-8.893822245212730e-01,
+	-8.890948329032043e-01,
+	-8.888070903547657e-01,
+	-8.885189969895306e-01,
+	-8.882305529212112e-01,
+	-8.879417582636576e-01,
+	-8.876526131308587e-01,
+	-8.873631176369415e-01,
+	-8.870732718961716e-01,
+	-8.867830760229524e-01,
+	-8.864925301318258e-01,
+	-8.862016343374718e-01,
+	-8.859103887547084e-01,
+	-8.856187934984918e-01,
+	-8.853268486839163e-01,
+	-8.850345544262138e-01,
+	-8.847419108407546e-01,
+	-8.844489180430466e-01,
+	-8.841555761487354e-01,
+	-8.838618852736048e-01,
+	-8.835678455335759e-01,
+	-8.832734570447079e-01,
+	-8.829787199231975e-01,
+	-8.826836342853789e-01,
+	-8.823882002477239e-01,
+	-8.820924179268420e-01,
+	-8.817962874394798e-01,
+	-8.814998089025217e-01,
+	-8.812029824329893e-01,
+	-8.809058081480416e-01,
+	-8.806082861649748e-01,
+	-8.803104166012223e-01,
+	-8.800121995743549e-01,
+	-8.797136352020803e-01,
+	-8.794147236022436e-01,
+	-8.791154648928267e-01,
+	-8.788158591919484e-01,
+	-8.785159066178647e-01,
+	-8.782156072889686e-01,
+	-8.779149613237897e-01,
+	-8.776139688409945e-01,
+	-8.773126299593864e-01,
+	-8.770109447979053e-01,
+	-8.767089134756281e-01,
+	-8.764065361117680e-01,
+	-8.761038128256750e-01,
+	-8.758007437368354e-01,
+	-8.754973289648722e-01,
+	-8.751935686295450e-01,
+	-8.748894628507493e-01,
+	-8.745850117485175e-01,
+	-8.742802154430179e-01,
+	-8.739750740545552e-01,
+	-8.736695877035703e-01,
+	-8.733637565106402e-01,
+	-8.730575805964783e-01,
+	-8.727510600819336e-01,
+	-8.724441950879913e-01,
+	-8.721369857357728e-01,
+	-8.718294321465352e-01,
+	-8.715215344416715e-01,
+	-8.712132927427104e-01,
+	-8.709047071713166e-01,
+	-8.705957778492905e-01,
+	-8.702865048985681e-01,
+	-8.699768884412209e-01,
+	-8.696669285994563e-01,
+	-8.693566254956169e-01,
+	-8.690459792521812e-01,
+	-8.687349899917626e-01,
+	-8.684236578371104e-01,
+	-8.681119829111090e-01,
+	-8.677999653367781e-01,
+	-8.674876052372725e-01,
+	-8.671749027358826e-01,
+	-8.668618579560337e-01,
+	-8.665484710212860e-01,
+	-8.662347420553350e-01,
+	-8.659206711820114e-01,
+	-8.656062585252804e-01,
+	-8.652915042092424e-01,
+	-8.649764083581325e-01,
+	-8.646609710963207e-01,
+	-8.643451925483118e-01,
+	-8.640290728387451e-01,
+	-8.637126120923948e-01,
+	-8.633958104341697e-01,
+	-8.630786679891129e-01,
+	-8.627611848824022e-01,
+	-8.624433612393499e-01,
+	-8.621251971854027e-01,
+	-8.618066928461415e-01,
+	-8.614878483472816e-01,
+	-8.611686638146728e-01,
+	-8.608491393742986e-01,
+	-8.605292751522773e-01,
+	-8.602090712748607e-01,
+	-8.598885278684351e-01,
+	-8.595676450595204e-01,
+	-8.592464229747711e-01,
+	-8.589248617409749e-01,
+	-8.586029614850540e-01,
+	-8.582807223340639e-01,
+	-8.579581444151941e-01,
+	-8.576352278557678e-01,
+	-8.573119727832419e-01,
+	-8.569883793252069e-01,
+	-8.566644476093866e-01,
+	-8.563401777636388e-01,
+	-8.560155699159544e-01,
+	-8.556906241944577e-01,
+	-8.553653407274068e-01,
+	-8.550397196431924e-01,
+	-8.547137610703390e-01,
+	-8.543874651375042e-01,
+	-8.540608319734786e-01,
+	-8.537338617071861e-01,
+	-8.534065544676835e-01,
+	-8.530789103841608e-01,
+	-8.527509295859408e-01,
+	-8.524226122024791e-01,
+	-8.520939583633643e-01,
+	-8.517649681983179e-01,
+	-8.514356418371940e-01,
+	-8.511059794099795e-01,
+	-8.507759810467936e-01,
+	-8.504456468778887e-01,
+	-8.501149770336492e-01,
+	-8.497839716445925e-01,
+	-8.494526308413678e-01,
+	-8.491209547547572e-01,
+	-8.487889435156751e-01,
+	-8.484565972551680e-01,
+	-8.481239161044145e-01,
+	-8.477909001947258e-01,
+	-8.474575496575449e-01,
+	-8.471238646244472e-01,
+	-8.467898452271397e-01,
+	-8.464554915974617e-01,
+	-8.461208038673843e-01,
+	-8.457857821690105e-01,
+	-8.454504266345751e-01,
+	-8.451147373964447e-01,
+	-8.447787145871176e-01,
+	-8.444423583392237e-01,
+	-8.441056687855246e-01,
+	-8.437686460589134e-01,
+	-8.434312902924149e-01,
+	-8.430936016191849e-01,
+	-8.427555801725111e-01,
+	-8.424172260858123e-01,
+	-8.420785394926384e-01,
+	-8.417395205266711e-01,
+	-8.414001693217227e-01,
+	-8.410604860117370e-01,
+	-8.407204707307888e-01,
+	-8.403801236130839e-01,
+	-8.400394447929590e-01,
+	-8.396984344048818e-01,
+	-8.393570925834510e-01,
+	-8.390154194633960e-01,
+	-8.386734151795767e-01,
+	-8.383310798669843e-01,
+	-8.379884136607403e-01,
+	-8.376454166960966e-01,
+	-8.373020891084361e-01,
+	-8.369584310332719e-01,
+	-8.366144426062477e-01,
+	-8.362701239631375e-01,
+	-8.359254752398456e-01,
+	-8.355804965724067e-01,
+	-8.352351880969858e-01,
+	-8.348895499498779e-01,
+	-8.345435822675079e-01,
+	-8.341972851864314e-01,
+	-8.338506588433335e-01,
+	-8.335037033750294e-01,
+	-8.331564189184645e-01,
+	-8.328088056107135e-01,
+	-8.324608635889812e-01,
+	-8.321125929906023e-01,
+	-8.317639939530408e-01,
+	-8.314150666138908e-01,
+	-8.310658111108755e-01,
+	-8.307162275818482e-01,
+	-8.303663161647910e-01,
+	-8.300160769978159e-01,
+	-8.296655102191641e-01,
+	-8.293146159672062e-01,
+	-8.289633943804420e-01,
+	-8.286118455975005e-01,
+	-8.282599697571397e-01,
+	-8.279077669982469e-01,
+	-8.275552374598384e-01,
+	-8.272023812810595e-01,
+	-8.268491986011842e-01,
+	-8.264956895596158e-01,
+	-8.261418542958859e-01,
+	-8.257876929496554e-01,
+	-8.254332056607133e-01,
+	-8.250783925689779e-01,
+	-8.247232538144955e-01,
+	-8.243677895374414e-01,
+	-8.240119998781192e-01,
+	-8.236558849769609e-01,
+	-8.232994449745269e-01,
+	-8.229426800115059e-01,
+	-8.225855902287150e-01,
+	-8.222281757670993e-01,
+	-8.218704367677321e-01,
+	-8.215123733718150e-01,
+	-8.211539857206774e-01,
+	-8.207952739557769e-01,
+	-8.204362382186987e-01,
+	-8.200768786511562e-01,
+	-8.197171953949905e-01,
+	-8.193571885921704e-01,
+	-8.189968583847926e-01,
+	-8.186362049150812e-01,
+	-8.182752283253879e-01,
+	-8.179139287581922e-01,
+	-8.175523063561010e-01,
+	-8.171903612618483e-01,
+	-8.168280936182959e-01,
+	-8.164655035684327e-01,
+	-8.161025912553749e-01,
+	-8.157393568223659e-01,
+	-8.153758004127760e-01,
+	-8.150119221701031e-01,
+	-8.146477222379718e-01,
+	-8.142832007601335e-01,
+	-8.139183578804670e-01,
+	-8.135531937429774e-01,
+	-8.131877084917972e-01,
+	-8.128219022711852e-01,
+	-8.124557752255269e-01,
+	-8.120893274993348e-01,
+	-8.117225592372476e-01,
+	-8.113554705840305e-01,
+	-8.109880616845755e-01,
+	-8.106203326839008e-01,
+	-8.102522837271510e-01,
+	-8.098839149595967e-01,
+	-8.095152265266352e-01,
+	-8.091462185737898e-01,
+	-8.087768912467096e-01,
+	-8.084072446911702e-01,
+	-8.080372790530730e-01,
+	-8.076669944784454e-01,
+	-8.072963911134405e-01,
+	-8.069254691043377e-01,
+	-8.065542285975416e-01,
+	-8.061826697395826e-01,
+	-8.058107926771174e-01,
+	-8.054385975569275e-01,
+	-8.050660845259202e-01,
+	-8.046932537311285e-01,
+	-8.043201053197107e-01,
+	-8.039466394389503e-01,
+	-8.035728562362562e-01,
+	-8.031987558591627e-01,
+	-8.028243384553291e-01,
+	-8.024496041725399e-01,
+	-8.020745531587047e-01,
+	-8.016991855618580e-01,
+	-8.013235015301596e-01,
+	-8.009475012118937e-01,
+	-8.005711847554697e-01,
+	-8.001945523094217e-01,
+	-7.998176040224083e-01,
+	-7.994403400432132e-01,
+	-7.990627605207443e-01,
+	-7.986848656040343e-01,
+	-7.983066554422402e-01,
+	-7.979281301846436e-01,
+	-7.975492899806504e-01,
+	-7.971701349797907e-01,
+	-7.967906653317192e-01,
+	-7.964108811862142e-01,
+	-7.960307826931787e-01,
+	-7.956503700026396e-01,
+	-7.952696432647477e-01,
+	-7.948886026297779e-01,
+	-7.945072482481287e-01,
+	-7.941255802703229e-01,
+	-7.937435988470067e-01,
+	-7.933613041289503e-01,
+	-7.929786962670474e-01,
+	-7.925957754123152e-01,
+	-7.922125417158946e-01,
+	-7.918289953290500e-01,
+	-7.914451364031692e-01,
+	-7.910609650897631e-01,
+	-7.906764815404663e-01,
+	-7.902916859070366e-01,
+	-7.899065783413545e-01,
+	-7.895211589954242e-01,
+	-7.891354280213726e-01,
+	-7.887493855714499e-01,
+	-7.883630317980289e-01,
+	-7.879763668536056e-01,
+	-7.875893908907985e-01,
+	-7.872021040623491e-01,
+	-7.868145065211217e-01,
+	-7.864265984201028e-01,
+	-7.860383799124019e-01,
+	-7.856498511512509e-01,
+	-7.852610122900040e-01,
+	-7.848718634821380e-01,
+	-7.844824048812521e-01,
+	-7.840926366410673e-01,
+	-7.837025589154275e-01,
+	-7.833121718582983e-01,
+	-7.829214756237675e-01,
+	-7.825304703660448e-01,
+	-7.821391562394623e-01,
+	-7.817475333984736e-01,
+	-7.813556019976541e-01,
+	-7.809633621917014e-01,
+	-7.805708141354345e-01,
+	-7.801779579837943e-01,
+	-7.797847938918430e-01,
+	-7.793913220147645e-01,
+	-7.789975425078643e-01,
+	-7.786034555265693e-01,
+	-7.782090612264275e-01,
+	-7.778143597631086e-01,
+	-7.774193512924031e-01,
+	-7.770240359702231e-01,
+	-7.766284139526015e-01,
+	-7.762324853956925e-01,
+	-7.758362504557710e-01,
+	-7.754397092892330e-01,
+	-7.750428620525955e-01,
+	-7.746457089024962e-01,
+	-7.742482499956934e-01,
+	-7.738504854890662e-01,
+	-7.734524155396144e-01,
+	-7.730540403044583e-01,
+	-7.726553599408387e-01,
+	-7.722563746061166e-01,
+	-7.718570844577739e-01,
+	-7.714574896534122e-01,
+	-7.710575903507539e-01,
+	-7.706573867076414e-01,
+	-7.702568788820369e-01,
+	-7.698560670320230e-01,
+	-7.694549513158023e-01,
+	-7.690535318916973e-01,
+	-7.686518089181502e-01,
+	-7.682497825537233e-01,
+	-7.678474529570986e-01,
+	-7.674448202870773e-01,
+	-7.670418847025809e-01,
+	-7.666386463626502e-01,
+	-7.662351054264455e-01,
+	-7.658312620532463e-01,
+	-7.654271164024518e-01,
+	-7.650226686335804e-01,
+	-7.646179189062697e-01,
+	-7.642128673802767e-01,
+	-7.638075142154772e-01,
+	-7.634018595718662e-01,
+	-7.629959036095578e-01,
+	-7.625896464887849e-01,
+	-7.621830883698992e-01,
+	-7.617762294133714e-01,
+	-7.613690697797909e-01,
+	-7.609616096298657e-01,
+	-7.605538491244224e-01,
+	-7.601457884244062e-01,
+	-7.597374276908808e-01,
+	-7.593287670850284e-01,
+	-7.589198067681494e-01,
+	-7.585105469016625e-01,
+	-7.581009876471049e-01,
+	-7.576911291661316e-01,
+	-7.572809716205159e-01,
+	-7.568705151721492e-01,
+	-7.564597599830407e-01,
+	-7.560487062153177e-01,
+	-7.556373540312252e-01,
+	-7.552257035931262e-01,
+	-7.548137550635011e-01,
+	-7.544015086049483e-01,
+	-7.539889643801834e-01,
+	-7.535761225520400e-01,
+	-7.531629832834688e-01,
+	-7.527495467375380e-01,
+	-7.523358130774332e-01,
+	-7.519217824664572e-01,
+	-7.515074550680302e-01,
+	-7.510928310456892e-01,
+	-7.506779105630886e-01,
+	-7.502626937839996e-01,
+	-7.498471808723104e-01,
+	-7.494313719920261e-01,
+	-7.490152673072688e-01,
+	-7.485988669822770e-01,
+	-7.481821711814062e-01,
+	-7.477651800691283e-01,
+	-7.473478938100321e-01,
+	-7.469303125688224e-01,
+	-7.465124365103207e-01,
+	-7.460942657994651e-01,
+	-7.456758006013096e-01,
+	-7.452570410810245e-01,
+	-7.448379874038966e-01,
+	-7.444186397353285e-01,
+	-7.439989982408387e-01,
+	-7.435790630860623e-01,
+	-7.431588344367495e-01,
+	-7.427383124587669e-01,
+	-7.423174973180967e-01,
+	-7.418963891808368e-01,
+	-7.414749882132009e-01,
+	-7.410532945815180e-01,
+	-7.406313084522330e-01,
+	-7.402090299919059e-01,
+	-7.397864593672121e-01,
+	-7.393635967449426e-01,
+	-7.389404422920033e-01,
+	-7.385169961754157e-01,
+	-7.380932585623160e-01,
+	-7.376692296199557e-01,
+	-7.372449095157014e-01,
+	-7.368202984170342e-01,
+	-7.363953964915505e-01,
+	-7.359702039069612e-01,
+	-7.355447208310921e-01,
+	-7.351189474318837e-01,
+	-7.346928838773906e-01,
+	-7.342665303357827e-01,
+	-7.338398869753439e-01,
+	-7.334129539644724e-01,
+	-7.329857314716809e-01,
+	-7.325582196655964e-01,
+	-7.321304187149602e-01,
+	-7.317023287886273e-01,
+	-7.312739500555673e-01,
+	-7.308452826848633e-01,
+	-7.304163268457126e-01,
+	-7.299870827074263e-01,
+	-7.295575504394294e-01,
+	-7.291277302112604e-01,
+	-7.286976221925717e-01,
+	-7.282672265531291e-01,
+	-7.278365434628121e-01,
+	-7.274055730916135e-01,
+	-7.269743156096394e-01,
+	-7.265427711871096e-01,
+	-7.261109399943569e-01,
+	-7.256788222018273e-01,
+	-7.252464179800799e-01,
+	-7.248137274997869e-01,
+	-7.243807509317336e-01,
+	-7.239474884468180e-01,
+	-7.235139402160512e-01,
+	-7.230801064105568e-01,
+	-7.226459872015712e-01,
+	-7.222115827604437e-01,
+	-7.217768932586360e-01,
+	-7.213419188677223e-01,
+	-7.209066597593891e-01,
+	-7.204711161054355e-01,
+	-7.200352880777730e-01,
+	-7.195991758484250e-01,
+	-7.191627795895276e-01,
+	-7.187260994733282e-01,
+	-7.182891356721871e-01,
+	-7.178518883585761e-01,
+	-7.174143577050789e-01,
+	-7.169765438843912e-01,
+	-7.165384470693205e-01,
+	-7.161000674327856e-01,
+	-7.156614051478176e-01,
+	-7.152224603875585e-01,
+	-7.147832333252624e-01,
+	-7.143437241342941e-01,
+	-7.139039329881305e-01,
+	-7.134638600603593e-01,
+	-7.130235055246797e-01,
+	-7.125828695549018e-01,
+	-7.121419523249470e-01,
+	-7.117007540088477e-01,
+	-7.112592747807469e-01,
+	-7.108175148148991e-01,
+	-7.103754742856691e-01,
+	-7.099331533675325e-01,
+	-7.094905522350758e-01,
+	-7.090476710629962e-01,
+	-7.086045100261007e-01,
+	-7.081610692993077e-01,
+	-7.077173490576453e-01,
+	-7.072733494762524e-01,
+	-7.068290707303778e-01,
+	-7.063845129953807e-01,
+	-7.059396764467304e-01,
+	-7.054945612600062e-01,
+	-7.050491676108973e-01,
+	-7.046034956752030e-01,
+	-7.041575456288321e-01,
+	-7.037113176478038e-01,
+	-7.032648119082464e-01,
+	-7.028180285863980e-01,
+	-7.023709678586063e-01,
+	-7.019236299013287e-01,
+	-7.014760148911316e-01,
+	-7.010281230046911e-01,
+	-7.005799544187925e-01,
+	-7.001315093103302e-01,
+	-6.996827878563078e-01,
+	-6.992337902338380e-01,
+	-6.987845166201426e-01,
+	-6.983349671925522e-01,
+	-6.978851421285062e-01,
+	-6.974350416055530e-01,
+	-6.969846658013498e-01,
+	-6.965340148936620e-01,
+	-6.960830890603639e-01,
+	-6.956318884794384e-01,
+	-6.951804133289765e-01,
+	-6.947286637871781e-01,
+	-6.942766400323510e-01,
+	-6.938243422429112e-01,
+	-6.933717705973832e-01,
+	-6.929189252743991e-01,
+	-6.924658064526997e-01,
+	-6.920124143111331e-01,
+	-6.915587490286556e-01,
+	-6.911048107843312e-01,
+	-6.906505997573318e-01,
+	-6.901961161269369e-01,
+	-6.897413600725333e-01,
+	-6.892863317736159e-01,
+	-6.888310314097865e-01,
+	-6.883754591607547e-01,
+	-6.879196152063372e-01,
+	-6.874634997264579e-01,
+	-6.870071129011480e-01,
+	-6.865504549105459e-01,
+	-6.860935259348967e-01,
+	-6.856363261545528e-01,
+	-6.851788557499733e-01,
+	-6.847211149017240e-01,
+	-6.842631037904778e-01,
+	-6.838048225970140e-01,
+	-6.833462715022185e-01,
+	-6.828874506870840e-01,
+	-6.824283603327094e-01,
+	-6.819690006202999e-01,
+	-6.815093717311673e-01,
+	-6.810494738467295e-01,
+	-6.805893071485107e-01,
+	-6.801288718181410e-01,
+	-6.796681680373566e-01,
+	-6.792071959879997e-01,
+	-6.787459558520185e-01,
+	-6.782844478114667e-01,
+	-6.778226720485040e-01,
+	-6.773606287453957e-01,
+	-6.768983180845127e-01,
+	-6.764357402483315e-01,
+	-6.759728954194340e-01,
+	-6.755097837805073e-01,
+	-6.750464055143441e-01,
+	-6.745827608038423e-01,
+	-6.741188498320048e-01,
+	-6.736546727819396e-01,
+	-6.731902298368598e-01,
+	-6.727255211800837e-01,
+	-6.722605469950339e-01,
+	-6.717953074652384e-01,
+	-6.713298027743295e-01,
+	-6.708640331060445e-01,
+	-6.703979986442250e-01,
+	-6.699316995728172e-01,
+	-6.694651360758719e-01,
+	-6.689983083375439e-01,
+	-6.685312165420929e-01,
+	-6.680638608738823e-01,
+	-6.675962415173797e-01,
+	-6.671283586571570e-01,
+	-6.666602124778901e-01,
+	-6.661918031643587e-01,
+	-6.657231309014463e-01,
+	-6.652541958741403e-01,
+	-6.647849982675319e-01,
+	-6.643155382668158e-01,
+	-6.638458160572902e-01,
+	-6.633758318243571e-01,
+	-6.629055857535217e-01,
+	-6.624350780303924e-01,
+	-6.619643088406812e-01,
+	-6.614932783702031e-01,
+	-6.610219868048763e-01,
+	-6.605504343307221e-01,
+	-6.600786211338647e-01,
+	-6.596065474005313e-01,
+	-6.591342133170516e-01,
+	-6.586616190698585e-01,
+	-6.581887648454875e-01,
+	-6.577156508305765e-01,
+	-6.572422772118661e-01,
+	-6.567686441761993e-01,
+	-6.562947519105217e-01,
+	-6.558206006018809e-01,
+	-6.553461904374268e-01,
+	-6.548715216044119e-01,
+	-6.543965942901900e-01,
+	-6.539214086822178e-01,
+	-6.534459649680534e-01,
+	-6.529702633353569e-01,
+	-6.524943039718902e-01,
+	-6.520180870655170e-01,
+	-6.515416128042025e-01,
+	-6.510648813760137e-01,
+	-6.505878929691189e-01,
+	-6.501106477717880e-01,
+	-6.496331459723920e-01,
+	-6.491553877594034e-01,
+	-6.486773733213960e-01,
+	-6.481991028470445e-01,
+	-6.477205765251247e-01,
+	-6.472417945445136e-01,
+	-6.467627570941888e-01,
+	-6.462834643632289e-01,
+	-6.458039165408133e-01,
+	-6.453241138162220e-01,
+	-6.448440563788356e-01,
+	-6.443637444181353e-01,
+	-6.438831781237028e-01,
+	-6.434023576852200e-01,
+	-6.429212832924693e-01,
+	-6.424399551353334e-01,
+	-6.419583734037948e-01,
+	-6.414765382879364e-01,
+	-6.409944499779412e-01,
+	-6.405121086640917e-01,
+	-6.400295145367708e-01,
+	-6.395466677864607e-01,
+	-6.390635686037437e-01,
+	-6.385802171793015e-01,
+	-6.380966137039153e-01,
+	-6.376127583684662e-01,
+	-6.371286513639342e-01,
+	-6.366442928813989e-01,
+	-6.361596831120392e-01,
+	-6.356748222471330e-01,
+	-6.351897104780575e-01,
+	-6.347043479962887e-01,
+	-6.342187349934020e-01,
+	-6.337328716610711e-01,
+	-6.332467581910689e-01,
+	-6.327603947752669e-01,
+	-6.322737816056353e-01,
+	-6.317869188742429e-01,
+	-6.312998067732569e-01,
+	-6.308124454949430e-01,
+	-6.303248352316652e-01,
+	-6.298369761758859e-01,
+	-6.293488685201655e-01,
+	-6.288605124571628e-01,
+	-6.283719081796344e-01,
+	-6.278830558804349e-01,
+	-6.273939557525169e-01,
+	-6.269046079889308e-01,
+	-6.264150127828247e-01,
+	-6.259251703274444e-01,
+	-6.254350808161332e-01,
+	-6.249447444423321e-01,
+	-6.244541613995793e-01,
+	-6.239633318815107e-01,
+	-6.234722560818590e-01,
+	-6.229809341944544e-01,
+	-6.224893664132245e-01,
+	-6.219975529321934e-01,
+	-6.215054939454825e-01,
+	-6.210131896473101e-01,
+	-6.205206402319914e-01,
+	-6.200278458939379e-01,
+	-6.195348068276584e-01,
+	-6.190415232277577e-01,
+	-6.185479952889378e-01,
+	-6.180542232059965e-01,
+	-6.175602071738281e-01,
+	-6.170659473874236e-01,
+	-6.165714440418697e-01,
+	-6.160766973323495e-01,
+	-6.155817074541422e-01,
+	-6.150864746026228e-01,
+	-6.145909989732623e-01,
+	-6.140952807616276e-01,
+	-6.135993201633810e-01,
+	-6.131031173742811e-01,
+	-6.126066725901815e-01,
+	-6.121099860070317e-01,
+	-6.116130578208763e-01,
+	-6.111158882278556e-01,
+	-6.106184774242048e-01,
+	-6.101208256062549e-01,
+	-6.096229329704315e-01,
+	-6.091247997132553e-01,
+	-6.086264260313422e-01,
+	-6.081278121214029e-01,
+	-6.076289581802429e-01,
+	-6.071298644047625e-01,
+	-6.066305309919565e-01,
+	-6.061309581389146e-01,
+	-6.056311460428205e-01,
+	-6.051310949009531e-01,
+	-6.046308049106847e-01,
+	-6.041302762694827e-01,
+	-6.036295091749082e-01,
+	-6.031285038246167e-01,
+	-6.026272604163576e-01,
+	-6.021257791479742e-01,
+	-6.016240602174039e-01,
+	-6.011221038226776e-01,
+	-6.006199101619204e-01,
+	-6.001174794333505e-01,
+	-5.996148118352800e-01,
+	-5.991119075661144e-01,
+	-5.986087668243527e-01,
+	-5.981053898085872e-01,
+	-5.976017767175034e-01,
+	-5.970979277498799e-01,
+	-5.965938431045887e-01,
+	-5.960895229805946e-01,
+	-5.955849675769552e-01,
+	-5.950801770928215e-01,
+	-5.945751517274366e-01,
+	-5.940698916801367e-01,
+	-5.935643971503508e-01,
+	-5.930586683376000e-01,
+	-5.925527054414983e-01,
+	-5.920465086617517e-01,
+	-5.915400781981588e-01,
+	-5.910334142506103e-01,
+	-5.905265170190892e-01,
+	-5.900193867036704e-01,
+	-5.895120235045209e-01,
+	-5.890044276218996e-01,
+	-5.884965992561573e-01,
+	-5.879885386077365e-01,
+	-5.874802458771712e-01,
+	-5.869717212650875e-01,
+	-5.864629649722024e-01,
+	-5.859539771993250e-01,
+	-5.854447581473551e-01,
+	-5.849353080172843e-01,
+	-5.844256270101952e-01,
+	-5.839157153272616e-01,
+	-5.834055731697482e-01,
+	-5.828952007390108e-01,
+	-5.823845982364961e-01,
+	-5.818737658637416e-01,
+	-5.813627038223754e-01,
+	-5.808514123141165e-01,
+	-5.803398915407741e-01,
+	-5.798281417042483e-01,
+	-5.793161630065295e-01,
+	-5.788039556496982e-01,
+	-5.782915198359253e-01,
+	-5.777788557674720e-01,
+	-5.772659636466895e-01,
+	-5.767528436760188e-01,
+	-5.762394960579913e-01,
+	-5.757259209952277e-01,
+	-5.752121186904390e-01,
+	-5.746980893464255e-01,
+	-5.741838331660775e-01,
+	-5.736693503523742e-01,
+	-5.731546411083850e-01,
+	-5.726397056372681e-01,
+	-5.721245441422714e-01,
+	-5.716091568267317e-01,
+	-5.710935438940751e-01,
+	-5.705777055478167e-01,
+	-5.700616419915606e-01,
+	-5.695453534289999e-01,
+	-5.690288400639162e-01,
+	-5.685121021001801e-01,
+	-5.679951397417508e-01,
+	-5.674779531926759e-01,
+	-5.669605426570918e-01,
+	-5.664429083392231e-01,
+	-5.659250504433827e-01,
+	-5.654069691739719e-01,
+	-5.648886647354801e-01,
+	-5.643701373324845e-01,
+	-5.638513871696509e-01,
+	-5.633324144517325e-01,
+	-5.628132193835708e-01,
+	-5.622938021700944e-01,
+	-5.617741630163203e-01,
+	-5.612543021273526e-01,
+	-5.607342197083833e-01,
+	-5.602139159646915e-01,
+	-5.596933911016437e-01,
+	-5.591726453246941e-01,
+	-5.586516788393835e-01,
+	-5.581304918513402e-01,
+	-5.576090845662794e-01,
+	-5.570874571900033e-01,
+	-5.565656099284009e-01,
+	-5.560435429874481e-01,
+	-5.555212565732074e-01,
+	-5.549987508918279e-01,
+	-5.544760261495455e-01,
+	-5.539530825526822e-01,
+	-5.534299203076467e-01,
+	-5.529065396209338e-01,
+	-5.523829406991246e-01,
+	-5.518591237488865e-01,
+	-5.513350889769724e-01,
+	-5.508108365902219e-01,
+	-5.502863667955600e-01,
+	-5.497616797999977e-01,
+	-5.492367758106316e-01,
+	-5.487116550346443e-01,
+	-5.481863176793034e-01,
+	-5.476607639519624e-01,
+	-5.471349940600603e-01,
+	-5.466090082111209e-01,
+	-5.460828066127539e-01,
+	-5.455563894726535e-01,
+	-5.450297569985995e-01,
+	-5.445029093984562e-01,
+	-5.439758468801735e-01,
+	-5.434485696517856e-01,
+	-5.429210779214114e-01,
+	-5.423933718972548e-01,
+	-5.418654517876039e-01,
+	-5.413373178008319e-01,
+	-5.408089701453958e-01,
+	-5.402804090298371e-01,
+	-5.397516346627818e-01,
+	-5.392226472529398e-01,
+	-5.386934470091053e-01,
+	-5.381640341401562e-01,
+	-5.376344088550548e-01,
+	-5.371045713628467e-01,
+	-5.365745218726616e-01,
+	-5.360442605937130e-01,
+	-5.355137877352976e-01,
+	-5.349831035067957e-01,
+	-5.344522081176714e-01,
+	-5.339211017774717e-01,
+	-5.333897846958270e-01,
+	-5.328582570824510e-01,
+	-5.323265191471407e-01,
+	-5.317945710997753e-01,
+	-5.312624131503179e-01,
+	-5.307300455088139e-01,
+	-5.301974683853914e-01,
+	-5.296646819902616e-01,
+	-5.291316865337180e-01,
+	-5.285984822261367e-01,
+	-5.280650692779761e-01,
+	-5.275314478997774e-01,
+	-5.269976183021633e-01,
+	-5.264635806958394e-01,
+	-5.259293352915931e-01,
+	-5.253948823002939e-01,
+	-5.248602219328929e-01,
+	-5.243253544004237e-01,
+	-5.237902799140012e-01,
+	-5.232549986848219e-01,
+	-5.227195109241644e-01,
+	-5.221838168433882e-01,
+	-5.216479166539348e-01,
+	-5.211118105673267e-01,
+	-5.205754987951677e-01,
+	-5.200389815491430e-01,
+	-5.195022590410187e-01,
+	-5.189653314826418e-01,
+	-5.184281990859407e-01,
+	-5.178908620629242e-01,
+	-5.173533206256821e-01,
+	-5.168155749863848e-01,
+	-5.162776253572832e-01,
+	-5.157394719507088e-01,
+	-5.152011149790738e-01,
+	-5.146625546548703e-01,
+	-5.141237911906710e-01,
+	-5.135848247991285e-01,
+	-5.130456556929758e-01,
+	-5.125062840850256e-01,
+	-5.119667101881709e-01,
+	-5.114269342153841e-01,
+	-5.108869563797178e-01,
+	-5.103467768943040e-01,
+	-5.098063959723542e-01,
+	-5.092658138271597e-01,
+	-5.087250306720913e-01,
+	-5.081840467205986e-01,
+	-5.076428621862109e-01,
+	-5.071014772825366e-01,
+	-5.065598922232631e-01,
+	-5.060181072221569e-01,
+	-5.054761224930634e-01,
+	-5.049339382499067e-01,
+	-5.043915547066897e-01,
+	-5.038489720774942e-01,
+	-5.033061905764804e-01,
+	-5.027632104178867e-01,
+	-5.022200318160306e-01,
+	-5.016766549853071e-01,
+	-5.011330801401903e-01,
+	-5.005893074952317e-01,
+	-5.000453372650614e-01,
+	-4.995011696643871e-01,
+	-4.989568049079948e-01,
+	-4.984122432107480e-01,
+	-4.978674847875880e-01,
+	-4.973225298535339e-01,
+	-4.967773786236822e-01,
+	-4.962320313132069e-01,
+	-4.956864881373595e-01,
+	-4.951407493114687e-01,
+	-4.945948150509405e-01,
+	-4.940486855712579e-01,
+	-4.935023610879812e-01,
+	-4.929558418167474e-01,
+	-4.924091279732706e-01,
+	-4.918622197733415e-01,
+	-4.913151174328277e-01,
+	-4.907678211676734e-01,
+	-4.902203311938992e-01,
+	-4.896726477276022e-01,
+	-4.891247709849561e-01,
+	-4.885767011822105e-01,
+	-4.880284385356916e-01,
+	-4.874799832618015e-01,
+	-4.869313355770182e-01,
+	-4.863824956978959e-01,
+	-4.858334638410646e-01,
+	-4.852842402232300e-01,
+	-4.847348250611736e-01,
+	-4.841852185717523e-01,
+	-4.836354209718988e-01,
+	-4.830854324786209e-01,
+	-4.825352533090020e-01,
+	-4.819848836802008e-01,
+	-4.814343238094510e-01,
+	-4.808835739140614e-01,
+	-4.803326342114159e-01,
+	-4.797815049189733e-01,
+	-4.792301862542671e-01,
+	-4.786786784349058e-01,
+	-4.781269816785723e-01,
+	-4.775750962030242e-01,
+	-4.770230222260937e-01,
+	-4.764707599656872e-01,
+	-4.759183096397854e-01,
+	-4.753656714664434e-01,
+	-4.748128456637905e-01,
+	-4.742598324500297e-01,
+	-4.737066320434383e-01,
+	-4.731532446623675e-01,
+	-4.725996705252420e-01,
+	-4.720459098505606e-01,
+	-4.714919628568953e-01,
+	-4.709378297628920e-01,
+	-4.703835107872699e-01,
+	-4.698290061488216e-01,
+	-4.692743160664130e-01,
+	-4.687194407589831e-01,
+	-4.681643804455442e-01,
+	-4.676091353451814e-01,
+	-4.670537056770528e-01,
+	-4.664980916603896e-01,
+	-4.659422935144953e-01,
+	-4.653863114587464e-01,
+	-4.648301457125920e-01,
+	-4.642737964955536e-01,
+	-4.637172640272250e-01,
+	-4.631605485272727e-01,
+	-4.626036502154350e-01,
+	-4.620465693115227e-01,
+	-4.614893060354185e-01,
+	-4.609318606070772e-01,
+	-4.603742332465253e-01,
+	-4.598164241738612e-01,
+	-4.592584336092552e-01,
+	-4.587002617729490e-01,
+	-4.581419088852559e-01,
+	-4.575833751665608e-01,
+	-4.570246608373198e-01,
+	-4.564657661180604e-01,
+	-4.559066912293812e-01,
+	-4.553474363919521e-01,
+	-4.547880018265137e-01,
+	-4.542283877538780e-01,
+	-4.536685943949274e-01,
+	-4.531086219706154e-01,
+	-4.525484707019658e-01,
+	-4.519881408100735e-01,
+	-4.514276325161035e-01,
+	-4.508669460412913e-01,
+	-4.503060816069429e-01,
+	-4.497450394344343e-01,
+	-4.491838197452119e-01,
+	-4.486224227607920e-01,
+	-4.480608487027609e-01,
+	-4.474990977927747e-01,
+	-4.469371702525596e-01,
+	-4.463750663039112e-01,
+	-4.458127861686950e-01,
+	-4.452503300688457e-01,
+	-4.446876982263679e-01,
+	-4.441248908633351e-01,
+	-4.435619082018905e-01,
+	-4.429987504642461e-01,
+	-4.424354178726833e-01,
+	-4.418719106495524e-01,
+	-4.413082290172728e-01,
+	-4.407443731983323e-01,
+	-4.401803434152879e-01,
+	-4.396161398907650e-01,
+	-4.390517628474578e-01,
+	-4.384872125081288e-01,
+	-4.379224890956089e-01,
+	-4.373575928327976e-01,
+	-4.367925239426621e-01,
+	-4.362272826482382e-01,
+	-4.356618691726297e-01,
+	-4.350962837390080e-01,
+	-4.345305265706128e-01,
+	-4.339645978907513e-01,
+	-4.333984979227986e-01,
+	-4.328322268901973e-01,
+	-4.322657850164574e-01,
+	-4.316991725251567e-01,
+	-4.311323896399398e-01,
+	-4.305654365845192e-01,
+	-4.299983135826739e-01,
+	-4.294310208582506e-01,
+	-4.288635586351625e-01,
+	-4.282959271373900e-01,
+	-4.277281265889801e-01,
+	-4.271601572140468e-01,
+	-4.265920192367705e-01,
+	-4.260237128813982e-01,
+	-4.254552383722434e-01,
+	-4.248865959336860e-01,
+	-4.243177857901721e-01,
+	-4.237488081662140e-01,
+	-4.231796632863901e-01,
+	-4.226103513753450e-01,
+	-4.220408726577890e-01,
+	-4.214712273584983e-01,
+	-4.209014157023149e-01,
+	-4.203314379141465e-01,
+	-4.197612942189661e-01,
+	-4.191909848418127e-01,
+	-4.186205100077901e-01,
+	-4.180498699420678e-01,
+	-4.174790648698805e-01,
+	-4.169080950165278e-01,
+	-4.163369606073745e-01,
+	-4.157656618678505e-01,
+	-4.151941990234502e-01,
+	-4.146225722997330e-01,
+	-4.140507819223230e-01,
+	-4.134788281169088e-01,
+	-4.129067111092437e-01,
+	-4.123344311251451e-01,
+	-4.117619883904949e-01,
+	-4.111893831312393e-01,
+	-4.106166155733886e-01,
+	-4.100436859430170e-01,
+	-4.094705944662630e-01,
+	-4.088973413693288e-01,
+	-4.083239268784802e-01,
+	-4.077503512200470e-01,
+	-4.071766146204225e-01,
+	-4.066027173060636e-01,
+	-4.060286595034905e-01,
+	-4.054544414392868e-01,
+	-4.048800633400993e-01,
+	-4.043055254326381e-01,
+	-4.037308279436764e-01,
+	-4.031559711000502e-01,
+	-4.025809551286585e-01,
+	-4.020057802564631e-01,
+	-4.014304467104886e-01,
+	-4.008549547178221e-01,
+	-4.002793045056132e-01,
+	-3.997034963010742e-01,
+	-3.991275303314794e-01,
+	-3.985514068241658e-01,
+	-3.979751260065323e-01,
+	-3.973986881060398e-01,
+	-3.968220933502115e-01,
+	-3.962453419666324e-01,
+	-3.956684341829491e-01,
+	-3.950913702268702e-01,
+	-3.945141503261658e-01,
+	-3.939367747086678e-01,
+	-3.933592436022691e-01,
+	-3.927815572349245e-01,
+	-3.922037158346496e-01,
+	-3.916257196295216e-01,
+	-3.910475688476785e-01,
+	-3.904692637173194e-01,
+	-3.898908044667045e-01,
+	-3.893121913241546e-01,
+	-3.887334245180513e-01,
+	-3.881545042768368e-01,
+	-3.875754308290142e-01,
+	-3.869962044031466e-01,
+	-3.864168252278578e-01,
+	-3.858372935318317e-01,
+	-3.852576095438124e-01,
+	-3.846777734926045e-01,
+	-3.840977856070720e-01,
+	-3.835176461161394e-01,
+	-3.829373552487905e-01,
+	-3.823569132340694e-01,
+	-3.817763203010794e-01,
+	-3.811955766789837e-01,
+	-3.806146825970048e-01,
+	-3.800336382844246e-01,
+	-3.794524439705843e-01,
+	-3.788710998848843e-01,
+	-3.782896062567843e-01,
+	-3.777079633158028e-01,
+	-3.771261712915172e-01,
+	-3.765442304135639e-01,
+	-3.759621409116380e-01,
+	-3.753799030154933e-01,
+	-3.747975169549422e-01,
+	-3.742149829598554e-01,
+	-3.736323012601622e-01,
+	-3.730494720858499e-01,
+	-3.724664956669645e-01,
+	-3.718833722336097e-01,
+	-3.713001020159473e-01,
+	-3.707166852441972e-01,
+	-3.701331221486370e-01,
+	-3.695494129596021e-01,
+	-3.689655579074856e-01,
+	-3.683815572227381e-01,
+	-3.677974111358678e-01,
+	-3.672131198774400e-01,
+	-3.666286836780777e-01,
+	-3.660441027684609e-01,
+	-3.654593773793267e-01,
+	-3.648745077414691e-01,
+	-3.642894940857395e-01,
+	-3.637043366430457e-01,
+	-3.631190356443523e-01,
+	-3.625335913206808e-01,
+	-3.619480039031091e-01,
+	-3.613622736227716e-01,
+	-3.607764007108590e-01,
+	-3.601903853986186e-01,
+	-3.596042279173535e-01,
+	-3.590179284984233e-01,
+	-3.584314873732433e-01,
+	-3.578449047732848e-01,
+	-3.572581809300753e-01,
+	-3.566713160751975e-01,
+	-3.560843104402901e-01,
+	-3.554971642570473e-01,
+	-3.549098777572188e-01,
+	-3.543224511726095e-01,
+	-3.537348847350800e-01,
+	-3.531471786765455e-01,
+	-3.525593332289770e-01,
+	-3.519713486243999e-01,
+	-3.513832250948949e-01,
+	-3.507949628725975e-01,
+	-3.502065621896977e-01,
+	-3.496180232784404e-01,
+	-3.490293463711250e-01,
+	-3.484405317001054e-01,
+	-3.478515794977896e-01,
+	-3.472624899966404e-01,
+	-3.466732634291743e-01,
+	-3.460839000279621e-01,
+	-3.454944000256288e-01,
+	-3.449047636548529e-01,
+	-3.443149911483671e-01,
+	-3.437250827389576e-01,
+	-3.431350386594643e-01,
+	-3.425448591427808e-01,
+	-3.419545444218540e-01,
+	-3.413640947296842e-01,
+	-3.407735102993249e-01,
+	-3.401827913638829e-01,
+	-3.395919381565181e-01,
+	-3.390009509104432e-01,
+	-3.384098298589241e-01,
+	-3.378185752352794e-01,
+	-3.372271872728802e-01,
+	-3.366356662051505e-01,
+	-3.360440122655668e-01,
+	-3.354522256876579e-01,
+	-3.348603067050052e-01,
+	-3.342682555512420e-01,
+	-3.336760724600542e-01,
+	-3.330837576651794e-01,
+	-3.324913114004074e-01,
+	-3.318987338995799e-01,
+	-3.313060253965902e-01,
+	-3.307131861253835e-01,
+	-3.301202163199566e-01,
+	-3.295271162143577e-01,
+	-3.289338860426865e-01,
+	-3.283405260390941e-01,
+	-3.277470364377827e-01,
+	-3.271534174730059e-01,
+	-3.265596693790682e-01,
+	-3.259657923903248e-01,
+	-3.253717867411823e-01,
+	-3.247776526660978e-01,
+	-3.241833903995791e-01,
+	-3.235890001761845e-01,
+	-3.229944822305231e-01,
+	-3.223998367972541e-01,
+	-3.218050641110873e-01,
+	-3.212101644067824e-01,
+	-3.206151379191496e-01,
+	-3.200199848830488e-01,
+	-3.194247055333901e-01,
+	-3.188293001051334e-01,
+	-3.182337688332882e-01,
+	-3.176381119529139e-01,
+	-3.170423296991194e-01,
+	-3.164464223070629e-01,
+	-3.158503900119524e-01,
+	-3.152542330490448e-01,
+	-3.146579516536464e-01,
+	-3.140615460611125e-01,
+	-3.134650165068477e-01,
+	-3.128683632263051e-01,
+	-3.122715864549870e-01,
+	-3.116746864284443e-01,
+	-3.110776633822765e-01,
+	-3.104805175521317e-01,
+	-3.098832491737066e-01,
+	-3.092858584827460e-01,
+	-3.086883457150432e-01,
+	-3.080907111064396e-01,
+	-3.074929548928247e-01,
+	-3.068950773101359e-01,
+	-3.062970785943588e-01,
+	-3.056989589815264e-01,
+	-3.051007187077198e-01,
+	-3.045023580090675e-01,
+	-3.039038771217455e-01,
+	-3.033052762819775e-01,
+	-3.027065557260343e-01,
+	-3.021077156902339e-01,
+	-3.015087564109418e-01,
+	-3.009096781245702e-01,
+	-3.003104810675785e-01,
+	-2.997111654764728e-01,
+	-2.991117315878063e-01,
+	-2.985121796381784e-01,
+	-2.979125098642357e-01,
+	-2.973127225026708e-01,
+	-2.967128177902228e-01,
+	-2.961127959636775e-01,
+	-2.955126572598665e-01,
+	-2.949124019156676e-01,
+	-2.943120301680048e-01,
+	-2.937115422538479e-01,
+	-2.931109384102127e-01,
+	-2.925102188741607e-01,
+	-2.919093838827990e-01,
+	-2.913084336732802e-01,
+	-2.907073684828025e-01,
+	-2.901061885486096e-01,
+	-2.895048941079904e-01,
+	-2.889034853982787e-01,
+	-2.883019626568538e-01,
+	-2.877003261211399e-01,
+	-2.870985760286060e-01,
+	-2.864967126167661e-01,
+	-2.858947361231787e-01,
+	-2.852926467854472e-01,
+	-2.846904448412193e-01,
+	-2.840881305281873e-01,
+	-2.834857040840878e-01,
+	-2.828831657467016e-01,
+	-2.822805157538538e-01,
+	-2.816777543434135e-01,
+	-2.810748817532938e-01,
+	-2.804718982214515e-01,
+	-2.798688039858875e-01,
+	-2.792655992846462e-01,
+	-2.786622843558156e-01,
+	-2.780588594375273e-01,
+	-2.774553247679563e-01,
+	-2.768516805853207e-01,
+	-2.762479271278823e-01,
+	-2.756440646339455e-01,
+	-2.750400933418580e-01,
+	-2.744360134900106e-01,
+	-2.738318253168366e-01,
+	-2.732275290608123e-01,
+	-2.726231249604565e-01,
+	-2.720186132543307e-01,
+	-2.714139941810390e-01,
+	-2.708092679792274e-01,
+	-2.702044348875846e-01,
+	-2.695994951448415e-01,
+	-2.689944489897708e-01,
+	-2.683892966611875e-01,
+	-2.677840383979483e-01,
+	-2.671786744389519e-01,
+	-2.665732050231385e-01,
+	-2.659676303894901e-01,
+	-2.653619507770301e-01,
+	-2.647561664248235e-01,
+	-2.641502775719764e-01,
+	-2.635442844576364e-01,
+	-2.629381873209923e-01,
+	-2.623319864012735e-01,
+	-2.617256819377508e-01,
+	-2.611192741697358e-01,
+	-2.605127633365807e-01,
+	-2.599061496776786e-01,
+	-2.592994334324629e-01,
+	-2.586926148404078e-01,
+	-2.580856941410278e-01,
+	-2.574786715738777e-01,
+	-2.568715473785522e-01,
+	-2.562643217946867e-01,
+	-2.556569950619562e-01,
+	-2.550495674200757e-01,
+	-2.544420391088000e-01,
+	-2.538344103679238e-01,
+	-2.532266814372813e-01,
+	-2.526188525567463e-01,
+	-2.520109239662320e-01,
+	-2.514028959056910e-01,
+	-2.507947686151152e-01,
+	-2.501865423345355e-01,
+	-2.495782173040221e-01,
+	-2.489697937636840e-01,
+	-2.483612719536691e-01,
+	-2.477526521141643e-01,
+	-2.471439344853948e-01,
+	-2.465351193076248e-01,
+	-2.459262068211568e-01,
+	-2.453171972663317e-01,
+	-2.447080908835287e-01,
+	-2.440988879131654e-01,
+	-2.434895885956973e-01,
+	-2.428801931716180e-01,
+	-2.422707018814591e-01,
+	-2.416611149657900e-01,
+	-2.410514326652178e-01,
+	-2.404416552203874e-01,
+	-2.398317828719809e-01,
+	-2.392218158607183e-01,
+	-2.386117544273567e-01,
+	-2.380015988126906e-01,
+	-2.373913492575514e-01,
+	-2.367810060028080e-01,
+	-2.361705692893660e-01,
+	-2.355600393581680e-01,
+	-2.349494164501932e-01,
+	-2.343387008064578e-01,
+	-2.337278926680144e-01,
+	-2.331169922759521e-01,
+	-2.325059998713966e-01,
+	-2.318949156955097e-01,
+	-2.312837399894895e-01,
+	-2.306724729945703e-01,
+	-2.300611149520223e-01,
+	-2.294496661031518e-01,
+	-2.288381266893008e-01,
+	-2.282264969518471e-01,
+	-2.276147771322042e-01,
+	-2.270029674718210e-01,
+	-2.263910682121820e-01,
+	-2.257790795948071e-01,
+	-2.251670018612513e-01,
+	-2.245548352531050e-01,
+	-2.239425800119934e-01,
+	-2.233302363795770e-01,
+	-2.227178045975509e-01,
+	-2.221052849076452e-01,
+	-2.214926775516246e-01,
+	-2.208799827712883e-01,
+	-2.202672008084703e-01,
+	-2.196543319050388e-01,
+	-2.190413763028963e-01,
+	-2.184283342439796e-01,
+	-2.178152059702597e-01,
+	-2.172019917237413e-01,
+	-2.165886917464634e-01,
+	-2.159753062804987e-01,
+	-2.153618355679537e-01,
+	-2.147482798509684e-01,
+	-2.141346393717165e-01,
+	-2.135209143724050e-01,
+	-2.129071050952745e-01,
+	-2.122932117825986e-01,
+	-2.116792346766842e-01,
+	-2.110651740198714e-01,
+	-2.104510300545331e-01,
+	-2.098368030230750e-01,
+	-2.092224931679358e-01,
+	-2.086081007315869e-01,
+	-2.079936259565321e-01,
+	-2.073790690853077e-01,
+	-2.067644303604827e-01,
+	-2.061497100246581e-01,
+	-2.055349083204673e-01,
+	-2.049200254905756e-01,
+	-2.043050617776806e-01,
+	-2.036900174245117e-01,
+	-2.030748926738300e-01,
+	-2.024596877684285e-01,
+	-2.018444029511318e-01,
+	-2.012290384647960e-01,
+	-2.006135945523087e-01,
+	-1.999980714565888e-01,
+	-1.993824694205865e-01,
+	-1.987667886872831e-01,
+	-1.981510294996911e-01,
+	-1.975351921008537e-01,
+	-1.969192767338453e-01,
+	-1.963032836417708e-01,
+	-1.956872130677660e-01,
+	-1.950710652549970e-01,
+	-1.944548404466606e-01,
+	-1.938385388859841e-01,
+	-1.932221608162248e-01,
+	-1.926057064806704e-01,
+	-1.919891761226387e-01,
+	-1.913725699854772e-01,
+	-1.907558883125638e-01,
+	-1.901391313473060e-01,
+	-1.895222993331408e-01,
+	-1.889053925135351e-01,
+	-1.882884111319853e-01,
+	-1.876713554320172e-01,
+	-1.870542256571857e-01,
+	-1.864370220510753e-01,
+	-1.858197448572995e-01,
+	-1.852023943195007e-01,
+	-1.845849706813505e-01,
+	-1.839674741865493e-01,
+	-1.833499050788260e-01,
+	-1.827322636019384e-01,
+	-1.821145499996729e-01,
+	-1.814967645158442e-01,
+	-1.808789073942955e-01,
+	-1.802609788788982e-01,
+	-1.796429792135519e-01,
+	-1.790249086421843e-01,
+	-1.784067674087512e-01,
+	-1.777885557572360e-01,
+	-1.771702739316501e-01,
+	-1.765519221760326e-01,
+	-1.759335007344502e-01,
+	-1.753150098509970e-01,
+	-1.746964497697946e-01,
+	-1.740778207349920e-01,
+	-1.734591229907651e-01,
+	-1.728403567813172e-01,
+	-1.722215223508787e-01,
+	-1.716026199437066e-01,
+	-1.709836498040850e-01,
+	-1.703646121763246e-01,
+	-1.697455073047628e-01,
+	-1.691263354337635e-01,
+	-1.685070968077171e-01,
+	-1.678877916710403e-01,
+	-1.672684202681761e-01,
+	-1.666489828435936e-01,
+	-1.660294796417880e-01,
+	-1.654099109072804e-01,
+	-1.647902768846179e-01,
+	-1.641705778183732e-01,
+	-1.635508139531447e-01,
+	-1.629309855335566e-01,
+	-1.623110928042583e-01,
+	-1.616911360099247e-01,
+	-1.610711153952561e-01,
+	-1.604510312049777e-01,
+	-1.598308836838400e-01,
+	-1.592106730766186e-01,
+	-1.585903996281137e-01,
+	-1.579700635831505e-01,
+	-1.573496651865790e-01,
+	-1.567292046832735e-01,
+	-1.561086823181331e-01,
+	-1.554880983360812e-01,
+	-1.548674529820656e-01,
+	-1.542467465010582e-01,
+	-1.536259791380550e-01,
+	-1.530051511380763e-01,
+	-1.523842627461660e-01,
+	-1.517633142073921e-01,
+	-1.511423057668461e-01,
+	-1.505212376696433e-01,
+	-1.499001101609227e-01,
+	-1.492789234858463e-01,
+	-1.486576778895999e-01,
+	-1.480363736173924e-01,
+	-1.474150109144557e-01,
+	-1.467935900260450e-01,
+	-1.461721111974383e-01,
+	-1.455505746739366e-01,
+	-1.449289807008636e-01,
+	-1.443073295235656e-01,
+	-1.436856213874117e-01,
+	-1.430638565377932e-01,
+	-1.424420352201241e-01,
+	-1.418201576798404e-01,
+	-1.411982241624004e-01,
+	-1.405762349132846e-01,
+	-1.399541901779953e-01,
+	-1.393320902020569e-01,
+	-1.387099352310154e-01,
+	-1.380877255104387e-01,
+	-1.374654612859161e-01,
+	-1.368431428030587e-01,
+	-1.362207703074988e-01,
+	-1.355983440448900e-01,
+	-1.349758642609073e-01,
+	-1.343533312012466e-01,
+	-1.337307451116251e-01,
+	-1.331081062377806e-01,
+	-1.324854148254720e-01,
+	-1.318626711204789e-01,
+	-1.312398753686014e-01,
+	-1.306170278156603e-01,
+	-1.299941287074967e-01,
+	-1.293711782899723e-01,
+	-1.287481768089687e-01,
+	-1.281251245103878e-01,
+	-1.275020216401518e-01,
+	-1.268788684442025e-01,
+	-1.262556651685018e-01,
+	-1.256324120590313e-01,
+	-1.250091093617921e-01,
+	-1.243857573228051e-01,
+	-1.237623561881107e-01,
+	-1.231389062037685e-01,
+	-1.225154076158575e-01,
+	-1.218918606704758e-01,
+	-1.212682656137407e-01,
+	-1.206446226917883e-01,
+	-1.200209321507738e-01,
+	-1.193971942368711e-01,
+	-1.187734091962729e-01,
+	-1.181495772751902e-01,
+	-1.175256987198529e-01,
+	-1.169017737765091e-01,
+	-1.162778026914251e-01,
+	-1.156537857108857e-01,
+	-1.150297230811936e-01,
+	-1.144056150486695e-01,
+	-1.137814618596522e-01,
+	-1.131572637604982e-01,
+	-1.125330209975817e-01,
+	-1.119087338172946e-01,
+	-1.112844024660463e-01,
+	-1.106600271902637e-01,
+	-1.100356082363909e-01,
+	-1.094111458508894e-01,
+	-1.087866402802377e-01,
+	-1.081620917709314e-01,
+	-1.075375005694832e-01,
+	-1.069128669224222e-01,
+	-1.062881910762949e-01,
+	-1.056634732776639e-01,
+	-1.050387137731086e-01,
+	-1.044139128092250e-01,
+	-1.037890706326250e-01,
+	-1.031641874899374e-01,
+	-1.025392636278066e-01,
+	-1.019142992928934e-01,
+	-1.012892947318745e-01,
+	-1.006642501914424e-01,
+	-1.000391659183055e-01,
+	-9.941404215918778e-02,
+	-9.878887916082889e-02,
+	-9.816367716998389e-02,
+	-9.753843643342330e-02,
+	-9.691315719793289e-02,
+	-9.628783971031363e-02,
+	-9.566248421738159e-02,
+	-9.503709096596787e-02,
+	-9.441166020291843e-02,
+	-9.378619217509405e-02,
+	-9.316068712937026e-02,
+	-9.253514531263712e-02,
+	-9.190956697179929e-02,
+	-9.128395235377577e-02,
+	-9.065830170549993e-02,
+	-9.003261527391936e-02,
+	-8.940689330599573e-02,
+	-8.878113604870479e-02,
+	-8.815534374903618e-02,
+	-8.752951665399340e-02,
+	-8.690365501059365e-02,
+	-8.627775906586781e-02,
+	-8.565182906686025e-02,
+	-8.502586526062883e-02,
+	-8.439986789424472e-02,
+	-8.377383721479235e-02,
+	-8.314777346936929e-02,
+	-8.252167690508617e-02,
+	-8.189554776906657e-02,
+	-8.126938630844693e-02,
+	-8.064319277037646e-02,
+	-8.001696740201698e-02,
+	-7.939071045054294e-02,
+	-7.876442216314122e-02,
+	-7.813810278701108e-02,
+	-7.751175256936403e-02,
+	-7.688537175742378e-02,
+	-7.625896059842611e-02,
+	-7.563251933961877e-02,
+	-7.500604822826139e-02,
+	-7.437954751162539e-02,
+	-7.375301743699386e-02,
+	-7.312645825166150e-02,
+	-7.249987020293450e-02,
+	-7.187325353813041e-02,
+	-7.124660850457812e-02,
+	-7.061993534961768e-02,
+	-6.999323432060024e-02,
+	-6.936650566488800e-02,
+	-6.873974962985402e-02,
+	-6.811296646288217e-02,
+	-6.748615641136703e-02,
+	-6.685931972271382e-02,
+	-6.623245664433823e-02,
+	-6.560556742366640e-02,
+	-6.497865230813477e-02,
+	-6.435171154519001e-02,
+	-6.372474538228892e-02,
+	-6.309775406689830e-02,
+	-6.247073784649491e-02,
+	-6.184369696856531e-02,
+	-6.121663168060581e-02,
+	-6.058954223012235e-02,
+	-5.996242886463042e-02,
+	-5.933529183165492e-02,
+	-5.870813137873013e-02,
+	-5.808094775339953e-02,
+	-5.745374120321579e-02,
+	-5.682651197574060e-02,
+	-5.619926031854460e-02,
+	-5.557198647920731e-02,
+	-5.494469070531697e-02,
+	-5.431737324447051e-02,
+	-5.369003434427339e-02,
+	-5.306267425233957e-02,
+	-5.243529321629133e-02,
+	-5.180789148375924e-02,
+	-5.118046930238206e-02,
+	-5.055302691980657e-02,
+	-4.992556458368757e-02,
+	-4.929808254168772e-02,
+	-4.867058104147744e-02,
+	-4.804306033073485e-02,
+	-4.741552065714567e-02,
+	-4.678796226840307e-02,
+	-4.616038541220761e-02,
+	-4.553279033626717e-02,
+	-4.490517728829679e-02,
+	-4.427754651601860e-02,
+	-4.364989826716178e-02,
+	-4.302223278946233e-02,
+	-4.239455033066311e-02,
+	-4.176685113851366e-02,
+	-4.113913546077012e-02,
+	-4.051140354519515e-02,
+	-3.988365563955780e-02,
+	-3.925589199163346e-02,
+	-3.862811284920371e-02,
+	-3.800031846005626e-02,
+	-3.737250907198482e-02,
+	-3.674468493278903e-02,
+	-3.611684629027438e-02,
+	-3.548899339225203e-02,
+	-3.486112648653879e-02,
+	-3.423324582095703e-02,
+	-3.360535164333452e-02,
+	-3.297744420150435e-02,
+	-3.234952374330488e-02,
+	-3.172159051657959e-02,
+	-3.109364476917699e-02,
+	-3.046568674895055e-02,
+	-2.983771670375859e-02,
+	-2.920973488146414e-02,
+	-2.858174152993492e-02,
+	-2.795373689704318e-02,
+	-2.732572123066561e-02,
+	-2.669769477868329e-02,
+	-2.606965778898153e-02,
+	-2.544161050944981e-02,
+	-2.481355318798166e-02,
+	-2.418548607247460e-02,
+	-2.355740941082998e-02,
+	-2.292932345095293e-02,
+	-2.230122844075228e-02,
+	-2.167312462814039e-02,
+	-2.104501226103312e-02,
+	-2.041689158734970e-02,
+	-1.978876285501262e-02,
+	-1.916062631194759e-02,
+	-1.853248220608338e-02,
+	-1.790433078535173e-02,
+	-1.727617229768730e-02,
+	-1.664800699102751e-02,
+	-1.601983511331249e-02,
+	-1.539165691248496e-02,
+	-1.476347263649013e-02,
+	-1.413528253327562e-02,
+	-1.350708685079133e-02,
+	-1.287888583698938e-02,
+	-1.225067973982399e-02,
+	-1.162246880725138e-02,
+	-1.099425328722969e-02,
+	-1.036603342771885e-02,
+	-9.737809476680528e-03,
+	-9.109581682077993e-03,
+	-8.481350291876036e-03,
+	-7.853115554040859e-03,
+	-7.224877716539998e-03,
+	-6.596637027342201e-03,
+	-5.968393734417347e-03,
+	-5.340148085736343e-03,
+	-4.711900329271026e-03,
+	-4.083650712994060e-03,
+	-3.455399484878849e-03,
+	-2.827146892899431e-03,
+	-2.198893185030383e-03,
+	-1.570638609246720e-03,
+	-9.423834135238031e-04,
+	-3.141278458372346e-04,
+	 3.141278458372346e-04,
+	 9.423834135238031e-04,
+	 1.570638609246720e-03,
+	 2.198893185030383e-03,
+	 2.827146892899431e-03,
+	 3.455399484878849e-03,
+	 4.083650712994060e-03,
+	 4.711900329271026e-03,
+	 5.340148085736343e-03,
+	 5.968393734417347e-03,
+	 6.596637027342201e-03,
+	 7.224877716539998e-03,
+	 7.853115554040859e-03,
+	 8.481350291876036e-03,
+	 9.109581682077993e-03,
+	 9.737809476680528e-03,
+	 1.036603342771885e-02,
+	 1.099425328722969e-02,
+	 1.162246880725138e-02,
+	 1.225067973982399e-02,
+	 1.287888583698938e-02,
+	 1.350708685079133e-02,
+	 1.413528253327562e-02,
+	 1.476347263649013e-02,
+	 1.539165691248496e-02,
+	 1.601983511331249e-02,
+	 1.664800699102751e-02,
+	 1.727617229768730e-02,
+	 1.790433078535173e-02,
+	 1.853248220608338e-02,
+	 1.916062631194759e-02,
+	 1.978876285501262e-02,
+	 2.041689158734970e-02,
+	 2.104501226103312e-02,
+	 2.167312462814039e-02,
+	 2.230122844075228e-02,
+	 2.292932345095293e-02,
+	 2.355740941082998e-02,
+	 2.418548607247460e-02,
+	 2.481355318798166e-02,
+	 2.544161050944981e-02,
+	 2.606965778898153e-02,
+	 2.669769477868329e-02,
+	 2.732572123066561e-02,
+	 2.795373689704318e-02,
+	 2.858174152993492e-02,
+	 2.920973488146414e-02,
+	 2.983771670375859e-02,
+	 3.046568674895055e-02,
+	 3.109364476917699e-02,
+	 3.172159051657959e-02,
+	 3.234952374330488e-02,
+	 3.297744420150435e-02,
+	 3.360535164333452e-02,
+	 3.423324582095703e-02,
+	 3.486112648653879e-02,
+	 3.548899339225203e-02,
+	 3.611684629027438e-02,
+	 3.674468493278903e-02,
+	 3.737250907198482e-02,
+	 3.800031846005626e-02,
+	 3.862811284920371e-02,
+	 3.925589199163346e-02,
+	 3.988365563955780e-02,
+	 4.051140354519515e-02,
+	 4.113913546077012e-02,
+	 4.176685113851366e-02,
+	 4.239455033066311e-02,
+	 4.302223278946233e-02,
+	 4.364989826716178e-02,
+	 4.427754651601860e-02,
+	 4.490517728829679e-02,
+	 4.553279033626717e-02,
+	 4.616038541220761e-02,
+	 4.678796226840307e-02,
+	 4.741552065714567e-02,
+	 4.804306033073485e-02,
+	 4.867058104147744e-02,
+	 4.929808254168772e-02,
+	 4.992556458368757e-02,
+	 5.055302691980657e-02,
+	 5.118046930238206e-02,
+	 5.180789148375924e-02,
+	 5.243529321629133e-02,
+	 5.306267425233957e-02,
+	 5.369003434427339e-02,
+	 5.431737324447051e-02,
+	 5.494469070531697e-02,
+	 5.557198647920731e-02,
+	 5.619926031854460e-02,
+	 5.682651197574060e-02,
+	 5.745374120321579e-02,
+	 5.808094775339953e-02,
+	 5.870813137873013e-02,
+	 5.933529183165492e-02,
+	 5.996242886463042e-02,
+	 6.058954223012235e-02,
+	 6.121663168060581e-02,
+	 6.184369696856531e-02,
+	 6.247073784649491e-02,
+	 6.309775406689830e-02,
+	 6.372474538228892e-02,
+	 6.435171154519001e-02,
+	 6.497865230813477e-02,
+	 6.560556742366640e-02,
+	 6.623245664433823e-02,
+	 6.685931972271382e-02,
+	 6.748615641136703e-02,
+	 6.811296646288217e-02,
+	 6.873974962985402e-02,
+	 6.936650566488800e-02,
+	 6.999323432060024e-02,
+	 7.061993534961768e-02,
+	 7.124660850457812e-02,
+	 7.187325353813041e-02,
+	 7.249987020293450e-02,
+	 7.312645825166150e-02,
+	 7.375301743699386e-02,
+	 7.437954751162539e-02,
+	 7.500604822826139e-02,
+	 7.563251933961877e-02,
+	 7.625896059842611e-02,
+	 7.688537175742378e-02,
+	 7.751175256936403e-02,
+	 7.813810278701108e-02,
+	 7.876442216314122e-02,
+	 7.939071045054294e-02,
+	 8.001696740201698e-02,
+	 8.064319277037646e-02,
+	 8.126938630844693e-02,
+	 8.189554776906657e-02,
+	 8.252167690508617e-02,
+	 8.314777346936929e-02,
+	 8.377383721479235e-02,
+	 8.439986789424472e-02,
+	 8.502586526062883e-02,
+	 8.565182906686025e-02,
+	 8.627775906586781e-02,
+	 8.690365501059365e-02,
+	 8.752951665399340e-02,
+	 8.815534374903618e-02,
+	 8.878113604870479e-02,
+	 8.940689330599573e-02,
+	 9.003261527391936e-02,
+	 9.065830170549993e-02,
+	 9.128395235377577e-02,
+	 9.190956697179929e-02,
+	 9.253514531263712e-02,
+	 9.316068712937026e-02,
+	 9.378619217509405e-02,
+	 9.441166020291843e-02,
+	 9.503709096596787e-02,
+	 9.566248421738159e-02,
+	 9.628783971031363e-02,
+	 9.691315719793289e-02,
+	 9.753843643342330e-02,
+	 9.816367716998389e-02,
+	 9.878887916082889e-02,
+	 9.941404215918778e-02,
+	 1.000391659183055e-01,
+	 1.006642501914424e-01,
+	 1.012892947318745e-01,
+	 1.019142992928934e-01,
+	 1.025392636278066e-01,
+	 1.031641874899374e-01,
+	 1.037890706326250e-01,
+	 1.044139128092250e-01,
+	 1.050387137731086e-01,
+	 1.056634732776639e-01,
+	 1.062881910762949e-01,
+	 1.069128669224222e-01,
+	 1.075375005694832e-01,
+	 1.081620917709314e-01,
+	 1.087866402802377e-01,
+	 1.094111458508894e-01,
+	 1.100356082363909e-01,
+	 1.106600271902637e-01,
+	 1.112844024660463e-01,
+	 1.119087338172946e-01,
+	 1.125330209975817e-01,
+	 1.131572637604982e-01,
+	 1.137814618596522e-01,
+	 1.144056150486695e-01,
+	 1.150297230811936e-01,
+	 1.156537857108857e-01,
+	 1.162778026914251e-01,
+	 1.169017737765091e-01,
+	 1.175256987198529e-01,
+	 1.181495772751902e-01,
+	 1.187734091962729e-01,
+	 1.193971942368711e-01,
+	 1.200209321507738e-01,
+	 1.206446226917883e-01,
+	 1.212682656137407e-01,
+	 1.218918606704758e-01,
+	 1.225154076158575e-01,
+	 1.231389062037685e-01,
+	 1.237623561881107e-01,
+	 1.243857573228051e-01,
+	 1.250091093617921e-01,
+	 1.256324120590313e-01,
+	 1.262556651685018e-01,
+	 1.268788684442025e-01,
+	 1.275020216401518e-01,
+	 1.281251245103878e-01,
+	 1.287481768089687e-01,
+	 1.293711782899723e-01,
+	 1.299941287074967e-01,
+	 1.306170278156603e-01,
+	 1.312398753686014e-01,
+	 1.318626711204789e-01,
+	 1.324854148254720e-01,
+	 1.331081062377806e-01,
+	 1.337307451116251e-01,
+	 1.343533312012466e-01,
+	 1.349758642609073e-01,
+	 1.355983440448900e-01,
+	 1.362207703074988e-01,
+	 1.368431428030587e-01,
+	 1.374654612859161e-01,
+	 1.380877255104387e-01,
+	 1.387099352310154e-01,
+	 1.393320902020569e-01,
+	 1.399541901779953e-01,
+	 1.405762349132846e-01,
+	 1.411982241624004e-01,
+	 1.418201576798404e-01,
+	 1.424420352201241e-01,
+	 1.430638565377932e-01,
+	 1.436856213874117e-01,
+	 1.443073295235656e-01,
+	 1.449289807008636e-01,
+	 1.455505746739366e-01,
+	 1.461721111974383e-01,
+	 1.467935900260450e-01,
+	 1.474150109144557e-01,
+	 1.480363736173924e-01,
+	 1.486576778895999e-01,
+	 1.492789234858463e-01,
+	 1.499001101609227e-01,
+	 1.505212376696433e-01,
+	 1.511423057668461e-01,
+	 1.517633142073921e-01,
+	 1.523842627461660e-01,
+	 1.530051511380763e-01,
+	 1.536259791380550e-01,
+	 1.542467465010582e-01,
+	 1.548674529820656e-01,
+	 1.554880983360812e-01,
+	 1.561086823181331e-01,
+	 1.567292046832735e-01,
+	 1.573496651865790e-01,
+	 1.579700635831505e-01,
+	 1.585903996281137e-01,
+	 1.592106730766186e-01,
+	 1.598308836838400e-01,
+	 1.604510312049777e-01,
+	 1.610711153952561e-01,
+	 1.616911360099247e-01,
+	 1.623110928042583e-01,
+	 1.629309855335566e-01,
+	 1.635508139531447e-01,
+	 1.641705778183732e-01,
+	 1.647902768846179e-01,
+	 1.654099109072804e-01,
+	 1.660294796417880e-01,
+	 1.666489828435936e-01,
+	 1.672684202681761e-01,
+	 1.678877916710403e-01,
+	 1.685070968077171e-01,
+	 1.691263354337635e-01,
+	 1.697455073047628e-01,
+	 1.703646121763246e-01,
+	 1.709836498040850e-01,
+	 1.716026199437066e-01,
+	 1.722215223508787e-01,
+	 1.728403567813172e-01,
+	 1.734591229907651e-01,
+	 1.740778207349920e-01,
+	 1.746964497697946e-01,
+	 1.753150098509970e-01,
+	 1.759335007344502e-01,
+	 1.765519221760326e-01,
+	 1.771702739316501e-01,
+	 1.777885557572360e-01,
+	 1.784067674087512e-01,
+	 1.790249086421843e-01,
+	 1.796429792135519e-01,
+	 1.802609788788982e-01,
+	 1.808789073942955e-01,
+	 1.814967645158442e-01,
+	 1.821145499996729e-01,
+	 1.827322636019384e-01,
+	 1.833499050788260e-01,
+	 1.839674741865493e-01,
+	 1.845849706813505e-01,
+	 1.852023943195007e-01,
+	 1.858197448572995e-01,
+	 1.864370220510753e-01,
+	 1.870542256571857e-01,
+	 1.876713554320172e-01,
+	 1.882884111319853e-01,
+	 1.889053925135351e-01,
+	 1.895222993331408e-01,
+	 1.901391313473060e-01,
+	 1.907558883125638e-01,
+	 1.913725699854772e-01,
+	 1.919891761226387e-01,
+	 1.926057064806704e-01,
+	 1.932221608162248e-01,
+	 1.938385388859841e-01,
+	 1.944548404466606e-01,
+	 1.950710652549970e-01,
+	 1.956872130677660e-01,
+	 1.963032836417708e-01,
+	 1.969192767338453e-01,
+	 1.975351921008537e-01,
+	 1.981510294996911e-01,
+	 1.987667886872831e-01,
+	 1.993824694205865e-01,
+	 1.999980714565888e-01,
+	 2.006135945523087e-01,
+	 2.012290384647960e-01,
+	 2.018444029511318e-01,
+	 2.024596877684285e-01,
+	 2.030748926738300e-01,
+	 2.036900174245117e-01,
+	 2.043050617776806e-01,
+	 2.049200254905756e-01,
+	 2.055349083204673e-01,
+	 2.061497100246581e-01,
+	 2.067644303604827e-01,
+	 2.073790690853077e-01,
+	 2.079936259565321e-01,
+	 2.086081007315869e-01,
+	 2.092224931679358e-01,
+	 2.098368030230750e-01,
+	 2.104510300545331e-01,
+	 2.110651740198714e-01,
+	 2.116792346766842e-01,
+	 2.122932117825986e-01,
+	 2.129071050952745e-01,
+	 2.135209143724050e-01,
+	 2.141346393717165e-01,
+	 2.147482798509684e-01,
+	 2.153618355679537e-01,
+	 2.159753062804987e-01,
+	 2.165886917464634e-01,
+	 2.172019917237413e-01,
+	 2.178152059702597e-01,
+	 2.184283342439796e-01,
+	 2.190413763028963e-01,
+	 2.196543319050388e-01,
+	 2.202672008084703e-01,
+	 2.208799827712883e-01,
+	 2.214926775516246e-01,
+	 2.221052849076452e-01,
+	 2.227178045975509e-01,
+	 2.233302363795770e-01,
+	 2.239425800119934e-01,
+	 2.245548352531050e-01,
+	 2.251670018612513e-01,
+	 2.257790795948071e-01,
+	 2.263910682121820e-01,
+	 2.270029674718210e-01,
+	 2.276147771322042e-01,
+	 2.282264969518471e-01,
+	 2.288381266893008e-01,
+	 2.294496661031518e-01,
+	 2.300611149520223e-01,
+	 2.306724729945703e-01,
+	 2.312837399894895e-01,
+	 2.318949156955097e-01,
+	 2.325059998713966e-01,
+	 2.331169922759521e-01,
+	 2.337278926680144e-01,
+	 2.343387008064578e-01,
+	 2.349494164501932e-01,
+	 2.355600393581680e-01,
+	 2.361705692893660e-01,
+	 2.367810060028080e-01,
+	 2.373913492575514e-01,
+	 2.380015988126906e-01,
+	 2.386117544273567e-01,
+	 2.392218158607183e-01,
+	 2.398317828719809e-01,
+	 2.404416552203874e-01,
+	 2.410514326652178e-01,
+	 2.416611149657900e-01,
+	 2.422707018814591e-01,
+	 2.428801931716180e-01,
+	 2.434895885956973e-01,
+	 2.440988879131654e-01,
+	 2.447080908835287e-01,
+	 2.453171972663317e-01,
+	 2.459262068211568e-01,
+	 2.465351193076248e-01,
+	 2.471439344853948e-01,
+	 2.477526521141643e-01,
+	 2.483612719536691e-01,
+	 2.489697937636840e-01,
+	 2.495782173040221e-01,
+	 2.501865423345355e-01,
+	 2.507947686151152e-01,
+	 2.514028959056910e-01,
+	 2.520109239662320e-01,
+	 2.526188525567463e-01,
+	 2.532266814372813e-01,
+	 2.538344103679238e-01,
+	 2.544420391088000e-01,
+	 2.550495674200757e-01,
+	 2.556569950619562e-01,
+	 2.562643217946867e-01,
+	 2.568715473785522e-01,
+	 2.574786715738777e-01,
+	 2.580856941410278e-01,
+	 2.586926148404078e-01,
+	 2.592994334324629e-01,
+	 2.599061496776786e-01,
+	 2.605127633365807e-01,
+	 2.611192741697358e-01,
+	 2.617256819377508e-01,
+	 2.623319864012735e-01,
+	 2.629381873209923e-01,
+	 2.635442844576364e-01,
+	 2.641502775719764e-01,
+	 2.647561664248235e-01,
+	 2.653619507770301e-01,
+	 2.659676303894901e-01,
+	 2.665732050231385e-01,
+	 2.671786744389519e-01,
+	 2.677840383979483e-01,
+	 2.683892966611875e-01,
+	 2.689944489897708e-01,
+	 2.695994951448415e-01,
+	 2.702044348875846e-01,
+	 2.708092679792274e-01,
+	 2.714139941810390e-01,
+	 2.720186132543307e-01,
+	 2.726231249604565e-01,
+	 2.732275290608123e-01,
+	 2.738318253168366e-01,
+	 2.744360134900106e-01,
+	 2.750400933418580e-01,
+	 2.756440646339455e-01,
+	 2.762479271278823e-01,
+	 2.768516805853207e-01,
+	 2.774553247679563e-01,
+	 2.780588594375273e-01,
+	 2.786622843558156e-01,
+	 2.792655992846462e-01,
+	 2.798688039858875e-01,
+	 2.804718982214515e-01,
+	 2.810748817532938e-01,
+	 2.816777543434135e-01,
+	 2.822805157538538e-01,
+	 2.828831657467016e-01,
+	 2.834857040840878e-01,
+	 2.840881305281873e-01,
+	 2.846904448412193e-01,
+	 2.852926467854472e-01,
+	 2.858947361231787e-01,
+	 2.864967126167661e-01,
+	 2.870985760286060e-01,
+	 2.877003261211399e-01,
+	 2.883019626568538e-01,
+	 2.889034853982787e-01,
+	 2.895048941079904e-01,
+	 2.901061885486096e-01,
+	 2.907073684828025e-01,
+	 2.913084336732802e-01,
+	 2.919093838827990e-01,
+	 2.925102188741607e-01,
+	 2.931109384102127e-01,
+	 2.937115422538479e-01,
+	 2.943120301680048e-01,
+	 2.949124019156676e-01,
+	 2.955126572598665e-01,
+	 2.961127959636775e-01,
+	 2.967128177902228e-01,
+	 2.973127225026708e-01,
+	 2.979125098642357e-01,
+	 2.985121796381784e-01,
+	 2.991117315878063e-01,
+	 2.997111654764728e-01,
+	 3.003104810675785e-01,
+	 3.009096781245702e-01,
+	 3.015087564109418e-01,
+	 3.021077156902339e-01,
+	 3.027065557260343e-01,
+	 3.033052762819775e-01,
+	 3.039038771217455e-01,
+	 3.045023580090675e-01,
+	 3.051007187077198e-01,
+	 3.056989589815264e-01,
+	 3.062970785943588e-01,
+	 3.068950773101359e-01,
+	 3.074929548928247e-01,
+	 3.080907111064396e-01,
+	 3.086883457150432e-01,
+	 3.092858584827460e-01,
+	 3.098832491737066e-01,
+	 3.104805175521317e-01,
+	 3.110776633822765e-01,
+	 3.116746864284443e-01,
+	 3.122715864549870e-01,
+	 3.128683632263051e-01,
+	 3.134650165068477e-01,
+	 3.140615460611125e-01,
+	 3.146579516536464e-01,
+	 3.152542330490448e-01,
+	 3.158503900119524e-01,
+	 3.164464223070629e-01,
+	 3.170423296991194e-01,
+	 3.176381119529139e-01,
+	 3.182337688332882e-01,
+	 3.188293001051334e-01,
+	 3.194247055333901e-01,
+	 3.200199848830488e-01,
+	 3.206151379191496e-01,
+	 3.212101644067824e-01,
+	 3.218050641110873e-01,
+	 3.223998367972541e-01,
+	 3.229944822305231e-01,
+	 3.235890001761845e-01,
+	 3.241833903995791e-01,
+	 3.247776526660978e-01,
+	 3.253717867411823e-01,
+	 3.259657923903248e-01,
+	 3.265596693790682e-01,
+	 3.271534174730059e-01,
+	 3.277470364377827e-01,
+	 3.283405260390941e-01,
+	 3.289338860426865e-01,
+	 3.295271162143577e-01,
+	 3.301202163199566e-01,
+	 3.307131861253835e-01,
+	 3.313060253965902e-01,
+	 3.318987338995799e-01,
+	 3.324913114004074e-01,
+	 3.330837576651794e-01,
+	 3.336760724600542e-01,
+	 3.342682555512420e-01,
+	 3.348603067050052e-01,
+	 3.354522256876579e-01,
+	 3.360440122655668e-01,
+	 3.366356662051505e-01,
+	 3.372271872728802e-01,
+	 3.378185752352794e-01,
+	 3.384098298589241e-01,
+	 3.390009509104432e-01,
+	 3.395919381565181e-01,
+	 3.401827913638829e-01,
+	 3.407735102993249e-01,
+	 3.413640947296842e-01,
+	 3.419545444218540e-01,
+	 3.425448591427808e-01,
+	 3.431350386594643e-01,
+	 3.437250827389576e-01,
+	 3.443149911483671e-01,
+	 3.449047636548529e-01,
+	 3.454944000256288e-01,
+	 3.460839000279621e-01,
+	 3.466732634291743e-01,
+	 3.472624899966404e-01,
+	 3.478515794977896e-01,
+	 3.484405317001054e-01,
+	 3.490293463711250e-01,
+	 3.496180232784404e-01,
+	 3.502065621896977e-01,
+	 3.507949628725975e-01,
+	 3.513832250948949e-01,
+	 3.519713486243999e-01,
+	 3.525593332289770e-01,
+	 3.531471786765455e-01,
+	 3.537348847350800e-01,
+	 3.543224511726095e-01,
+	 3.549098777572188e-01,
+	 3.554971642570473e-01,
+	 3.560843104402901e-01,
+	 3.566713160751975e-01,
+	 3.572581809300753e-01,
+	 3.578449047732848e-01,
+	 3.584314873732433e-01,
+	 3.590179284984233e-01,
+	 3.596042279173535e-01,
+	 3.601903853986186e-01,
+	 3.607764007108590e-01,
+	 3.613622736227716e-01,
+	 3.619480039031091e-01,
+	 3.625335913206808e-01,
+	 3.631190356443523e-01,
+	 3.637043366430457e-01,
+	 3.642894940857395e-01,
+	 3.648745077414691e-01,
+	 3.654593773793267e-01,
+	 3.660441027684609e-01,
+	 3.666286836780777e-01,
+	 3.672131198774400e-01,
+	 3.677974111358678e-01,
+	 3.683815572227381e-01,
+	 3.689655579074856e-01,
+	 3.695494129596021e-01,
+	 3.701331221486370e-01,
+	 3.707166852441972e-01,
+	 3.713001020159473e-01,
+	 3.718833722336097e-01,
+	 3.724664956669645e-01,
+	 3.730494720858499e-01,
+	 3.736323012601622e-01,
+	 3.742149829598554e-01,
+	 3.747975169549422e-01,
+	 3.753799030154933e-01,
+	 3.759621409116380e-01,
+	 3.765442304135639e-01,
+	 3.771261712915172e-01,
+	 3.777079633158028e-01,
+	 3.782896062567843e-01,
+	 3.788710998848843e-01,
+	 3.794524439705843e-01,
+	 3.800336382844246e-01,
+	 3.806146825970048e-01,
+	 3.811955766789837e-01,
+	 3.817763203010794e-01,
+	 3.823569132340694e-01,
+	 3.829373552487905e-01,
+	 3.835176461161394e-01,
+	 3.840977856070720e-01,
+	 3.846777734926045e-01,
+	 3.852576095438124e-01,
+	 3.858372935318317e-01,
+	 3.864168252278578e-01,
+	 3.869962044031466e-01,
+	 3.875754308290142e-01,
+	 3.881545042768368e-01,
+	 3.887334245180513e-01,
+	 3.893121913241546e-01,
+	 3.898908044667045e-01,
+	 3.904692637173194e-01,
+	 3.910475688476785e-01,
+	 3.916257196295216e-01,
+	 3.922037158346496e-01,
+	 3.927815572349245e-01,
+	 3.933592436022691e-01,
+	 3.939367747086678e-01,
+	 3.945141503261658e-01,
+	 3.950913702268702e-01,
+	 3.956684341829491e-01,
+	 3.962453419666324e-01,
+	 3.968220933502115e-01,
+	 3.973986881060398e-01,
+	 3.979751260065323e-01,
+	 3.985514068241658e-01,
+	 3.991275303314794e-01,
+	 3.997034963010742e-01,
+	 4.002793045056132e-01,
+	 4.008549547178221e-01,
+	 4.014304467104886e-01,
+	 4.020057802564631e-01,
+	 4.025809551286585e-01,
+	 4.031559711000502e-01,
+	 4.037308279436764e-01,
+	 4.043055254326381e-01,
+	 4.048800633400993e-01,
+	 4.054544414392868e-01,
+	 4.060286595034905e-01,
+	 4.066027173060636e-01,
+	 4.071766146204225e-01,
+	 4.077503512200470e-01,
+	 4.083239268784802e-01,
+	 4.088973413693288e-01,
+	 4.094705944662630e-01,
+	 4.100436859430170e-01,
+	 4.106166155733886e-01,
+	 4.111893831312393e-01,
+	 4.117619883904949e-01,
+	 4.123344311251451e-01,
+	 4.129067111092437e-01,
+	 4.134788281169088e-01,
+	 4.140507819223230e-01,
+	 4.146225722997330e-01,
+	 4.151941990234502e-01,
+	 4.157656618678505e-01,
+	 4.163369606073745e-01,
+	 4.169080950165278e-01,
+	 4.174790648698805e-01,
+	 4.180498699420678e-01,
+	 4.186205100077901e-01,
+	 4.191909848418127e-01,
+	 4.197612942189661e-01,
+	 4.203314379141465e-01,
+	 4.209014157023149e-01,
+	 4.214712273584983e-01,
+	 4.220408726577890e-01,
+	 4.226103513753450e-01,
+	 4.231796632863901e-01,
+	 4.237488081662140e-01,
+	 4.243177857901721e-01,
+	 4.248865959336860e-01,
+	 4.254552383722434e-01,
+	 4.260237128813982e-01,
+	 4.265920192367705e-01,
+	 4.271601572140468e-01,
+	 4.277281265889801e-01,
+	 4.282959271373900e-01,
+	 4.288635586351625e-01,
+	 4.294310208582506e-01,
+	 4.299983135826739e-01,
+	 4.305654365845192e-01,
+	 4.311323896399398e-01,
+	 4.316991725251567e-01,
+	 4.322657850164574e-01,
+	 4.328322268901973e-01,
+	 4.333984979227986e-01,
+	 4.339645978907513e-01,
+	 4.345305265706128e-01,
+	 4.350962837390080e-01,
+	 4.356618691726297e-01,
+	 4.362272826482382e-01,
+	 4.367925239426621e-01,
+	 4.373575928327976e-01,
+	 4.379224890956089e-01,
+	 4.384872125081288e-01,
+	 4.390517628474578e-01,
+	 4.396161398907650e-01,
+	 4.401803434152879e-01,
+	 4.407443731983323e-01,
+	 4.413082290172728e-01,
+	 4.418719106495524e-01,
+	 4.424354178726833e-01,
+	 4.429987504642461e-01,
+	 4.435619082018905e-01,
+	 4.441248908633351e-01,
+	 4.446876982263679e-01,
+	 4.452503300688457e-01,
+	 4.458127861686950e-01,
+	 4.463750663039112e-01,
+	 4.469371702525596e-01,
+	 4.474990977927747e-01,
+	 4.480608487027609e-01,
+	 4.486224227607920e-01,
+	 4.491838197452119e-01,
+	 4.497450394344343e-01,
+	 4.503060816069429e-01,
+	 4.508669460412913e-01,
+	 4.514276325161035e-01,
+	 4.519881408100735e-01,
+	 4.525484707019658e-01,
+	 4.531086219706154e-01,
+	 4.536685943949274e-01,
+	 4.542283877538780e-01,
+	 4.547880018265137e-01,
+	 4.553474363919521e-01,
+	 4.559066912293812e-01,
+	 4.564657661180604e-01,
+	 4.570246608373198e-01,
+	 4.575833751665608e-01,
+	 4.581419088852559e-01,
+	 4.587002617729490e-01,
+	 4.592584336092552e-01,
+	 4.598164241738612e-01,
+	 4.603742332465253e-01,
+	 4.609318606070772e-01,
+	 4.614893060354185e-01,
+	 4.620465693115227e-01,
+	 4.626036502154350e-01,
+	 4.631605485272727e-01,
+	 4.637172640272250e-01,
+	 4.642737964955536e-01,
+	 4.648301457125920e-01,
+	 4.653863114587464e-01,
+	 4.659422935144953e-01,
+	 4.664980916603896e-01,
+	 4.670537056770528e-01,
+	 4.676091353451814e-01,
+	 4.681643804455442e-01,
+	 4.687194407589831e-01,
+	 4.692743160664130e-01,
+	 4.698290061488216e-01,
+	 4.703835107872699e-01,
+	 4.709378297628920e-01,
+	 4.714919628568953e-01,
+	 4.720459098505606e-01,
+	 4.725996705252420e-01,
+	 4.731532446623675e-01,
+	 4.737066320434383e-01,
+	 4.742598324500297e-01,
+	 4.748128456637905e-01,
+	 4.753656714664434e-01,
+	 4.759183096397854e-01,
+	 4.764707599656872e-01,
+	 4.770230222260937e-01,
+	 4.775750962030242e-01,
+	 4.781269816785723e-01,
+	 4.786786784349058e-01,
+	 4.792301862542671e-01,
+	 4.797815049189733e-01,
+	 4.803326342114159e-01,
+	 4.808835739140614e-01,
+	 4.814343238094510e-01,
+	 4.819848836802008e-01,
+	 4.825352533090020e-01,
+	 4.830854324786209e-01,
+	 4.836354209718988e-01,
+	 4.841852185717523e-01,
+	 4.847348250611736e-01,
+	 4.852842402232300e-01,
+	 4.858334638410646e-01,
+	 4.863824956978959e-01,
+	 4.869313355770182e-01,
+	 4.874799832618015e-01,
+	 4.880284385356916e-01,
+	 4.885767011822105e-01,
+	 4.891247709849561e-01,
+	 4.896726477276022e-01,
+	 4.902203311938992e-01,
+	 4.907678211676734e-01,
+	 4.913151174328277e-01,
+	 4.918622197733415e-01,
+	 4.924091279732706e-01,
+	 4.929558418167474e-01,
+	 4.935023610879812e-01,
+	 4.940486855712579e-01,
+	 4.945948150509405e-01,
+	 4.951407493114687e-01,
+	 4.956864881373595e-01,
+	 4.962320313132069e-01,
+	 4.967773786236822e-01,
+	 4.973225298535339e-01,
+	 4.978674847875880e-01,
+	 4.984122432107480e-01,
+	 4.989568049079948e-01,
+	 4.995011696643871e-01,
+	 5.000453372650614e-01,
+	 5.005893074952317e-01,
+	 5.011330801401903e-01,
+	 5.016766549853071e-01,
+	 5.022200318160306e-01,
+	 5.027632104178867e-01,
+	 5.033061905764804e-01,
+	 5.038489720774942e-01,
+	 5.043915547066897e-01,
+	 5.049339382499067e-01,
+	 5.054761224930634e-01,
+	 5.060181072221569e-01,
+	 5.065598922232631e-01,
+	 5.071014772825366e-01,
+	 5.076428621862109e-01,
+	 5.081840467205986e-01,
+	 5.087250306720913e-01,
+	 5.092658138271597e-01,
+	 5.098063959723542e-01,
+	 5.103467768943040e-01,
+	 5.108869563797178e-01,
+	 5.114269342153841e-01,
+	 5.119667101881709e-01,
+	 5.125062840850256e-01,
+	 5.130456556929758e-01,
+	 5.135848247991285e-01,
+	 5.141237911906710e-01,
+	 5.146625546548703e-01,
+	 5.152011149790738e-01,
+	 5.157394719507088e-01,
+	 5.162776253572832e-01,
+	 5.168155749863848e-01,
+	 5.173533206256821e-01,
+	 5.178908620629242e-01,
+	 5.184281990859407e-01,
+	 5.189653314826418e-01,
+	 5.195022590410187e-01,
+	 5.200389815491430e-01,
+	 5.205754987951677e-01,
+	 5.211118105673267e-01,
+	 5.216479166539348e-01,
+	 5.221838168433882e-01,
+	 5.227195109241644e-01,
+	 5.232549986848219e-01,
+	 5.237902799140012e-01,
+	 5.243253544004237e-01,
+	 5.248602219328929e-01,
+	 5.253948823002939e-01,
+	 5.259293352915931e-01,
+	 5.264635806958394e-01,
+	 5.269976183021633e-01,
+	 5.275314478997774e-01,
+	 5.280650692779761e-01,
+	 5.285984822261367e-01,
+	 5.291316865337180e-01,
+	 5.296646819902616e-01,
+	 5.301974683853914e-01,
+	 5.307300455088139e-01,
+	 5.312624131503179e-01,
+	 5.317945710997753e-01,
+	 5.323265191471407e-01,
+	 5.328582570824510e-01,
+	 5.333897846958270e-01,
+	 5.339211017774717e-01,
+	 5.344522081176714e-01,
+	 5.349831035067957e-01,
+	 5.355137877352976e-01,
+	 5.360442605937130e-01,
+	 5.365745218726616e-01,
+	 5.371045713628467e-01,
+	 5.376344088550548e-01,
+	 5.381640341401562e-01,
+	 5.386934470091053e-01,
+	 5.392226472529398e-01,
+	 5.397516346627818e-01,
+	 5.402804090298371e-01,
+	 5.408089701453958e-01,
+	 5.413373178008319e-01,
+	 5.418654517876039e-01,
+	 5.423933718972548e-01,
+	 5.429210779214114e-01,
+	 5.434485696517856e-01,
+	 5.439758468801735e-01,
+	 5.445029093984562e-01,
+	 5.450297569985995e-01,
+	 5.455563894726535e-01,
+	 5.460828066127539e-01,
+	 5.466090082111209e-01,
+	 5.471349940600603e-01,
+	 5.476607639519624e-01,
+	 5.481863176793034e-01,
+	 5.487116550346443e-01,
+	 5.492367758106316e-01,
+	 5.497616797999977e-01,
+	 5.502863667955600e-01,
+	 5.508108365902219e-01,
+	 5.513350889769724e-01,
+	 5.518591237488865e-01,
+	 5.523829406991246e-01,
+	 5.529065396209338e-01,
+	 5.534299203076467e-01,
+	 5.539530825526822e-01,
+	 5.544760261495455e-01,
+	 5.549987508918279e-01,
+	 5.555212565732074e-01,
+	 5.560435429874481e-01,
+	 5.565656099284009e-01,
+	 5.570874571900033e-01,
+	 5.576090845662794e-01,
+	 5.581304918513402e-01,
+	 5.586516788393835e-01,
+	 5.591726453246941e-01,
+	 5.596933911016437e-01,
+	 5.602139159646915e-01,
+	 5.607342197083833e-01,
+	 5.612543021273526e-01,
+	 5.617741630163203e-01,
+	 5.622938021700944e-01,
+	 5.628132193835708e-01,
+	 5.633324144517325e-01,
+	 5.638513871696509e-01,
+	 5.643701373324845e-01,
+	 5.648886647354801e-01,
+	 5.654069691739719e-01,
+	 5.659250504433827e-01,
+	 5.664429083392231e-01,
+	 5.669605426570918e-01,
+	 5.674779531926759e-01,
+	 5.679951397417508e-01,
+	 5.685121021001801e-01,
+	 5.690288400639162e-01,
+	 5.695453534289999e-01,
+	 5.700616419915606e-01,
+	 5.705777055478167e-01,
+	 5.710935438940751e-01,
+	 5.716091568267317e-01,
+	 5.721245441422714e-01,
+	 5.726397056372681e-01,
+	 5.731546411083850e-01,
+	 5.736693503523742e-01,
+	 5.741838331660775e-01,
+	 5.746980893464255e-01,
+	 5.752121186904390e-01,
+	 5.757259209952277e-01,
+	 5.762394960579913e-01,
+	 5.767528436760188e-01,
+	 5.772659636466895e-01,
+	 5.777788557674720e-01,
+	 5.782915198359253e-01,
+	 5.788039556496982e-01,
+	 5.793161630065295e-01,
+	 5.798281417042483e-01,
+	 5.803398915407741e-01,
+	 5.808514123141165e-01,
+	 5.813627038223754e-01,
+	 5.818737658637416e-01,
+	 5.823845982364961e-01,
+	 5.828952007390108e-01,
+	 5.834055731697482e-01,
+	 5.839157153272616e-01,
+	 5.844256270101952e-01,
+	 5.849353080172843e-01,
+	 5.854447581473551e-01,
+	 5.859539771993250e-01,
+	 5.864629649722024e-01,
+	 5.869717212650875e-01,
+	 5.874802458771712e-01,
+	 5.879885386077365e-01,
+	 5.884965992561573e-01,
+	 5.890044276218996e-01,
+	 5.895120235045209e-01,
+	 5.900193867036704e-01,
+	 5.905265170190892e-01,
+	 5.910334142506103e-01,
+	 5.915400781981588e-01,
+	 5.920465086617517e-01,
+	 5.925527054414983e-01,
+	 5.930586683376000e-01,
+	 5.935643971503508e-01,
+	 5.940698916801367e-01,
+	 5.945751517274366e-01,
+	 5.950801770928215e-01,
+	 5.955849675769552e-01,
+	 5.960895229805946e-01,
+	 5.965938431045887e-01,
+	 5.970979277498799e-01,
+	 5.976017767175034e-01,
+	 5.981053898085872e-01,
+	 5.986087668243527e-01,
+	 5.991119075661144e-01,
+	 5.996148118352800e-01,
+	 6.001174794333505e-01,
+	 6.006199101619204e-01,
+	 6.011221038226776e-01,
+	 6.016240602174039e-01,
+	 6.021257791479742e-01,
+	 6.026272604163576e-01,
+	 6.031285038246167e-01,
+	 6.036295091749082e-01,
+	 6.041302762694827e-01,
+	 6.046308049106847e-01,
+	 6.051310949009531e-01,
+	 6.056311460428205e-01,
+	 6.061309581389146e-01,
+	 6.066305309919565e-01,
+	 6.071298644047625e-01,
+	 6.076289581802429e-01,
+	 6.081278121214029e-01,
+	 6.086264260313422e-01,
+	 6.091247997132553e-01,
+	 6.096229329704315e-01,
+	 6.101208256062549e-01,
+	 6.106184774242048e-01,
+	 6.111158882278556e-01,
+	 6.116130578208763e-01,
+	 6.121099860070317e-01,
+	 6.126066725901815e-01,
+	 6.131031173742811e-01,
+	 6.135993201633810e-01,
+	 6.140952807616276e-01,
+	 6.145909989732623e-01,
+	 6.150864746026228e-01,
+	 6.155817074541422e-01,
+	 6.160766973323495e-01,
+	 6.165714440418697e-01,
+	 6.170659473874236e-01,
+	 6.175602071738281e-01,
+	 6.180542232059965e-01,
+	 6.185479952889378e-01,
+	 6.190415232277577e-01,
+	 6.195348068276584e-01,
+	 6.200278458939379e-01,
+	 6.205206402319914e-01,
+	 6.210131896473101e-01,
+	 6.215054939454825e-01,
+	 6.219975529321934e-01,
+	 6.224893664132245e-01,
+	 6.229809341944544e-01,
+	 6.234722560818590e-01,
+	 6.239633318815107e-01,
+	 6.244541613995793e-01,
+	 6.249447444423321e-01,
+	 6.254350808161332e-01,
+	 6.259251703274444e-01,
+	 6.264150127828247e-01,
+	 6.269046079889308e-01,
+	 6.273939557525169e-01,
+	 6.278830558804349e-01,
+	 6.283719081796344e-01,
+	 6.288605124571628e-01,
+	 6.293488685201655e-01,
+	 6.298369761758859e-01,
+	 6.303248352316652e-01,
+	 6.308124454949430e-01,
+	 6.312998067732569e-01,
+	 6.317869188742429e-01,
+	 6.322737816056353e-01,
+	 6.327603947752669e-01,
+	 6.332467581910689e-01,
+	 6.337328716610711e-01,
+	 6.342187349934020e-01,
+	 6.347043479962887e-01,
+	 6.351897104780575e-01,
+	 6.356748222471330e-01,
+	 6.361596831120392e-01,
+	 6.366442928813989e-01,
+	 6.371286513639342e-01,
+	 6.376127583684662e-01,
+	 6.380966137039153e-01,
+	 6.385802171793015e-01,
+	 6.390635686037437e-01,
+	 6.395466677864607e-01,
+	 6.400295145367708e-01,
+	 6.405121086640917e-01,
+	 6.409944499779412e-01,
+	 6.414765382879364e-01,
+	 6.419583734037948e-01,
+	 6.424399551353334e-01,
+	 6.429212832924693e-01,
+	 6.434023576852200e-01,
+	 6.438831781237028e-01,
+	 6.443637444181353e-01,
+	 6.448440563788356e-01,
+	 6.453241138162220e-01,
+	 6.458039165408133e-01,
+	 6.462834643632289e-01,
+	 6.467627570941888e-01,
+	 6.472417945445136e-01,
+	 6.477205765251247e-01,
+	 6.481991028470445e-01,
+	 6.486773733213960e-01,
+	 6.491553877594034e-01,
+	 6.496331459723920e-01,
+	 6.501106477717880e-01,
+	 6.505878929691189e-01,
+	 6.510648813760137e-01,
+	 6.515416128042025e-01,
+	 6.520180870655170e-01,
+	 6.524943039718902e-01,
+	 6.529702633353569e-01,
+	 6.534459649680534e-01,
+	 6.539214086822178e-01,
+	 6.543965942901900e-01,
+	 6.548715216044119e-01,
+	 6.553461904374268e-01,
+	 6.558206006018809e-01,
+	 6.562947519105217e-01,
+	 6.567686441761993e-01,
+	 6.572422772118661e-01,
+	 6.577156508305765e-01,
+	 6.581887648454875e-01,
+	 6.586616190698585e-01,
+	 6.591342133170516e-01,
+	 6.596065474005313e-01,
+	 6.600786211338647e-01,
+	 6.605504343307221e-01,
+	 6.610219868048763e-01,
+	 6.614932783702031e-01,
+	 6.619643088406812e-01,
+	 6.624350780303924e-01,
+	 6.629055857535217e-01,
+	 6.633758318243571e-01,
+	 6.638458160572902e-01,
+	 6.643155382668158e-01,
+	 6.647849982675319e-01,
+	 6.652541958741403e-01,
+	 6.657231309014463e-01,
+	 6.661918031643587e-01,
+	 6.666602124778901e-01,
+	 6.671283586571570e-01,
+	 6.675962415173797e-01,
+	 6.680638608738823e-01,
+	 6.685312165420929e-01,
+	 6.689983083375439e-01,
+	 6.694651360758719e-01,
+	 6.699316995728172e-01,
+	 6.703979986442250e-01,
+	 6.708640331060445e-01,
+	 6.713298027743295e-01,
+	 6.717953074652384e-01,
+	 6.722605469950339e-01,
+	 6.727255211800837e-01,
+	 6.731902298368598e-01,
+	 6.736546727819396e-01,
+	 6.741188498320048e-01,
+	 6.745827608038423e-01,
+	 6.750464055143441e-01,
+	 6.755097837805073e-01,
+	 6.759728954194340e-01,
+	 6.764357402483315e-01,
+	 6.768983180845127e-01,
+	 6.773606287453957e-01,
+	 6.778226720485040e-01,
+	 6.782844478114667e-01,
+	 6.787459558520185e-01,
+	 6.792071959879997e-01,
+	 6.796681680373566e-01,
+	 6.801288718181410e-01,
+	 6.805893071485107e-01,
+	 6.810494738467295e-01,
+	 6.815093717311673e-01,
+	 6.819690006202999e-01,
+	 6.824283603327094e-01,
+	 6.828874506870840e-01,
+	 6.833462715022185e-01,
+	 6.838048225970140e-01,
+	 6.842631037904778e-01,
+	 6.847211149017240e-01,
+	 6.851788557499733e-01,
+	 6.856363261545528e-01,
+	 6.860935259348967e-01,
+	 6.865504549105459e-01,
+	 6.870071129011480e-01,
+	 6.874634997264579e-01,
+	 6.879196152063372e-01,
+	 6.883754591607547e-01,
+	 6.888310314097865e-01,
+	 6.892863317736159e-01,
+	 6.897413600725333e-01,
+	 6.901961161269369e-01,
+	 6.906505997573318e-01,
+	 6.911048107843312e-01,
+	 6.915587490286556e-01,
+	 6.920124143111331e-01,
+	 6.924658064526997e-01,
+	 6.929189252743991e-01,
+	 6.933717705973832e-01,
+	 6.938243422429112e-01,
+	 6.942766400323510e-01,
+	 6.947286637871781e-01,
+	 6.951804133289765e-01,
+	 6.956318884794384e-01,
+	 6.960830890603639e-01,
+	 6.965340148936620e-01,
+	 6.969846658013498e-01,
+	 6.974350416055530e-01,
+	 6.978851421285062e-01,
+	 6.983349671925522e-01,
+	 6.987845166201426e-01,
+	 6.992337902338380e-01,
+	 6.996827878563078e-01,
+	 7.001315093103302e-01,
+	 7.005799544187925e-01,
+	 7.010281230046911e-01,
+	 7.014760148911316e-01,
+	 7.019236299013287e-01,
+	 7.023709678586063e-01,
+	 7.028180285863980e-01,
+	 7.032648119082464e-01,
+	 7.037113176478038e-01,
+	 7.041575456288321e-01,
+	 7.046034956752030e-01,
+	 7.050491676108973e-01,
+	 7.054945612600062e-01,
+	 7.059396764467304e-01,
+	 7.063845129953807e-01,
+	 7.068290707303778e-01,
+	 7.072733494762524e-01,
+	 7.077173490576453e-01,
+	 7.081610692993077e-01,
+	 7.086045100261007e-01,
+	 7.090476710629962e-01,
+	 7.094905522350758e-01,
+	 7.099331533675325e-01,
+	 7.103754742856691e-01,
+	 7.108175148148991e-01,
+	 7.112592747807469e-01,
+	 7.117007540088477e-01,
+	 7.121419523249470e-01,
+	 7.125828695549018e-01,
+	 7.130235055246797e-01,
+	 7.134638600603593e-01,
+	 7.139039329881305e-01,
+	 7.143437241342941e-01,
+	 7.147832333252624e-01,
+	 7.152224603875585e-01,
+	 7.156614051478176e-01,
+	 7.161000674327856e-01,
+	 7.165384470693205e-01,
+	 7.169765438843912e-01,
+	 7.174143577050789e-01,
+	 7.178518883585761e-01,
+	 7.182891356721871e-01,
+	 7.187260994733282e-01,
+	 7.191627795895276e-01,
+	 7.195991758484250e-01,
+	 7.200352880777730e-01,
+	 7.204711161054355e-01,
+	 7.209066597593891e-01,
+	 7.213419188677223e-01,
+	 7.217768932586360e-01,
+	 7.222115827604437e-01,
+	 7.226459872015712e-01,
+	 7.230801064105568e-01,
+	 7.235139402160512e-01,
+	 7.239474884468180e-01,
+	 7.243807509317336e-01,
+	 7.248137274997869e-01,
+	 7.252464179800799e-01,
+	 7.256788222018273e-01,
+	 7.261109399943569e-01,
+	 7.265427711871096e-01,
+	 7.269743156096394e-01,
+	 7.274055730916135e-01,
+	 7.278365434628121e-01,
+	 7.282672265531291e-01,
+	 7.286976221925717e-01,
+	 7.291277302112604e-01,
+	 7.295575504394294e-01,
+	 7.299870827074263e-01,
+	 7.304163268457126e-01,
+	 7.308452826848633e-01,
+	 7.312739500555673e-01,
+	 7.317023287886273e-01,
+	 7.321304187149602e-01,
+	 7.325582196655964e-01,
+	 7.329857314716809e-01,
+	 7.334129539644724e-01,
+	 7.338398869753439e-01,
+	 7.342665303357827e-01,
+	 7.346928838773906e-01,
+	 7.351189474318837e-01,
+	 7.355447208310921e-01,
+	 7.359702039069612e-01,
+	 7.363953964915505e-01,
+	 7.368202984170342e-01,
+	 7.372449095157014e-01,
+	 7.376692296199557e-01,
+	 7.380932585623160e-01,
+	 7.385169961754157e-01,
+	 7.389404422920033e-01,
+	 7.393635967449426e-01,
+	 7.397864593672121e-01,
+	 7.402090299919059e-01,
+	 7.406313084522330e-01,
+	 7.410532945815180e-01,
+	 7.414749882132009e-01,
+	 7.418963891808368e-01,
+	 7.423174973180967e-01,
+	 7.427383124587669e-01,
+	 7.431588344367495e-01,
+	 7.435790630860623e-01,
+	 7.439989982408387e-01,
+	 7.444186397353285e-01,
+	 7.448379874038966e-01,
+	 7.452570410810245e-01,
+	 7.456758006013096e-01,
+	 7.460942657994651e-01,
+	 7.465124365103207e-01,
+	 7.469303125688224e-01,
+	 7.473478938100321e-01,
+	 7.477651800691283e-01,
+	 7.481821711814062e-01,
+	 7.485988669822770e-01,
+	 7.490152673072688e-01,
+	 7.494313719920261e-01,
+	 7.498471808723104e-01,
+	 7.502626937839996e-01,
+	 7.506779105630886e-01,
+	 7.510928310456892e-01,
+	 7.515074550680302e-01,
+	 7.519217824664572e-01,
+	 7.523358130774332e-01,
+	 7.527495467375380e-01,
+	 7.531629832834688e-01,
+	 7.535761225520400e-01,
+	 7.539889643801834e-01,
+	 7.544015086049483e-01,
+	 7.548137550635011e-01,
+	 7.552257035931262e-01,
+	 7.556373540312252e-01,
+	 7.560487062153177e-01,
+	 7.564597599830407e-01,
+	 7.568705151721492e-01,
+	 7.572809716205159e-01,
+	 7.576911291661316e-01,
+	 7.581009876471049e-01,
+	 7.585105469016625e-01,
+	 7.589198067681494e-01,
+	 7.593287670850284e-01,
+	 7.597374276908808e-01,
+	 7.601457884244062e-01,
+	 7.605538491244224e-01,
+	 7.609616096298657e-01,
+	 7.613690697797909e-01,
+	 7.617762294133714e-01,
+	 7.621830883698992e-01,
+	 7.625896464887849e-01,
+	 7.629959036095578e-01,
+	 7.634018595718662e-01,
+	 7.638075142154772e-01,
+	 7.642128673802767e-01,
+	 7.646179189062697e-01,
+	 7.650226686335804e-01,
+	 7.654271164024518e-01,
+	 7.658312620532463e-01,
+	 7.662351054264455e-01,
+	 7.666386463626502e-01,
+	 7.670418847025809e-01,
+	 7.674448202870773e-01,
+	 7.678474529570986e-01,
+	 7.682497825537233e-01,
+	 7.686518089181502e-01,
+	 7.690535318916973e-01,
+	 7.694549513158023e-01,
+	 7.698560670320230e-01,
+	 7.702568788820369e-01,
+	 7.706573867076414e-01,
+	 7.710575903507539e-01,
+	 7.714574896534122e-01,
+	 7.718570844577739e-01,
+	 7.722563746061166e-01,
+	 7.726553599408387e-01,
+	 7.730540403044583e-01,
+	 7.734524155396144e-01,
+	 7.738504854890662e-01,
+	 7.742482499956934e-01,
+	 7.746457089024962e-01,
+	 7.750428620525955e-01,
+	 7.754397092892330e-01,
+	 7.758362504557710e-01,
+	 7.762324853956925e-01,
+	 7.766284139526015e-01,
+	 7.770240359702231e-01,
+	 7.774193512924031e-01,
+	 7.778143597631086e-01,
+	 7.782090612264275e-01,
+	 7.786034555265693e-01,
+	 7.789975425078643e-01,
+	 7.793913220147645e-01,
+	 7.797847938918430e-01,
+	 7.801779579837943e-01,
+	 7.805708141354345e-01,
+	 7.809633621917014e-01,
+	 7.813556019976541e-01,
+	 7.817475333984736e-01,
+	 7.821391562394623e-01,
+	 7.825304703660448e-01,
+	 7.829214756237675e-01,
+	 7.833121718582983e-01,
+	 7.837025589154275e-01,
+	 7.840926366410673e-01,
+	 7.844824048812521e-01,
+	 7.848718634821380e-01,
+	 7.852610122900040e-01,
+	 7.856498511512509e-01,
+	 7.860383799124019e-01,
+	 7.864265984201028e-01,
+	 7.868145065211217e-01,
+	 7.872021040623491e-01,
+	 7.875893908907985e-01,
+	 7.879763668536056e-01,
+	 7.883630317980289e-01,
+	 7.887493855714499e-01,
+	 7.891354280213726e-01,
+	 7.895211589954242e-01,
+	 7.899065783413545e-01,
+	 7.902916859070366e-01,
+	 7.906764815404663e-01,
+	 7.910609650897631e-01,
+	 7.914451364031692e-01,
+	 7.918289953290500e-01,
+	 7.922125417158946e-01,
+	 7.925957754123152e-01,
+	 7.929786962670474e-01,
+	 7.933613041289503e-01,
+	 7.937435988470067e-01,
+	 7.941255802703229e-01,
+	 7.945072482481287e-01,
+	 7.948886026297779e-01,
+	 7.952696432647477e-01,
+	 7.956503700026396e-01,
+	 7.960307826931787e-01,
+	 7.964108811862142e-01,
+	 7.967906653317192e-01,
+	 7.971701349797907e-01,
+	 7.975492899806504e-01,
+	 7.979281301846436e-01,
+	 7.983066554422402e-01,
+	 7.986848656040343e-01,
+	 7.990627605207443e-01,
+	 7.994403400432132e-01,
+	 7.998176040224083e-01,
+	 8.001945523094217e-01,
+	 8.005711847554697e-01,
+	 8.009475012118937e-01,
+	 8.013235015301596e-01,
+	 8.016991855618580e-01,
+	 8.020745531587047e-01,
+	 8.024496041725399e-01,
+	 8.028243384553291e-01,
+	 8.031987558591627e-01,
+	 8.035728562362562e-01,
+	 8.039466394389503e-01,
+	 8.043201053197107e-01,
+	 8.046932537311285e-01,
+	 8.050660845259202e-01,
+	 8.054385975569275e-01,
+	 8.058107926771174e-01,
+	 8.061826697395826e-01,
+	 8.065542285975416e-01,
+	 8.069254691043377e-01,
+	 8.072963911134405e-01,
+	 8.076669944784454e-01,
+	 8.080372790530730e-01,
+	 8.084072446911702e-01,
+	 8.087768912467096e-01,
+	 8.091462185737898e-01,
+	 8.095152265266352e-01,
+	 8.098839149595967e-01,
+	 8.102522837271510e-01,
+	 8.106203326839008e-01,
+	 8.109880616845755e-01,
+	 8.113554705840305e-01,
+	 8.117225592372476e-01,
+	 8.120893274993348e-01,
+	 8.124557752255269e-01,
+	 8.128219022711852e-01,
+	 8.131877084917972e-01,
+	 8.135531937429774e-01,
+	 8.139183578804670e-01,
+	 8.142832007601335e-01,
+	 8.146477222379718e-01,
+	 8.150119221701031e-01,
+	 8.153758004127760e-01,
+	 8.157393568223659e-01,
+	 8.161025912553749e-01,
+	 8.164655035684327e-01,
+	 8.168280936182959e-01,
+	 8.171903612618483e-01,
+	 8.175523063561010e-01,
+	 8.179139287581922e-01,
+	 8.182752283253879e-01,
+	 8.186362049150812e-01,
+	 8.189968583847926e-01,
+	 8.193571885921704e-01,
+	 8.197171953949905e-01,
+	 8.200768786511562e-01,
+	 8.204362382186987e-01,
+	 8.207952739557769e-01,
+	 8.211539857206774e-01,
+	 8.215123733718150e-01,
+	 8.218704367677321e-01,
+	 8.222281757670993e-01,
+	 8.225855902287150e-01,
+	 8.229426800115059e-01,
+	 8.232994449745269e-01,
+	 8.236558849769609e-01,
+	 8.240119998781192e-01,
+	 8.243677895374414e-01,
+	 8.247232538144955e-01,
+	 8.250783925689779e-01,
+	 8.254332056607133e-01,
+	 8.257876929496554e-01,
+	 8.261418542958859e-01,
+	 8.264956895596158e-01,
+	 8.268491986011842e-01,
+	 8.272023812810595e-01,
+	 8.275552374598384e-01,
+	 8.279077669982469e-01,
+	 8.282599697571397e-01,
+	 8.286118455975005e-01,
+	 8.289633943804420e-01,
+	 8.293146159672062e-01,
+	 8.296655102191641e-01,
+	 8.300160769978159e-01,
+	 8.303663161647910e-01,
+	 8.307162275818482e-01,
+	 8.310658111108755e-01,
+	 8.314150666138908e-01,
+	 8.317639939530408e-01,
+	 8.321125929906023e-01,
+	 8.324608635889812e-01,
+	 8.328088056107135e-01,
+	 8.331564189184645e-01,
+	 8.335037033750294e-01,
+	 8.338506588433335e-01,
+	 8.341972851864314e-01,
+	 8.345435822675079e-01,
+	 8.348895499498779e-01,
+	 8.352351880969858e-01,
+	 8.355804965724067e-01,
+	 8.359254752398456e-01,
+	 8.362701239631375e-01,
+	 8.366144426062477e-01,
+	 8.369584310332719e-01,
+	 8.373020891084361e-01,
+	 8.376454166960966e-01,
+	 8.379884136607403e-01,
+	 8.383310798669843e-01,
+	 8.386734151795767e-01,
+	 8.390154194633960e-01,
+	 8.393570925834510e-01,
+	 8.396984344048818e-01,
+	 8.400394447929590e-01,
+	 8.403801236130839e-01,
+	 8.407204707307888e-01,
+	 8.410604860117370e-01,
+	 8.414001693217227e-01,
+	 8.417395205266711e-01,
+	 8.420785394926384e-01,
+	 8.424172260858123e-01,
+	 8.427555801725111e-01,
+	 8.430936016191849e-01,
+	 8.434312902924149e-01,
+	 8.437686460589134e-01,
+	 8.441056687855246e-01,
+	 8.444423583392237e-01,
+	 8.447787145871176e-01,
+	 8.451147373964447e-01,
+	 8.454504266345751e-01,
+	 8.457857821690105e-01,
+	 8.461208038673843e-01,
+	 8.464554915974617e-01,
+	 8.467898452271397e-01,
+	 8.471238646244472e-01,
+	 8.474575496575449e-01,
+	 8.477909001947258e-01,
+	 8.481239161044145e-01,
+	 8.484565972551680e-01,
+	 8.487889435156751e-01,
+	 8.491209547547572e-01,
+	 8.494526308413678e-01,
+	 8.497839716445925e-01,
+	 8.501149770336492e-01,
+	 8.504456468778887e-01,
+	 8.507759810467936e-01,
+	 8.511059794099795e-01,
+	 8.514356418371940e-01,
+	 8.517649681983179e-01,
+	 8.520939583633643e-01,
+	 8.524226122024791e-01,
+	 8.527509295859408e-01,
+	 8.530789103841608e-01,
+	 8.534065544676835e-01,
+	 8.537338617071861e-01,
+	 8.540608319734786e-01,
+	 8.543874651375042e-01,
+	 8.547137610703390e-01,
+	 8.550397196431924e-01,
+	 8.553653407274068e-01,
+	 8.556906241944577e-01,
+	 8.560155699159544e-01,
+	 8.563401777636388e-01,
+	 8.566644476093866e-01,
+	 8.569883793252069e-01,
+	 8.573119727832419e-01,
+	 8.576352278557678e-01,
+	 8.579581444151941e-01,
+	 8.582807223340639e-01,
+	 8.586029614850540e-01,
+	 8.589248617409749e-01,
+	 8.592464229747711e-01,
+	 8.595676450595204e-01,
+	 8.598885278684351e-01,
+	 8.602090712748607e-01,
+	 8.605292751522773e-01,
+	 8.608491393742986e-01,
+	 8.611686638146728e-01,
+	 8.614878483472816e-01,
+	 8.618066928461415e-01,
+	 8.621251971854027e-01,
+	 8.624433612393499e-01,
+	 8.627611848824022e-01,
+	 8.630786679891129e-01,
+	 8.633958104341697e-01,
+	 8.637126120923948e-01,
+	 8.640290728387451e-01,
+	 8.643451925483118e-01,
+	 8.646609710963207e-01,
+	 8.649764083581325e-01,
+	 8.652915042092424e-01,
+	 8.656062585252804e-01,
+	 8.659206711820114e-01,
+	 8.662347420553350e-01,
+	 8.665484710212860e-01,
+	 8.668618579560337e-01,
+	 8.671749027358826e-01,
+	 8.674876052372725e-01,
+	 8.677999653367781e-01,
+	 8.681119829111090e-01,
+	 8.684236578371104e-01,
+	 8.687349899917626e-01,
+	 8.690459792521812e-01,
+	 8.693566254956169e-01,
+	 8.696669285994563e-01,
+	 8.699768884412209e-01,
+	 8.702865048985681e-01,
+	 8.705957778492905e-01,
+	 8.709047071713166e-01,
+	 8.712132927427104e-01,
+	 8.715215344416715e-01,
+	 8.718294321465352e-01,
+	 8.721369857357728e-01,
+	 8.724441950879913e-01,
+	 8.727510600819336e-01,
+	 8.730575805964783e-01,
+	 8.733637565106402e-01,
+	 8.736695877035703e-01,
+	 8.739750740545552e-01,
+	 8.742802154430179e-01,
+	 8.745850117485175e-01,
+	 8.748894628507493e-01,
+	 8.751935686295450e-01,
+	 8.754973289648722e-01,
+	 8.758007437368354e-01,
+	 8.761038128256750e-01,
+	 8.764065361117680e-01,
+	 8.767089134756281e-01,
+	 8.770109447979053e-01,
+	 8.773126299593864e-01,
+	 8.776139688409945e-01,
+	 8.779149613237897e-01,
+	 8.782156072889686e-01,
+	 8.785159066178647e-01,
+	 8.788158591919484e-01,
+	 8.791154648928267e-01,
+	 8.794147236022436e-01,
+	 8.797136352020803e-01,
+	 8.800121995743549e-01,
+	 8.803104166012223e-01,
+	 8.806082861649748e-01,
+	 8.809058081480416e-01,
+	 8.812029824329893e-01,
+	 8.814998089025217e-01,
+	 8.817962874394798e-01,
+	 8.820924179268420e-01,
+	 8.823882002477239e-01,
+	 8.826836342853789e-01,
+	 8.829787199231975e-01,
+	 8.832734570447079e-01,
+	 8.835678455335759e-01,
+	 8.838618852736048e-01,
+	 8.841555761487354e-01,
+	 8.844489180430466e-01,
+	 8.847419108407546e-01,
+	 8.850345544262138e-01,
+	 8.853268486839163e-01,
+	 8.856187934984918e-01,
+	 8.859103887547084e-01,
+	 8.862016343374718e-01,
+	 8.864925301318258e-01,
+	 8.867830760229524e-01,
+	 8.870732718961716e-01,
+	 8.873631176369415e-01,
+	 8.876526131308587e-01,
+	 8.879417582636576e-01,
+	 8.882305529212112e-01,
+	 8.885189969895306e-01,
+	 8.888070903547657e-01,
+	 8.890948329032043e-01,
+	 8.893822245212730e-01,
+	 8.896692650955368e-01,
+	 8.899559545126994e-01,
+	 8.902422926596029e-01,
+	 8.905282794232280e-01,
+	 8.908139146906945e-01,
+	 8.910991983492604e-01,
+	 8.913841302863230e-01,
+	 8.916687103894181e-01,
+	 8.919529385462204e-01,
+	 8.922368146445436e-01,
+	 8.925203385723403e-01,
+	 8.928035102177021e-01,
+	 8.930863294688597e-01,
+	 8.933687962141830e-01,
+	 8.936509103421806e-01,
+	 8.939326717415008e-01,
+	 8.942140803009310e-01,
+	 8.944951359093974e-01,
+	 8.947758384559663e-01,
+	 8.950561878298428e-01,
+	 8.953361839203714e-01,
+	 8.956158266170362e-01,
+	 8.958951158094610e-01,
+	 8.961740513874087e-01,
+	 8.964526332407821e-01,
+	 8.967308612596232e-01,
+	 8.970087353341143e-01,
+	 8.972862553545770e-01,
+	 8.975634212114724e-01,
+	 8.978402327954020e-01,
+	 8.981166899971067e-01,
+	 8.983927927074675e-01,
+	 8.986685408175051e-01,
+	 8.989439342183804e-01,
+	 8.992189728013940e-01,
+	 8.994936564579868e-01,
+	 8.997679850797400e-01,
+	 9.000419585583742e-01,
+	 9.003155767857510e-01,
+	 9.005888396538717e-01,
+	 9.008617470548781e-01,
+	 9.011342988810521e-01,
+	 9.014064950248163e-01,
+	 9.016783353787332e-01,
+	 9.019498198355062e-01,
+	 9.022209482879787e-01,
+	 9.024917206291352e-01,
+	 9.027621367521003e-01,
+	 9.030321965501392e-01,
+	 9.033018999166582e-01,
+	 9.035712467452038e-01,
+	 9.038402369294634e-01,
+	 9.041088703632651e-01,
+	 9.043771469405780e-01,
+	 9.046450665555120e-01,
+	 9.049126291023177e-01,
+	 9.051798344753867e-01,
+	 9.054466825692519e-01,
+	 9.057131732785867e-01,
+	 9.059793064982059e-01,
+	 9.062450821230654e-01,
+	 9.065105000482622e-01,
+	 9.067755601690344e-01,
+	 9.070402623807613e-01,
+	 9.073046065789636e-01,
+	 9.075685926593035e-01,
+	 9.078322205175839e-01,
+	 9.080954900497499e-01,
+	 9.083584011518874e-01,
+	 9.086209537202241e-01,
+	 9.088831476511291e-01,
+	 9.091449828411131e-01,
+	 9.094064591868285e-01,
+	 9.096675765850690e-01,
+	 9.099283349327704e-01,
+	 9.101887341270098e-01,
+	 9.104487740650066e-01,
+	 9.107084546441213e-01,
+	 9.109677757618569e-01,
+	 9.112267373158579e-01,
+	 9.114853392039109e-01,
+	 9.117435813239443e-01,
+	 9.120014635740286e-01,
+	 9.122589858523763e-01,
+	 9.125161480573422e-01,
+	 9.127729500874227e-01,
+	 9.130293918412570e-01,
+	 9.132854732176261e-01,
+	 9.135411941154532e-01,
+	 9.137965544338043e-01,
+	 9.140515540718869e-01,
+	 9.143061929290516e-01,
+	 9.145604709047910e-01,
+	 9.148143878987404e-01,
+	 9.150679438106772e-01,
+	 9.153211385405218e-01,
+	 9.155739719883368e-01,
+	 9.158264440543274e-01,
+	 9.160785546388419e-01,
+	 9.163303036423706e-01,
+	 9.165816909655470e-01,
+	 9.168327165091471e-01,
+	 9.170833801740901e-01,
+	 9.173336818614374e-01,
+	 9.175836214723937e-01,
+	 9.178331989083067e-01,
+	 9.180824140706667e-01,
+	 9.183312668611073e-01,
+	 9.185797571814051e-01,
+	 9.188278849334793e-01,
+	 9.190756500193928e-01,
+	 9.193230523413516e-01,
+	 9.195700918017045e-01,
+	 9.198167683029438e-01,
+	 9.200630817477049e-01,
+	 9.203090320387668e-01,
+	 9.205546190790515e-01,
+	 9.207998427716244e-01,
+	 9.210447030196947e-01,
+	 9.212891997266146e-01,
+	 9.215333327958800e-01,
+	 9.217771021311303e-01,
+	 9.220205076361486e-01,
+	 9.222635492148613e-01,
+	 9.225062267713386e-01,
+	 9.227485402097947e-01,
+	 9.229904894345868e-01,
+	 9.232320743502167e-01,
+	 9.234732948613292e-01,
+	 9.237141508727136e-01,
+	 9.239546422893026e-01,
+	 9.241947690161729e-01,
+	 9.244345309585456e-01,
+	 9.246739280217849e-01,
+	 9.249129601114000e-01,
+	 9.251516271330434e-01,
+	 9.253899289925122e-01,
+	 9.256278655957471e-01,
+	 9.258654368488335e-01,
+	 9.261026426580008e-01,
+	 9.263394829296225e-01,
+	 9.265759575702167e-01,
+	 9.268120664864454e-01,
+	 9.270478095851155e-01,
+	 9.272831867731776e-01,
+	 9.275181979577272e-01,
+	 9.277528430460042e-01,
+	 9.279871219453931e-01,
+	 9.282210345634226e-01,
+	 9.284545808077662e-01,
+	 9.286877605862421e-01,
+	 9.289205738068129e-01,
+	 9.291530203775861e-01,
+	 9.293851002068136e-01,
+	 9.296168132028927e-01,
+	 9.298481592743647e-01,
+	 9.300791383299162e-01,
+	 9.303097502783786e-01,
+	 9.305399950287282e-01,
+	 9.307698724900861e-01,
+	 9.309993825717185e-01,
+	 9.312285251830366e-01,
+	 9.314573002335966e-01,
+	 9.316857076330998e-01,
+	 9.319137472913925e-01,
+	 9.321414191184665e-01,
+	 9.323687230244583e-01,
+	 9.325956589196500e-01,
+	 9.328222267144688e-01,
+	 9.330484263194871e-01,
+	 9.332742576454229e-01,
+	 9.334997206031392e-01,
+	 9.337248151036449e-01,
+	 9.339495410580937e-01,
+	 9.341738983777853e-01,
+	 9.343978869741646e-01,
+	 9.346215067588222e-01,
+	 9.348447576434942e-01,
+	 9.350676395400621e-01,
+	 9.352901523605536e-01,
+	 9.355122960171415e-01,
+	 9.357340704221445e-01,
+	 9.359554754880273e-01,
+	 9.361765111274001e-01,
+	 9.363971772530187e-01,
+	 9.366174737777855e-01,
+	 9.368374006147480e-01,
+	 9.370569576770998e-01,
+	 9.372761448781810e-01,
+	 9.374949621314770e-01,
+	 9.377134093506195e-01,
+	 9.379314864493863e-01,
+	 9.381491933417012e-01,
+	 9.383665299416342e-01,
+	 9.385834961634013e-01,
+	 9.388000919213649e-01,
+	 9.390163171300335e-01,
+	 9.392321717040619e-01,
+	 9.394476555582512e-01,
+	 9.396627686075486e-01,
+	 9.398775107670481e-01,
+	 9.400918819519898e-01,
+	 9.403058820777601e-01,
+	 9.405195110598923e-01,
+	 9.407327688140656e-01,
+	 9.409456552561064e-01,
+	 9.411581703019871e-01,
+	 9.413703138678271e-01,
+	 9.415820858698919e-01,
+	 9.417934862245942e-01,
+	 9.420045148484932e-01,
+	 9.422151716582947e-01,
+	 9.424254565708514e-01,
+	 9.426353695031628e-01,
+	 9.428449103723752e-01,
+	 9.430540790957815e-01,
+	 9.432628755908219e-01,
+	 9.434712997750833e-01,
+	 9.436793515662996e-01,
+	 9.438870308823516e-01,
+	 9.440943376412673e-01,
+	 9.443012717612216e-01,
+	 9.445078331605364e-01,
+	 9.447140217576810e-01,
+	 9.449198374712717e-01,
+	 9.451252802200718e-01,
+	 9.453303499229921e-01,
+	 9.455350464990906e-01,
+	 9.457393698675722e-01,
+	 9.459433199477897e-01,
+	 9.461468966592428e-01,
+	 9.463500999215787e-01,
+	 9.465529296545921e-01,
+	 9.467553857782249e-01,
+	 9.469574682125668e-01,
+	 9.471591768778547e-01,
+	 9.473605116944730e-01,
+	 9.475614725829541e-01,
+	 9.477620594639775e-01,
+	 9.479622722583705e-01,
+	 9.481621108871081e-01,
+	 9.483615752713130e-01,
+	 9.485606653322555e-01,
+	 9.487593809913537e-01,
+	 9.489577221701736e-01,
+	 9.491556887904289e-01,
+	 9.493532807739810e-01,
+	 9.495504980428393e-01,
+	 9.497473405191613e-01,
+	 9.499438081252521e-01,
+	 9.501399007835650e-01,
+	 9.503356184167012e-01,
+	 9.505309609474099e-01,
+	 9.507259282985883e-01,
+	 9.509205203932819e-01,
+	 9.511147371546841e-01,
+	 9.513085785061366e-01,
+	 9.515020443711292e-01,
+	 9.516951346732998e-01,
+	 9.518878493364348e-01,
+	 9.520801882844686e-01,
+	 9.522721514414841e-01,
+	 9.524637387317124e-01,
+	 9.526549500795330e-01,
+	 9.528457854094737e-01,
+	 9.530362446462111e-01,
+	 9.532263277145696e-01,
+	 9.534160345395225e-01,
+	 9.536053650461916e-01,
+	 9.537943191598472e-01,
+	 9.539828968059081e-01,
+	 9.541710979099416e-01,
+	 9.543589223976638e-01,
+	 9.545463701949395e-01,
+	 9.547334412277819e-01,
+	 9.549201354223533e-01,
+	 9.551064527049643e-01,
+	 9.552923930020747e-01,
+	 9.554779562402927e-01,
+	 9.556631423463757e-01,
+	 9.558479512472298e-01,
+	 9.560323828699098e-01,
+	 9.562164371416195e-01,
+	 9.564001139897119e-01,
+	 9.565834133416888e-01,
+	 9.567663351252010e-01,
+	 9.569488792680482e-01,
+	 9.571310456981793e-01,
+	 9.573128343436923e-01,
+	 9.574942451328343e-01,
+	 9.576752779940014e-01,
+	 9.578559328557391e-01,
+	 9.580362096467420e-01,
+	 9.582161082958538e-01,
+	 9.583956287320676e-01,
+	 9.585747708845258e-01,
+	 9.587535346825200e-01,
+	 9.589319200554912e-01,
+	 9.591099269330299e-01,
+	 9.592875552448756e-01,
+	 9.594648049209177e-01,
+	 9.596416758911948e-01,
+	 9.598181680858948e-01,
+	 9.599942814353556e-01,
+	 9.601700158700641e-01,
+	 9.603453713206571e-01,
+	 9.605203477179209e-01,
+	 9.606949449927915e-01,
+	 9.608691630763543e-01,
+	 9.610430018998445e-01,
+	 9.612164613946470e-01,
+	 9.613895414922966e-01,
+	 9.615622421244776e-01,
+	 9.617345632230241e-01,
+	 9.619065047199201e-01,
+	 9.620780665472993e-01,
+	 9.622492486374457e-01,
+	 9.624200509227923e-01,
+	 9.625904733359230e-01,
+	 9.627605158095709e-01,
+	 9.629301782766195e-01,
+	 9.630994606701021e-01,
+	 9.632683629232021e-01,
+	 9.634368849692528e-01,
+	 9.636050267417378e-01,
+	 9.637727881742905e-01,
+	 9.639401692006947e-01,
+	 9.641071697548842e-01,
+	 9.642737897709431e-01,
+	 9.644400291831055e-01,
+	 9.646058879257559e-01,
+	 9.647713659334288e-01,
+	 9.649364631408095e-01,
+	 9.651011794827330e-01,
+	 9.652655148941850e-01,
+	 9.654294693103015e-01,
+	 9.655930426663687e-01,
+	 9.657562348978235e-01,
+	 9.659190459402530e-01,
+	 9.660814757293948e-01,
+	 9.662435242011371e-01,
+	 9.664051912915185e-01,
+	 9.665664769367280e-01,
+	 9.667273810731055e-01,
+	 9.668879036371413e-01,
+	 9.670480445654762e-01,
+	 9.672078037949018e-01,
+	 9.673671812623603e-01,
+	 9.675261769049446e-01,
+	 9.676847906598982e-01,
+	 9.678430224646155e-01,
+	 9.680008722566416e-01,
+	 9.681583399736722e-01,
+	 9.683154255535542e-01,
+	 9.684721289342850e-01,
+	 9.686284500540129e-01,
+	 9.687843888510372e-01,
+	 9.689399452638081e-01,
+	 9.690951192309266e-01,
+	 9.692499106911447e-01,
+	 9.694043195833655e-01,
+	 9.695583458466429e-01,
+	 9.697119894201819e-01,
+	 9.698652502433388e-01,
+	 9.700181282556205e-01,
+	 9.701706233966854e-01,
+	 9.703227356063429e-01,
+	 9.704744648245532e-01,
+	 9.706258109914284e-01,
+	 9.707767740472313e-01,
+	 9.709273539323758e-01,
+	 9.710775505874274e-01,
+	 9.712273639531025e-01,
+	 9.713767939702692e-01,
+	 9.715258405799466e-01,
+	 9.716745037233053e-01,
+	 9.718227833416671e-01,
+	 9.719706793765052e-01,
+	 9.721181917694444e-01,
+	 9.722653204622607e-01,
+	 9.724120653968817e-01,
+	 9.725584265153864e-01,
+	 9.727044037600052e-01,
+	 9.728499970731203e-01,
+	 9.729952063972650e-01,
+	 9.731400316751248e-01,
+	 9.732844728495360e-01,
+	 9.734285298634872e-01,
+	 9.735722026601181e-01,
+	 9.737154911827206e-01,
+	 9.738583953747377e-01,
+	 9.740009151797646e-01,
+	 9.741430505415479e-01,
+	 9.742848014039859e-01,
+	 9.744261677111290e-01,
+	 9.745671494071790e-01,
+	 9.747077464364898e-01,
+	 9.748479587435670e-01,
+	 9.749877862730680e-01,
+	 9.751272289698023e-01,
+	 9.752662867787311e-01,
+	 9.754049596449673e-01,
+	 9.755432475137763e-01,
+	 9.756811503305751e-01,
+	 9.758186680409326e-01,
+	 9.759558005905701e-01,
+	 9.760925479253604e-01,
+	 9.762289099913286e-01,
+	 9.763648867346522e-01,
+	 9.765004781016602e-01,
+	 9.766356840388339e-01,
+	 9.767705044928072e-01,
+	 9.769049394103654e-01,
+	 9.770389887384464e-01,
+	 9.771726524241404e-01,
+	 9.773059304146895e-01,
+	 9.774388226574883e-01,
+	 9.775713291000833e-01,
+	 9.777034496901738e-01,
+	 9.778351843756108e-01,
+	 9.779665331043983e-01,
+	 9.780974958246920e-01,
+	 9.782280724848004e-01,
+	 9.783582630331841e-01,
+	 9.784880674184562e-01,
+	 9.786174855893822e-01,
+	 9.787465174948803e-01,
+	 9.788751630840207e-01,
+	 9.790034223060264e-01,
+	 9.791312951102729e-01,
+	 9.792587814462879e-01,
+	 9.793858812637520e-01,
+	 9.795125945124984e-01,
+	 9.796389211425126e-01,
+	 9.797648611039327e-01,
+	 9.798904143470497e-01,
+	 9.800155808223070e-01,
+	 9.801403604803007e-01,
+	 9.802647532717799e-01,
+	 9.803887591476457e-01,
+	 9.805123780589525e-01,
+	 9.806356099569075e-01,
+	 9.807584547928700e-01,
+	 9.808809125183529e-01,
+	 9.810029830850212e-01,
+	 9.811246664446932e-01,
+	 9.812459625493398e-01,
+	 9.813668713510848e-01,
+	 9.814873928022048e-01,
+	 9.816075268551293e-01,
+	 9.817272734624409e-01,
+	 9.818466325768750e-01,
+	 9.819656041513199e-01,
+	 9.820841881388168e-01,
+	 9.822023844925601e-01,
+	 9.823201931658971e-01,
+	 9.824376141123280e-01,
+	 9.825546472855061e-01,
+	 9.826712926392380e-01,
+	 9.827875501274830e-01,
+	 9.829034197043537e-01,
+	 9.830189013241158e-01,
+	 9.831339949411881e-01,
+	 9.832487005101426e-01,
+	 9.833630179857042e-01,
+	 9.834769473227515e-01,
+	 9.835904884763157e-01,
+	 9.837036414015817e-01,
+	 9.838164060538875e-01,
+	 9.839287823887242e-01,
+	 9.840407703617362e-01,
+	 9.841523699287213e-01,
+	 9.842635810456307e-01,
+	 9.843744036685688e-01,
+	 9.844848377537930e-01,
+	 9.845948832577148e-01,
+	 9.847045401368985e-01,
+	 9.848138083480619e-01,
+	 9.849226878480764e-01,
+	 9.850311785939665e-01,
+	 9.851392805429106e-01,
+	 9.852469936522400e-01,
+	 9.853543178794399e-01,
+	 9.854612531821489e-01,
+	 9.855677995181592e-01,
+	 9.856739568454161e-01,
+	 9.857797251220192e-01,
+	 9.858851043062207e-01,
+	 9.859900943564271e-01,
+	 9.860946952311984e-01,
+	 9.861989068892479e-01,
+	 9.863027292894428e-01,
+	 9.864061623908039e-01,
+	 9.865092061525056e-01,
+	 9.866118605338760e-01,
+	 9.867141254943966e-01,
+	 9.868160009937034e-01,
+	 9.869174869915852e-01,
+	 9.870185834479851e-01,
+	 9.871192903229998e-01,
+	 9.872196075768798e-01,
+	 9.873195351700292e-01,
+	 9.874190730630062e-01,
+	 9.875182212165227e-01,
+	 9.876169795914443e-01,
+	 9.877153481487906e-01,
+	 9.878133268497351e-01,
+	 9.879109156556050e-01,
+	 9.880081145278814e-01,
+	 9.881049234281996e-01,
+	 9.882013423183484e-01,
+	 9.882973711602711e-01,
+	 9.883930099160642e-01,
+	 9.884882585479788e-01,
+	 9.885831170184199e-01,
+	 9.886775852899461e-01,
+	 9.887716633252704e-01,
+	 9.888653510872598e-01,
+	 9.889586485389351e-01,
+	 9.890515556434714e-01,
+	 9.891440723641978e-01,
+	 9.892361986645972e-01,
+	 9.893279345083072e-01,
+	 9.894192798591191e-01,
+	 9.895102346809784e-01,
+	 9.896007989379848e-01,
+	 9.896909725943920e-01,
+	 9.897807556146080e-01,
+	 9.898701479631951e-01,
+	 9.899591496048694e-01,
+	 9.900477605045018e-01,
+	 9.901359806271171e-01,
+	 9.902238099378942e-01,
+	 9.903112484021663e-01,
+	 9.903982959854213e-01,
+	 9.904849526533008e-01,
+	 9.905712183716012e-01,
+	 9.906570931062728e-01,
+	 9.907425768234204e-01,
+	 9.908276694893032e-01,
+	 9.909123710703346e-01,
+	 9.909966815330825e-01,
+	 9.910806008442692e-01,
+	 9.911641289707711e-01,
+	 9.912472658796194e-01,
+	 9.913300115379995e-01,
+	 9.914123659132512e-01,
+	 9.914943289728688e-01,
+	 9.915759006845011e-01,
+	 9.916570810159512e-01,
+	 9.917378699351770e-01,
+	 9.918182674102904e-01,
+	 9.918982734095585e-01,
+	 9.919778879014022e-01,
+	 9.920571108543973e-01,
+	 9.921359422372742e-01,
+	 9.922143820189177e-01,
+	 9.922924301683670e-01,
+	 9.923700866548164e-01,
+	 9.924473514476143e-01,
+	 9.925242245162640e-01,
+	 9.926007058304231e-01,
+	 9.926767953599043e-01,
+	 9.927524930746744e-01,
+	 9.928277989448553e-01,
+	 9.929027129407233e-01,
+	 9.929772350327095e-01,
+	 9.930513651913996e-01,
+	 9.931251033875340e-01,
+	 9.931984495920079e-01,
+	 9.932714037758712e-01,
+	 9.933439659103285e-01,
+	 9.934161359667391e-01,
+	 9.934879139166171e-01,
+	 9.935592997316314e-01,
+	 9.936302933836056e-01,
+	 9.937008948445183e-01,
+	 9.937711040865025e-01,
+	 9.938409210818464e-01,
+	 9.939103458029928e-01,
+	 9.939793782225393e-01,
+	 9.940480183132387e-01,
+	 9.941162660479983e-01,
+	 9.941841213998803e-01,
+	 9.942515843421018e-01,
+	 9.943186548480351e-01,
+	 9.943853328912067e-01,
+	 9.944516184452986e-01,
+	 9.945175114841477e-01,
+	 9.945830119817456e-01,
+	 9.946481199122388e-01,
+	 9.947128352499289e-01,
+	 9.947771579692725e-01,
+	 9.948410880448810e-01,
+	 9.949046254515209e-01,
+	 9.949677701641138e-01,
+	 9.950305221577358e-01,
+	 9.950928814076186e-01,
+	 9.951548478891488e-01,
+	 9.952164215778677e-01,
+	 9.952776024494718e-01,
+	 9.953383904798129e-01,
+	 9.953987856448975e-01,
+	 9.954587879208874e-01,
+	 9.955183972840993e-01,
+	 9.955776137110051e-01,
+	 9.956364371782318e-01,
+	 9.956948676625614e-01,
+	 9.957529051409312e-01,
+	 9.958105495904334e-01,
+	 9.958678009883155e-01,
+	 9.959246593119800e-01,
+	 9.959811245389847e-01,
+	 9.960371966470425e-01,
+	 9.960928756140213e-01,
+	 9.961481614179445e-01,
+	 9.962030540369904e-01,
+	 9.962575534494926e-01,
+	 9.963116596339400e-01,
+	 9.963653725689764e-01,
+	 9.964186922334012e-01,
+	 9.964716186061688e-01,
+	 9.965241516663890e-01,
+	 9.965762913933265e-01,
+	 9.966280377664015e-01,
+	 9.966793907651896e-01,
+	 9.967303503694215e-01,
+	 9.967809165589830e-01,
+	 9.968310893139156e-01,
+	 9.968808686144157e-01,
+	 9.969302544408352e-01,
+	 9.969792467736811e-01,
+	 9.970278455936161e-01,
+	 9.970760508814578e-01,
+	 9.971238626181795e-01,
+	 9.971712807849096e-01,
+	 9.972183053629318e-01,
+	 9.972649363336853e-01,
+	 9.973111736787648e-01,
+	 9.973570173799199e-01,
+	 9.974024674190559e-01,
+	 9.974475237782336e-01,
+	 9.974921864396690e-01,
+	 9.975364553857333e-01,
+	 9.975803305989536e-01,
+	 9.976238120620119e-01,
+	 9.976668997577459e-01,
+	 9.977095936691487e-01,
+	 9.977518937793688e-01,
+	 9.977938000717101e-01,
+	 9.978353125296320e-01,
+	 9.978764311367492e-01,
+	 9.979171558768322e-01,
+	 9.979574867338065e-01,
+	 9.979974236917534e-01,
+	 9.980369667349095e-01,
+	 9.980761158476671e-01,
+	 9.981148710145737e-01,
+	 9.981532322203326e-01,
+	 9.981911994498023e-01,
+	 9.982287726879969e-01,
+	 9.982659519200862e-01,
+	 9.983027371313952e-01,
+	 9.983391283074048e-01,
+	 9.983751254337510e-01,
+	 9.984107284962256e-01,
+	 9.984459374807759e-01,
+	 9.984807523735048e-01,
+	 9.985151731606706e-01,
+	 9.985491998286873e-01,
+	 9.985828323641244e-01,
+	 9.986160707537068e-01,
+	 9.986489149843153e-01,
+	 9.986813650429861e-01,
+	 9.987134209169111e-01,
+	 9.987450825934373e-01,
+	 9.987763500600682e-01,
+	 9.988072233044618e-01,
+	 9.988377023144328e-01,
+	 9.988677870779507e-01,
+	 9.988974775831408e-01,
+	 9.989267738182843e-01,
+	 9.989556757718179e-01,
+	 9.989841834323336e-01,
+	 9.990122967885794e-01,
+	 9.990400158294589e-01,
+	 9.990673405440310e-01,
+	 9.990942709215108e-01,
+	 9.991208069512686e-01,
+	 9.991469486228305e-01,
+	 9.991726959258782e-01,
+	 9.991980488502492e-01,
+	 9.992230073859366e-01,
+	 9.992475715230891e-01,
+	 9.992717412520110e-01,
+	 9.992955165631625e-01,
+	 9.993188974471594e-01,
+	 9.993418838947731e-01,
+	 9.993644758969308e-01,
+	 9.993866734447152e-01,
+	 9.994084765293649e-01,
+	 9.994298851422743e-01,
+	 9.994508992749930e-01,
+	 9.994715189192268e-01,
+	 9.994917440668371e-01,
+	 9.995115747098408e-01,
+	 9.995310108404106e-01,
+	 9.995500524508754e-01,
+	 9.995686995337189e-01,
+	 9.995869520815813e-01,
+	 9.996048100872582e-01,
+	 9.996222735437010e-01,
+	 9.996393424440169e-01,
+	 9.996560167814686e-01,
+	 9.996722965494749e-01,
+	 9.996881817416099e-01,
+	 9.997036723516038e-01,
+	 9.997187683733426e-01,
+	 9.997334698008677e-01,
+	 9.997477766283768e-01,
+	 9.997616888502225e-01,
+	 9.997752064609142e-01,
+	 9.997883294551163e-01,
+	 9.998010578276494e-01,
+	 9.998133915734896e-01,
+	 9.998253306877691e-01,
+	 9.998368751657757e-01,
+	 9.998480250029530e-01,
+	 9.998587801949006e-01,
+	 9.998691407373738e-01,
+	 9.998791066262838e-01,
+	 9.998886778576976e-01,
+	 9.998978544278384e-01,
+	 9.999066363330852e-01,
+	 9.999150235699730e-01,
+	 9.999230161351929e-01,
+	 9.999306140255922e-01,
+	 9.999378172381750e-01,
+	 9.999446257701015e-01,
+	 9.999510396186888e-01,
+	 9.999570587814121e-01,
+	 9.999626832559038e-01,
+	 9.999679130399564e-01,
+	 9.999727481315230e-01,
+	 9.999771885287215e-01,
+	 9.999812342298391e-01,
+	 9.999848852333429e-01,
+	 9.999881415378994e-01,
+	 9.999910031424144e-01,
+	 9.999934700461274e-01,
+	 9.999955422488499e-01,
+	 9.999972197516868e-01,
+	 9.999985025597460e-01,
+	 9.999993906966838e-01,
+	 9.999998843594127e-01
+};
+
+static int
+gauss_weights(double qr, double **w, double **z)
+{
+    if (qr < 100) {
+        *w = Gauss76Wt; *z = Gauss76Z; return 76;
+    } else if (qr < 750) {
+        *w = Gauss500Wt; *z = Gauss500Z; return 500;
+    } else {
+        *w = Gauss5000Wt; *z = Gauss5000Z; return 5000;
+    }
+}
\ No newline at end of file

From 59369678cc9386ae3dec1598fdbc08b38ef72c47 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Tue, 29 Jul 2025 09:49:57 -0400
Subject: [PATCH 02/29] add core shell bicelle; fix gpu build errors (mac)

---
 sasmodels/models/core_shell_bicelle.c  | 11 +++++++----
 sasmodels/models/core_shell_bicelle.py |  2 +-
 sasmodels/models/cylinderp.c           |  2 +-
 sasmodels/models/lib/adaptive.c        |  2 +-
 4 files changed, 10 insertions(+), 7 deletions(-)

diff --git a/sasmodels/models/core_shell_bicelle.c b/sasmodels/models/core_shell_bicelle.c
index bddb8d2e..b5d7df9b 100644
--- a/sasmodels/models/core_shell_bicelle.c
+++ b/sasmodels/models/core_shell_bicelle.c
@@ -93,16 +93,19 @@ Fq(double q,
     const double uplim = M_PI_4;
     const double halflength = 0.5*length;
 
+    double qr = q*fmax(radius+thick_radius, 2*halflength+thick_face);
+    constant double *w, *z;
+    int n = gauss_weights(qr, &w, &z);
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
-        double theta = (GAUSS_Z[i] + 1.0)*uplim;
+    for(int i=0;i<n;i++) {
+        double theta = (z[i] + 1.0)*uplim;
         double sin_theta, cos_theta; // slots to hold sincos function output
         SINCOS(theta, sin_theta, cos_theta);
         double form = bicelle_kernel(q*sin_theta, q*cos_theta, radius, thick_radius, thick_face,
                                    halflength, sld_core, sld_face, sld_rim, sld_solvent);
-        total_F1 += GAUSS_W[i]*form*sin_theta;
-        total_F2 += GAUSS_W[i]*form*form*sin_theta;
+        total_F1 += w[i]*form*sin_theta;
+        total_F2 += w[i]*form*form*sin_theta;
     }
     // Correct for integration range
     total_F1 *= uplim;
diff --git a/sasmodels/models/core_shell_bicelle.py b/sasmodels/models/core_shell_bicelle.py
index a77d59d9..0f9f5947 100644
--- a/sasmodels/models/core_shell_bicelle.py
+++ b/sasmodels/models/core_shell_bicelle.py
@@ -152,7 +152,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c",
+source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c",
           "core_shell_bicelle.c"]
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/cylinderp.c b/sasmodels/models/cylinderp.c
index e47ca2c9..862be5d0 100644
--- a/sasmodels/models/cylinderp.c
+++ b/sasmodels/models/cylinderp.c
@@ -69,7 +69,7 @@ Fq(double q,
     double total_F2 = 0.0;
 
     double qr = q*(radius > length ? radius : length);
-    double *w, *z;
+    constant double *w, *z;
     int n = gauss_weights(qr, &w, &z);
     for (int i=0; i<n ;i++) {
         const double theta = z[i]*zm + zb;
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
index bd4a0f50..0f0179da 100644
--- a/sasmodels/models/lib/adaptive.c
+++ b/sasmodels/models/lib/adaptive.c
@@ -11201,7 +11201,7 @@ constant double Gauss5000Z[5000]={
 };
 
 static int
-gauss_weights(double qr, double **w, double **z)
+gauss_weights(double qr, constant double **w, constant double **z)
 {
     if (qr < 100) {
         *w = Gauss76Wt; *z = Gauss76Z; return 76;

From e6126ac4b52cc6275db692426ca3f7611f67e32b Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 30 Jul 2025 10:19:16 -0400
Subject: [PATCH 03/29] adaptive integration for most shape models

---
 sasmodels/direct_model.py                     |  20 +-
 sasmodels/generate.py                         |  28 +-
 sasmodels/gengauss.py                         |  13 +-
 sasmodels/model_test.py                       |  40 ++-
 sasmodels/models/barbell.c                    |  23 +-
 sasmodels/models/barbell.py                   |   2 +-
 sasmodels/models/capped_cylinder.c            |  23 +-
 sasmodels/models/capped_cylinder.py           |   2 +-
 sasmodels/models/core_shell_bicelle.c         |   5 +-
 .../models/core_shell_bicelle_elliptical.c    |  29 +-
 .../models/core_shell_bicelle_elliptical.py   |   2 +-
 ...core_shell_bicelle_elliptical_belt_rough.c |  29 +-
 ...ore_shell_bicelle_elliptical_belt_rough.py |   2 +-
 sasmodels/models/core_shell_cylinder.c        |  15 +-
 sasmodels/models/core_shell_cylinder.py       |   2 +-
 sasmodels/models/core_shell_ellipsoid.c       |  12 +-
 sasmodels/models/core_shell_ellipsoid.py      |  12 +-
 sasmodels/models/core_shell_parallelepiped.c  |  24 +-
 sasmodels/models/core_shell_parallelepiped.py |   2 +-
 sasmodels/models/cylinder.c                   |  14 +-
 sasmodels/models/cylinder.py                  |   2 +-
 sasmodels/models/cylinderp.c                  | 104 --------
 sasmodels/models/cylinderp.py                 | 251 ------------------
 sasmodels/models/ellipsoid.c                  |  15 +-
 sasmodels/models/ellipsoid.py                 |   2 +-
 sasmodels/models/elliptical_cylinder.c        |  24 +-
 sasmodels/models/elliptical_cylinder.py       |   2 +-
 .../models/flexible_cylinder_elliptical.c     |  11 +-
 .../models/flexible_cylinder_elliptical.py    |  11 +-
 sasmodels/models/hollow_cylinder.c            |  13 +-
 sasmodels/models/hollow_cylinder.py           |   2 +-
 sasmodels/models/hollow_rectangular_prism.c   |  24 +-
 sasmodels/models/hollow_rectangular_prism.py  |   2 +-
 .../hollow_rectangular_prism_thin_walls.c     |  24 +-
 .../hollow_rectangular_prism_thin_walls.py    |   2 +-
 sasmodels/models/lib/adaptive.c               |  82 +++---
 sasmodels/models/parallelepiped.c             |  24 +-
 sasmodels/models/parallelepiped.py            |   2 +-
 sasmodels/models/pringle.c                    |  20 +-
 sasmodels/models/pringle.py                   |   2 +-
 sasmodels/models/rectangular_prism.c          |  27 +-
 sasmodels/models/rectangular_prism.py         |   2 +-
 sasmodels/models/spherical_sld.c              |   3 +
 sasmodels/models/stacked_disks.c              |  13 +-
 sasmodels/models/stacked_disks.py             |  18 +-
 sasmodels/models/triaxial_ellipsoid.c         |  29 +-
 sasmodels/models/triaxial_ellipsoid.py        |   2 +-
 47 files changed, 434 insertions(+), 578 deletions(-)
 delete mode 100644 sasmodels/models/cylinderp.c
 delete mode 100644 sasmodels/models/cylinderp.py

diff --git a/sasmodels/direct_model.py b/sasmodels/direct_model.py
index de023d1c..608dd9cd 100644
--- a/sasmodels/direct_model.py
+++ b/sasmodels/direct_model.py
@@ -451,14 +451,18 @@ def test_reparameterize():
     except Exception:
         pass
 
-def _direct_calculate(model, data, pars):
+def _direct_calculate(model, data, pars, ngauss=0):
     from .core import load_model_info, build_model
+    from .generate import set_integration_size
+
     model_info = load_model_info(model)
+    if ngauss != 0:
+        set_integration_size(model_info, ngauss)
     kernel = build_model(model_info)
     calculator = DirectModel(data, kernel)
     return calculator(**pars)
 
-def Iq(model, q, dq=None, ql=None, qw=None, **pars):
+def Iq(model, q, dq=None, ql=None, qw=None, ngauss=0, **pars):
     """
     Compute I(q) for *model*. Resolution is *dq* for pinhole or *ql* and *qw*
     for slit geometry. Use 0 or None for infinite slits.
@@ -496,16 +500,16 @@ def broadcast(v):
             else np.full(len(q), v) if np.isscalar(v)
             else _as_numpy(v))
     data.dxl, data.dxw = broadcast(ql), broadcast(qw)
-    return _direct_calculate(model, data, pars)
+    return _direct_calculate(model, data, pars, ngauss=ngauss)
 
-def Iqxy(model, qx, qy, dqx=None, dqy=None, **pars):
+def Iqxy(model, qx, qy, dqx=None, dqy=None, ngauss=0, **pars):
     """
     Compute I(qx, qy) for *model*. Resolution is *dqx* and *dqy*.
     See :func:`Iq` for details on model and parameters.
     """
     from .data import Data2D
     data = Data2D(x=qx, y=qy, dx=dqx, dy=dqy)
-    return _direct_calculate(model, data, pars)
+    return _direct_calculate(model, data, pars, ngauss=ngauss)
 
 def Gxi(model, xi, **pars):
     """
@@ -526,6 +530,8 @@ def main():
     if len(sys.argv) < 3:
         print("usage: python -m sasmodels.direct_model modelname (q|qx,qy) par=val ...")
         sys.exit(1)
+
+    ngauss = 0
     model = sys.argv[1]
     call = sys.argv[2].upper()
     pars = dict((k, (float(v) if not k.endswith("_pd_type") else v))
@@ -540,13 +546,13 @@ def main():
         dq = dqw = dql = None
         #dq = [q*0.05] # 5% pinhole resolution
         #dqw, dql = [q*0.05], [1.0] # 5% horizontal slit resolution
-        print(Iq(model, [q], dq=dq, qw=dqw, ql=dql, **pars)[0])
+        print(Iq(model, [q], dq=dq, qw=dqw, ql=dql, ngauss=ngauss, **pars)[0])
         #print(Gxi(model, [q], **pars)[0])
     elif len(values) == 2:
         qx, qy = values
         dq = None
         #dq = [0.005] # 5% pinhole resolution at q = 0.1
-        print(Iqxy(model, [qx], [qy], dqx=dq, dqy=dq, **pars)[0])
+        print(Iqxy(model, [qx], [qy], dqx=dq, dqy=dq, ngauss=ngauss, **pars)[0])
     else:
         print("use q or qx,qy")
         sys.exit(1)
diff --git a/sasmodels/generate.py b/sasmodels/generate.py
index 74206021..5f5c67a7 100644
--- a/sasmodels/generate.py
+++ b/sasmodels/generate.py
@@ -290,13 +290,27 @@ def set_integration_size(info, n):
     Note: this really ought to be a method in modelinfo, but that leads to
     import loops.
     """
-    if info.source and any(lib.startswith('lib/gauss') for lib in info.source):
-        from .gengauss import gengauss
-        path = joinpath(MODEL_PATH, "lib", "gauss%d.c"%n)
-        if not exists(path):
-            gengauss(n, path)
-        info.source = ["lib/gauss%d.c"%n if lib.startswith('lib/gauss')
-                       else lib for lib in info.source]
+    from .gengauss import gengauss
+
+    if not info.source:
+        return
+
+    # Generate the integration points
+    path = joinpath(MODEL_PATH, "lib", f"gauss{n}.c")
+    if not exists(path):
+        # print(f"building Gaussian integration points of size {n} in {str(path)}")
+        gengauss(n, path)
+
+    # Replace adaptive.c or lib/gauss<n>.c
+    try:
+        index = info.source.index("lib/adaptive.c")
+        info.source[index:index+1] = [f"lib/gauss{n}.c", "lib/nonadaptive.c"]
+    except ValueError:
+        for index in range(len(info.source)-1, -1, -1):
+            if info.source[index].startswith("lib/gauss"):
+                info.source[index] = f"lib/gauss{n}.c"
+                break
+    # print("info.source is now", info.source)
 
 def format_units(units):
     # type: (str) -> str
diff --git a/sasmodels/gengauss.py b/sasmodels/gengauss.py
index e155e69b..8b196fc6 100755
--- a/sasmodels/gengauss.py
+++ b/sasmodels/gengauss.py
@@ -21,19 +21,18 @@ def gengauss(n, path):
         array_size = n
 
     with open(path, "w") as fid:
-        fid.write("""\
-// Generated by sasmodels.gengauss.gengauss(%d)
+        fid.write(f"""\
+// Generated by sasmodels.gengauss.gengauss({n})
 
 #ifdef GAUSS_N
 # undef GAUSS_N
 # undef GAUSS_Z
 # undef GAUSS_W
 #endif
-#define GAUSS_N %d
-#define GAUSS_Z Gauss%dZ
-#define GAUSS_W Gauss%dWt
-
-"""%(n, n, n, n))
+#define GAUSS_N {n}
+#define GAUSS_Z Gauss{n}Z
+#define GAUSS_W Gauss{n}Wt
+""")
 
         if array_size != n:
             fid.write("// Note: using array size %d so that it is a multiple of 4\n\n"%array_size)
diff --git a/sasmodels/model_test.py b/sasmodels/model_test.py
index 49615ec3..cf2c10b7 100755
--- a/sasmodels/model_test.py
+++ b/sasmodels/model_test.py
@@ -579,6 +579,31 @@ def _build_test(test):
     for test in tests:
         yield _build_test(test)
 
+def _generate_target_values(modelname, ngauss=0):
+    from .generate import set_integration_size
+
+    model_info = load_model_info(modelname)
+    if ngauss != 0:
+        set_integration_size(model_info, ngauss)
+    model = build_model(model_info, platform="dll", dtype="d")
+
+    for pars, q, Iq in model_info.tests:
+        qin = q
+        if isinstance(Iq, float):
+            q, Iq = [q], [Iq]
+        if isinstance(q[0], tuple):
+            qx, qy = zip(*q)
+            q_vectors = [np.array(qx), np.array(qy)]
+        else:
+            q_vectors = [np.array(q)]
+        kernel = model.make_kernel(q_vectors)
+        target = np.array(Iq)
+        actual = call_kernel(kernel, pars)
+        if True or (actual != target).any():
+            print("Test:", modelname, pars)
+            print(f"  q = ", qin)
+            print(f"  current => [{', '.join(f'{v:.15g}' for v in target)}]")
+            print(f"  ngauss={ngauss} => [{', '.join(f'{v:.15g}' for v in actual)}]")
 
 def main():
     # type: () -> int
@@ -601,6 +626,11 @@ def main():
                         help="Engines on which to run the test.  "
                         "Valid values are opencl, cuda, dll, and all. "
                         "Defaults to all if no value is given")
+    parser.add_argument("-t", "--targets", action="store_true",
+                        help="Generate target values for test.")
+    parser.add_argument("--ngauss", type=int, default=10000,
+                        help="Number of gauss points to use in integration for "
+                        "target values. Warning: this is very slow the first time.")
     parser.add_argument("models", nargs="*",
                         help="The names of the models to be tested.  "
                         "If the first model is 'all', then all but the listed "
@@ -630,9 +660,13 @@ def main():
         print("unknown engine " + opts.engine)
         return 1
 
-    runner = TestRunner(verbosity=opts.verbose, **test_args)
-    result = runner.run(make_suite(loaders, opts.models))
-    return 1 if result.failures or result.errors else 0
+    if opts.targets:
+        for model in opts.models:
+            _generate_target_values(model, ngauss=opts.ngauss)
+    else:
+        runner = TestRunner(verbosity=opts.verbose, **test_args)
+        result = runner.run(make_suite(loaders, opts.models))
+        return 1 if result.failures or result.errors else 0
 
 
 if __name__ == "__main__":
diff --git a/sasmodels/models/barbell.c b/sasmodels/models/barbell.c
index 87f1553e..c1344d0f 100644
--- a/sasmodels/models/barbell.c
+++ b/sasmodels/models/barbell.c
@@ -19,13 +19,18 @@ _bell_kernel(double qab, double qc, double h, double radius_bell,
     const double m = radius_bell*qc; // cos argument slope
     const double b = (half_length+h)*qc; // cos argument intercept
     const double qab_r = radius_bell*qab; // Q*R*sin(theta)
+
+    const double qr_max = fmax(qab_r, m);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total = 0.0;
-    for (int i = 0; i < GAUSS_N; i++){
-        const double t = GAUSS_Z[i]*zm + zb;
+    for (int i = 0; i < n; i++){
+        const double t = z[i]*zm + zb;
         const double radical = 1.0 - t*t;
         const double bj = sas_2J1x_x(qab_r*sqrt(radical));
         const double Fq = cos(m*t + b) * radical * bj;
-        total += GAUSS_W[i] * Fq;
+        total += w[i] * Fq;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double integral = total*zm;
@@ -110,21 +115,25 @@ Fq(double q,double *F1, double *F2, double sld, double solvent_sld,
     const double h = sqrt(square(radius_bell) - square(radius));
     const double half_length = 0.5*length;
 
+    const double qr_max = q*fmax(radius, half_length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i = 0; i < GAUSS_N; i++){
-        const double theta = GAUSS_Z[i]*zm + zb;
+    for (int i = 0; i < n; i++){
+        const double theta = z[i]*zm + zb;
         double sin_theta, cos_theta; // slots to hold sincos function output
         SINCOS(theta, sin_theta, cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double Aq = _fq(qab, qc, h, radius_bell, radius, half_length);
         // scale by sin_theta for spherical coord integration
-        total_F1 += GAUSS_W[i] * Aq * sin_theta;
-        total_F2 += GAUSS_W[i] * Aq * Aq * sin_theta;
+        total_F1 += w[i] * Aq * sin_theta;
+        total_F2 += w[i] * Aq * Aq * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double form_avg = total_F1 * zm;
diff --git a/sasmodels/models/barbell.py b/sasmodels/models/barbell.py
index df44dd50..1d66f459 100644
--- a/sasmodels/models/barbell.py
+++ b/sasmodels/models/barbell.py
@@ -117,7 +117,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "barbell.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "barbell.c"]
 valid = "radius_bell >= radius"
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/capped_cylinder.c b/sasmodels/models/capped_cylinder.c
index c792574c..80c23a18 100644
--- a/sasmodels/models/capped_cylinder.c
+++ b/sasmodels/models/capped_cylinder.c
@@ -26,13 +26,18 @@ _cap_kernel(double qab, double qc, double h, double radius_cap,
     const double m = radius_cap*qc; // cos argument slope
     const double b = (half_length+h)*qc; // cos argument intercept
     const double qab_r = radius_cap*qab; // Q*R*sin(theta)
+
+    const double qr_max = fmax(qab_r, m);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total = 0.0;
-    for (int i=0; i<GAUSS_N; i++) {
-        const double t = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i<n; i++) {
+        const double t = z[i]*zm + zb;
         const double radical = 1.0 - t*t;
         const double bj = sas_2J1x_x(qab_r*sqrt(radical));
         const double Fq = cos(m*t + b) * radical * bj;
-        total += GAUSS_W[i] * Fq;
+        total += w[i] * Fq;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double integral = total*zm;
@@ -114,21 +119,25 @@ Fq(double q,double *F1, double *F2, double sld, double solvent_sld,
     const double h = -sqrt(square(radius_cap) - square(radius));
     const double half_length = 0.5*length;
 
+    const double qr_max = q*fmax(radius_cap, half_length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i=0; i<GAUSS_N ;i++) {
-        const double theta = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i<n ;i++) {
+        const double theta = z[i]*zm + zb;
         double sin_theta, cos_theta; // slots to hold sincos function output
         SINCOS(theta, sin_theta, cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double Aq = _fq(qab, qc, h, radius_cap, radius, half_length);
         // scale by sin_theta for spherical coord integration
-        total_F1 += GAUSS_W[i] * Aq * sin_theta;
-        total_F2 += GAUSS_W[i] * Aq * Aq * sin_theta;
+        total_F1 += w[i] * Aq * sin_theta;
+        total_F2 += w[i] * Aq * Aq * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double form_avg = total_F1 * zm;
diff --git a/sasmodels/models/capped_cylinder.py b/sasmodels/models/capped_cylinder.py
index e41705b5..ad1ff382 100644
--- a/sasmodels/models/capped_cylinder.py
+++ b/sasmodels/models/capped_cylinder.py
@@ -137,7 +137,7 @@
              ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "capped_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "capped_cylinder.c"]
 valid = "radius_cap >= radius"
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/core_shell_bicelle.c b/sasmodels/models/core_shell_bicelle.c
index b5d7df9b..3517c41f 100644
--- a/sasmodels/models/core_shell_bicelle.c
+++ b/sasmodels/models/core_shell_bicelle.c
@@ -93,9 +93,10 @@ Fq(double q,
     const double uplim = M_PI_4;
     const double halflength = 0.5*length;
 
-    double qr = q*fmax(radius+thick_radius, 2*halflength+thick_face);
+    const double qr_max = q*fmax(radius+thick_radius, 2*halflength+thick_face);
     constant double *w, *z;
-    int n = gauss_weights(qr, &w, &z);
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total_F1 = 0.0;
     double total_F2 = 0.0;
     for(int i=0;i<n;i++) {
diff --git a/sasmodels/models/core_shell_bicelle_elliptical.c b/sasmodels/models/core_shell_bicelle_elliptical.c
index 0264c7dc..29282565 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical.c
@@ -82,35 +82,44 @@ Fq(double q,
     const double dr2 = vol2*(sld_rim-sld_solvent);
     const double dr3 = vol3*(sld_face-sld_rim);
 
+    const double qr_max = q*(halfheight+thick_face);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     //initialize integral
     double outer_total_F1 = 0.0;
     double outer_total_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
+    for(int i=0;i<n;i++) {
         //setup inner integral over the ellipsoidal cross-section
-        //const double cos_theta = ( GAUSS_Z[i]*(vb-va) + va + vb )/2.0;
-        const double cos_theta = ( GAUSS_Z[i] + 1.0 )/2.0;
+        //const double cos_theta = ( z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_theta = ( z[i] + 1.0 )/2.0;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double si1 = sas_sinx_x(halfheight*qc);
         const double si2 = sas_sinx_x((halfheight+thick_face)*qc);
+
+        const double qr_max_inner = qab*fmax(r_minor, r_major);
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
         double inner_total_F1 = 0;
         double inner_total_F2 = 0;
-        for(int j=0;j<GAUSS_N;j++) {
+        for(int j=0;j<n_inner;j++) {
             //76 gauss points for the inner integral (WAS 20 points,so this may make unecessarily slow, but playing safe)
-            //const double beta = ( GAUSS_Z[j]*(vbj-vaj) + vaj + vbj )/2.0;
-            const double beta = ( GAUSS_Z[j] +1.0)*M_PI_2;
+            //const double beta = ( z_inner[j]*(vbj-vaj) + vaj + vbj )/2.0;
+            const double beta = ( z_inner[j] +1.0)*M_PI_2;
             const double rr = sqrt(r2A - r2B*cos(beta));
             const double be1 = sas_2J1x_x(rr*qab);
             const double be2 = sas_2J1x_x((rr+thick_rim)*qab);
             const double f = dr1*si1*be1 + dr2*si2*be2 + dr3*si2*be1;
 
-            inner_total_F1 += GAUSS_W[j] * f;
-            inner_total_F2 += GAUSS_W[j] * f * f;
+            inner_total_F1 += w_inner[j] * f;
+            inner_total_F2 += w_inner[j] * f * f;
         }
         //now calculate outer integral
-        outer_total_F1 += GAUSS_W[i] * inner_total_F1;
-        outer_total_F2 += GAUSS_W[i] * inner_total_F2;
+        outer_total_F1 += w[i] * inner_total_F1;
+        outer_total_F2 += w[i] * inner_total_F2;
     }
     // now complete change of integration variables (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.25;
diff --git a/sasmodels/models/core_shell_bicelle_elliptical.py b/sasmodels/models/core_shell_bicelle_elliptical.py
index ec83ef8b..b77678e6 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical.py
+++ b/sasmodels/models/core_shell_bicelle_elliptical.py
@@ -144,7 +144,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c",
+source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c",
           "core_shell_bicelle_elliptical.c"]
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
index 83b89b58..cbe57c1b 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
@@ -93,36 +93,45 @@ Fq(double q,
     const double dr2 = vol2*(rhor-rhosolv);
     const double dr3 = vol3*(rhoh-rhosolv);
 
+    const double qr_max = q*(halfheight+thick_face);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     //initialize integral
     double outer_total_F1 = 0.0;
     double outer_total_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
+    for(int i=0;i<n;i++) {
         //setup inner integral over the ellipsoidal cross-section
         // since we generate these lots of times, why not store them somewhere?
-        //const double cos_theta = ( GAUSS_Z[i]*(vb-va) + va + vb )/2.0;
-        const double cos_theta = ( GAUSS_Z[i] + 1.0 )/2.0;
+        //const double cos_theta = ( z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_theta = ( z[i] + 1.0 )/2.0;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double si1 = sas_sinx_x(halfheight*qc);
         const double si2 = sas_sinx_x((halfheight+thick_face)*qc);
+
+        const double qr_max_inner = qab*fmax(r_minor, r_major);
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
         double inner_total_F1 = 0;
         double inner_total_F2 = 0;
-        for(int j=0;j<GAUSS_N;j++) {
+        for(int j=0;j<n_inner;j++) {
             //76 gauss points for the inner integral (WAS 20 points,so this may make unecessarily slow, but playing safe)
-            //const double beta = ( GAUSS_Z[j]*(vbj-vaj) + vaj + vbj )/2.0;
-            const double beta = ( GAUSS_Z[j] +1.0)*M_PI_2;
+            //const double beta = ( z_inner[j]*(vbj-vaj) + vaj + vbj )/2.0;
+            const double beta = ( z_inner[j] +1.0)*M_PI_2;
             const double rr = sqrt(r2A - r2B*cos(beta));
             const double be1 = sas_2J1x_x(rr*qab);
             const double be2 = sas_2J1x_x((rr+thick_rim)*qab);
             const double f = dr1*si1*be1 + dr2*si1*be2 + dr3*si2*be1;
 
-            inner_total_F1 += GAUSS_W[j] * f;
-            inner_total_F2 += GAUSS_W[j] * f * f;
+            inner_total_F1 += w_inner[j] * f;
+            inner_total_F2 += w_inner[j] * f * f;
         }
         //now calculate outer integral
-        outer_total_F1 += GAUSS_W[i] * inner_total_F1;
-        outer_total_F2 += GAUSS_W[i] * inner_total_F2;
+        outer_total_F1 += w[i] * inner_total_F1;
+        outer_total_F2 += w[i] * inner_total_F2;
     }
     // now complete change of integration variables (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.25;
diff --git a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
index d9343d28..7462a229 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
+++ b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
@@ -157,7 +157,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c",
+source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c",
           "core_shell_bicelle_elliptical_belt_rough.c"]
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/core_shell_cylinder.c b/sasmodels/models/core_shell_cylinder.c
index 38ab439a..84c76fcf 100644
--- a/sasmodels/models/core_shell_cylinder.c
+++ b/sasmodels/models/core_shell_cylinder.c
@@ -75,20 +75,25 @@ Fq(double q,
     const double shell_r = (radius + thickness);
     const double shell_h = (0.5*length + thickness);
     const double shell_vd = form_volume(radius,thickness,length) * (shell_sld-solvent_sld);
+
+    const double qr_max = q*fmax(shell_r, shell_h);
+    constant double *z, *w;
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i=0; i<GAUSS_N ;i++) {
+    for (int i=0; i<n ;i++) {
         // translate a point in [-1,1] to a point in [0, pi/2]
-        //const double theta = ( GAUSS_Z[i]*(upper-lower) + upper + lower )/2.0;
+        //const double theta = ( z[i]*(upper-lower) + upper + lower )/2.0;
         double sin_theta, cos_theta;
-        const double theta = GAUSS_Z[i]*M_PI_4 + M_PI_4;
+        const double theta = z[i]*M_PI_4 + M_PI_4;
         SINCOS(theta, sin_theta,  cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double fq = _cyl(core_vd, core_r*qab, core_h*qc)
             + _cyl(shell_vd, shell_r*qab, shell_h*qc);
-        total_F1 += GAUSS_W[i] * fq * sin_theta;
-        total_F2 += GAUSS_W[i] * fq * fq * sin_theta;
+        total_F1 += w[i] * fq * sin_theta;
+        total_F2 += w[i] * fq * fq * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     //const double form = (upper-lower)/2.0*total;
diff --git a/sasmodels/models/core_shell_cylinder.py b/sasmodels/models/core_shell_cylinder.py
index bdff3d3a..ff5124a5 100644
--- a/sasmodels/models/core_shell_cylinder.py
+++ b/sasmodels/models/core_shell_cylinder.py
@@ -133,7 +133,7 @@
                "rotation about beam"],
              ]
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "core_shell_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "core_shell_cylinder.c"]
 have_Fq = True
 radius_effective_modes = [
     "excluded volume", "equivalent volume sphere", "outer radius", "half outer length",
diff --git a/sasmodels/models/core_shell_ellipsoid.c b/sasmodels/models/core_shell_ellipsoid.c
index bfc5248a..7c2356d0 100644
--- a/sasmodels/models/core_shell_ellipsoid.c
+++ b/sasmodels/models/core_shell_ellipsoid.c
@@ -104,20 +104,24 @@ Fq(double q,
     const double equat_shell = radius_equat_core + thick_shell;
     const double polar_shell = radius_equat_core*x_core + thick_shell*x_polar_shell;
 
+    const double qr_max = q*fmax(equat_shell, polar_shell);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate from [-1, 1] => [0, 1]
     const double m = 0.5;
     const double b = 0.5;
     double total_F1 = 0.0;     //initialize intergral
     double total_F2 = 0.0;     //initialize intergral
-    for(int i=0;i<GAUSS_N;i++) {
-        const double cos_theta = GAUSS_Z[i]*m + b;
+    for(int i=0;i<n;i++) {
+        const double cos_theta = z[i]*m + b;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         double fq = _cs_ellipsoid_kernel(q*sin_theta, q*cos_theta,
             radius_equat_core, polar_core,
             equat_shell, polar_shell,
             sld_core_shell, sld_shell_solvent);
-        total_F1 += GAUSS_W[i] * fq;
-        total_F2 += GAUSS_W[i] * fq * fq;
+        total_F1 += w[i] * fq;
+        total_F2 += w[i] * fq * fq;
     }
     total_F1 *= m;
     total_F2 *= m;
diff --git a/sasmodels/models/core_shell_ellipsoid.py b/sasmodels/models/core_shell_ellipsoid.py
index 85604416..2406b462 100644
--- a/sasmodels/models/core_shell_ellipsoid.py
+++ b/sasmodels/models/core_shell_ellipsoid.py
@@ -149,7 +149,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_3j1x_x.c", "lib/gauss76.c", "core_shell_ellipsoid.c"]
+source = ["lib/sas_3j1x_x.c", "lib/adaptive.c", "core_shell_ellipsoid.c"]
 have_Fq = True
 radius_effective_modes = [
     "average outer curvature", "equivalent volume sphere",
@@ -194,10 +194,10 @@ def random():
       'sld_solvent': 6.3,
       'background': 0.001,
       'scale': 1.0,
-     }, 1.0, 0.00189402],
+     }, 1.0, 0.00199393783025264],
 
     # Additional tests with larger range of parameters
-    [{'background': 0.01}, 0.1, 11.6915],
+    [{'background': 0.01}, 0.1, 11.6915291814002],
 
     [{'radius_equat_core': 20.0,
       'x_core': 200.0,
@@ -208,13 +208,13 @@ def random():
       'sld_solvent': 6.0,
       'background': 0.0,
       'scale': 1.0,
-     }, 0.01, 8688.53],
+     }, 0.01, 8688.52423647087],
 
     # 2D tests
     [{'background': 0.001,
       'theta': 90.0,
       'phi': 0.0,
-     }, (0.4, 0.5), 0.00690673],
+     }, (0.4, 0.5), 0.00690673646263621],
 
     [{'radius_equat_core': 20.0,
       'x_core': 200.0,
@@ -227,5 +227,5 @@ def random():
       'scale': 0.01,
       'theta': 90.0,
       'phi': 0.0,
-     }, (qx, qy), 0.01000025],
+     }, (qx, qy), 0.010000250020321],
 ]
diff --git a/sasmodels/models/core_shell_parallelepiped.c b/sasmodels/models/core_shell_parallelepiped.c
index 00295d36..12b5ee28 100644
--- a/sasmodels/models/core_shell_parallelepiped.c
+++ b/sasmodels/models/core_shell_parallelepiped.c
@@ -131,22 +131,30 @@ Fq(double q,
     const double drB = (brim_sld-solvent_sld);
     const double drC = (crim_sld-solvent_sld);
 
+    const double qr_max = q*0.5*tC;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // outer integral (with gauss points), integration limits = 0, 1
     // substitute d_cos_alpha for sin_alpha d_alpha
     double outer_sum_F1 = 0; //initialize integral
     double outer_sum_F2 = 0; //initialize integral
-    for( int i=0; i<GAUSS_N; i++) {
-        const double cos_alpha = 0.5 * ( GAUSS_Z[i] + 1.0 );
+    for( int i=0; i<n; i++) {
+        const double cos_alpha = 0.5 * ( z[i] + 1.0 );
         const double mu = half_q * sqrt(1.0-cos_alpha*cos_alpha);
         const double siC = length_c * sas_sinx_x(length_c * cos_alpha * half_q);
         const double siCt = tC * sas_sinx_x(tC * cos_alpha * half_q);
 
+        const double qr_max_inner = mu*fmax(tA, tB);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         // inner integral (with gauss points), integration limits = 0, 1
         // substitute beta = PI/2 u (so 2/PI * d_(PI/2 * beta) = d_beta)
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            const double u = 0.5 * ( GAUSS_Z[j] + 1.0 );
+        for(int j=0; j<n_inner; j++) {
+            const double u = 0.5 * ( z_inner[j] + 1.0 );
             double sin_beta, cos_beta;
             SINCOS(M_PI_2*u, sin_beta, cos_beta);
             const double siA = length_a * sas_sinx_x(length_a * mu * sin_beta);
@@ -166,13 +174,13 @@ Fq(double q,
                 + drC*siA*siB*(siCt-siC);
 #endif
 
-            inner_sum_F1 += GAUSS_W[j] * f;
-            inner_sum_F2 += GAUSS_W[j] * f * f;
+            inner_sum_F1 += w_inner[j] * f;
+            inner_sum_F2 += w_inner[j] * f * f;
         }
         // now complete change of inner integration variable (1-0)/(1-(-1))= 0.5
         // and sum up the outer integral
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * 0.5;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * 0.5;
+        outer_sum_F1 += w[i] * inner_sum_F1 * 0.5;
+        outer_sum_F2 += w[i] * inner_sum_F2 * 0.5;
     }
     // now complete change of outer integration variable (1-0)/(1-(-1))= 0.5
     outer_sum_F1 *= 0.5;
diff --git a/sasmodels/models/core_shell_parallelepiped.py b/sasmodels/models/core_shell_parallelepiped.py
index 22a59ec7..8f9655ac 100644
--- a/sasmodels/models/core_shell_parallelepiped.py
+++ b/sasmodels/models/core_shell_parallelepiped.py
@@ -224,7 +224,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "core_shell_parallelepiped.c"]
+source = ["lib/adaptive.c", "core_shell_parallelepiped.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume",
diff --git a/sasmodels/models/cylinder.c b/sasmodels/models/cylinder.c
index 2744e467..8d060c5e 100644
--- a/sasmodels/models/cylinder.c
+++ b/sasmodels/models/cylinder.c
@@ -51,6 +51,7 @@ radius_effective(int mode, double radius, double length)
     }
 }
 
+
 static void
 Fq(double q,
     double *F1,
@@ -60,20 +61,23 @@ Fq(double q,
     double radius,
     double length)
 {
+    const double qr_max = q*fmax(radius, 0.5*length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
-
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i=0; i<GAUSS_N ;i++) {
-        const double theta = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i<n ;i++) {
+        const double theta = z[i]*zm + zb;
         double sin_theta, cos_theta; // slots to hold sincos function output
         // theta (theta,phi) the projection of the cylinder on the detector plane
         SINCOS(theta , sin_theta, cos_theta);
         const double form = _fq(q*sin_theta, q*cos_theta, radius, length);
-        total_F1 += GAUSS_W[i] * form * sin_theta;
-        total_F2 += GAUSS_W[i] * form * form * sin_theta;
+        total_F1 += w[i] * form * sin_theta;
+        total_F2 += w[i] * form * form * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     total_F1 *= zm;
diff --git a/sasmodels/models/cylinder.py b/sasmodels/models/cylinder.py
index fcb1fd9c..f8ccf91d 100644
--- a/sasmodels/models/cylinder.py
+++ b/sasmodels/models/cylinder.py
@@ -142,7 +142,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "cylinder.c"]
 valid = "radius >= 0.0 && length >= 0.0"
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/cylinderp.c b/sasmodels/models/cylinderp.c
deleted file mode 100644
index 862be5d0..00000000
--- a/sasmodels/models/cylinderp.c
+++ /dev/null
@@ -1,104 +0,0 @@
-static double
-form_volume(double radius, double length)
-{
-    return M_PI*radius*radius*length;
-}
-
-static double
-_fq(double qab, double qc, double radius, double length)
-{
-    return sas_2J1x_x(qab*radius) * sas_sinx_x(qc*0.5*length);
-}
-
-static double
-radius_from_excluded_volume(double radius, double length)
-{
-    return 0.5*cbrt(0.75*radius*(2.0*radius*length
-           + (radius + length)*(M_PI*radius + length)));
-}
-
-static double
-radius_from_volume(double radius, double length)
-{
-    return cbrt(M_PI*radius*radius*length/M_4PI_3);
-}
-
-static double
-radius_from_diagonal(double radius, double length)
-{
-    return sqrt(radius*radius + 0.25*length*length);
-}
-
-static double
-radius_effective(int mode, double radius, double length)
-{
-    switch (mode) {
-    default:
-    case 1:
-        return radius_from_excluded_volume(radius, length);
-    case 2:
-        return radius_from_volume(radius, length);
-    case 3:
-        return radius;
-    case 4:
-        return 0.5*length;
-    case 5:
-        return (radius < 0.5*length ? radius : 0.5*length);
-    case 6:
-        return (radius > 0.5*length ? radius : 0.5*length);
-    case 7:
-        return radius_from_diagonal(radius,length);
-    }
-}
-
-
-static void
-Fq(double q,
-    double *F1,
-    double *F2,
-    double sld,
-    double solvent_sld,
-    double radius,
-    double length)
-{
-    // translate a point in [-1,1] to a point in [0, pi/2]
-    const double zm = M_PI_4;
-    const double zb = M_PI_4;
-
-    double total_F1 = 0.0;
-    double total_F2 = 0.0;
-
-    double qr = q*(radius > length ? radius : length);
-    constant double *w, *z;
-    int n = gauss_weights(qr, &w, &z);
-    for (int i=0; i<n ;i++) {
-        const double theta = z[i]*zm + zb;
-        double sin_theta, cos_theta; // slots to hold sincos function output
-        // theta (theta,phi) the projection of the cylinder on the detector plane
-        SINCOS(theta , sin_theta, cos_theta);
-        const double form = _fq(q*sin_theta, q*cos_theta, radius, length);
-        total_F1 += w[i] * form * sin_theta;
-        total_F2 += w[i] * form * form * sin_theta;
-    }
-    // translate dx in [-1,1] to dx in [lower,upper]
-    total_F1 *= zm;
-    total_F2 *= zm;
-    const double s = (sld - solvent_sld) * form_volume(radius, length);
-    *F1 = 1e-2 * s * total_F1;
-    *F2 = 1e-4 * s * s * total_F2;
-}
-
-
-
-static double
-Iqac(double qab, double qc,
-    double sld,
-    double solvent_sld,
-    double radius,
-    double length)
-{
-    const double form = _fq(qab, qc, radius, length);
-    const double s = (sld-solvent_sld) * form_volume(radius, length);
-    return 1.0e-4 * square(s * form);
-}
-
diff --git a/sasmodels/models/cylinderp.py b/sasmodels/models/cylinderp.py
deleted file mode 100644
index 7f1ac3b5..00000000
--- a/sasmodels/models/cylinderp.py
+++ /dev/null
@@ -1,251 +0,0 @@
-# cylinder model
-# Note: model title and parameter table are inserted automatically
-r"""
-
-For information about polarised and magnetic scattering, see
-the :ref:`magnetism` documentation.
-
-Definition
-----------
-
-The output of the 2D scattering intensity function for oriented cylinders is
-given by (Guinier, 1955)
-
-.. math::
-
-    I(q,\alpha) = \frac{\text{scale}}{V} F^2(q,\alpha) + \text{background}
-
-where
-
-.. math::
-
-    F(q,\alpha) = 2 (\Delta \rho) V
-           \frac{\sin \left(\tfrac12 qL\cos\alpha \right)}
-                {\tfrac12 qL \cos \alpha}
-           \frac{J_1 \left(q R \sin \alpha\right)}{q R \sin \alpha}
-
-and $\alpha$ is the angle between the axis of the cylinder and $\vec q$,
-$V =\pi R^2L$ is the volume of the cylinder, $L$ is the length of the cylinder,
-$R$ is the radius of the cylinder, and $\Delta\rho$ (contrast) is the
-scattering length density difference between the scatterer and the solvent.
-$J_1$ is the first order Bessel function.
-
-For randomly oriented particles:
-
-.. math::
-
-    P(q)=F^2(q)=\int_{0}^{\pi/2}{F^2(q,\alpha)\sin(\alpha)d\alpha}
-
-
-The output of the 1D scattering intensity function for randomly oriented
-cylinders is thus given by
-
-.. math::
-
-    I(q) = \frac{\text{scale}}{V}
-        \int_0^{\pi/2} F^2(q,\alpha) \sin \alpha\ d\alpha + \text{background}
-
-
-NB: The 2nd virial coefficient of the cylinder is calculated based on the
-radius and length values, and used as the effective radius for $S(q)$
-when $P(q) \cdot S(q)$ is applied.
-
-For 2d scattering from oriented cylinders, we define the direction of the
-axis of the cylinder using two angles $\theta$ (note this is not the same as
-the scattering angle used in q) and $\phi$. Those angles are defined in
-:numref:`cylinder-angle-definition` , for further details see
-:ref:`orientation`.
-
-.. _cylinder-angle-definition:
-
-.. figure:: img/cylinder_angle_definition.png
-
-    Angles $\theta$ and $\phi$ orient the cylinder relative to the beam line
-    coordinates, where the beam is along the $z$ axis. Rotation $\theta$,
-    initially in the $xz$ plane, is carried out first, then rotation $\phi$
-    about the $z$ axis. Orientation distributions are described as rotations
-    about two perpendicular axes $\delta_1$ and $\delta_2$ in the frame of
-    the cylinder itself, which when $\theta = \phi = 0$ are parallel to the
-    $Y$ and $X$ axes.
-
-.. figure:: img/cylinder_angle_projection.png
-
-    Examples for oriented cylinders.
-
-The $\theta$ and $\phi$ parameters to orient the cylinder only appear in the
-model when fitting 2d data.
-
-Validation
-----------
-
-Validation of the code was done by comparing the output of the 1D model
-to the output of the software provided by the NIST (Kline, 2006).
-The implementation of the intensity for fully oriented cylinders was done
-by averaging over a uniform distribution of orientations using
-
-.. math::
-
-    P(q) = \int_0^{\pi/2} d\phi
-        \int_0^\pi p(\theta) P_0(q,\theta) \sin \theta\ d\theta
-
-
-where $p(\theta,\phi) = 1$ is the probability distribution for the orientation
-and $P_0(q,\theta)$ is the scattering intensity for the fully oriented
-system, and then comparing to the 1D result.
-
-References
-----------
-
-#.  J. Pedersen, *Adv. Colloid Interface Sci.*, 70 (1997) 171-210
-#.  G. Fournet, *Bull. Soc. Fr. Mineral. Cristallogr.*, 74 (1951) 39-113
-#.  L. Onsager, *Ann. New York Acad. Sci.*, 51 (1949) 627-659
-
-Authorship and Verification
-----------------------------
-
-* **Author:**
-* **Last Modified by:** Paul Butler (docs only) November 10, 2022
-* **Last Reviewed by:**
-"""
-
-import numpy as np  # type: ignore
-from numpy import pi, inf  # type: ignore
-
-name = "cylinder"
-title = "Right circular cylinder with uniform scattering length density."
-description = """
-     f(q,alpha) = 2*(sld - sld_solvent)*V*sin(qLcos(alpha)/2))
-                /[qLcos(alpha)/2]*J1(qRsin(alpha))/[qRsin(alpha)]
-
-            P(q,alpha)= scale/V*f(q,alpha)^(2)+background
-            V: Volume of the cylinder
-            R: Radius of the cylinder
-            L: Length of the cylinder
-            J1: The Bessel function
-            alpha: angle between the axis of the
-            cylinder and the q-vector for 1D
-            :the ouput is P(q)=scale/V*integral
-            from pi/2 to zero of...
-            f(q,alpha)^(2)*sin(alpha)*dalpha + background
-"""
-category = "shape:cylinder"
-
-# pylint: disable=bad-whitespace, line-too-long
-#             [ "name", "units", default, [lower, upper], "type", "description"],
-parameters = [
-    ["sld",         "1e-6/Ang^2",   4, [-inf, inf], "sld",         "Cylinder scattering length density"],
-    ["sld_solvent", "1e-6/Ang^2",   1, [-inf, inf], "sld",         "Solvent scattering length density"],
-    ["radius",      "Ang",         20, [0, inf],    "volume",      "Cylinder radius"],
-    ["length",      "Ang",        400, [0, inf],    "volume",      "Cylinder length"],
-    ["theta",       "degrees",     60, [-360, 360], "orientation", "cylinder axis to beam angle"],
-    ["phi",         "degrees",     60, [-360, 360], "orientation", "rotation about beam"],
-    ]
-# pylint: enable=bad-whitespace, line-too-long
-
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "cylinderp.c"]
-valid = "radius >= 0.0 && length >= 0.0"
-have_Fq = True
-radius_effective_modes = [
-    "excluded volume", "equivalent volume sphere", "radius",
-    "half length", "half min dimension", "half max dimension", "half diagonal",
-    ]
-
-def random():
-    """Return a random parameter set for the model."""
-    volume = 10**np.random.uniform(5, 12)
-    length = 10**np.random.uniform(-2, 2)*volume**0.333
-    radius = np.sqrt(volume/length/np.pi)
-    pars = dict(
-        #scale=1,
-        #background=0,
-        length=length,
-        radius=radius,
-    )
-    return pars
-
-
-# Test 1-D and 2-D models
-qx, qy = 0.2 * np.cos(2.5), 0.2 * np.sin(2.5)
-theta, phi = 80.1534480601659, 10.1510817110481  # (10, 10) in sasview 3.x
-tests = [
-    [{}, 0.2, 0.042761386790780453],
-    [{}, [0.2], [0.042761386790780453]],
-    [{"scale": 1., "background": 0.}, [0.01, 0.05, 0.2],
-     # these numerical results NOT independently verified
-     [3.01823887e+02, 5.36661653e+01, 4.17613868e-02]],
-    [{"scale": 1., "background": 0.},
-     # the longer list here checks  F1, F2=I(Q)*V, R_eff, volume, volume_ratio
-     0.05, 2214.9614083, 26975556.88749548, 73.34013315261608,
-     502654.8245743669, 1.0],
-#2345678901234567890123456789012345678901234567890123456789012345678901234567890
-    [{"@S": "hardsphere",         # MONODISPERSE
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "structure_factor_mode": 0,  # normal decoupling approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [7.35571916e+01, 5.78147797e+01, 4.15623248e-2]
-     ],
-    [{"@S": "hardsphere",
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "structure_factor_mode": 1,  # beta approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [8.29729770e+01, 5.44206752e+01, 4.17598382e-2]
-     ],
-    [{"@S": "hardsphere",         # POLYDISPERSE
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
-      "structure_factor_mode": 0,  # normal decoupling approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [87.50350037, 63.95202427, 0.27889988]
-     ],
-    [{"@S": "hardsphere",
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
-      "structure_factor_mode": 1,  # beta approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [132.2101165, 59.89948174, 0.28048784]
-     ],
-    #
-    [{'theta': theta, 'phi': phi}, (qx, qy), 0.03514647218513852],
-    [{'theta': theta, 'phi': phi}, [(qx, qy)], [0.03514647218513852]],
-]
-del qx, qy, theta, phi  # not necessary to delete, but cleaner
-
-def _extend_with_reff_tests(radius, length):
-    """Test R_eff and form volume calculations"""
-    # V and Vr are the same for each R_eff mode
-    V = pi*radius**2*length  # shell volume = form volume for solid objects
-    Vr = 1.0  # form:shell volume ratio
-    # Use test value for I(0.2) from above to check Fsq value.  Need to
-    # remove scale and background before testing.
-    q = 0.2
-    scale, background = V, 0.001
-    Fsq = (0.042761386790780453 - background)*scale
-    F = None  # Need target value for <F>
-    # Various values for R_eff, depending on mode
-    r_effs = [
-        0.,
-        0.5*(0.75*radius*(2.0*radius*length
-                          + (radius + length)*(pi*radius + length)))**(1./3.),
-        (0.75*radius**2*length)**(1./3.),
-        radius,
-        length/2.,
-        min(radius, length/2.),
-        max(radius, length/2.),
-        np.sqrt(4*radius**2 + length**2)/2.,
-    ]
-    tests.extend([
-        ({'radius_effective_mode': 0}, q, F, Fsq, r_effs[0], V, Vr),
-        ({'radius_effective_mode': 1}, q, F, Fsq, r_effs[1], V, Vr),
-        ({'radius_effective_mode': 2}, q, F, Fsq, r_effs[2], V, Vr),
-        ({'radius_effective_mode': 3}, q, F, Fsq, r_effs[3], V, Vr),
-        ({'radius_effective_mode': 4}, q, F, Fsq, r_effs[4], V, Vr),
-        ({'radius_effective_mode': 5}, q, F, Fsq, r_effs[5], V, Vr),
-        ({'radius_effective_mode': 6}, q, F, Fsq, r_effs[6], V, Vr),
-        ({'radius_effective_mode': 7}, q, F, Fsq, r_effs[7], V, Vr),
-    ])
-
-# Test Reff and volume with default model parameters
-_extend_with_reff_tests(parameters[2][2], parameters[3][2])
-del _extend_with_reff_tests
-
-# ADDED by:  RKH  ON: 18Mar2016 renamed sld's etc
diff --git a/sasmodels/models/ellipsoid.c b/sasmodels/models/ellipsoid.c
index b91b0b51..6ac42a18 100644
--- a/sasmodels/models/ellipsoid.c
+++ b/sasmodels/models/ellipsoid.c
@@ -64,18 +64,23 @@ Fq(double q,
     //     u = sin, du = cos dT
     //     i(h) = int_0^1 Phi^2(h a sqrt(1 + u^2(v^2-1)) du
     const double v_square_minus_one = square(radius_polar/radius_equatorial) - 1.0;
+
+    const double qr_max = q*fmax(radius_polar,radius_equatorial);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, 1]
-    // const double u = GAUSS_Z[i]*(upper-lower)/2 + (upper+lower)/2;
+    // const double u = z[i]*(upper-lower)/2 + (upper+lower)/2;
     const double zm = 0.5;
     const double zb = 0.5;
     double total_F2 = 0.0;
     double total_F1 = 0.0;
-    for (int i=0;i<GAUSS_N;i++) {
-        const double u = GAUSS_Z[i]*zm + zb;
+    for (int i=0;i<n;i++) {
+        const double u = z[i]*zm + zb;
         const double r = radius_equatorial*sqrt(1.0 + u*u*v_square_minus_one);
         const double f = sas_3j1x_x(q*r);
-        total_F2 += GAUSS_W[i] * f * f;
-        total_F1 += GAUSS_W[i] * f;
+        total_F2 += w[i] * f * f;
+        total_F1 += w[i] * f;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     total_F1 *= zm;
diff --git a/sasmodels/models/ellipsoid.py b/sasmodels/models/ellipsoid.py
index e865f847..e9f66406 100644
--- a/sasmodels/models/ellipsoid.py
+++ b/sasmodels/models/ellipsoid.py
@@ -154,7 +154,7 @@
 # pylint: enable=bad-whitespace, line-too-long
 
 
-source = ["lib/sas_3j1x_x.c", "lib/gauss76.c", "ellipsoid.c"]
+source = ["lib/sas_3j1x_x.c", "lib/adaptive.c", "ellipsoid.c"]
 have_Fq = True
 radius_effective_modes = [
     "average curvature", "equivalent volume sphere", "min radius", "max radius",
diff --git a/sasmodels/models/elliptical_cylinder.c b/sasmodels/models/elliptical_cylinder.c
index 2ab87e11..22ae7824 100644
--- a/sasmodels/models/elliptical_cylinder.c
+++ b/sasmodels/models/elliptical_cylinder.c
@@ -82,22 +82,30 @@ Fq(double q, double *F1, double *F2, double radius_minor, double r_ratio, double
     const double rA = 0.5*(square(radius_major) + square(radius_minor));
     const double rB = 0.5*(square(radius_major) - square(radius_minor));
 
+    const double qr_max = q*0.5*length;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
+    const double qr_max_inner = q*fmax(radius_minor, radius_major);
+    constant double *w_inner, *z_inner;
+    int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
     //initialize integral
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
+    for(int i=0;i<n;i++) {
         //setup inner integral over the ellipsoidal cross-section
-        const double cos_val = ( GAUSS_Z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_val = ( z[i]*(vb-va) + va + vb )/2.0;
         const double sin_val = sqrt(1.0 - cos_val*cos_val);
         //const double arg = radius_minor*sin_val;
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0;j<GAUSS_N;j++) {
-            const double theta = ( GAUSS_Z[j]*(vbj-vaj) + vaj + vbj )/2.0;
+        for(int j=0;j<n_inner;j++) {
+            const double theta = ( z_inner[j]*(vbj-vaj) + vaj + vbj )/2.0;
             const double r = sin_val*sqrt(rA - rB*cos(theta));
             const double be = sas_2J1x_x(q*r);
-            inner_sum_F1 += GAUSS_W[j] * be;
-            inner_sum_F2 += GAUSS_W[j] * be * be;
+            inner_sum_F1 += w_inner[j] * be;
+            inner_sum_F2 += w_inner[j] * be * be;
         }
         //now calculate the value of the inner integral
         inner_sum_F1 *= 0.5*(vbj-vaj);
@@ -105,8 +113,8 @@ Fq(double q, double *F1, double *F2, double radius_minor, double r_ratio, double
 
         //now calculate outer integral
         const double si = sas_sinx_x(q*0.5*length*cos_val);
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * si;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * si * si;
+        outer_sum_F1 += w[i] * inner_sum_F1 * si;
+        outer_sum_F2 += w[i] * inner_sum_F2 * si * si;
     }
     // correct limits and divide integral by pi
     outer_sum_F1 *= 0.5*(vb-va)/M_PI;
diff --git a/sasmodels/models/elliptical_cylinder.py b/sasmodels/models/elliptical_cylinder.py
index a3e48ffe..0c2fecf8 100644
--- a/sasmodels/models/elliptical_cylinder.py
+++ b/sasmodels/models/elliptical_cylinder.py
@@ -123,7 +123,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "elliptical_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "elliptical_cylinder.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume",
diff --git a/sasmodels/models/flexible_cylinder_elliptical.c b/sasmodels/models/flexible_cylinder_elliptical.c
index e4fff8dc..44167b0c 100644
--- a/sasmodels/models/flexible_cylinder_elliptical.c
+++ b/sasmodels/models/flexible_cylinder_elliptical.c
@@ -14,15 +14,18 @@ double form_volume(double length, double kuhn_length, double radius)
 double
 elliptical_crosssection(double q, double a, double b)
 {
-    double sum=0.0;
+    const double qr_max = q*fmax(a, b);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
 
-    for(int i=0;i<GAUSS_N;i++) {
-        const double zi = ( GAUSS_Z[i] + 1.0 )*M_PI_4;
+    double sum=0.0;
+    for(int i=0;i<n;i++) {
+        const double zi = ( z[i] + 1.0 )*M_PI_4;
         double sn, cn;
         SINCOS(zi, sn, cn);
         const double arg = q*sqrt(a*a*sn*sn + b*b*cn*cn);
         const double yyy = sas_2J1x_x(arg);
-        sum += GAUSS_W[i] * yyy * yyy;
+        sum += w[i] * yyy * yyy;
     }
     sum *= 0.5;
     return(sum);
diff --git a/sasmodels/models/flexible_cylinder_elliptical.py b/sasmodels/models/flexible_cylinder_elliptical.py
index ae72622d..924585d9 100644
--- a/sasmodels/models/flexible_cylinder_elliptical.py
+++ b/sasmodels/models/flexible_cylinder_elliptical.py
@@ -117,7 +117,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "lib/wrc_cyl.c",
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "lib/wrc_cyl.c",
           "flexible_cylinder_elliptical.c"]
 
 def random():
@@ -146,7 +146,8 @@ def random():
     #  'background':    0.0001,
     # }, 0.001, 3509.2187],
 
-    # Additional tests with larger range of parameters
+    # Tests with a range of parameters
+    # Values computed with 10000 integration points
     [{'length':     1000.0,
       'kuhn_length': 100.0,
       'radius':       20.0,
@@ -154,7 +155,7 @@ def random():
       'sld':           1.0,
       'sld_solvent':   6.3,
       'background':    0.0001,
-     }, 1.0, 0.00223819],
+     }, 1.0, 0.002238188259406479],
     [{'length':        10.0,
       'kuhn_length': 800.0,
       'radius':        2.0,
@@ -162,7 +163,7 @@ def random():
       'sld':           6.0,
       'sld_solvent':  12.3,
       'background':    0.001,
-     }, 0.1, 0.390281],
+     }, 0.1, 0.39028135615503373],
     [{'length':        100.0,
       'kuhn_length': 800.0,
       'radius':       50.0,
@@ -170,5 +171,5 @@ def random():
       'sld':           0.1,
       'sld_solvent':   5.1,
       'background':    0.0,
-     }, 1.0, 0.0016338264790]
+     }, 1.0, 0.001848640535039348],
     ]
diff --git a/sasmodels/models/hollow_cylinder.c b/sasmodels/models/hollow_cylinder.c
index 409b504f..ed1dd98a 100644
--- a/sasmodels/models/hollow_cylinder.c
+++ b/sasmodels/models/hollow_cylinder.c
@@ -70,18 +70,21 @@ static void
 Fq(double q, double *F1, double *F2, double radius, double thickness, double length,
     double sld, double solvent_sld)
 {
+    const double qr_max= q * fmax(radius + thickness, 0.5*length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     const double lower = 0.0;
     const double upper = 1.0;        //limits of numerical integral
-
     double total_F1 = 0.0;            //initialize intergral
     double total_F2 = 0.0;
-    for (int i=0;i<GAUSS_N;i++) {
-        const double cos_theta = 0.5*( GAUSS_Z[i] * (upper-lower) + lower + upper );
+    for (int i=0;i<n;i++) {
+        const double cos_theta = 0.5*( z[i] * (upper-lower) + lower + upper );
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double form = _fq(q*sin_theta, q*cos_theta,
                                 radius, thickness, length);
-        total_F1 += GAUSS_W[i] * form;
-        total_F2 += GAUSS_W[i] * form * form;
+        total_F1 += w[i] * form;
+        total_F2 += w[i] * form * form;
     }
     total_F1 *= 0.5*(upper-lower);
     total_F2 *= 0.5*(upper-lower);
diff --git a/sasmodels/models/hollow_cylinder.py b/sasmodels/models/hollow_cylinder.py
index b068b57a..4ab026a6 100644
--- a/sasmodels/models/hollow_cylinder.py
+++ b/sasmodels/models/hollow_cylinder.py
@@ -99,7 +99,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "hollow_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "hollow_cylinder.c"]
 have_Fq = True
 radius_effective_modes = [
     "excluded volume", "equivalent outer volume sphere",
diff --git a/sasmodels/models/hollow_rectangular_prism.c b/sasmodels/models/hollow_rectangular_prism.c
index 4fc4bc4d..d2727227 100644
--- a/sasmodels/models/hollow_rectangular_prism.c
+++ b/sasmodels/models/hollow_rectangular_prism.c
@@ -72,6 +72,10 @@ Fq(double q,
     const double vol_total = length_a * length_b * length_c;
     const double vol_core = 8.0 * (a_half-thickness) * (b_half-thickness) * (c_half-thickness);
 
+    const double qr_max = q*c_half;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
@@ -80,20 +84,24 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
+    for(int i=0; i<n; i++) {
 
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
+        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
         double sin_theta, cos_theta;
         SINCOS(theta, sin_theta, cos_theta);
 
         const double termC1 = sas_sinx_x(q * c_half * cos(theta));
         const double termC2 = sas_sinx_x(q * (c_half-thickness)*cos(theta));
 
+        const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
+        for(int j=0; j<n_inner; j++) {
 
-            const double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+            const double phi = 0.5 * ( z_inner[j]*(v2b-v2a) + v2a + v2b );
             double sin_phi, cos_phi;
             SINCOS(phi, sin_phi, cos_phi);
 
@@ -108,14 +116,14 @@ Fq(double q,
             const double AP1 = vol_total * termA1 * termB1 * termC1;
             const double AP2 = vol_core * termA2 * termB2 * termC2;
 
-            inner_sum_F1 += GAUSS_W[j] * (AP1-AP2);
-            inner_sum_F2 += GAUSS_W[j] * square(AP1-AP2);
+            inner_sum_F1 += w_inner[j] * (AP1-AP2);
+            inner_sum_F2 += w_inner[j] * square(AP1-AP2);
         }
         inner_sum_F1 *= 0.5 * (v2b-v2a);
         inner_sum_F2 *= 0.5 * (v2b-v2a);
 
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin(theta);
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin(theta);
+        outer_sum_F1 += w[i] * inner_sum_F1 * sin(theta);
+        outer_sum_F2 += w[i] * inner_sum_F2 * sin(theta);
     }
     outer_sum_F1 *= 0.5*(v1b-v1a);
     outer_sum_F2 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/hollow_rectangular_prism.py b/sasmodels/models/hollow_rectangular_prism.py
index 31b65464..fc758b46 100644
--- a/sasmodels/models/hollow_rectangular_prism.py
+++ b/sasmodels/models/hollow_rectangular_prism.py
@@ -146,7 +146,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "hollow_rectangular_prism.c"]
+source = ["lib/adaptive.c", "hollow_rectangular_prism.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent outer volume sphere",
diff --git a/sasmodels/models/hollow_rectangular_prism_thin_walls.c b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
index 2d5956de..17204b8c 100644
--- a/sasmodels/models/hollow_rectangular_prism_thin_walls.c
+++ b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
@@ -64,6 +64,10 @@ Fq(double q,
     const double b_half = 0.5 * length_b;
     const double c_half = 0.5 * length_c;
 
+    const double qr_max = q*c_half;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
@@ -72,8 +76,8 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
+    for(int i=0; i<n; i++) {
+        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
 
         double sin_theta, cos_theta;
         double sin_c, cos_c;
@@ -84,10 +88,14 @@ Fq(double q,
         const double termAL_theta = 8.0 * cos_c / (q*q*sin_theta*sin_theta);
         const double termAT_theta = 8.0 * sin_c / (q*q*sin_theta*cos_theta);
 
+        const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            const double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+        for(int j=0; j<n_inner; j++) {
+            const double phi = 0.5 * ( z_inner[j]*(v2b-v2a) + v2a + v2b );
 
             double sin_phi, cos_phi;
             double sin_a, cos_a;
@@ -104,14 +112,14 @@ Fq(double q,
             const double AT = termAT_theta
                 * ( cos_a*sin_b/cos_phi + cos_b*sin_a/sin_phi );
 
-            inner_sum_F1 += GAUSS_W[j] * (AL+AT);
-            inner_sum_F2 += GAUSS_W[j] * square(AL+AT);
+            inner_sum_F1 += w_inner[j] * (AL+AT);
+            inner_sum_F2 += w_inner[j] * square(AL+AT);
         }
 
         inner_sum_F1 *= 0.5 * (v2b-v2a);
         inner_sum_F2 *= 0.5 * (v2b-v2a);
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin_theta;
+        outer_sum_F1 += w[i] * inner_sum_F1 * sin_theta;
+        outer_sum_F2 += w[i] * inner_sum_F2 * sin_theta;
     }
 
     outer_sum_F1 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/hollow_rectangular_prism_thin_walls.py b/sasmodels/models/hollow_rectangular_prism_thin_walls.py
index b2628331..352c09eb 100644
--- a/sasmodels/models/hollow_rectangular_prism_thin_walls.py
+++ b/sasmodels/models/hollow_rectangular_prism_thin_walls.py
@@ -107,7 +107,7 @@
                "Ratio sides c/a"],
              ]
 
-source = ["lib/gauss76.c", "hollow_rectangular_prism_thin_walls.c"]
+source = ["lib/adaptive.c", "hollow_rectangular_prism_thin_walls.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent outer volume sphere",
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
index 0f0179da..170afecb 100644
--- a/sasmodels/models/lib/adaptive.c
+++ b/sasmodels/models/lib/adaptive.c
@@ -1,15 +1,51 @@
-// Created by Andrew Jackson on 4/23/07
+// From gauss20.c created by Andrew Jackson on 4/23/07
+constant double Gauss20Wt[20]={
+	.0176140071391521,
+	.0406014298003869,
+	.0626720483341091,
+	.0832767415767047,
+	.10193011981724,
+	.118194531961518,
+	.131688638449177,
+	.142096109318382,
+	.149172986472604,
+	.152753387130726,
+	.152753387130726,
+	.149172986472604,
+	.142096109318382,
+	.131688638449177,
+	.118194531961518,
+	.10193011981724,
+	.0832767415767047,
+	.0626720483341091,
+	.0406014298003869,
+	.0176140071391521
+};
 
-#ifdef GAUSS_N
-# undef GAUSS_N
-# undef GAUSS_Z
-# undef GAUSS_W
-#endif
-#define GAUSS_N 76
-#define GAUSS_Z Gauss76Z
-#define GAUSS_W Gauss76Wt
+constant double Gauss20Z[20]={
+	-.993128599185095,
+	-.963971927277914,
+	-.912234428251326,
+	-.839116971822219,
+	-.746331906460151,
+	-.636053680726515,
+	-.510867001950827,
+	-.37370608871542,
+	-.227785851141645,
+	-.076526521133497,
+	.0765265211334973,
+	.227785851141645,
+	.37370608871542,
+	.510867001950827,
+	.636053680726515,
+	.746331906460151,
+	.839116971822219,
+	.912234428251326,
+	.963971927277914,
+	.993128599185095
+};
 
-// Gaussians
+// From gauss76.c created by Andrew Jackson on 4/23/07
 constant double Gauss76Wt[76] = {
    .00126779163408536,		//0
    .00294910295364247,
@@ -169,16 +205,6 @@ constant double Gauss76Z[76] = {
 };
 
 // Generated by sasmodels.gengauss.gengauss(500)
-
-#ifdef GAUSS_N
-# undef GAUSS_N
-# undef GAUSS_Z
-# undef GAUSS_W
-#endif
-#define GAUSS_N 500
-#define GAUSS_Z Gauss500Z
-#define GAUSS_W Gauss500Wt
-
 constant double Gauss500Wt[500]={
 	 2.962364450557860e-05,
 	 6.895707281791116e-05,
@@ -1185,16 +1211,6 @@ constant double Gauss500Z[500]={
 };
 
 // Generated by sasmodels.gengauss.gengauss(5000)
-
-#ifdef GAUSS_N
-# undef GAUSS_N
-# undef GAUSS_Z
-# undef GAUSS_W
-#endif
-#define GAUSS_N 5000
-#define GAUSS_Z Gauss5000Z
-#define GAUSS_W Gauss5000Wt
-
 constant double Gauss5000Wt[5000]={
 	 2.967708115050575e-07,
 	 6.908266104348143e-07,
@@ -11203,7 +11219,11 @@ constant double Gauss5000Z[5000]={
 static int
 gauss_weights(double qr, constant double **w, constant double **z)
 {
-    if (qr < 100) {
+	// *w = Gauss5000Wt; *z = Gauss5000Z; return 5000; // max precision
+	// *w = Gauss76Wt; *z = Gauss76Z; return 76; // default
+	if (qr < 10) {
+        *w = Gauss20Wt; *z = Gauss20Z; return 20;
+	} else if (qr < 100) {
         *w = Gauss76Wt; *z = Gauss76Z; return 76;
     } else if (qr < 750) {
         *w = Gauss500Wt; *z = Gauss500Z; return 500;
diff --git a/sasmodels/models/parallelepiped.c b/sasmodels/models/parallelepiped.c
index 7b5262b6..7ee90563 100644
--- a/sasmodels/models/parallelepiped.c
+++ b/sasmodels/models/parallelepiped.c
@@ -75,34 +75,42 @@ Fq(double q,
     const double a_scaled = length_a / length_b;
     const double c_scaled = length_c / length_b;
 
+    const double qr_max = mu*c_scaled;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // outer integral (with gauss points), integration limits = 0, 1
     double outer_total_F1 = 0.0; //initialize integral
     double outer_total_F2 = 0.0; //initialize integral
-    for( int i=0; i<GAUSS_N; i++) {
-        const double sigma = 0.5 * ( GAUSS_Z[i] + 1.0 );
+    for( int i=0; i<n; i++) {
+        const double sigma = 0.5 * ( z[i] + 1.0 );
         const double mu_proj = mu * sqrt(1.0-sigma*sigma);
 
+        const double qr_max_inner = mu_proj*fmax(a_scaled, 1.0);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         // inner integral (with gauss points), integration limits = 0, 1
         // corresponding to angles from 0 to pi/2.
         double inner_total_F1 = 0.0;
         double inner_total_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            const double uu = 0.5 * ( GAUSS_Z[j] + 1.0 );
+        for(int j=0; j<n_inner; j++) {
+            const double uu = 0.5 * ( z_inner[j] + 1.0 );
             double sin_uu, cos_uu;
             SINCOS(M_PI_2*uu, sin_uu, cos_uu);
             const double si1 = sas_sinx_x(mu_proj * sin_uu * a_scaled);
             const double si2 = sas_sinx_x(mu_proj * cos_uu);
             const double fq = si1 * si2;
-            inner_total_F1 += GAUSS_W[j] * fq;
-            inner_total_F2 += GAUSS_W[j] * fq * fq;
+            inner_total_F1 += w_inner[j] * fq;
+            inner_total_F2 += w_inner[j] * fq * fq;
         }
         // now complete change of inner integration variable (1-0)/(1-(-1))= 0.5
         inner_total_F1 *= 0.5;
         inner_total_F2 *= 0.5;
 
         const double si = sas_sinx_x(mu * c_scaled * sigma);
-        outer_total_F1 += GAUSS_W[i] * inner_total_F1 * si;
-        outer_total_F2 += GAUSS_W[i] * inner_total_F2 * si * si;
+        outer_total_F1 += w[i] * inner_total_F1 * si;
+        outer_total_F2 += w[i] * inner_total_F2 * si * si;
     }
     // now complete change of outer integration variable (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.5;
diff --git a/sasmodels/models/parallelepiped.py b/sasmodels/models/parallelepiped.py
index 91a9ebf1..7a473986 100644
--- a/sasmodels/models/parallelepiped.py
+++ b/sasmodels/models/parallelepiped.py
@@ -231,7 +231,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "parallelepiped.c"]
+source = ["lib/adaptive.c", "parallelepiped.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent volume sphere",
diff --git a/sasmodels/models/pringle.c b/sasmodels/models/pringle.c
index 802ca066..6607350a 100644
--- a/sasmodels/models/pringle.c
+++ b/sasmodels/models/pringle.c
@@ -24,17 +24,21 @@ void _integrate_bessel(
     const double zm = 0.5*radius;
     const double zb = 0.5*radius;
 
+    const double qr_max = fmax(q_sin_psi*beta*radius*radius, q_cos_psi*radius);
+    constant double *w, *z;
+    int n_outer = gauss_weights(qr_max, &w, &z);
+
     // evaluate at Gauss points
     double sumS = 0.0;		// initialize integral
     double sumC = 0.0;		// initialize integral
     double r;
-    for (int i=0; i < GAUSS_N; i++) {
-        r = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i < n_outer; i++) {
+        r = z[i]*zm + zb;
 
         const double qrs = r*q_sin_psi;
         const double qrrc = r*r*q_cos_psi;
 
-        double y = GAUSS_W[i] * r * sas_JN(n, beta*qrrc) * sas_JN(2*n, qrs);
+        double y = w[i] * r * sas_JN(n, beta*qrrc) * sas_JN(2*n, qrs);
         double S, C;
         SINCOS(alpha*qrrc, S, C);
         sumS += y*S;
@@ -80,19 +84,23 @@ double _integrate_psi(
     double alpha,
     double beta)
 {
+    const double qr_max = q*0.5*thickness;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate gauss point z in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
 
     double sum = 0.0;
-    for (int i = 0; i < GAUSS_N; i++) {
-        double psi = GAUSS_Z[i]*zm + zb;
+    for (int i = 0; i < n; i++) {
+        double psi = z[i]*zm + zb;
         double sin_psi, cos_psi;
         SINCOS(psi, sin_psi, cos_psi);
         double bessel_term = _sum_bessel_orders(radius, alpha, beta, q*sin_psi, q*cos_psi);
         double sinc_term = square(sas_sinx_x(q * thickness * cos_psi / 2.0));
         double pringle_kernel = 4.0 * sin_psi * bessel_term * sinc_term;
-        sum += GAUSS_W[i] * pringle_kernel;
+        sum += w[i] * pringle_kernel;
     }
 
     return zm * sum;
diff --git a/sasmodels/models/pringle.py b/sasmodels/models/pringle.py
index d086245a..d7207ef5 100644
--- a/sasmodels/models/pringle.py
+++ b/sasmodels/models/pringle.py
@@ -76,7 +76,7 @@
 
 
 source = ["lib/polevl.c", "lib/sas_J0.c", "lib/sas_J1.c",
-          "lib/sas_JN.c", "lib/gauss76.c", "pringle.c"]
+          "lib/sas_JN.c", "lib/adaptive.c", "pringle.c"]
 radius_effective_modes = [
     "equivalent cylinder excluded volume",
     "equivalent volume sphere",
diff --git a/sasmodels/models/rectangular_prism.c b/sasmodels/models/rectangular_prism.c
index b75a7470..140cb3ac 100644
--- a/sasmodels/models/rectangular_prism.c
+++ b/sasmodels/models/rectangular_prism.c
@@ -36,6 +36,8 @@ radius_effective(int mode, double length_a, double b2a_ratio, double c2a_ratio)
     }
 }
 
+// TODO: why is there a separate Iq and Fq?
+/*
 static double
 Iq(double q,
     double sld,
@@ -98,6 +100,7 @@ Iq(double q,
 
     return answer;
 }
+*/
 
 static void
 Fq(double q,
@@ -115,6 +118,10 @@ Fq(double q,
     const double b_half = 0.5 * length_b;
     const double c_half = 0.5 * length_c;
 
+    const double qr_max = q*c_half;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
@@ -123,17 +130,21 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
+    for(int i=0; i<n; i++) {
+        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
         double sin_theta, cos_theta;
         SINCOS(theta, sin_theta, cos_theta);
 
         const double termC = sas_sinx_x(q * c_half * cos_theta);
 
+        const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+        for(int j=0; j<n_inner; j++) {
+            double phi = 0.5 * ( z_inner[j]*(v2b-v2a) + v2a + v2b );
             double sin_phi, cos_phi;
             SINCOS(phi, sin_phi, cos_phi);
 
@@ -141,13 +152,13 @@ Fq(double q,
             const double termA = sas_sinx_x(q * a_half * sin_theta * sin_phi);
             const double termB = sas_sinx_x(q * b_half * sin_theta * cos_phi);
             const double AP = termA * termB * termC;
-            inner_sum_F1 += GAUSS_W[j] * AP;
-            inner_sum_F2 += GAUSS_W[j] * AP * AP;
+            inner_sum_F1 += w_inner[j] * AP;
+            inner_sum_F2 += w_inner[j] * AP * AP;
         }
         inner_sum_F1 = 0.5 * (v2b-v2a) * inner_sum_F1;
         inner_sum_F2 = 0.5 * (v2b-v2a) * inner_sum_F2;
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin_theta;
+        outer_sum_F1 += w[i] * inner_sum_F1 * sin_theta;
+        outer_sum_F2 += w[i] * inner_sum_F2 * sin_theta;
     }
 
     outer_sum_F1 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/rectangular_prism.py b/sasmodels/models/rectangular_prism.py
index 5ea236c4..05a6fd51 100644
--- a/sasmodels/models/rectangular_prism.py
+++ b/sasmodels/models/rectangular_prism.py
@@ -144,7 +144,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "rectangular_prism.c"]
+source = ["lib/adaptive.c", "rectangular_prism.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent volume sphere",
diff --git a/sasmodels/models/spherical_sld.c b/sasmodels/models/spherical_sld.c
index 696cf8e8..41cf2f6b 100644
--- a/sasmodels/models/spherical_sld.c
+++ b/sasmodels/models/spherical_sld.c
@@ -57,6 +57,8 @@ static double f_linear(double q, double r, double contrast, double slope)
     return vol*(bes*contrast + fun*slope);
 }
 
+// TODO: why both Iq and Fq ?
+/*
 static double Iq(
     double q,
     double fp_n_shells,
@@ -114,6 +116,7 @@ static double Iq(
     const double f2 = f * f * 1.0e-4;
     return f2;
 }
+*/
 
 static void Fq(
     double q,
diff --git a/sasmodels/models/stacked_disks.c b/sasmodels/models/stacked_disks.c
index 25cb1ed2..a97bfa1b 100644
--- a/sasmodels/models/stacked_disks.c
+++ b/sasmodels/models/stacked_disks.c
@@ -75,13 +75,16 @@ stacked_disks_1d(
 /*    StackedDiscsX  :  calculates the form factor of a stacked "tactoid" of core shell disks
 like clay platelets that are not exfoliated
 */
-    double summ = 0.0;    //initialize integral
-
     double d = 2.0*thick_layer+thick_core;
     double halfheight = 0.5*thick_core;
 
-    for(int i=0; i<GAUSS_N; i++) {
-        double zi = (GAUSS_Z[i] + 1.0)*M_PI_4;
+    const double qr_max = fmax(halfheight+thick_layer, radius);
+    constant double *w, *z;
+    int n = gauss_weights(q*qr_max, &w, &z);
+
+    double summ = 0.0;    //initialize integral
+    for(int i=0; i<n; i++) {
+        double zi = (z[i] + 1.0)*M_PI_4;
         double sin_alpha, cos_alpha; // slots to hold sincos function output
         SINCOS(zi, sin_alpha, cos_alpha);
         double yyy = stacked_disks_kernel(q*sin_alpha, q*cos_alpha,
@@ -94,7 +97,7 @@ like clay platelets that are not exfoliated
                            layer_sld,
                            solvent_sld,
                            d);
-        summ += GAUSS_W[i] * yyy * sin_alpha;
+        summ += w[i] * yyy * sin_alpha;
     }
 
     double answer = M_PI_4*summ;
diff --git a/sasmodels/models/stacked_disks.py b/sasmodels/models/stacked_disks.py
index 3deef4fb..68eeecd6 100644
--- a/sasmodels/models/stacked_disks.py
+++ b/sasmodels/models/stacked_disks.py
@@ -146,7 +146,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "stacked_disks.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "stacked_disks.c"]
 
 def random():
     """Return a random parameter set for the model."""
@@ -173,7 +173,7 @@ def random():
 # april 6 2017, rkh added a 2d unit test, assume correct!
 qx = q*cos(pi/6.0)
 qy = q*sin(pi/6.0)
-# Accuracy tests based on content in test/utest_extra_models.py.
+# Test values based on stacked disk calculation with 10000 integration points.
 # Added 2 tests with n_stacked = 5 using SasView 3.1.2 - PDB;
 # for which alas q=0.001 values seem closer to n_stacked=1 not 5,
 # changed assuming my 4.1 code OK, RKH
@@ -190,7 +190,7 @@ def random():
       'phi': 0.0,
       'scale': 0.01,
       'background': 0.001,
-     }, 0.001, 5075.12],
+     }, 0.001, 5075.11570493149],
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
       'radius': 3000.0,
@@ -207,7 +207,7 @@ def random():
       # check other cpu types
       #}, 0.001, 5065.12793824],
       #}, 0.001, 5075.11570493],
-     }, 0.001, 25325.635693],
+     }, 0.001, 25325.6356930102],
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
       'radius': 100.0,
@@ -220,7 +220,7 @@ def random():
       'phi': 20.0,
       'scale': 0.01,
       'background': 0.001,
-     }, (qx, qy), 0.0491167089952],
+     }, (qx, qy), 0.0491167089952473],
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
       'radius': 3000.0,
@@ -237,7 +237,7 @@ def random():
       # check other cpu types
       #}, 0.164, 0.0127673597265],
       #}, 0.164, 0.01480812968],
-     }, 0.164, 0.0598367986509],
+     }, 0.164, 0.0592213685787702],
 
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
@@ -253,7 +253,7 @@ def random():
       'background': 0.001,
       # second test here was at q=90, changed it to q=5,
       # note I(q) is then just value of flat background
-     }, [0.001, 5.0], [5075.12, 0.001]],
+     }, [0.001, 5.0], [5075.11570493149, 0.00100000482962961]],
 
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
@@ -267,7 +267,7 @@ def random():
       'phi': 0.0,
       'scale': 0.01,
       'background': 0.001,
-     }, ([0.4, 0.5]), [0.00105074, 0.00121761]],
+     }, ([0.4, 0.5]), [0.00104871450175645, 0.00131279870340243]],
     #[{'thick_core': 10.0,
     #  'thick_layer': 15.0,
     #  'radius': 3000.0,
@@ -297,6 +297,6 @@ def random():
       'phi': 0.0,
       'scale': 0.01,
       'background': 0.001,
-     }, ([1.3, 1.57]), [0.0010039, 0.0010038]],
+     }, ([1.3, 1.57]), [0.00100223756201264, 0.00100209845708764]],
     ]
 # 11Jan2017   RKH checking unit test again, note they are all 1D, no 2D
diff --git a/sasmodels/models/triaxial_ellipsoid.c b/sasmodels/models/triaxial_ellipsoid.c
index 075edf65..19b9cfcb 100644
--- a/sasmodels/models/triaxial_ellipsoid.c
+++ b/sasmodels/models/triaxial_ellipsoid.c
@@ -100,30 +100,41 @@ Fq(double q,
 {
     const double pa = square(radius_equat_minor/radius_equat_major) - 1.0;
     const double pc = square(radius_polar/radius_equat_major) - 1.0;
+
+    // TODO: check that c_length dominates the outer loop, and a_length, b_length inner
+    // const double qr_max = q*fmax(fmax(radius_equat_minor, radius_equat_major), radius_polar);
+    const double qr_max = q*radius_polar;
+    constant double *z, *w;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for (int i=0;i<GAUSS_N;i++) {
-        //const double u = GAUSS_Z[i]*(upper-lower)/2 + (upper + lower)/2;
-        const double phi = GAUSS_Z[i]*zm + zb;
+    for (int i=0;i<n;i++) {
+        //const double u = z[i]*(upper-lower)/2 + (upper + lower)/2;
+        const double phi = z[i]*zm + zb;
         const double pa_sinsq_phi = pa*square(sin(phi));
 
+        const double qr_max_inner = q*fmax(radius_equat_major, radius_equat_minor);
+        constant double *z_inner, *w_inner;
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
         const double um = 0.5;
         const double ub = 0.5;
-        for (int j=0;j<GAUSS_N;j++) {
+        for (int j=0;j<n_inner;j++) {
             // translate a point in [-1,1] to a point in [0, 1]
-            const double usq = square(GAUSS_Z[j]*um + ub);
+            const double usq = square(z_inner[j]*um + ub);
             const double r = radius_equat_major*sqrt(pa_sinsq_phi*(1.0-usq) + 1.0 + pc*usq);
             const double fq = sas_3j1x_x(q*r);
-            inner_sum_F1 += GAUSS_W[j] * fq;
-            inner_sum_F2 += GAUSS_W[j] * fq * fq;
+            inner_sum_F1 += w_inner[j] * fq;
+            inner_sum_F2 += w_inner[j] * fq * fq;
         }
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1;  // correcting for dx later
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2;  // correcting for dx later
+        outer_sum_F1 += w[i] * inner_sum_F1;  // correcting for dx later
+        outer_sum_F2 += w[i] * inner_sum_F2;  // correcting for dx later
     }
     // translate integration ranges from [-1,1] to [lower,upper] and normalize by 4 pi
     outer_sum_F1 *= 0.25;  // = outer*um*zm*8.0/(4.0*M_PI);
diff --git a/sasmodels/models/triaxial_ellipsoid.py b/sasmodels/models/triaxial_ellipsoid.py
index bcfeb36d..2a2d54fc 100644
--- a/sasmodels/models/triaxial_ellipsoid.py
+++ b/sasmodels/models/triaxial_ellipsoid.py
@@ -158,7 +158,7 @@
                "rotation about polar axis"],
              ]
 
-source = ["lib/sas_3j1x_x.c", "lib/gauss76.c", "triaxial_ellipsoid.c"]
+source = ["lib/sas_3j1x_x.c", "lib/adaptive.c", "triaxial_ellipsoid.c"]
 # Equations do not require Ra <= Rb <= Rc so don't test for it.
 #valid = ("radius_equat_minor <= radius_equat_major"
 #         " && radius_equat_major <= radius_polar")

From e5703a182e19ced7469cd8067b7aaa1a2d935f4e Mon Sep 17 00:00:00 2001
From: "pre-commit-ci-lite[bot]"
 <117423508+pre-commit-ci-lite[bot]@users.noreply.github.com>
Date: Wed, 30 Jul 2025 16:19:23 +0000
Subject: [PATCH 04/29] [pre-commit.ci lite] apply automatic fixes for ruff
 linting errors

---
 sasmodels/model_test.py | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/sasmodels/model_test.py b/sasmodels/model_test.py
index cf2c10b7..0556dafe 100755
--- a/sasmodels/model_test.py
+++ b/sasmodels/model_test.py
@@ -601,7 +601,7 @@ def _generate_target_values(modelname, ngauss=0):
         actual = call_kernel(kernel, pars)
         if True or (actual != target).any():
             print("Test:", modelname, pars)
-            print(f"  q = ", qin)
+            print("  q = ", qin)
             print(f"  current => [{', '.join(f'{v:.15g}' for v in target)}]")
             print(f"  ngauss={ngauss} => [{', '.join(f'{v:.15g}' for v in actual)}]")
 

From bffeaf04826d44341f344d16fc080095c65a7133 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 30 Jul 2025 14:54:04 -0400
Subject: [PATCH 05/29] use sasmodels.compare -seed=<n> for reproducibile -sets

---
 sasmodels/compare.py | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/sasmodels/compare.py b/sasmodels/compare.py
index 8d24154f..c8d9409d 100755
--- a/sasmodels/compare.py
+++ b/sasmodels/compare.py
@@ -87,7 +87,7 @@ def __call__(self, **par: float) -> np.ndarray: ...
 
     === model parameters ===
     -preset*/-random[=seed] preset or random parameters
-    -sets=n generates n random datasets with the seed given by -random=seed
+    -sets=n generates n random datasets using -seed=seed
     -pars/-nopars* prints the parameter set or not
     -sphere[=150] set up spherical integration over theta/phi using n points
     -mono*/-poly suppress or allow polydispersity on generated parameters
@@ -1030,7 +1030,7 @@ def plot_models(opts, result, limits=None, setnum=0):
     '2d', '1d', 'sesans',
 
     # Parameter set
-    'preset', 'random', 'random=', 'sets=',
+    'preset', 'random', 'random=', 'sets=', 'seed=',
     'nopars', 'pars',
     'sphere', 'sphere=', # integrate over a sphere in 2d with n points
     'poly', 'mono',
@@ -1233,6 +1233,7 @@ def parse_opts(argv):
         elif arg.startswith('-res='):      opts['res'] = arg[5:]
         elif arg.startswith('-noise='):    opts['noise'] = float(arg[7:])
         elif arg.startswith('-sets='):     opts['sets'] = int(arg[6:])
+        elif arg.startswith('-seed='):     opts['seed'] = int(arg[6:])
         elif arg.startswith('-accuracy='): opts['accuracy'] = arg[10:]
         elif arg.startswith('-cutoff='):   opts['cutoff'] = arg[8:]
         elif arg.startswith('-title='):    opts['title'] = arg[7:]

From 1c2b23cd7b2e6b5f0070f06b7e5b728c90ccea29 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Fri, 25 Jul 2025 19:28:43 -0400
Subject: [PATCH 06/29] adaptive integration for cylinder using qr heuristic

---
 sasmodels/models/cylinderp.c    |   104 +
 sasmodels/models/cylinderp.py   |   251 +
 sasmodels/models/lib/adaptive.c | 11213 ++++++++++++++++++++++++++++++
 3 files changed, 11568 insertions(+)
 create mode 100644 sasmodels/models/cylinderp.c
 create mode 100644 sasmodels/models/cylinderp.py
 create mode 100644 sasmodels/models/lib/adaptive.c

diff --git a/sasmodels/models/cylinderp.c b/sasmodels/models/cylinderp.c
new file mode 100644
index 00000000..e47ca2c9
--- /dev/null
+++ b/sasmodels/models/cylinderp.c
@@ -0,0 +1,104 @@
+static double
+form_volume(double radius, double length)
+{
+    return M_PI*radius*radius*length;
+}
+
+static double
+_fq(double qab, double qc, double radius, double length)
+{
+    return sas_2J1x_x(qab*radius) * sas_sinx_x(qc*0.5*length);
+}
+
+static double
+radius_from_excluded_volume(double radius, double length)
+{
+    return 0.5*cbrt(0.75*radius*(2.0*radius*length
+           + (radius + length)*(M_PI*radius + length)));
+}
+
+static double
+radius_from_volume(double radius, double length)
+{
+    return cbrt(M_PI*radius*radius*length/M_4PI_3);
+}
+
+static double
+radius_from_diagonal(double radius, double length)
+{
+    return sqrt(radius*radius + 0.25*length*length);
+}
+
+static double
+radius_effective(int mode, double radius, double length)
+{
+    switch (mode) {
+    default:
+    case 1:
+        return radius_from_excluded_volume(radius, length);
+    case 2:
+        return radius_from_volume(radius, length);
+    case 3:
+        return radius;
+    case 4:
+        return 0.5*length;
+    case 5:
+        return (radius < 0.5*length ? radius : 0.5*length);
+    case 6:
+        return (radius > 0.5*length ? radius : 0.5*length);
+    case 7:
+        return radius_from_diagonal(radius,length);
+    }
+}
+
+
+static void
+Fq(double q,
+    double *F1,
+    double *F2,
+    double sld,
+    double solvent_sld,
+    double radius,
+    double length)
+{
+    // translate a point in [-1,1] to a point in [0, pi/2]
+    const double zm = M_PI_4;
+    const double zb = M_PI_4;
+
+    double total_F1 = 0.0;
+    double total_F2 = 0.0;
+
+    double qr = q*(radius > length ? radius : length);
+    double *w, *z;
+    int n = gauss_weights(qr, &w, &z);
+    for (int i=0; i<n ;i++) {
+        const double theta = z[i]*zm + zb;
+        double sin_theta, cos_theta; // slots to hold sincos function output
+        // theta (theta,phi) the projection of the cylinder on the detector plane
+        SINCOS(theta , sin_theta, cos_theta);
+        const double form = _fq(q*sin_theta, q*cos_theta, radius, length);
+        total_F1 += w[i] * form * sin_theta;
+        total_F2 += w[i] * form * form * sin_theta;
+    }
+    // translate dx in [-1,1] to dx in [lower,upper]
+    total_F1 *= zm;
+    total_F2 *= zm;
+    const double s = (sld - solvent_sld) * form_volume(radius, length);
+    *F1 = 1e-2 * s * total_F1;
+    *F2 = 1e-4 * s * s * total_F2;
+}
+
+
+
+static double
+Iqac(double qab, double qc,
+    double sld,
+    double solvent_sld,
+    double radius,
+    double length)
+{
+    const double form = _fq(qab, qc, radius, length);
+    const double s = (sld-solvent_sld) * form_volume(radius, length);
+    return 1.0e-4 * square(s * form);
+}
+
diff --git a/sasmodels/models/cylinderp.py b/sasmodels/models/cylinderp.py
new file mode 100644
index 00000000..7f1ac3b5
--- /dev/null
+++ b/sasmodels/models/cylinderp.py
@@ -0,0 +1,251 @@
+# cylinder model
+# Note: model title and parameter table are inserted automatically
+r"""
+
+For information about polarised and magnetic scattering, see
+the :ref:`magnetism` documentation.
+
+Definition
+----------
+
+The output of the 2D scattering intensity function for oriented cylinders is
+given by (Guinier, 1955)
+
+.. math::
+
+    I(q,\alpha) = \frac{\text{scale}}{V} F^2(q,\alpha) + \text{background}
+
+where
+
+.. math::
+
+    F(q,\alpha) = 2 (\Delta \rho) V
+           \frac{\sin \left(\tfrac12 qL\cos\alpha \right)}
+                {\tfrac12 qL \cos \alpha}
+           \frac{J_1 \left(q R \sin \alpha\right)}{q R \sin \alpha}
+
+and $\alpha$ is the angle between the axis of the cylinder and $\vec q$,
+$V =\pi R^2L$ is the volume of the cylinder, $L$ is the length of the cylinder,
+$R$ is the radius of the cylinder, and $\Delta\rho$ (contrast) is the
+scattering length density difference between the scatterer and the solvent.
+$J_1$ is the first order Bessel function.
+
+For randomly oriented particles:
+
+.. math::
+
+    P(q)=F^2(q)=\int_{0}^{\pi/2}{F^2(q,\alpha)\sin(\alpha)d\alpha}
+
+
+The output of the 1D scattering intensity function for randomly oriented
+cylinders is thus given by
+
+.. math::
+
+    I(q) = \frac{\text{scale}}{V}
+        \int_0^{\pi/2} F^2(q,\alpha) \sin \alpha\ d\alpha + \text{background}
+
+
+NB: The 2nd virial coefficient of the cylinder is calculated based on the
+radius and length values, and used as the effective radius for $S(q)$
+when $P(q) \cdot S(q)$ is applied.
+
+For 2d scattering from oriented cylinders, we define the direction of the
+axis of the cylinder using two angles $\theta$ (note this is not the same as
+the scattering angle used in q) and $\phi$. Those angles are defined in
+:numref:`cylinder-angle-definition` , for further details see
+:ref:`orientation`.
+
+.. _cylinder-angle-definition:
+
+.. figure:: img/cylinder_angle_definition.png
+
+    Angles $\theta$ and $\phi$ orient the cylinder relative to the beam line
+    coordinates, where the beam is along the $z$ axis. Rotation $\theta$,
+    initially in the $xz$ plane, is carried out first, then rotation $\phi$
+    about the $z$ axis. Orientation distributions are described as rotations
+    about two perpendicular axes $\delta_1$ and $\delta_2$ in the frame of
+    the cylinder itself, which when $\theta = \phi = 0$ are parallel to the
+    $Y$ and $X$ axes.
+
+.. figure:: img/cylinder_angle_projection.png
+
+    Examples for oriented cylinders.
+
+The $\theta$ and $\phi$ parameters to orient the cylinder only appear in the
+model when fitting 2d data.
+
+Validation
+----------
+
+Validation of the code was done by comparing the output of the 1D model
+to the output of the software provided by the NIST (Kline, 2006).
+The implementation of the intensity for fully oriented cylinders was done
+by averaging over a uniform distribution of orientations using
+
+.. math::
+
+    P(q) = \int_0^{\pi/2} d\phi
+        \int_0^\pi p(\theta) P_0(q,\theta) \sin \theta\ d\theta
+
+
+where $p(\theta,\phi) = 1$ is the probability distribution for the orientation
+and $P_0(q,\theta)$ is the scattering intensity for the fully oriented
+system, and then comparing to the 1D result.
+
+References
+----------
+
+#.  J. Pedersen, *Adv. Colloid Interface Sci.*, 70 (1997) 171-210
+#.  G. Fournet, *Bull. Soc. Fr. Mineral. Cristallogr.*, 74 (1951) 39-113
+#.  L. Onsager, *Ann. New York Acad. Sci.*, 51 (1949) 627-659
+
+Authorship and Verification
+----------------------------
+
+* **Author:**
+* **Last Modified by:** Paul Butler (docs only) November 10, 2022
+* **Last Reviewed by:**
+"""
+
+import numpy as np  # type: ignore
+from numpy import pi, inf  # type: ignore
+
+name = "cylinder"
+title = "Right circular cylinder with uniform scattering length density."
+description = """
+     f(q,alpha) = 2*(sld - sld_solvent)*V*sin(qLcos(alpha)/2))
+                /[qLcos(alpha)/2]*J1(qRsin(alpha))/[qRsin(alpha)]
+
+            P(q,alpha)= scale/V*f(q,alpha)^(2)+background
+            V: Volume of the cylinder
+            R: Radius of the cylinder
+            L: Length of the cylinder
+            J1: The Bessel function
+            alpha: angle between the axis of the
+            cylinder and the q-vector for 1D
+            :the ouput is P(q)=scale/V*integral
+            from pi/2 to zero of...
+            f(q,alpha)^(2)*sin(alpha)*dalpha + background
+"""
+category = "shape:cylinder"
+
+# pylint: disable=bad-whitespace, line-too-long
+#             [ "name", "units", default, [lower, upper], "type", "description"],
+parameters = [
+    ["sld",         "1e-6/Ang^2",   4, [-inf, inf], "sld",         "Cylinder scattering length density"],
+    ["sld_solvent", "1e-6/Ang^2",   1, [-inf, inf], "sld",         "Solvent scattering length density"],
+    ["radius",      "Ang",         20, [0, inf],    "volume",      "Cylinder radius"],
+    ["length",      "Ang",        400, [0, inf],    "volume",      "Cylinder length"],
+    ["theta",       "degrees",     60, [-360, 360], "orientation", "cylinder axis to beam angle"],
+    ["phi",         "degrees",     60, [-360, 360], "orientation", "rotation about beam"],
+    ]
+# pylint: enable=bad-whitespace, line-too-long
+
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "cylinderp.c"]
+valid = "radius >= 0.0 && length >= 0.0"
+have_Fq = True
+radius_effective_modes = [
+    "excluded volume", "equivalent volume sphere", "radius",
+    "half length", "half min dimension", "half max dimension", "half diagonal",
+    ]
+
+def random():
+    """Return a random parameter set for the model."""
+    volume = 10**np.random.uniform(5, 12)
+    length = 10**np.random.uniform(-2, 2)*volume**0.333
+    radius = np.sqrt(volume/length/np.pi)
+    pars = dict(
+        #scale=1,
+        #background=0,
+        length=length,
+        radius=radius,
+    )
+    return pars
+
+
+# Test 1-D and 2-D models
+qx, qy = 0.2 * np.cos(2.5), 0.2 * np.sin(2.5)
+theta, phi = 80.1534480601659, 10.1510817110481  # (10, 10) in sasview 3.x
+tests = [
+    [{}, 0.2, 0.042761386790780453],
+    [{}, [0.2], [0.042761386790780453]],
+    [{"scale": 1., "background": 0.}, [0.01, 0.05, 0.2],
+     # these numerical results NOT independently verified
+     [3.01823887e+02, 5.36661653e+01, 4.17613868e-02]],
+    [{"scale": 1., "background": 0.},
+     # the longer list here checks  F1, F2=I(Q)*V, R_eff, volume, volume_ratio
+     0.05, 2214.9614083, 26975556.88749548, 73.34013315261608,
+     502654.8245743669, 1.0],
+#2345678901234567890123456789012345678901234567890123456789012345678901234567890
+    [{"@S": "hardsphere",         # MONODISPERSE
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "structure_factor_mode": 0,  # normal decoupling approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [7.35571916e+01, 5.78147797e+01, 4.15623248e-2]
+     ],
+    [{"@S": "hardsphere",
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "structure_factor_mode": 1,  # beta approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [8.29729770e+01, 5.44206752e+01, 4.17598382e-2]
+     ],
+    [{"@S": "hardsphere",         # POLYDISPERSE
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
+      "structure_factor_mode": 0,  # normal decoupling approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [87.50350037, 63.95202427, 0.27889988]
+     ],
+    [{"@S": "hardsphere",
+      "scale": 5., "background": 0., "volfraction": 0.2,
+      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
+      "structure_factor_mode": 1,  # beta approx
+      "radius_effective_mode": 1,  # Reff "excluded volume"
+     }, [0.01, 0.05, 0.2], [132.2101165, 59.89948174, 0.28048784]
+     ],
+    #
+    [{'theta': theta, 'phi': phi}, (qx, qy), 0.03514647218513852],
+    [{'theta': theta, 'phi': phi}, [(qx, qy)], [0.03514647218513852]],
+]
+del qx, qy, theta, phi  # not necessary to delete, but cleaner
+
+def _extend_with_reff_tests(radius, length):
+    """Test R_eff and form volume calculations"""
+    # V and Vr are the same for each R_eff mode
+    V = pi*radius**2*length  # shell volume = form volume for solid objects
+    Vr = 1.0  # form:shell volume ratio
+    # Use test value for I(0.2) from above to check Fsq value.  Need to
+    # remove scale and background before testing.
+    q = 0.2
+    scale, background = V, 0.001
+    Fsq = (0.042761386790780453 - background)*scale
+    F = None  # Need target value for <F>
+    # Various values for R_eff, depending on mode
+    r_effs = [
+        0.,
+        0.5*(0.75*radius*(2.0*radius*length
+                          + (radius + length)*(pi*radius + length)))**(1./3.),
+        (0.75*radius**2*length)**(1./3.),
+        radius,
+        length/2.,
+        min(radius, length/2.),
+        max(radius, length/2.),
+        np.sqrt(4*radius**2 + length**2)/2.,
+    ]
+    tests.extend([
+        ({'radius_effective_mode': 0}, q, F, Fsq, r_effs[0], V, Vr),
+        ({'radius_effective_mode': 1}, q, F, Fsq, r_effs[1], V, Vr),
+        ({'radius_effective_mode': 2}, q, F, Fsq, r_effs[2], V, Vr),
+        ({'radius_effective_mode': 3}, q, F, Fsq, r_effs[3], V, Vr),
+        ({'radius_effective_mode': 4}, q, F, Fsq, r_effs[4], V, Vr),
+        ({'radius_effective_mode': 5}, q, F, Fsq, r_effs[5], V, Vr),
+        ({'radius_effective_mode': 6}, q, F, Fsq, r_effs[6], V, Vr),
+        ({'radius_effective_mode': 7}, q, F, Fsq, r_effs[7], V, Vr),
+    ])
+
+# Test Reff and volume with default model parameters
+_extend_with_reff_tests(parameters[2][2], parameters[3][2])
+del _extend_with_reff_tests
+
+# ADDED by:  RKH  ON: 18Mar2016 renamed sld's etc
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
new file mode 100644
index 00000000..bd4a0f50
--- /dev/null
+++ b/sasmodels/models/lib/adaptive.c
@@ -0,0 +1,11213 @@
+// Created by Andrew Jackson on 4/23/07
+
+#ifdef GAUSS_N
+# undef GAUSS_N
+# undef GAUSS_Z
+# undef GAUSS_W
+#endif
+#define GAUSS_N 76
+#define GAUSS_Z Gauss76Z
+#define GAUSS_W Gauss76Wt
+
+// Gaussians
+constant double Gauss76Wt[76] = {
+   .00126779163408536,		//0
+   .00294910295364247,
+   .00462793522803742,
+   .00629918049732845,
+   .00795984747723973,
+   .00960710541471375,
+   .0112381685696677,
+   .0128502838475101,
+   .0144407317482767,
+   .0160068299122486,
+   .0175459372914742,		//10
+   .0190554584671906,
+   .020532847967908,
+   .0219756145344162,
+   .0233813253070112,
+   .0247476099206597,
+   .026072164497986,
+   .0273527555318275,
+   .028587223650054,
+   .029773487255905,
+   .0309095460374916,		//20
+   .0319934843404216,
+   .0330234743977917,
+   .0339977794120564,
+   .0349147564835508,
+   .0357728593807139,
+   .0365706411473296,
+   .0373067565423816,
+   .0379799643084053,
+   .0385891292645067,
+   .0391332242205184,		//30
+   .0396113317090621,
+   .0400226455325968,
+   .040366472122844,
+   .0406422317102947,
+   .0408494593018285,
+   .040987805464794,
+   .0410570369162294,
+   .0410570369162294,
+   .040987805464794,
+   .0408494593018285,		//40
+   .0406422317102947,
+   .040366472122844,
+   .0400226455325968,
+   .0396113317090621,
+   .0391332242205184,
+   .0385891292645067,
+   .0379799643084053,
+   .0373067565423816,
+   .0365706411473296,
+   .0357728593807139,		//50
+   .0349147564835508,
+   .0339977794120564,
+   .0330234743977917,
+   .0319934843404216,
+   .0309095460374916,
+   .029773487255905,
+   .028587223650054,
+   .0273527555318275,
+   .026072164497986,
+   .0247476099206597,		//60
+   .0233813253070112,
+   .0219756145344162,
+   .020532847967908,
+   .0190554584671906,
+   .0175459372914742,
+   .0160068299122486,
+   .0144407317482767,
+   .0128502838475101,
+   .0112381685696677,
+   .00960710541471375,		//70
+   .00795984747723973,
+   .00629918049732845,
+   .00462793522803742,
+   .00294910295364247,
+   .00126779163408536		//75 (indexed from 0)
+};
+
+constant double Gauss76Z[76] = {
+   -.999505948362153,		//0
+   -.997397786355355,
+   -.993608772723527,
+   -.988144453359837,
+   -.981013938975656,
+   -.972229228520377,
+   -.961805126758768,
+   -.949759207710896,
+   -.936111781934811,
+   -.92088586125215,
+   -.904107119545567,		//10
+   -.885803849292083,
+   -.866006913771982,
+   -.844749694983342,
+   -.822068037328975,
+   -.7980001871612,
+   -.77258672828181,
+   -.74587051350361,
+   -.717896592387704,
+   -.688712135277641,
+   -.658366353758143,		//20
+   -.626910417672267,
+   -.594397368836793,
+   -.560882031601237,
+   -.526420920401243,
+   -.491072144462194,
+   -.454895309813726,
+   -.417951418780327,
+   -.380302767117504,
+   -.342012838966962,
+   -.303146199807908,		//30
+   -.263768387584994,
+   -.223945802196474,
+   -.183745593528914,
+   -.143235548227268,
+   -.102483975391227,
+   -.0615595913906112,
+   -.0205314039939986,
+   .0205314039939986,
+   .0615595913906112,
+   .102483975391227,			//40
+   .143235548227268,
+   .183745593528914,
+   .223945802196474,
+   .263768387584994,
+   .303146199807908,
+   .342012838966962,
+   .380302767117504,
+   .417951418780327,
+   .454895309813726,
+   .491072144462194,		//50
+   .526420920401243,
+   .560882031601237,
+   .594397368836793,
+   .626910417672267,
+   .658366353758143,
+   .688712135277641,
+   .717896592387704,
+   .74587051350361,
+   .77258672828181,
+   .7980001871612,	//60
+   .822068037328975,
+   .844749694983342,
+   .866006913771982,
+   .885803849292083,
+   .904107119545567,
+   .92088586125215,
+   .936111781934811,
+   .949759207710896,
+   .961805126758768,
+   .972229228520377,		//70
+   .981013938975656,
+   .988144453359837,
+   .993608772723527,
+   .997397786355355,
+   .999505948362153		//75
+};
+
+// Generated by sasmodels.gengauss.gengauss(500)
+
+#ifdef GAUSS_N
+# undef GAUSS_N
+# undef GAUSS_Z
+# undef GAUSS_W
+#endif
+#define GAUSS_N 500
+#define GAUSS_Z Gauss500Z
+#define GAUSS_W Gauss500Wt
+
+constant double Gauss500Wt[500]={
+	 2.962364450557860e-05,
+	 6.895707281791116e-05,
+	 1.083460286937404e-04,
+	 1.477357747700011e-04,
+	 1.871207158564209e-04,
+	 2.264985887109888e-04,
+	 2.658676532622232e-04,
+	 3.052262942691012e-04,
+	 3.445729352095938e-04,
+	 3.839060141358958e-04,
+	 4.232239754797495e-04,
+	 4.625252670006160e-04,
+	 5.018083384642759e-04,
+	 5.410716410674521e-04,
+	 5.803136271950050e-04,
+	 6.195327503018360e-04,
+	 6.587274648935693e-04,
+	 6.978962265241736e-04,
+	 7.370374918307137e-04,
+	 7.761497185724180e-04,
+	 8.152313656795385e-04,
+	 8.542808933021538e-04,
+	 8.932967628764972e-04,
+	 9.322774371650196e-04,
+	 9.712213803292585e-04,
+	 1.010127057980878e-03,
+	 1.048992937247853e-03,
+	 1.087817486819192e-03,
+	 1.126599177025894e-03,
+	 1.165336479880733e-03,
+	 1.204027869149601e-03,
+	 1.242671820408409e-03,
+	 1.281266811103701e-03,
+	 1.319811320611454e-03,
+	 1.358303830294452e-03,
+	 1.396742823568952e-03,
+	 1.435126785955841e-03,
+	 1.473454205149692e-03,
+	 1.511723571066077e-03,
+	 1.549933375914893e-03,
+	 1.588082114248213e-03,
+	 1.626168283026832e-03,
+	 1.664190381676313e-03,
+	 1.702146912144630e-03,
+	 1.740036378965917e-03,
+	 1.777857289316139e-03,
+	 1.815608153070388e-03,
+	 1.853287482865413e-03,
+	 1.890893794157173e-03,
+	 1.928425605276330e-03,
+	 1.965881437489817e-03,
+	 2.003259815059579e-03,
+	 2.040559265296571e-03,
+	 2.077778318622784e-03,
+	 2.114915508628630e-03,
+	 2.151969372128613e-03,
+	 2.188938449220948e-03,
+	 2.225821283344425e-03,
+	 2.262616421335232e-03,
+	 2.299322413484867e-03,
+	 2.335937813598022e-03,
+	 2.372461179047613e-03,
+	 2.408891070833094e-03,
+	 2.445226053636986e-03,
+	 2.481464695880025e-03,
+	 2.517605569780848e-03,
+	 2.553647251408908e-03,
+	 2.589588320740147e-03,
+	 2.625427361717589e-03,
+	 2.661162962301745e-03,
+	 2.696793714530561e-03,
+	 2.732318214571477e-03,
+	 2.767735062778413e-03,
+	 2.803042863747321e-03,
+	 2.838240226370725e-03,
+	 2.873325763891207e-03,
+	 2.908298093958407e-03,
+	 2.943155838680763e-03,
+	 2.977897624683573e-03,
+	 3.012522083158995e-03,
+	 3.047027849921952e-03,
+	 3.081413565465073e-03,
+	 3.115677875009653e-03,
+	 3.149819428560841e-03,
+	 3.183836880959549e-03,
+	 3.217728891937877e-03,
+	 3.251494126168971e-03,
+	 3.285131253320412e-03,
+	 3.318638948108751e-03,
+	 3.352015890349086e-03,
+	 3.385260765007777e-03,
+	 3.418372262255511e-03,
+	 3.451349077517390e-03,
+	 3.484189911525201e-03,
+	 3.516893470368361e-03,
+	 3.549458465543619e-03,
+	 3.581883614008788e-03,
+	 3.614167638231078e-03,
+	 3.646309266237678e-03,
+	 3.678307231665397e-03,
+	 3.710160273812769e-03,
+	 3.741867137686732e-03,
+	 3.773426574055379e-03,
+	 3.804837339493179e-03,
+	 3.836098196433846e-03,
+	 3.867207913216764e-03,
+	 3.898165264136193e-03,
+	 3.928969029489244e-03,
+	 3.959617995624711e-03,
+	 3.990110954990701e-03,
+	 4.020446706180265e-03,
+	 4.050624053982856e-03,
+	 4.080641809426477e-03,
+	 4.110498789828263e-03,
+	 4.140193818840021e-03,
+	 4.169725726493931e-03,
+	 4.199093349248971e-03,
+	 4.228295530036851e-03,
+	 4.257331118307538e-03,
+	 4.286198970075190e-03,
+	 4.314897947962091e-03,
+	 4.343426921244611e-03,
+	 4.371784765896547e-03,
+	 4.399970364634929e-03,
+	 4.427982606961833e-03,
+	 4.455820389211089e-03,
+	 4.483482614589342e-03,
+	 4.510968193219581e-03,
+	 4.538276042185702e-03,
+	 4.565405085572943e-03,
+	 4.592354254512663e-03,
+	 4.619122487221627e-03,
+	 4.645708729046676e-03,
+	 4.672111932504496e-03,
+	 4.698331057323412e-03,
+	 4.724365070483955e-03,
+	 4.750212946261104e-03,
+	 4.775873666261901e-03,
+	 4.801346219468445e-03,
+	 4.826629602276532e-03,
+	 4.851722818534243e-03,
+	 4.876624879582988e-03,
+	 4.901334804294905e-03,
+	 4.925851619113115e-03,
+	 4.950174358088128e-03,
+	 4.974302062917732e-03,
+	 4.998233782983469e-03,
+	 5.021968575388614e-03,
+	 5.045505504995736e-03,
+	 5.068843644462437e-03,
+	 5.091982074279180e-03,
+	 5.114919882804157e-03,
+	 5.137656166300713e-03,
+	 5.160190028971708e-03,
+	 5.182520582995286e-03,
+	 5.204646948559915e-03,
+	 5.226568253898841e-03,
+	 5.248283635325014e-03,
+	 5.269792237264006e-03,
+	 5.291093212288944e-03,
+	 5.312185721152960e-03,
+	 5.333068932823244e-03,
+	 5.353742024512316e-03,
+	 5.374204181711735e-03,
+	 5.394454598223924e-03,
+	 5.414492476193605e-03,
+	 5.434317026139552e-03,
+	 5.453927466985097e-03,
+	 5.473323026089901e-03,
+	 5.492502939279533e-03,
+	 5.511466450875843e-03,
+	 5.530212813727135e-03,
+	 5.548741289236909e-03,
+	 5.567051147393411e-03,
+	 5.585141666798417e-03,
+	 5.603012134695263e-03,
+	 5.620661846997404e-03,
+	 5.638090108315933e-03,
+	 5.655296231986907e-03,
+	 5.672279540098574e-03,
+	 5.689039363517862e-03,
+	 5.705575041916975e-03,
+	 5.721885923799350e-03,
+	 5.737971366525110e-03,
+	 5.753830736336734e-03,
+	 5.769463408383798e-03,
+	 5.784868766747535e-03,
+	 5.800046204465426e-03,
+	 5.814995123554692e-03,
+	 5.829714935036091e-03,
+	 5.844205058957268e-03,
+	 5.858464924415277e-03,
+	 5.872493969579269e-03,
+	 5.886291641712590e-03,
+	 5.899857397194484e-03,
+	 5.913190701541724e-03,
+	 5.926291029429509e-03,
+	 5.939157864711998e-03,
+	 5.951790700443030e-03,
+	 5.964189038895774e-03,
+	 5.976352391582588e-03,
+	 5.988280279274060e-03,
+	 5.999972232017961e-03,
+	 6.011427789157825e-03,
+	 6.022646499350923e-03,
+	 6.033627920586314e-03,
+	 6.044371620201973e-03,
+	 6.054877174902156e-03,
+	 6.065144170773754e-03,
+	 6.075172203302702e-03,
+	 6.084960877390098e-03,
+	 6.094509807367612e-03,
+	 6.103818617012588e-03,
+	 6.112886939563049e-03,
+	 6.121714417732096e-03,
+	 6.130300703721983e-03,
+	 6.138645459237716e-03,
+	 6.146748355500533e-03,
+	 6.154609073260798e-03,
+	 6.162227302810542e-03,
+	 6.169602743995691e-03,
+	 6.176735106227958e-03,
+	 6.183624108496229e-03,
+	 6.190269479377512e-03,
+	 6.196670957047917e-03,
+	 6.202828289292718e-03,
+	 6.208741233516422e-03,
+	 6.214409556752295e-03,
+	 6.219833035671504e-03,
+	 6.225011456591986e-03,
+	 6.229944615486780e-03,
+	 6.234632317992122e-03,
+	 6.239074379415144e-03,
+	 6.243270624741109e-03,
+	 6.247220888640188e-03,
+	 6.250925015474188e-03,
+	 6.254382859302541e-03,
+	 6.257594283888150e-03,
+	 6.260559162702589e-03,
+	 6.263277378931292e-03,
+	 6.265748825478042e-03,
+	 6.267973404969181e-03,
+	 6.269951029757533e-03,
+	 6.271681621925740e-03,
+	 6.273165113289455e-03,
+	 6.274401445399912e-03,
+	 6.275390569546285e-03,
+	 6.276132446757681e-03,
+	 6.276627047804537e-03,
+	 6.276874353199784e-03,
+	 6.276874353199784e-03,
+	 6.276627047804537e-03,
+	 6.276132446757681e-03,
+	 6.275390569546285e-03,
+	 6.274401445399912e-03,
+	 6.273165113289455e-03,
+	 6.271681621925740e-03,
+	 6.269951029757533e-03,
+	 6.267973404969181e-03,
+	 6.265748825478042e-03,
+	 6.263277378931292e-03,
+	 6.260559162702589e-03,
+	 6.257594283888150e-03,
+	 6.254382859302541e-03,
+	 6.250925015474188e-03,
+	 6.247220888640188e-03,
+	 6.243270624741109e-03,
+	 6.239074379415144e-03,
+	 6.234632317992122e-03,
+	 6.229944615486780e-03,
+	 6.225011456591986e-03,
+	 6.219833035671504e-03,
+	 6.214409556752295e-03,
+	 6.208741233516422e-03,
+	 6.202828289292718e-03,
+	 6.196670957047917e-03,
+	 6.190269479377512e-03,
+	 6.183624108496229e-03,
+	 6.176735106227958e-03,
+	 6.169602743995691e-03,
+	 6.162227302810542e-03,
+	 6.154609073260798e-03,
+	 6.146748355500533e-03,
+	 6.138645459237716e-03,
+	 6.130300703721983e-03,
+	 6.121714417732096e-03,
+	 6.112886939563049e-03,
+	 6.103818617012588e-03,
+	 6.094509807367612e-03,
+	 6.084960877390098e-03,
+	 6.075172203302702e-03,
+	 6.065144170773754e-03,
+	 6.054877174902156e-03,
+	 6.044371620201973e-03,
+	 6.033627920586314e-03,
+	 6.022646499350923e-03,
+	 6.011427789157825e-03,
+	 5.999972232017961e-03,
+	 5.988280279274060e-03,
+	 5.976352391582588e-03,
+	 5.964189038895774e-03,
+	 5.951790700443030e-03,
+	 5.939157864711998e-03,
+	 5.926291029429509e-03,
+	 5.913190701541724e-03,
+	 5.899857397194484e-03,
+	 5.886291641712590e-03,
+	 5.872493969579269e-03,
+	 5.858464924415277e-03,
+	 5.844205058957268e-03,
+	 5.829714935036091e-03,
+	 5.814995123554692e-03,
+	 5.800046204465426e-03,
+	 5.784868766747535e-03,
+	 5.769463408383798e-03,
+	 5.753830736336734e-03,
+	 5.737971366525110e-03,
+	 5.721885923799350e-03,
+	 5.705575041916975e-03,
+	 5.689039363517862e-03,
+	 5.672279540098574e-03,
+	 5.655296231986907e-03,
+	 5.638090108315933e-03,
+	 5.620661846997404e-03,
+	 5.603012134695263e-03,
+	 5.585141666798417e-03,
+	 5.567051147393411e-03,
+	 5.548741289236909e-03,
+	 5.530212813727135e-03,
+	 5.511466450875843e-03,
+	 5.492502939279533e-03,
+	 5.473323026089901e-03,
+	 5.453927466985097e-03,
+	 5.434317026139552e-03,
+	 5.414492476193605e-03,
+	 5.394454598223924e-03,
+	 5.374204181711735e-03,
+	 5.353742024512316e-03,
+	 5.333068932823244e-03,
+	 5.312185721152960e-03,
+	 5.291093212288944e-03,
+	 5.269792237264006e-03,
+	 5.248283635325014e-03,
+	 5.226568253898841e-03,
+	 5.204646948559915e-03,
+	 5.182520582995286e-03,
+	 5.160190028971708e-03,
+	 5.137656166300713e-03,
+	 5.114919882804157e-03,
+	 5.091982074279180e-03,
+	 5.068843644462437e-03,
+	 5.045505504995736e-03,
+	 5.021968575388614e-03,
+	 4.998233782983469e-03,
+	 4.974302062917732e-03,
+	 4.950174358088128e-03,
+	 4.925851619113115e-03,
+	 4.901334804294905e-03,
+	 4.876624879582988e-03,
+	 4.851722818534243e-03,
+	 4.826629602276532e-03,
+	 4.801346219468445e-03,
+	 4.775873666261901e-03,
+	 4.750212946261104e-03,
+	 4.724365070483955e-03,
+	 4.698331057323412e-03,
+	 4.672111932504496e-03,
+	 4.645708729046676e-03,
+	 4.619122487221627e-03,
+	 4.592354254512663e-03,
+	 4.565405085572943e-03,
+	 4.538276042185702e-03,
+	 4.510968193219581e-03,
+	 4.483482614589342e-03,
+	 4.455820389211089e-03,
+	 4.427982606961833e-03,
+	 4.399970364634929e-03,
+	 4.371784765896547e-03,
+	 4.343426921244611e-03,
+	 4.314897947962091e-03,
+	 4.286198970075190e-03,
+	 4.257331118307538e-03,
+	 4.228295530036851e-03,
+	 4.199093349248971e-03,
+	 4.169725726493931e-03,
+	 4.140193818840021e-03,
+	 4.110498789828263e-03,
+	 4.080641809426477e-03,
+	 4.050624053982856e-03,
+	 4.020446706180265e-03,
+	 3.990110954990701e-03,
+	 3.959617995624711e-03,
+	 3.928969029489244e-03,
+	 3.898165264136193e-03,
+	 3.867207913216764e-03,
+	 3.836098196433846e-03,
+	 3.804837339493179e-03,
+	 3.773426574055379e-03,
+	 3.741867137686732e-03,
+	 3.710160273812769e-03,
+	 3.678307231665397e-03,
+	 3.646309266237678e-03,
+	 3.614167638231078e-03,
+	 3.581883614008788e-03,
+	 3.549458465543619e-03,
+	 3.516893470368361e-03,
+	 3.484189911525201e-03,
+	 3.451349077517390e-03,
+	 3.418372262255511e-03,
+	 3.385260765007777e-03,
+	 3.352015890349086e-03,
+	 3.318638948108751e-03,
+	 3.285131253320412e-03,
+	 3.251494126168971e-03,
+	 3.217728891937877e-03,
+	 3.183836880959549e-03,
+	 3.149819428560841e-03,
+	 3.115677875009653e-03,
+	 3.081413565465073e-03,
+	 3.047027849921952e-03,
+	 3.012522083158995e-03,
+	 2.977897624683573e-03,
+	 2.943155838680763e-03,
+	 2.908298093958407e-03,
+	 2.873325763891207e-03,
+	 2.838240226370725e-03,
+	 2.803042863747321e-03,
+	 2.767735062778413e-03,
+	 2.732318214571477e-03,
+	 2.696793714530561e-03,
+	 2.661162962301745e-03,
+	 2.625427361717589e-03,
+	 2.589588320740147e-03,
+	 2.553647251408908e-03,
+	 2.517605569780848e-03,
+	 2.481464695880025e-03,
+	 2.445226053636986e-03,
+	 2.408891070833094e-03,
+	 2.372461179047613e-03,
+	 2.335937813598022e-03,
+	 2.299322413484867e-03,
+	 2.262616421335232e-03,
+	 2.225821283344425e-03,
+	 2.188938449220948e-03,
+	 2.151969372128613e-03,
+	 2.114915508628630e-03,
+	 2.077778318622784e-03,
+	 2.040559265296571e-03,
+	 2.003259815059579e-03,
+	 1.965881437489817e-03,
+	 1.928425605276330e-03,
+	 1.890893794157173e-03,
+	 1.853287482865413e-03,
+	 1.815608153070388e-03,
+	 1.777857289316139e-03,
+	 1.740036378965917e-03,
+	 1.702146912144630e-03,
+	 1.664190381676313e-03,
+	 1.626168283026832e-03,
+	 1.588082114248213e-03,
+	 1.549933375914893e-03,
+	 1.511723571066077e-03,
+	 1.473454205149692e-03,
+	 1.435126785955841e-03,
+	 1.396742823568952e-03,
+	 1.358303830294452e-03,
+	 1.319811320611454e-03,
+	 1.281266811103701e-03,
+	 1.242671820408409e-03,
+	 1.204027869149601e-03,
+	 1.165336479880733e-03,
+	 1.126599177025894e-03,
+	 1.087817486819192e-03,
+	 1.048992937247853e-03,
+	 1.010127057980878e-03,
+	 9.712213803292585e-04,
+	 9.322774371650196e-04,
+	 8.932967628764972e-04,
+	 8.542808933021538e-04,
+	 8.152313656795385e-04,
+	 7.761497185724180e-04,
+	 7.370374918307137e-04,
+	 6.978962265241736e-04,
+	 6.587274648935693e-04,
+	 6.195327503018360e-04,
+	 5.803136271950050e-04,
+	 5.410716410674521e-04,
+	 5.018083384642759e-04,
+	 4.625252670006160e-04,
+	 4.232239754797495e-04,
+	 3.839060141358958e-04,
+	 3.445729352095938e-04,
+	 3.052262942691012e-04,
+	 2.658676532622232e-04,
+	 2.264985887109888e-04,
+	 1.871207158564209e-04,
+	 1.477357747700011e-04,
+	 1.083460286937404e-04,
+	 6.895707281791116e-05,
+	 2.962364450557860e-05
+};
+constant double Gauss500Z[500]={
+	-9.999884567522129e-01,
+	-9.999391798145371e-01,
+	-9.998505288592006e-01,
+	-9.997224876879449e-01,
+	-9.995550589335447e-01,
+	-9.993482486165864e-01,
+	-9.991020646933555e-01,
+	-9.988165167849478e-01,
+	-9.984916161049857e-01,
+	-9.981273754352636e-01,
+	-9.977238091159455e-01,
+	-9.972809330409360e-01,
+	-9.967987646553128e-01,
+	-9.962773229536412e-01,
+	-9.957166284786823e-01,
+	-9.951167033202715e-01,
+	-9.944775711142633e-01,
+	-9.937992570414846e-01,
+	-9.930817878266696e-01,
+	-9.923251917373580e-01,
+	-9.915294985827499e-01,
+	-9.906947397125084e-01,
+	-9.898209480155092e-01,
+	-9.889081579185339e-01,
+	-9.879564053849051e-01,
+	-9.869657279130641e-01,
+	-9.859361645350886e-01,
+	-9.848677558151522e-01,
+	-9.837605438479229e-01,
+	-9.826145722569035e-01,
+	-9.814298861927109e-01,
+	-9.802065323312958e-01,
+	-9.789445588721034e-01,
+	-9.776440155361730e-01,
+	-9.763049535641788e-01,
+	-9.749274257144106e-01,
+	-9.735114862606945e-01,
+	-9.720571909902542e-01,
+	-9.705645972015134e-01,
+	-9.690337637018371e-01,
+	-9.674647508052152e-01,
+	-9.658576203298855e-01,
+	-9.642124355958984e-01,
+	-9.625292614226219e-01,
+	-9.608081641261872e-01,
+	-9.590492115168765e-01,
+	-9.572524728964510e-01,
+	-9.554180190554201e-01,
+	-9.535459222702526e-01,
+	-9.516362563005288e-01,
+	-9.496890963860347e-01,
+	-9.477045192437970e-01,
+	-9.456826030650609e-01,
+	-9.436234275122095e-01,
+	-9.415270737156246e-01,
+	-9.393936242704907e-01,
+	-9.372231632335404e-01,
+	-9.350157761197427e-01,
+	-9.327715498989343e-01,
+	-9.304905729923920e-01,
+	-9.281729352693497e-01,
+	-9.258187280434574e-01,
+	-9.234280440691834e-01,
+	-9.210009775381599e-01,
+	-9.185376240754719e-01,
+	-9.160380807358894e-01,
+	-9.135024460000439e-01,
+	-9.109308197705482e-01,
+	-9.083233033680599e-01,
+	-9.056799995272898e-01,
+	-9.030010123929542e-01,
+	-9.002864475156713e-01,
+	-8.975364118478033e-01,
+	-8.947510137392416e-01,
+	-8.919303629331384e-01,
+	-8.890745705615831e-01,
+	-8.861837491412231e-01,
+	-8.832580125688314e-01,
+	-8.802974761168184e-01,
+	-8.773022564286910e-01,
+	-8.742724715144563e-01,
+	-8.712082407459724e-01,
+	-8.681096848522449e-01,
+	-8.649769259146710e-01,
+	-8.618100873622285e-01,
+	-8.586092939666133e-01,
+	-8.553746718373237e-01,
+	-8.521063484166915e-01,
+	-8.488044524748606e-01,
+	-8.454691141047138e-01,
+	-8.421004647167475e-01,
+	-8.386986370338935e-01,
+	-8.352637650862903e-01,
+	-8.317959842060023e-01,
+	-8.282954310216877e-01,
+	-8.247622434532156e-01,
+	-8.211965607062316e-01,
+	-8.175985232666736e-01,
+	-8.139682728952365e-01,
+	-8.103059526217874e-01,
+	-8.066117067397293e-01,
+	-8.028856808003170e-01,
+	-7.991280216069218e-01,
+	-7.953388772092481e-01,
+	-7.915183968974999e-01,
+	-7.876667311964989e-01,
+	-7.837840318597541e-01,
+	-7.798704518634826e-01,
+	-7.759261454005825e-01,
+	-7.719512678745576e-01,
+	-7.679459758933953e-01,
+	-7.639104272633951e-01,
+	-7.598447809829524e-01,
+	-7.557491972362932e-01,
+	-7.516238373871631e-01,
+	-7.474688639724699e-01,
+	-7.432844406958796e-01,
+	-7.390707324213666e-01,
+	-7.348279051667179e-01,
+	-7.305561260969925e-01,
+	-7.262555635179349e-01,
+	-7.219263868693439e-01,
+	-7.175687667183971e-01,
+	-7.131828747529303e-01,
+	-7.087688837746735e-01,
+	-7.043269676924420e-01,
+	-6.998573015152848e-01,
+	-6.953600613455899e-01,
+	-6.908354243721447e-01,
+	-6.862835688631563e-01,
+	-6.817046741592265e-01,
+	-6.770989206662871e-01,
+	-6.724664898484908e-01,
+	-6.678075642210626e-01,
+	-6.631223273431083e-01,
+	-6.584109638103827e-01,
+	-6.536736592480159e-01,
+	-6.489106003032010e-01,
+	-6.441219746378392e-01,
+	-6.393079709211461e-01,
+	-6.344687788222193e-01,
+	-6.296045890025642e-01,
+	-6.247155931085830e-01,
+	-6.198019837640233e-01,
+	-6.148639545623893e-01,
+	-6.099017000593140e-01,
+	-6.049154157648940e-01,
+	-5.999052981359867e-01,
+	-5.948715445684692e-01,
+	-5.898143533894622e-01,
+	-5.847339238495148e-01,
+	-5.796304561147554e-01,
+	-5.745041512590039e-01,
+	-5.693552112558506e-01,
+	-5.641838389706982e-01,
+	-5.589902381527688e-01,
+	-5.537746134270766e-01,
+	-5.485371702863653e-01,
+	-5.432781150830126e-01,
+	-5.379976550208994e-01,
+	-5.326959981472461e-01,
+	-5.273733533444159e-01,
+	-5.220299303216851e-01,
+	-5.166659396069802e-01,
+	-5.112815925385833e-01,
+	-5.058771012568060e-01,
+	-5.004526786956304e-01,
+	-4.950085385743205e-01,
+	-4.895448953890009e-01,
+	-4.840619644042066e-01,
+	-4.785599616444009e-01,
+	-4.730391038854647e-01,
+	-4.674996086461556e-01,
+	-4.619416941795375e-01,
+	-4.563655794643817e-01,
+	-4.507714841965395e-01,
+	-4.451596287802858e-01,
+	-4.395302343196359e-01,
+	-4.338835226096335e-01,
+	-4.282197161276124e-01,
+	-4.225390380244314e-01,
+	-4.168417121156813e-01,
+	-4.111279628728678e-01,
+	-4.053980154145666e-01,
+	-3.996520954975543e-01,
+	-3.938904295079136e-01,
+	-3.881132444521138e-01,
+	-3.823207679480666e-01,
+	-3.765132282161589e-01,
+	-3.706908540702600e-01,
+	-3.648538749087071e-01,
+	-3.590025207052671e-01,
+	-3.531370220000754e-01,
+	-3.472576098905531e-01,
+	-3.413645160223019e-01,
+	-3.354579725799772e-01,
+	-3.295382122781400e-01,
+	-3.236054683520885e-01,
+	-3.176599745486687e-01,
+	-3.117019651170644e-01,
+	-3.057316747995684e-01,
+	-2.997493388223338e-01,
+	-2.937551928861058e-01,
+	-2.877494731569357e-01,
+	-2.817324162568758e-01,
+	-2.757042592546567e-01,
+	-2.696652396563470e-01,
+	-2.636155953959953e-01,
+	-2.575555648262563e-01,
+	-2.514853867089997e-01,
+	-2.454053002059026e-01,
+	-2.393155448690274e-01,
+	-2.332163606313831e-01,
+	-2.271079877974721e-01,
+	-2.209906670338226e-01,
+	-2.148646393595063e-01,
+	-2.087301461366422e-01,
+	-2.025874290608875e-01,
+	-1.964367301519144e-01,
+	-1.902782917438753e-01,
+	-1.841123564758542e-01,
+	-1.779391672823076e-01,
+	-1.717589673834925e-01,
+	-1.655720002758839e-01,
+	-1.593785097225810e-01,
+	-1.531787397437032e-01,
+	-1.469729346067760e-01,
+	-1.407613388171065e-01,
+	-1.345441971081505e-01,
+	-1.283217544318700e-01,
+	-1.220942559490822e-01,
+	-1.158619470198002e-01,
+	-1.096250731935660e-01,
+	-1.033838801997762e-01,
+	-9.713861393800015e-02,
+	-9.088952046829167e-02,
+	-8.463684600149451e-02,
+	-7.838083688954174e-02,
+	-7.212173961574959e-02,
+	-6.585980078510620e-02,
+	-5.959526711455542e-02,
+	-5.332838542327645e-02,
+	-4.705940262295916e-02,
+	-4.078856570807596e-02,
+	-3.451612174615040e-02,
+	-2.824231786802273e-02,
+	-2.196740125811321e-02,
+	-1.569161914468308e-02,
+	-9.415218790093976e-03,
+	-3.138447481065866e-03,
+	 3.138447481065866e-03,
+	 9.415218790093976e-03,
+	 1.569161914468308e-02,
+	 2.196740125811321e-02,
+	 2.824231786802273e-02,
+	 3.451612174615040e-02,
+	 4.078856570807596e-02,
+	 4.705940262295916e-02,
+	 5.332838542327645e-02,
+	 5.959526711455542e-02,
+	 6.585980078510620e-02,
+	 7.212173961574959e-02,
+	 7.838083688954174e-02,
+	 8.463684600149451e-02,
+	 9.088952046829167e-02,
+	 9.713861393800015e-02,
+	 1.033838801997762e-01,
+	 1.096250731935660e-01,
+	 1.158619470198002e-01,
+	 1.220942559490822e-01,
+	 1.283217544318700e-01,
+	 1.345441971081505e-01,
+	 1.407613388171065e-01,
+	 1.469729346067760e-01,
+	 1.531787397437032e-01,
+	 1.593785097225810e-01,
+	 1.655720002758839e-01,
+	 1.717589673834925e-01,
+	 1.779391672823076e-01,
+	 1.841123564758542e-01,
+	 1.902782917438753e-01,
+	 1.964367301519144e-01,
+	 2.025874290608875e-01,
+	 2.087301461366422e-01,
+	 2.148646393595063e-01,
+	 2.209906670338226e-01,
+	 2.271079877974721e-01,
+	 2.332163606313831e-01,
+	 2.393155448690274e-01,
+	 2.454053002059026e-01,
+	 2.514853867089997e-01,
+	 2.575555648262563e-01,
+	 2.636155953959953e-01,
+	 2.696652396563470e-01,
+	 2.757042592546567e-01,
+	 2.817324162568758e-01,
+	 2.877494731569357e-01,
+	 2.937551928861058e-01,
+	 2.997493388223338e-01,
+	 3.057316747995684e-01,
+	 3.117019651170644e-01,
+	 3.176599745486687e-01,
+	 3.236054683520885e-01,
+	 3.295382122781400e-01,
+	 3.354579725799772e-01,
+	 3.413645160223019e-01,
+	 3.472576098905531e-01,
+	 3.531370220000754e-01,
+	 3.590025207052671e-01,
+	 3.648538749087071e-01,
+	 3.706908540702600e-01,
+	 3.765132282161589e-01,
+	 3.823207679480666e-01,
+	 3.881132444521138e-01,
+	 3.938904295079136e-01,
+	 3.996520954975543e-01,
+	 4.053980154145666e-01,
+	 4.111279628728678e-01,
+	 4.168417121156813e-01,
+	 4.225390380244314e-01,
+	 4.282197161276124e-01,
+	 4.338835226096335e-01,
+	 4.395302343196359e-01,
+	 4.451596287802858e-01,
+	 4.507714841965395e-01,
+	 4.563655794643817e-01,
+	 4.619416941795375e-01,
+	 4.674996086461556e-01,
+	 4.730391038854647e-01,
+	 4.785599616444009e-01,
+	 4.840619644042066e-01,
+	 4.895448953890009e-01,
+	 4.950085385743205e-01,
+	 5.004526786956304e-01,
+	 5.058771012568060e-01,
+	 5.112815925385833e-01,
+	 5.166659396069802e-01,
+	 5.220299303216851e-01,
+	 5.273733533444159e-01,
+	 5.326959981472461e-01,
+	 5.379976550208994e-01,
+	 5.432781150830126e-01,
+	 5.485371702863653e-01,
+	 5.537746134270766e-01,
+	 5.589902381527688e-01,
+	 5.641838389706982e-01,
+	 5.693552112558506e-01,
+	 5.745041512590039e-01,
+	 5.796304561147554e-01,
+	 5.847339238495148e-01,
+	 5.898143533894622e-01,
+	 5.948715445684692e-01,
+	 5.999052981359867e-01,
+	 6.049154157648940e-01,
+	 6.099017000593140e-01,
+	 6.148639545623893e-01,
+	 6.198019837640233e-01,
+	 6.247155931085830e-01,
+	 6.296045890025642e-01,
+	 6.344687788222193e-01,
+	 6.393079709211461e-01,
+	 6.441219746378392e-01,
+	 6.489106003032010e-01,
+	 6.536736592480159e-01,
+	 6.584109638103827e-01,
+	 6.631223273431083e-01,
+	 6.678075642210626e-01,
+	 6.724664898484908e-01,
+	 6.770989206662871e-01,
+	 6.817046741592265e-01,
+	 6.862835688631563e-01,
+	 6.908354243721447e-01,
+	 6.953600613455899e-01,
+	 6.998573015152848e-01,
+	 7.043269676924420e-01,
+	 7.087688837746735e-01,
+	 7.131828747529303e-01,
+	 7.175687667183971e-01,
+	 7.219263868693439e-01,
+	 7.262555635179349e-01,
+	 7.305561260969925e-01,
+	 7.348279051667179e-01,
+	 7.390707324213666e-01,
+	 7.432844406958796e-01,
+	 7.474688639724699e-01,
+	 7.516238373871631e-01,
+	 7.557491972362932e-01,
+	 7.598447809829524e-01,
+	 7.639104272633951e-01,
+	 7.679459758933953e-01,
+	 7.719512678745576e-01,
+	 7.759261454005825e-01,
+	 7.798704518634826e-01,
+	 7.837840318597541e-01,
+	 7.876667311964989e-01,
+	 7.915183968974999e-01,
+	 7.953388772092481e-01,
+	 7.991280216069218e-01,
+	 8.028856808003170e-01,
+	 8.066117067397293e-01,
+	 8.103059526217874e-01,
+	 8.139682728952365e-01,
+	 8.175985232666736e-01,
+	 8.211965607062316e-01,
+	 8.247622434532156e-01,
+	 8.282954310216877e-01,
+	 8.317959842060023e-01,
+	 8.352637650862903e-01,
+	 8.386986370338935e-01,
+	 8.421004647167475e-01,
+	 8.454691141047138e-01,
+	 8.488044524748606e-01,
+	 8.521063484166915e-01,
+	 8.553746718373237e-01,
+	 8.586092939666133e-01,
+	 8.618100873622285e-01,
+	 8.649769259146710e-01,
+	 8.681096848522449e-01,
+	 8.712082407459724e-01,
+	 8.742724715144563e-01,
+	 8.773022564286910e-01,
+	 8.802974761168184e-01,
+	 8.832580125688314e-01,
+	 8.861837491412231e-01,
+	 8.890745705615831e-01,
+	 8.919303629331384e-01,
+	 8.947510137392416e-01,
+	 8.975364118478033e-01,
+	 9.002864475156713e-01,
+	 9.030010123929542e-01,
+	 9.056799995272898e-01,
+	 9.083233033680599e-01,
+	 9.109308197705482e-01,
+	 9.135024460000439e-01,
+	 9.160380807358894e-01,
+	 9.185376240754719e-01,
+	 9.210009775381599e-01,
+	 9.234280440691834e-01,
+	 9.258187280434574e-01,
+	 9.281729352693497e-01,
+	 9.304905729923920e-01,
+	 9.327715498989343e-01,
+	 9.350157761197427e-01,
+	 9.372231632335404e-01,
+	 9.393936242704907e-01,
+	 9.415270737156246e-01,
+	 9.436234275122095e-01,
+	 9.456826030650609e-01,
+	 9.477045192437970e-01,
+	 9.496890963860347e-01,
+	 9.516362563005288e-01,
+	 9.535459222702526e-01,
+	 9.554180190554201e-01,
+	 9.572524728964510e-01,
+	 9.590492115168765e-01,
+	 9.608081641261872e-01,
+	 9.625292614226219e-01,
+	 9.642124355958984e-01,
+	 9.658576203298855e-01,
+	 9.674647508052152e-01,
+	 9.690337637018371e-01,
+	 9.705645972015134e-01,
+	 9.720571909902542e-01,
+	 9.735114862606945e-01,
+	 9.749274257144106e-01,
+	 9.763049535641788e-01,
+	 9.776440155361730e-01,
+	 9.789445588721034e-01,
+	 9.802065323312958e-01,
+	 9.814298861927109e-01,
+	 9.826145722569035e-01,
+	 9.837605438479229e-01,
+	 9.848677558151522e-01,
+	 9.859361645350886e-01,
+	 9.869657279130641e-01,
+	 9.879564053849051e-01,
+	 9.889081579185339e-01,
+	 9.898209480155092e-01,
+	 9.906947397125084e-01,
+	 9.915294985827499e-01,
+	 9.923251917373580e-01,
+	 9.930817878266696e-01,
+	 9.937992570414846e-01,
+	 9.944775711142633e-01,
+	 9.951167033202715e-01,
+	 9.957166284786823e-01,
+	 9.962773229536412e-01,
+	 9.967987646553128e-01,
+	 9.972809330409360e-01,
+	 9.977238091159455e-01,
+	 9.981273754352636e-01,
+	 9.984916161049857e-01,
+	 9.988165167849478e-01,
+	 9.991020646933555e-01,
+	 9.993482486165864e-01,
+	 9.995550589335447e-01,
+	 9.997224876879449e-01,
+	 9.998505288592006e-01,
+	 9.999391798145371e-01,
+	 9.999884567522129e-01
+};
+
+// Generated by sasmodels.gengauss.gengauss(5000)
+
+#ifdef GAUSS_N
+# undef GAUSS_N
+# undef GAUSS_Z
+# undef GAUSS_W
+#endif
+#define GAUSS_N 5000
+#define GAUSS_Z Gauss5000Z
+#define GAUSS_W Gauss5000Wt
+
+constant double Gauss5000Wt[5000]={
+	 2.967708115050575e-07,
+	 6.908266104348143e-07,
+	 1.085465123675602e-06,
+	 1.480153958519865e-06,
+	 1.874852422670078e-06,
+	 2.269553150625779e-06,
+	 2.664254217133740e-06,
+	 3.058954680077266e-06,
+	 3.453654255165420e-06,
+	 3.848352564833629e-06,
+	 4.243049412429516e-06,
+	 4.637744673454331e-06,
+	 5.032438122689845e-06,
+	 5.427129630022263e-06,
+	 5.821818973682805e-06,
+	 6.216506078925673e-06,
+	 6.611190683273135e-06,
+	 7.005872720375008e-06,
+	 7.400551980805749e-06,
+	 7.795228314173757e-06,
+	 8.189901580852119e-06,
+	 8.584571627627556e-06,
+	 8.979238283446009e-06,
+	 9.373901382873813e-06,
+	 9.768560793783854e-06,
+	 1.016321635593315e-05,
+	 1.055786790041504e-05,
+	 1.095251528286557e-05,
+	 1.134715833669453e-05,
+	 1.174179691045990e-05,
+	 1.213643086235614e-05,
+	 1.253106000748985e-05,
+	 1.292568421694196e-05,
+	 1.332030331747572e-05,
+	 1.371491717226208e-05,
+	 1.410952559792103e-05,
+	 1.450412847643540e-05,
+	 1.489872561233522e-05,
+	 1.529331687261776e-05,
+	 1.568790209278624e-05,
+	 1.608248112171249e-05,
+	 1.647705380774646e-05,
+	 1.687161999593914e-05,
+	 1.726617951652579e-05,
+	 1.766073222351063e-05,
+	 1.805527795459658e-05,
+	 1.844981657027173e-05,
+	 1.884434788899938e-05,
+	 1.923887178667568e-05,
+	 1.963338807543411e-05,
+	 2.002789662203610e-05,
+	 2.042239726350856e-05,
+	 2.081688984551045e-05,
+	 2.121137420731362e-05,
+	 2.160585020366140e-05,
+	 2.200031766471293e-05,
+	 2.239477644353030e-05,
+	 2.278922638862355e-05,
+	 2.318366733139895e-05,
+	 2.357809912616648e-05,
+	 2.397252161190611e-05,
+	 2.436693463850717e-05,
+	 2.476133804867249e-05,
+	 2.515573168735740e-05,
+	 2.555011539275585e-05,
+	 2.594448901262844e-05,
+	 2.633885239413270e-05,
+	 2.673320537848803e-05,
+	 2.712754781421039e-05,
+	 2.752187953377913e-05,
+	 2.791620040138838e-05,
+	 2.831051024050945e-05,
+	 2.870480891332929e-05,
+	 2.909909625655360e-05,
+	 2.949337210648327e-05,
+	 2.988763631923654e-05,
+	 3.028188873463122e-05,
+	 3.067612920327003e-05,
+	 3.107035755314027e-05,
+	 3.146457365118839e-05,
+	 3.185877731818632e-05,
+	 3.225296842167827e-05,
+	 3.264714678931476e-05,
+	 3.304131226628532e-05,
+	 3.343546470625303e-05,
+	 3.382960395220756e-05,
+	 3.422372984128839e-05,
+	 3.461784222625275e-05,
+	 3.501194094136184e-05,
+	 3.540602584001236e-05,
+	 3.580009676421725e-05,
+	 3.619415355896783e-05,
+	 3.658819606898828e-05,
+	 3.698222413256360e-05,
+	 3.737623759961558e-05,
+	 3.777023631558019e-05,
+	 3.816422012406606e-05,
+	 3.855818886796110e-05,
+	 3.895214239344983e-05,
+	 3.934608054482744e-05,
+	 3.974000316332509e-05,
+	 4.013391009880438e-05,
+	 4.052780119285966e-05,
+	 4.092167629402477e-05,
+	 4.131553523670950e-05,
+	 4.170937787334214e-05,
+	 4.210320405111855e-05,
+	 4.249701360853457e-05,
+	 4.289080638926642e-05,
+	 4.328458224262764e-05,
+	 4.367834101235882e-05,
+	 4.407208254216379e-05,
+	 4.446580667493457e-05,
+	 4.485951325743296e-05,
+	 4.525320213529415e-05,
+	 4.564687314707027e-05,
+	 4.604052614504553e-05,
+	 4.643416097316290e-05,
+	 4.682777746930432e-05,
+	 4.722137548202861e-05,
+	 4.761495485715089e-05,
+	 4.800851544198063e-05,
+	 4.840205707034650e-05,
+	 4.879557960053133e-05,
+	 4.918908286773508e-05,
+	 4.958256672101606e-05,
+	 4.997603100461701e-05,
+	 5.036947556272298e-05,
+	 5.076290023781856e-05,
+	 5.115630487646047e-05,
+	 5.154968932351106e-05,
+	 5.194305342337709e-05,
+	 5.233639701978578e-05,
+	 5.272971996186675e-05,
+	 5.312302209158545e-05,
+	 5.351630325096498e-05,
+	 5.390956328655539e-05,
+	 5.430280204568531e-05,
+	 5.469601937144993e-05,
+	 5.508921510788812e-05,
+	 5.548238910202844e-05,
+	 5.587554119254959e-05,
+	 5.626867123302761e-05,
+	 5.666177906026646e-05,
+	 5.705486452483136e-05,
+	 5.744792747176530e-05,
+	 5.784096774057170e-05,
+	 5.823398517928101e-05,
+	 5.862697963333669e-05,
+	 5.901995094921994e-05,
+	 5.941289896631685e-05,
+	 5.980582353508762e-05,
+	 6.019872449896147e-05,
+	 6.059160170043561e-05,
+	 6.098445498543843e-05,
+	 6.137728419841923e-05,
+	 6.177008918968614e-05,
+	 6.216286979746446e-05,
+	 6.255562586861984e-05,
+	 6.294835724790345e-05,
+	 6.334106378405790e-05,
+	 6.373374531646440e-05,
+	 6.412640169533940e-05,
+	 6.451903276031043e-05,
+	 6.491163836123763e-05,
+	 6.530421834041504e-05,
+	 6.569677254621874e-05,
+	 6.608930081907467e-05,
+	 6.648180300467884e-05,
+	 6.687427895012881e-05,
+	 6.726672850241030e-05,
+	 6.765915150244778e-05,
+	 6.805154779862556e-05,
+	 6.844391723306542e-05,
+	 6.883625965271705e-05,
+	 6.922857490098878e-05,
+	 6.962086282388699e-05,
+	 7.001312326963224e-05,
+	 7.040535607907874e-05,
+	 7.079756110056347e-05,
+	 7.118973817790561e-05,
+	 7.158188715570165e-05,
+	 7.197400787938955e-05,
+	 7.236610019440714e-05,
+	 7.275816394673754e-05,
+	 7.315019898155956e-05,
+	 7.354220514102986e-05,
+	 7.393418227496131e-05,
+	 7.432613022641832e-05,
+	 7.471804884252410e-05,
+	 7.510993796599932e-05,
+	 7.550179744326617e-05,
+	 7.589362711868172e-05,
+	 7.628542683887226e-05,
+	 7.667719644856037e-05,
+	 7.706893579445424e-05,
+	 7.746064471960257e-05,
+	 7.785232307213077e-05,
+	 7.824397069311407e-05,
+	 7.863558743319620e-05,
+	 7.902717313564044e-05,
+	 7.941872764421552e-05,
+	 7.981025080590855e-05,
+	 8.020174246764378e-05,
+	 8.059320247048232e-05,
+	 8.098463066597581e-05,
+	 8.137602689364404e-05,
+	 8.176739100288299e-05,
+	 8.215872283863294e-05,
+	 8.255002224671039e-05,
+	 8.294128907110016e-05,
+	 8.333252315822167e-05,
+	 8.372372435221428e-05,
+	 8.411489250183786e-05,
+	 8.450602744994464e-05,
+	 8.489712904126891e-05,
+	 8.528819712679954e-05,
+	 8.567923154545622e-05,
+	 8.607023214766979e-05,
+	 8.646119877855770e-05,
+	 8.685213128117572e-05,
+	 8.724302950290486e-05,
+	 8.763389328883085e-05,
+	 8.802472248730652e-05,
+	 8.841551694106225e-05,
+	 8.880627649659037e-05,
+	 8.919700099808029e-05,
+	 8.958769029518601e-05,
+	 8.997834423053302e-05,
+	 9.036896265139633e-05,
+	 9.075954540423977e-05,
+	 9.115009233260759e-05,
+	 9.154060328375660e-05,
+	 9.193107810317785e-05,
+	 9.232151663510942e-05,
+	 9.271191873096626e-05,
+	 9.310228423047216e-05,
+	 9.349261298256864e-05,
+	 9.388290483325177e-05,
+	 9.427315962767892e-05,
+	 9.466337720990975e-05,
+	 9.505355743155006e-05,
+	 9.544370013371267e-05,
+	 9.583380516169227e-05,
+	 9.622387236594623e-05,
+	 9.661390158929014e-05,
+	 9.700389267851904e-05,
+	 9.739384547955711e-05,
+	 9.778375983910324e-05,
+	 9.817363560451091e-05,
+	 9.856347261721133e-05,
+	 9.895327072912864e-05,
+	 9.934302978140069e-05,
+	 9.973274962318625e-05,
+	 1.001224301006458e-04,
+	 1.005120710586266e-04,
+	 1.009016723450495e-04,
+	 1.012912338038130e-04,
+	 1.016807552832619e-04,
+	 1.020702366292262e-04,
+	 1.024596776851532e-04,
+	 1.028490783019434e-04,
+	 1.032384383231154e-04,
+	 1.036277575949719e-04,
+	 1.040170359643481e-04,
+	 1.044062732778376e-04,
+	 1.047954693821035e-04,
+	 1.051846241232085e-04,
+	 1.055737373462861e-04,
+	 1.059628089016359e-04,
+	 1.063518386299136e-04,
+	 1.067408263821736e-04,
+	 1.071297720016758e-04,
+	 1.075186753370153e-04,
+	 1.079075362345124e-04,
+	 1.082963545415241e-04,
+	 1.086851301021314e-04,
+	 1.090738627650504e-04,
+	 1.094625523752495e-04,
+	 1.098511987793225e-04,
+	 1.102398018257169e-04,
+	 1.106283613580635e-04,
+	 1.110168772269773e-04,
+	 1.114053492757775e-04,
+	 1.117937773521273e-04,
+	 1.121821613036203e-04,
+	 1.125705009757695e-04,
+	 1.129587962173100e-04,
+	 1.133470468722491e-04,
+	 1.137352527873879e-04,
+	 1.141234138118102e-04,
+	 1.145115297909046e-04,
+	 1.148996005717352e-04,
+	 1.152876260011528e-04,
+	 1.156756059268026e-04,
+	 1.160635401935752e-04,
+	 1.164514286488634e-04,
+	 1.168392711417371e-04,
+	 1.172270675160659e-04,
+	 1.176148176204122e-04,
+	 1.180025213029248e-04,
+	 1.183901784088470e-04,
+	 1.187777887839013e-04,
+	 1.191653522795650e-04,
+	 1.195528687379955e-04,
+	 1.199403380084779e-04,
+	 1.203277599375793e-04,
+	 1.207151343736642e-04,
+	 1.211024611620411e-04,
+	 1.214897401516819e-04,
+	 1.218769711881080e-04,
+	 1.222641541188861e-04,
+	 1.226512887910341e-04,
+	 1.230383750522546e-04,
+	 1.234254127507875e-04,
+	 1.238124017313848e-04,
+	 1.241993418423605e-04,
+	 1.245862329330305e-04,
+	 1.249730748470151e-04,
+	 1.253598674337975e-04,
+	 1.257466105412958e-04,
+	 1.261333040142998e-04,
+	 1.265199477040235e-04,
+	 1.269065414545336e-04,
+	 1.272930851139742e-04,
+	 1.276795785295555e-04,
+	 1.280660215502940e-04,
+	 1.284524140235717e-04,
+	 1.288387557946632e-04,
+	 1.292250467133533e-04,
+	 1.296112866251243e-04,
+	 1.299974753790855e-04,
+	 1.303836128229531e-04,
+	 1.307696988042698e-04,
+	 1.311557331683816e-04,
+	 1.315417157664387e-04,
+	 1.319276464420403e-04,
+	 1.323135250471828e-04,
+	 1.326993514256334e-04,
+	 1.330851254289941e-04,
+	 1.334708469016801e-04,
+	 1.338565156937744e-04,
+	 1.342421316507116e-04,
+	 1.346276946213199e-04,
+	 1.350132044558853e-04,
+	 1.353986609976105e-04,
+	 1.357840640984470e-04,
+	 1.361694136045407e-04,
+	 1.365547093620471e-04,
+	 1.369399512219494e-04,
+	 1.373251390314144e-04,
+	 1.377102726370039e-04,
+	 1.380953518888432e-04,
+	 1.384803766325935e-04,
+	 1.388653467170688e-04,
+	 1.392502619920174e-04,
+	 1.396351223036889e-04,
+	 1.400199275002043e-04,
+	 1.404046774301298e-04,
+	 1.407893719417729e-04,
+	 1.411740108832741e-04,
+	 1.415585941035836e-04,
+	 1.419431214476940e-04,
+	 1.423275927683815e-04,
+	 1.427120079110142e-04,
+	 1.430963667233998e-04,
+	 1.434806690559252e-04,
+	 1.438649147549203e-04,
+	 1.442491036700635e-04,
+	 1.446332356494989e-04,
+	 1.450173105425354e-04,
+	 1.454013281948481e-04,
+	 1.457852884570325e-04,
+	 1.461691911771292e-04,
+	 1.465530362031210e-04,
+	 1.469368233854797e-04,
+	 1.473205525695710e-04,
+	 1.477042236058660e-04,
+	 1.480878363419589e-04,
+	 1.484713906268956e-04,
+	 1.488548863106759e-04,
+	 1.492383232398284e-04,
+	 1.496217012641095e-04,
+	 1.500050202306276e-04,
+	 1.503882799906289e-04,
+	 1.507714803919522e-04,
+	 1.511546212832247e-04,
+	 1.515377025120099e-04,
+	 1.519207239272822e-04,
+	 1.523036853806588e-04,
+	 1.526865867176077e-04,
+	 1.530694277883256e-04,
+	 1.534522084433435e-04,
+	 1.538349285275857e-04,
+	 1.542175878939959e-04,
+	 1.546001863892717e-04,
+	 1.549827238634884e-04,
+	 1.553652001653039e-04,
+	 1.557476151433860e-04,
+	 1.561299686474162e-04,
+	 1.565122605254407e-04,
+	 1.568944906273415e-04,
+	 1.572766588030612e-04,
+	 1.576587648994622e-04,
+	 1.580408087677157e-04,
+	 1.584227902566763e-04,
+	 1.588047092154838e-04,
+	 1.591865654930479e-04,
+	 1.595683589394135e-04,
+	 1.599500894023854e-04,
+	 1.603317567329163e-04,
+	 1.607133607791841e-04,
+	 1.610949013907478e-04,
+	 1.614763784175732e-04,
+	 1.618577917089733e-04,
+	 1.622391411143441e-04,
+	 1.626204264831136e-04,
+	 1.630016476653016e-04,
+	 1.633828045091677e-04,
+	 1.637638968645009e-04,
+	 1.641449245823139e-04,
+	 1.645258875107106e-04,
+	 1.649067854998451e-04,
+	 1.652876184001348e-04,
+	 1.656683860596722e-04,
+	 1.660490883300532e-04,
+	 1.664297250586548e-04,
+	 1.668102960976754e-04,
+	 1.671908012957561e-04,
+	 1.675712405026361e-04,
+	 1.679516135676414e-04,
+	 1.683319203413562e-04,
+	 1.687121606744735e-04,
+	 1.690923344153143e-04,
+	 1.694724414141882e-04,
+	 1.698524815220939e-04,
+	 1.702324545879209e-04,
+	 1.706123604622943e-04,
+	 1.709921989944953e-04,
+	 1.713719700368094e-04,
+	 1.717516734358256e-04,
+	 1.721313090448217e-04,
+	 1.725108767120747e-04,
+	 1.728903762891188e-04,
+	 1.732698076245096e-04,
+	 1.736491705697041e-04,
+	 1.740284649745192e-04,
+	 1.744076906896766e-04,
+	 1.747868475656192e-04,
+	 1.751659354517338e-04,
+	 1.755449541985493e-04,
+	 1.759239036572885e-04,
+	 1.763027836783566e-04,
+	 1.766815941113189e-04,
+	 1.770603348078628e-04,
+	 1.774390056168301e-04,
+	 1.778176063899672e-04,
+	 1.781961369780506e-04,
+	 1.785745972304970e-04,
+	 1.789529869986419e-04,
+	 1.793313061331756e-04,
+	 1.797095544849302e-04,
+	 1.800877319045777e-04,
+	 1.804658382424127e-04,
+	 1.808438733491308e-04,
+	 1.812218370757326e-04,
+	 1.815997292741205e-04,
+	 1.819775497933428e-04,
+	 1.823552984854751e-04,
+	 1.827329752001840e-04,
+	 1.831105797905581e-04,
+	 1.834881121057443e-04,
+	 1.838655719964643e-04,
+	 1.842429593152028e-04,
+	 1.846202739120640e-04,
+	 1.849975156388936e-04,
+	 1.853746843456192e-04,
+	 1.857517798840616e-04,
+	 1.861288021055772e-04,
+	 1.865057508601016e-04,
+	 1.868826260011683e-04,
+	 1.872594273778362e-04,
+	 1.876361548422698e-04,
+	 1.880128082460827e-04,
+	 1.883893874399764e-04,
+	 1.887658922758379e-04,
+	 1.891423226050510e-04,
+	 1.895186782785423e-04,
+	 1.898949591474082e-04,
+	 1.902711650647789e-04,
+	 1.906472958811964e-04,
+	 1.910233514466159e-04,
+	 1.913993316153905e-04,
+	 1.917752362373554e-04,
+	 1.921510651651717e-04,
+	 1.925268182496968e-04,
+	 1.929024953428252e-04,
+	 1.932780962961826e-04,
+	 1.936536209620308e-04,
+	 1.940290691917959e-04,
+	 1.944044408366891e-04,
+	 1.947797357499740e-04,
+	 1.951549537818725e-04,
+	 1.955300947851386e-04,
+	 1.959051586122128e-04,
+	 1.962801451141000e-04,
+	 1.966550541431701e-04,
+	 1.970298855518466e-04,
+	 1.974046391912657e-04,
+	 1.977793149141132e-04,
+	 1.981539125733219e-04,
+	 1.985284320195638e-04,
+	 1.989028731053549e-04,
+	 1.992772356825568e-04,
+	 1.996515196051324e-04,
+	 2.000257247237990e-04,
+	 2.003998508913979e-04,
+	 2.007738979599427e-04,
+	 2.011478657825554e-04,
+	 2.015217542098335e-04,
+	 2.018955630966133e-04,
+	 2.022692922935429e-04,
+	 2.026429416533492e-04,
+	 2.030165110302390e-04,
+	 2.033900002746594e-04,
+	 2.037634092401756e-04,
+	 2.041367377788688e-04,
+	 2.045099857435112e-04,
+	 2.048831529878377e-04,
+	 2.052562393628904e-04,
+	 2.056292447224924e-04,
+	 2.060021689195499e-04,
+	 2.063750118060664e-04,
+	 2.067477732352203e-04,
+	 2.071204530605710e-04,
+	 2.074930511338616e-04,
+	 2.078655673086347e-04,
+	 2.082380014379847e-04,
+	 2.086103533742332e-04,
+	 2.089826229707156e-04,
+	 2.093548100813890e-04,
+	 2.097269145585748e-04,
+	 2.100989362557029e-04,
+	 2.104708750250543e-04,
+	 2.108427307202805e-04,
+	 2.112145031952326e-04,
+	 2.115861923028274e-04,
+	 2.119577978954715e-04,
+	 2.123293198287495e-04,
+	 2.127007579535289e-04,
+	 2.130721121242037e-04,
+	 2.134433821936961e-04,
+	 2.138145680168564e-04,
+	 2.141856694456463e-04,
+	 2.145566863352459e-04,
+	 2.149276185373269e-04,
+	 2.152984659062623e-04,
+	 2.156692282960792e-04,
+	 2.160399055602981e-04,
+	 2.164104975522181e-04,
+	 2.167810041260120e-04,
+	 2.171514251351459e-04,
+	 2.175217604332767e-04,
+	 2.178920098747760e-04,
+	 2.182621733126213e-04,
+	 2.186322506018772e-04,
+	 2.190022415954654e-04,
+	 2.193721461480378e-04,
+	 2.197419641124422e-04,
+	 2.201116953442794e-04,
+	 2.204813396971534e-04,
+	 2.208508970238403e-04,
+	 2.212203671809809e-04,
+	 2.215897500203417e-04,
+	 2.219590453968007e-04,
+	 2.223282531653956e-04,
+	 2.226973731799524e-04,
+	 2.230664052939386e-04,
+	 2.234353493635957e-04,
+	 2.238042052416144e-04,
+	 2.241729727826913e-04,
+	 2.245416518420014e-04,
+	 2.249102422727228e-04,
+	 2.252787439312427e-04,
+	 2.256471566698218e-04,
+	 2.260154803451484e-04,
+	 2.263837148108378e-04,
+	 2.267518599218301e-04,
+	 2.271199155329396e-04,
+	 2.274878814979286e-04,
+	 2.278557576727862e-04,
+	 2.282235439115148e-04,
+	 2.285912400689554e-04,
+	 2.289588460012369e-04,
+	 2.293263615609972e-04,
+	 2.296937866050587e-04,
+	 2.300611209881042e-04,
+	 2.304283645648822e-04,
+	 2.307955171899766e-04,
+	 2.311625787184452e-04,
+	 2.315295490063770e-04,
+	 2.318964279088673e-04,
+	 2.322632152796273e-04,
+	 2.326299109753197e-04,
+	 2.329965148505941e-04,
+	 2.333630267615972e-04,
+	 2.337294465619394e-04,
+	 2.340957741086903e-04,
+	 2.344620092567913e-04,
+	 2.348281518614362e-04,
+	 2.351942017776299e-04,
+	 2.355601588618434e-04,
+	 2.359260229699124e-04,
+	 2.362917939557635e-04,
+	 2.366574716765830e-04,
+	 2.370230559870935e-04,
+	 2.373885467436506e-04,
+	 2.377539438015738e-04,
+	 2.381192470161730e-04,
+	 2.384844562446236e-04,
+	 2.388495713418566e-04,
+	 2.392145921640928e-04,
+	 2.395795185664507e-04,
+	 2.399443504063584e-04,
+	 2.403090875380793e-04,
+	 2.406737298191058e-04,
+	 2.410382771049764e-04,
+	 2.414027292514284e-04,
+	 2.417670861157268e-04,
+	 2.421313475523594e-04,
+	 2.424955134193352e-04,
+	 2.428595835711793e-04,
+	 2.432235578654188e-04,
+	 2.435874361589148e-04,
+	 2.439512183060147e-04,
+	 2.443149041646143e-04,
+	 2.446784935913377e-04,
+	 2.450419864417234e-04,
+	 2.454053825725885e-04,
+	 2.457686818408808e-04,
+	 2.461318841034079e-04,
+	 2.464949892157184e-04,
+	 2.468579970358559e-04,
+	 2.472209074193894e-04,
+	 2.475837202236835e-04,
+	 2.479464353047188e-04,
+	 2.483090525205193e-04,
+	 2.486715717280271e-04,
+	 2.490339927832432e-04,
+	 2.493963155428071e-04,
+	 2.497585398651936e-04,
+	 2.501206656056983e-04,
+	 2.504826926225997e-04,
+	 2.508446207735041e-04,
+	 2.512064499136234e-04,
+	 2.515681799019172e-04,
+	 2.519298105942103e-04,
+	 2.522913418495683e-04,
+	 2.526527735233315e-04,
+	 2.530141054743394e-04,
+	 2.533753375588333e-04,
+	 2.537364696350364e-04,
+	 2.540975015604170e-04,
+	 2.544584331915860e-04,
+	 2.548192643869457e-04,
+	 2.551799950034103e-04,
+	 2.555406248999830e-04,
+	 2.559011539320709e-04,
+	 2.562615819597331e-04,
+	 2.566219088395335e-04,
+	 2.569821344283571e-04,
+	 2.573422585860421e-04,
+	 2.577022811690259e-04,
+	 2.580622020353704e-04,
+	 2.584220210430157e-04,
+	 2.587817380510973e-04,
+	 2.591413529156373e-04,
+	 2.595008654963330e-04,
+	 2.598602756501774e-04,
+	 2.602195832363253e-04,
+	 2.605787881122365e-04,
+	 2.609378901363174e-04,
+	 2.612968891668579e-04,
+	 2.616557850626427e-04,
+	 2.620145776809930e-04,
+	 2.623732668806856e-04,
+	 2.627318525207889e-04,
+	 2.630903344588738e-04,
+	 2.634487125539359e-04,
+	 2.638069866643142e-04,
+	 2.641651566492287e-04,
+	 2.645232223659387e-04,
+	 2.648811836742665e-04,
+	 2.652390404331205e-04,
+	 2.655967925002704e-04,
+	 2.659544397351079e-04,
+	 2.663119819960399e-04,
+	 2.666694191425158e-04,
+	 2.670267510332706e-04,
+	 2.673839775270537e-04,
+	 2.677410984829266e-04,
+	 2.680981137604690e-04,
+	 2.684550232174639e-04,
+	 2.688118267144260e-04,
+	 2.691685241093674e-04,
+	 2.695251152628640e-04,
+	 2.698816000332974e-04,
+	 2.702379782793870e-04,
+	 2.705942498616171e-04,
+	 2.709504146388419e-04,
+	 2.713064724702772e-04,
+	 2.716624232159501e-04,
+	 2.720182667349356e-04,
+	 2.723740028873333e-04,
+	 2.727296315316942e-04,
+	 2.730851525284927e-04,
+	 2.734405657368269e-04,
+	 2.737958710172208e-04,
+	 2.741510682285591e-04,
+	 2.745061572313423e-04,
+	 2.748611378849494e-04,
+	 2.752160100491209e-04,
+	 2.755707735844844e-04,
+	 2.759254283506579e-04,
+	 2.762799742080034e-04,
+	 2.766344110152885e-04,
+	 2.769887386343746e-04,
+	 2.773429569235740e-04,
+	 2.776970657450944e-04,
+	 2.780510649577519e-04,
+	 2.784049544219862e-04,
+	 2.787587339985062e-04,
+	 2.791124035473219e-04,
+	 2.794659629296118e-04,
+	 2.798194120042376e-04,
+	 2.801727506334317e-04,
+	 2.805259786769828e-04,
+	 2.808790959953611e-04,
+	 2.812321024488206e-04,
+	 2.815849978992468e-04,
+	 2.819377822062401e-04,
+	 2.822904552305354e-04,
+	 2.826430168341915e-04,
+	 2.829954668764217e-04,
+	 2.833478052192746e-04,
+	 2.837000317227518e-04,
+	 2.840521462491893e-04,
+	 2.844041486582756e-04,
+	 2.847560388115443e-04,
+	 2.851078165700787e-04,
+	 2.854594817948009e-04,
+	 2.858110343477693e-04,
+	 2.861624740890230e-04,
+	 2.865138008810833e-04,
+	 2.868650145846995e-04,
+	 2.872161150604997e-04,
+	 2.875671021708579e-04,
+	 2.879179757774514e-04,
+	 2.882687357411419e-04,
+	 2.886193819230076e-04,
+	 2.889699141859554e-04,
+	 2.893203323906588e-04,
+	 2.896706363997106e-04,
+	 2.900208260736219e-04,
+	 2.903709012749723e-04,
+	 2.907208618649492e-04,
+	 2.910707077064132e-04,
+	 2.914204386608224e-04,
+	 2.917700545901457e-04,
+	 2.921195553557511e-04,
+	 2.924689408209861e-04,
+	 2.928182108466901e-04,
+	 2.931673652954583e-04,
+	 2.935164040295733e-04,
+	 2.938653269114060e-04,
+	 2.942141338031869e-04,
+	 2.945628245671016e-04,
+	 2.949113990651652e-04,
+	 2.952598571605416e-04,
+	 2.956081987150825e-04,
+	 2.959564235910835e-04,
+	 2.963045316523496e-04,
+	 2.966525227606464e-04,
+	 2.970003967780492e-04,
+	 2.973481535679171e-04,
+	 2.976957929934378e-04,
+	 2.980433149165235e-04,
+	 2.983907192003363e-04,
+	 2.987380057082369e-04,
+	 2.990851743022694e-04,
+	 2.994322248454551e-04,
+	 2.997791572015761e-04,
+	 3.001259712335000e-04,
+	 3.004726668036815e-04,
+	 3.008192437764068e-04,
+	 3.011657020136311e-04,
+	 3.015120413792715e-04,
+	 3.018582617369910e-04,
+	 3.022043629492546e-04,
+	 3.025503448796125e-04,
+	 3.028962073918927e-04,
+	 3.032419503497818e-04,
+	 3.035875736166473e-04,
+	 3.039330770552825e-04,
+	 3.042784605307434e-04,
+	 3.046237239050464e-04,
+	 3.049688670432226e-04,
+	 3.053138898086228e-04,
+	 3.056587920651900e-04,
+	 3.060035736764833e-04,
+	 3.063482345061585e-04,
+	 3.066927744188614e-04,
+	 3.070371932787669e-04,
+	 3.073814909492113e-04,
+	 3.077256672944272e-04,
+	 3.080697221785635e-04,
+	 3.084136554660408e-04,
+	 3.087574670213704e-04,
+	 3.091011567081341e-04,
+	 3.094447243912943e-04,
+	 3.097881699350128e-04,
+	 3.101314932036708e-04,
+	 3.104746940622003e-04,
+	 3.108177723738769e-04,
+	 3.111607280051538e-04,
+	 3.115035608190716e-04,
+	 3.118462706806377e-04,
+	 3.121888574552814e-04,
+	 3.125313210073573e-04,
+	 3.128736612017304e-04,
+	 3.132158779028524e-04,
+	 3.135579709764070e-04,
+	 3.138999402871385e-04,
+	 3.142417856992689e-04,
+	 3.145835070791555e-04,
+	 3.149251042908716e-04,
+	 3.152665772001696e-04,
+	 3.156079256723853e-04,
+	 3.159491495721047e-04,
+	 3.162902487654385e-04,
+	 3.166312231172407e-04,
+	 3.169720724927049e-04,
+	 3.173127967576726e-04,
+	 3.176533957783894e-04,
+	 3.179938694188091e-04,
+	 3.183342175456473e-04,
+	 3.186744400241832e-04,
+	 3.190145367206711e-04,
+	 3.193545074998874e-04,
+	 3.196943522289233e-04,
+	 3.200340707722398e-04,
+	 3.203736629967123e-04,
+	 3.207131287677972e-04,
+	 3.210524679522742e-04,
+	 3.213916804154966e-04,
+	 3.217307660236500e-04,
+	 3.220697246428085e-04,
+	 3.224085561391969e-04,
+	 3.227472603796519e-04,
+	 3.230858372300821e-04,
+	 3.234242865569954e-04,
+	 3.237626082260595e-04,
+	 3.241008021048104e-04,
+	 3.244388680592879e-04,
+	 3.247768059557947e-04,
+	 3.251146156615421e-04,
+	 3.254522970422395e-04,
+	 3.257898499657863e-04,
+	 3.261272742980004e-04,
+	 3.264645699063630e-04,
+	 3.268017366574991e-04,
+	 3.271387744180556e-04,
+	 3.274756830555048e-04,
+	 3.278124624362713e-04,
+	 3.281491124277425e-04,
+	 3.284856328973417e-04,
+	 3.288220237117842e-04,
+	 3.291582847385153e-04,
+	 3.294944158448580e-04,
+	 3.298304168977226e-04,
+	 3.301662877651059e-04,
+	 3.305020283141125e-04,
+	 3.308376384123528e-04,
+	 3.311731179266087e-04,
+	 3.315084667259155e-04,
+	 3.318436846767632e-04,
+	 3.321787716469046e-04,
+	 3.325137275043444e-04,
+	 3.328485521172509e-04,
+	 3.331832453530231e-04,
+	 3.335178070797257e-04,
+	 3.338522371647766e-04,
+	 3.341865354768859e-04,
+	 3.345207018839796e-04,
+	 3.348547362537802e-04,
+	 3.351886384549732e-04,
+	 3.355224083548114e-04,
+	 3.358560458227585e-04,
+	 3.361895507263138e-04,
+	 3.365229229346434e-04,
+	 3.368561623149909e-04,
+	 3.371892687368277e-04,
+	 3.375222420677725e-04,
+	 3.378550821777033e-04,
+	 3.381877889340932e-04,
+	 3.385203622055821e-04,
+	 3.388528018618171e-04,
+	 3.391851077707961e-04,
+	 3.395172798021442e-04,
+	 3.398493178239363e-04,
+	 3.401812217051985e-04,
+	 3.405129913152141e-04,
+	 3.408446265230803e-04,
+	 3.411761271981651e-04,
+	 3.415074932086504e-04,
+	 3.418387244245640e-04,
+	 3.421698207153800e-04,
+	 3.425007819497201e-04,
+	 3.428316079967212e-04,
+	 3.431622987268634e-04,
+	 3.434928540090184e-04,
+	 3.438232737123560e-04,
+	 3.441535577071062e-04,
+	 3.444837058627517e-04,
+	 3.448137180488433e-04,
+	 3.451435941352202e-04,
+	 3.454733339912480e-04,
+	 3.458029374871709e-04,
+	 3.461324044933096e-04,
+	 3.464617348787470e-04,
+	 3.467909285142330e-04,
+	 3.471199852698425e-04,
+	 3.474489050146736e-04,
+	 3.477776876198484e-04,
+	 3.481063329554883e-04,
+	 3.484348408916171e-04,
+	 3.487632112989098e-04,
+	 3.490914440473935e-04,
+	 3.494195390077431e-04,
+	 3.497474960500490e-04,
+	 3.500753150455469e-04,
+	 3.504029958644035e-04,
+	 3.507305383773448e-04,
+	 3.510579424551834e-04,
+	 3.513852079687290e-04,
+	 3.517123347883065e-04,
+	 3.520393227854130e-04,
+	 3.523661718309661e-04,
+	 3.526928817955401e-04,
+	 3.530194525501823e-04,
+	 3.533458839666421e-04,
+	 3.536721759150514e-04,
+	 3.539983282677714e-04,
+	 3.543243408951204e-04,
+	 3.546502136690796e-04,
+	 3.549759464606238e-04,
+	 3.553015391413918e-04,
+	 3.556269915829965e-04,
+	 3.559523036562199e-04,
+	 3.562774752338544e-04,
+	 3.566025061863436e-04,
+	 3.569273963860921e-04,
+	 3.572521457047364e-04,
+	 3.575767540143476e-04,
+	 3.579012211866825e-04,
+	 3.582255470929929e-04,
+	 3.585497316061917e-04,
+	 3.588737745976646e-04,
+	 3.591976759400011e-04,
+	 3.595214355051878e-04,
+	 3.598450531649893e-04,
+	 3.601685287925552e-04,
+	 3.604918622592024e-04,
+	 3.608150534382649e-04,
+	 3.611381022017304e-04,
+	 3.614610084219470e-04,
+	 3.617837719715759e-04,
+	 3.621063927235633e-04,
+	 3.624288705501609e-04,
+	 3.627512053239267e-04,
+	 3.630733969181511e-04,
+	 3.633954452049988e-04,
+	 3.637173500583143e-04,
+	 3.640391113503221e-04,
+	 3.643607289539202e-04,
+	 3.646822027428546e-04,
+	 3.650035325895502e-04,
+	 3.653247183677813e-04,
+	 3.656457599499410e-04,
+	 3.659666572098404e-04,
+	 3.662874100213081e-04,
+	 3.666080182566227e-04,
+	 3.669284817900864e-04,
+	 3.672488004954025e-04,
+	 3.675689742453076e-04,
+	 3.678890029138978e-04,
+	 3.682088863743437e-04,
+	 3.685286245015068e-04,
+	 3.688482171680090e-04,
+	 3.691676642481107e-04,
+	 3.694869656161245e-04,
+	 3.698061211456796e-04,
+	 3.701251307109236e-04,
+	 3.704439941856993e-04,
+	 3.707627114444371e-04,
+	 3.710812823607327e-04,
+	 3.713997068096687e-04,
+	 3.717179846653202e-04,
+	 3.720361158017303e-04,
+	 3.723541000935971e-04,
+	 3.726719374155674e-04,
+	 3.729896276417370e-04,
+	 3.733071706470909e-04,
+	 3.736245663057878e-04,
+	 3.739418144933290e-04,
+	 3.742589150839044e-04,
+	 3.745758679525376e-04,
+	 3.748926729743077e-04,
+	 3.752093300237801e-04,
+	 3.755258389764098e-04,
+	 3.758421997066322e-04,
+	 3.761584120902976e-04,
+	 3.764744760021485e-04,
+	 3.767903913174066e-04,
+	 3.771061579120280e-04,
+	 3.774217756605433e-04,
+	 3.777372444386463e-04,
+	 3.780525641220013e-04,
+	 3.783677345859933e-04,
+	 3.786827557064262e-04,
+	 3.789976273583708e-04,
+	 3.793123494185782e-04,
+	 3.796269217617360e-04,
+	 3.799413442646322e-04,
+	 3.802556168023577e-04,
+	 3.805697392512750e-04,
+	 3.808837114872685e-04,
+	 3.811975333861512e-04,
+	 3.815112048250934e-04,
+	 3.818247256792597e-04,
+	 3.821380958251655e-04,
+	 3.824513151391375e-04,
+	 3.827643834974311e-04,
+	 3.830773007769965e-04,
+	 3.833900668537786e-04,
+	 3.837026816043513e-04,
+	 3.840151449056651e-04,
+	 3.843274566343086e-04,
+	 3.846396166667693e-04,
+	 3.849516248796038e-04,
+	 3.852634811505951e-04,
+	 3.855751853557466e-04,
+	 3.858867373726665e-04,
+	 3.861981370776457e-04,
+	 3.865093843485439e-04,
+	 3.868204790618145e-04,
+	 3.871314210955077e-04,
+	 3.874422103261751e-04,
+	 3.877528466310690e-04,
+	 3.880633298885703e-04,
+	 3.883736599750232e-04,
+	 3.886838367683633e-04,
+	 3.889938601461600e-04,
+	 3.893037299862559e-04,
+	 3.896134461656512e-04,
+	 3.899230085632736e-04,
+	 3.902324170559072e-04,
+	 3.905416715217876e-04,
+	 3.908507718386902e-04,
+	 3.911597178849172e-04,
+	 3.914685095383183e-04,
+	 3.917771466767606e-04,
+	 3.920856291793112e-04,
+	 3.923939569233834e-04,
+	 3.927021297874523e-04,
+	 3.930101476496083e-04,
+	 3.933180103889908e-04,
+	 3.936257178838874e-04,
+	 3.939332700122499e-04,
+	 3.942406666533304e-04,
+	 3.945479076855626e-04,
+	 3.948549929875164e-04,
+	 3.951619224382372e-04,
+	 3.954686959166373e-04,
+	 3.957753133012029e-04,
+	 3.960817744712592e-04,
+	 3.963880793057320e-04,
+	 3.966942276840794e-04,
+	 3.970002194848995e-04,
+	 3.973060545877404e-04,
+	 3.976117328715712e-04,
+	 3.979172542163459e-04,
+	 3.982226185009452e-04,
+	 3.985278256047293e-04,
+	 3.988328754077300e-04,
+	 3.991377677894187e-04,
+	 3.994425026290946e-04,
+	 3.997470798072493e-04,
+	 4.000514992027323e-04,
+	 4.003557606955657e-04,
+	 4.006598641662560e-04,
+	 4.009638094942815e-04,
+	 4.012675965599768e-04,
+	 4.015712252430021e-04,
+	 4.018746954242604e-04,
+	 4.021780069830739e-04,
+	 4.024811597999411e-04,
+	 4.027841537559033e-04,
+	 4.030869887305113e-04,
+	 4.033896646046719e-04,
+	 4.036921812586186e-04,
+	 4.039945385734164e-04,
+	 4.042967364294470e-04,
+	 4.045987747074261e-04,
+	 4.049006532881599e-04,
+	 4.052023720523502e-04,
+	 4.055039308811162e-04,
+	 4.058053296553967e-04,
+	 4.061065682561380e-04,
+	 4.064076465644305e-04,
+	 4.067085644616862e-04,
+	 4.070093218290615e-04,
+	 4.073099185475680e-04,
+	 4.076103544986542e-04,
+	 4.079106295639813e-04,
+	 4.082107436248444e-04,
+	 4.085106965626815e-04,
+	 4.088104882592406e-04,
+	 4.091101185960077e-04,
+	 4.094095874551301e-04,
+	 4.097088947179942e-04,
+	 4.100080402666119e-04,
+	 4.103070239829809e-04,
+	 4.106058457488805e-04,
+	 4.109045054467576e-04,
+	 4.112030029583767e-04,
+	 4.115013381662042e-04,
+	 4.117995109519217e-04,
+	 4.120975211985872e-04,
+	 4.123953687880548e-04,
+	 4.126930536029215e-04,
+	 4.129905755256892e-04,
+	 4.132879344389374e-04,
+	 4.135851302251036e-04,
+	 4.138821627672180e-04,
+	 4.141790319481386e-04,
+	 4.144757376502021e-04,
+	 4.147722797563344e-04,
+	 4.150686581497136e-04,
+	 4.153648727135739e-04,
+	 4.156609233305663e-04,
+	 4.159568098841368e-04,
+	 4.162525322574947e-04,
+	 4.165480903337643e-04,
+	 4.168434839961444e-04,
+	 4.171387131284793e-04,
+	 4.174337776135010e-04,
+	 4.177286773356194e-04,
+	 4.180234121780796e-04,
+	 4.183179820242397e-04,
+	 4.186123867584866e-04,
+	 4.189066262640971e-04,
+	 4.192007004249853e-04,
+	 4.194946091249683e-04,
+	 4.197883522488491e-04,
+	 4.200819296793960e-04,
+	 4.203753413017450e-04,
+	 4.206685869997115e-04,
+	 4.209616666575430e-04,
+	 4.212545801600113e-04,
+	 4.215473273906405e-04,
+	 4.218399082344433e-04,
+	 4.221323225758735e-04,
+	 4.224245702994341e-04,
+	 4.227166512897591e-04,
+	 4.230085654316798e-04,
+	 4.233003126101131e-04,
+	 4.235918927094633e-04,
+	 4.238833056149386e-04,
+	 4.241745512115770e-04,
+	 4.244656293839501e-04,
+	 4.247565400179355e-04,
+	 4.250472829981420e-04,
+	 4.253378582099802e-04,
+	 4.256282655387013e-04,
+	 4.259185048695065e-04,
+	 4.262085760884820e-04,
+	 4.264984790804691e-04,
+	 4.267882137311443e-04,
+	 4.270777799263756e-04,
+	 4.273671775519755e-04,
+	 4.276564064935510e-04,
+	 4.279454666365975e-04,
+	 4.282343578677799e-04,
+	 4.285230800721019e-04,
+	 4.288116331364117e-04,
+	 4.291000169465629e-04,
+	 4.293882313886900e-04,
+	 4.296762763489712e-04,
+	 4.299641517137979e-04,
+	 4.302518573695043e-04,
+	 4.305393932025810e-04,
+	 4.308267590994160e-04,
+	 4.311139549467917e-04,
+	 4.314009806313181e-04,
+	 4.316878360395973e-04,
+	 4.319745210583142e-04,
+	 4.322610355744449e-04,
+	 4.325473794749450e-04,
+	 4.328335526470285e-04,
+	 4.331195549770866e-04,
+	 4.334053863526945e-04,
+	 4.336910466606361e-04,
+	 4.339765357887870e-04,
+	 4.342618536240560e-04,
+	 4.345470000540857e-04,
+	 4.348319749658406e-04,
+	 4.351167782472594e-04,
+	 4.354014097859093e-04,
+	 4.356858694695290e-04,
+	 4.359701571853970e-04,
+	 4.362542728216091e-04,
+	 4.365382162657319e-04,
+	 4.368219874063913e-04,
+	 4.371055861309336e-04,
+	 4.373890123276708e-04,
+	 4.376722658845923e-04,
+	 4.379553466898992e-04,
+	 4.382382546320839e-04,
+	 4.385209895994199e-04,
+	 4.388035514800382e-04,
+	 4.390859401628072e-04,
+	 4.393681555357092e-04,
+	 4.396501974880582e-04,
+	 4.399320659081852e-04,
+	 4.402137606846674e-04,
+	 4.404952817063642e-04,
+	 4.407766288626739e-04,
+	 4.410578020418120e-04,
+	 4.413388011331164e-04,
+	 4.416196260261035e-04,
+	 4.419002766091951e-04,
+	 4.421807527719386e-04,
+	 4.424610544037833e-04,
+	 4.427411813938381e-04,
+	 4.430211336313665e-04,
+	 4.433009110065725e-04,
+	 4.435805134083407e-04,
+	 4.438599407268181e-04,
+	 4.441391928510398e-04,
+	 4.444182696715838e-04,
+	 4.446971710777939e-04,
+	 4.449758969598449e-04,
+	 4.452544472072704e-04,
+	 4.455328217106358e-04,
+	 4.458110203598303e-04,
+	 4.460890430453380e-04,
+	 4.463668896568896e-04,
+	 4.466445600850315e-04,
+	 4.469220542205371e-04,
+	 4.471993719535254e-04,
+	 4.474765131742204e-04,
+	 4.477534777739072e-04,
+	 4.480302656431358e-04,
+	 4.483068766720274e-04,
+	 4.485833107520005e-04,
+	 4.488595677739542e-04,
+	 4.491356476286006e-04,
+	 4.494115502070552e-04,
+	 4.496872754005530e-04,
+	 4.499628231002516e-04,
+	 4.502381931970409e-04,
+	 4.505133855822819e-04,
+	 4.507884001476887e-04,
+	 4.510632367846546e-04,
+	 4.513378953845065e-04,
+	 4.516123758392184e-04,
+	 4.518866780398765e-04,
+	 4.521608018784704e-04,
+	 4.524347472470276e-04,
+	 4.527085140370694e-04,
+	 4.529821021410606e-04,
+	 4.532555114501439e-04,
+	 4.535287418570436e-04,
+	 4.538017932541139e-04,
+	 4.540746655330869e-04,
+	 4.543473585862792e-04,
+	 4.546198723060194e-04,
+	 4.548922065854059e-04,
+	 4.551643613161081e-04,
+	 4.554363363911805e-04,
+	 4.557081317031495e-04,
+	 4.559797471448211e-04,
+	 4.562511826087215e-04,
+	 4.565224379882192e-04,
+	 4.567935131756367e-04,
+	 4.570644080644415e-04,
+	 4.573351225472295e-04,
+	 4.576056565176266e-04,
+	 4.578760098687150e-04,
+	 4.581461824937693e-04,
+	 4.584161742861220e-04,
+	 4.586859851395482e-04,
+	 4.589556149467328e-04,
+	 4.592250636018092e-04,
+	 4.594943309986193e-04,
+	 4.597634170303769e-04,
+	 4.600323215913224e-04,
+	 4.603010445748724e-04,
+	 4.605695858754323e-04,
+	 4.608379453864727e-04,
+	 4.611061230026669e-04,
+	 4.613741186176806e-04,
+	 4.616419321259559e-04,
+	 4.619095634218214e-04,
+	 4.621770123996013e-04,
+	 4.624442789537572e-04,
+	 4.627113629786457e-04,
+	 4.629782643689890e-04,
+	 4.632449830193398e-04,
+	 4.635115188244699e-04,
+	 4.637778716792101e-04,
+	 4.640440414782296e-04,
+	 4.643100281167764e-04,
+	 4.645758314898461e-04,
+	 4.648414514922685e-04,
+	 4.651068880195022e-04,
+	 4.653721409664393e-04,
+	 4.656372102287473e-04,
+	 4.659020957014943e-04,
+	 4.661667972801143e-04,
+	 4.664313148605615e-04,
+	 4.666956483378340e-04,
+	 4.669597976083022e-04,
+	 4.672237625669460e-04,
+	 4.674875431100449e-04,
+	 4.677511391332888e-04,
+	 4.680145505329831e-04,
+	 4.682777772047421e-04,
+	 4.685408190446676e-04,
+	 4.688036759490874e-04,
+	 4.690663478145979e-04,
+	 4.693288345367588e-04,
+	 4.695911360125738e-04,
+	 4.698532521384342e-04,
+	 4.701151828105927e-04,
+	 4.703769279258281e-04,
+	 4.706384873809696e-04,
+	 4.708998610723630e-04,
+	 4.711610488975515e-04,
+	 4.714220507528406e-04,
+	 4.716828665353401e-04,
+	 4.719434961420919e-04,
+	 4.722039394701761e-04,
+	 4.724641964171542e-04,
+	 4.727242668798975e-04,
+	 4.729841507559641e-04,
+	 4.732438479427446e-04,
+	 4.735033583375946e-04,
+	 4.737626818385362e-04,
+	 4.740218183425153e-04,
+	 4.742807677476854e-04,
+	 4.745395299518977e-04,
+	 4.747981048526119e-04,
+	 4.750564923484026e-04,
+	 4.753146923367656e-04,
+	 4.755727047158800e-04,
+	 4.758305293839346e-04,
+	 4.760881662391827e-04,
+	 4.763456151799922e-04,
+	 4.766028761047203e-04,
+	 4.768599489117792e-04,
+	 4.771168334997255e-04,
+	 4.773735297670971e-04,
+	 4.776300376127601e-04,
+	 4.778863569354584e-04,
+	 4.781424876338732e-04,
+	 4.783984296067287e-04,
+	 4.786541827535465e-04,
+	 4.789097469728503e-04,
+	 4.791651221638459e-04,
+	 4.794203082261441e-04,
+	 4.796753050587651e-04,
+	 4.799301125607212e-04,
+	 4.801847306320676e-04,
+	 4.804391591719454e-04,
+	 4.806933980798041e-04,
+	 4.809474472554989e-04,
+	 4.812013065988797e-04,
+	 4.814549760094902e-04,
+	 4.817084553872971e-04,
+	 4.819617446325236e-04,
+	 4.822148436445011e-04,
+	 4.824677523241680e-04,
+	 4.827204705709059e-04,
+	 4.829729982855944e-04,
+	 4.832253353683252e-04,
+	 4.834774817194338e-04,
+	 4.837294372394874e-04,
+	 4.839812018289298e-04,
+	 4.842327753886574e-04,
+	 4.844841578189715e-04,
+	 4.847353490208971e-04,
+	 4.849863488952935e-04,
+	 4.852371573430364e-04,
+	 4.854877742653480e-04,
+	 4.857381995627858e-04,
+	 4.859884331370251e-04,
+	 4.862384748889265e-04,
+	 4.864883247200939e-04,
+	 4.867379825318224e-04,
+	 4.869874482254340e-04,
+	 4.872367217024127e-04,
+	 4.874858028647766e-04,
+	 4.877346916139582e-04,
+	 4.879833878515759e-04,
+	 4.882318914797321e-04,
+	 4.884802023999822e-04,
+	 4.887283205145664e-04,
+	 4.889762457256357e-04,
+	 4.892239779353909e-04,
+	 4.894715170457693e-04,
+	 4.897188629589802e-04,
+	 4.899660155778898e-04,
+	 4.902129748045856e-04,
+	 4.904597405416333e-04,
+	 4.907063126915825e-04,
+	 4.909526911571337e-04,
+	 4.911988758412141e-04,
+	 4.914448666466329e-04,
+	 4.916906634760384e-04,
+	 4.919362662326950e-04,
+	 4.921816748196056e-04,
+	 4.924268891397321e-04,
+	 4.926719090961799e-04,
+	 4.929167345928214e-04,
+	 4.931613655323911e-04,
+	 4.934058018188323e-04,
+	 4.936500433552064e-04,
+	 4.938940900453173e-04,
+	 4.941379417930836e-04,
+	 4.943815985017331e-04,
+	 4.946250600755902e-04,
+	 4.948683264184503e-04,
+	 4.951113974339782e-04,
+	 4.953542730265937e-04,
+	 4.955969531001946e-04,
+	 4.958394375590833e-04,
+	 4.960817263077560e-04,
+	 4.963238192501332e-04,
+	 4.965657162910667e-04,
+	 4.968074173347536e-04,
+	 4.970489222861881e-04,
+	 4.972902310496101e-04,
+	 4.975313435302241e-04,
+	 4.977722596323757e-04,
+	 4.980129792612466e-04,
+	 4.982535023218848e-04,
+	 4.984938287192534e-04,
+	 4.987339583585894e-04,
+	 4.989738911450093e-04,
+	 4.992136269837136e-04,
+	 4.994531657802460e-04,
+	 4.996925074398797e-04,
+	 4.999316518686072e-04,
+	 5.001705989712920e-04,
+	 5.004093486544357e-04,
+	 5.006479008230996e-04,
+	 5.008862553835446e-04,
+	 5.011244122415650e-04,
+	 5.013623713030172e-04,
+	 5.016001324744447e-04,
+	 5.018376956613399e-04,
+	 5.020750607705869e-04,
+	 5.023122277078356e-04,
+	 5.025491963800643e-04,
+	 5.027859666934555e-04,
+	 5.030225385545948e-04,
+	 5.032589118702216e-04,
+	 5.034950865468425e-04,
+	 5.037310624912905e-04,
+	 5.039668396105290e-04,
+	 5.042024178112829e-04,
+	 5.044377970007994e-04,
+	 5.046729770862241e-04,
+	 5.049079579743489e-04,
+	 5.051427395727848e-04,
+	 5.053773217889521e-04,
+	 5.056117045296939e-04,
+	 5.058458877030841e-04,
+	 5.060798712162624e-04,
+	 5.063136549772660e-04,
+	 5.065472388935466e-04,
+	 5.067806228730947e-04,
+	 5.070138068235323e-04,
+	 5.072467906531124e-04,
+	 5.074795742696052e-04,
+	 5.077121575813347e-04,
+	 5.079445404965138e-04,
+	 5.081767229230774e-04,
+	 5.084087047699726e-04,
+	 5.086404859450083e-04,
+	 5.088720663571756e-04,
+	 5.091034459146851e-04,
+	 5.093346245266104e-04,
+	 5.095656021013822e-04,
+	 5.097963785481423e-04,
+	 5.100269537753156e-04,
+	 5.102573276924512e-04,
+	 5.104875002082651e-04,
+	 5.107174712319270e-04,
+	 5.109472406727370e-04,
+	 5.111768084401085e-04,
+	 5.114061744431395e-04,
+	 5.116353385917425e-04,
+	 5.118643007951487e-04,
+	 5.120930609627866e-04,
+	 5.123216190048067e-04,
+	 5.125499748309212e-04,
+	 5.127781283507663e-04,
+	 5.130060794743523e-04,
+	 5.132338281120163e-04,
+	 5.134613741731861e-04,
+	 5.136887175689381e-04,
+	 5.139158582088186e-04,
+	 5.141427960034684e-04,
+	 5.143695308631118e-04,
+	 5.145960626986476e-04,
+	 5.148223914203074e-04,
+	 5.150485169390786e-04,
+	 5.152744391651578e-04,
+	 5.155001580099067e-04,
+	 5.157256733842661e-04,
+	 5.159509851987797e-04,
+	 5.161760933648954e-04,
+	 5.164009977933344e-04,
+	 5.166256983958606e-04,
+	 5.168501950833988e-04,
+	 5.170744877675472e-04,
+	 5.172985763596966e-04,
+	 5.175224607713271e-04,
+	 5.177461409142996e-04,
+	 5.179696167000083e-04,
+	 5.181928880403531e-04,
+	 5.184159548473367e-04,
+	 5.186388170329273e-04,
+	 5.188614745090776e-04,
+	 5.190839271878186e-04,
+	 5.193061749813185e-04,
+	 5.195282178021696e-04,
+	 5.197500555622941e-04,
+	 5.199716881746321e-04,
+	 5.201931155511362e-04,
+	 5.204143376048708e-04,
+	 5.206353542485034e-04,
+	 5.208561653943269e-04,
+	 5.210767709557558e-04,
+	 5.212971708452715e-04,
+	 5.215173649761269e-04,
+	 5.217373532614443e-04,
+	 5.219571356143170e-04,
+	 5.221767119478626e-04,
+	 5.223960821755176e-04,
+	 5.226152462108357e-04,
+	 5.228342039671407e-04,
+	 5.230529553582311e-04,
+	 5.232715002973352e-04,
+	 5.234898386985129e-04,
+	 5.237079704755978e-04,
+	 5.239258955422319e-04,
+	 5.241436138128643e-04,
+	 5.243611252009680e-04,
+	 5.245784296211650e-04,
+	 5.247955269874540e-04,
+	 5.250124172144333e-04,
+	 5.252291002159327e-04,
+	 5.254455759070089e-04,
+	 5.256618442020222e-04,
+	 5.258779050153162e-04,
+	 5.260937582620853e-04,
+	 5.263094038566319e-04,
+	 5.265248417142981e-04,
+	 5.267400717498361e-04,
+	 5.269550938784794e-04,
+	 5.271699080150106e-04,
+	 5.273845140748129e-04,
+	 5.275989119731484e-04,
+	 5.278131016255211e-04,
+	 5.280270829474943e-04,
+	 5.282408558540415e-04,
+	 5.284544202614361e-04,
+	 5.286677760850682e-04,
+	 5.288809232408068e-04,
+	 5.290938616444265e-04,
+	 5.293065912118807e-04,
+	 5.295191118593527e-04,
+	 5.297314235028411e-04,
+	 5.299435260585136e-04,
+	 5.301554194429018e-04,
+	 5.303671035718917e-04,
+	 5.305785783623745e-04,
+	 5.307898437308361e-04,
+	 5.310008995935800e-04,
+	 5.312117458675672e-04,
+	 5.314223824696160e-04,
+	 5.316328093164545e-04,
+	 5.318430263247588e-04,
+	 5.320530334121705e-04,
+	 5.322628304954652e-04,
+	 5.324724174915872e-04,
+	 5.326817943183286e-04,
+	 5.328909608926212e-04,
+	 5.330999171321505e-04,
+	 5.333086629542917e-04,
+	 5.335171982768478e-04,
+	 5.337255230171862e-04,
+	 5.339336370934563e-04,
+	 5.341415404232449e-04,
+	 5.343492329245702e-04,
+	 5.345567145155136e-04,
+	 5.347639851141984e-04,
+	 5.349710446386816e-04,
+	 5.351778930072417e-04,
+	 5.353845301383547e-04,
+	 5.355909559504040e-04,
+	 5.357971703618994e-04,
+	 5.360031732913381e-04,
+	 5.362089646576797e-04,
+	 5.364145443795092e-04,
+	 5.366199123757970e-04,
+	 5.368250685652473e-04,
+	 5.370300128672718e-04,
+	 5.372347452004710e-04,
+	 5.374392654844623e-04,
+	 5.376435736383927e-04,
+	 5.378476695814379e-04,
+	 5.380515532332991e-04,
+	 5.382552245135524e-04,
+	 5.384586833413588e-04,
+	 5.386619296369700e-04,
+	 5.388649633198190e-04,
+	 5.390677843099226e-04,
+	 5.392703925270402e-04,
+	 5.394727878913878e-04,
+	 5.396749703230186e-04,
+	 5.398769397421244e-04,
+	 5.400786960688517e-04,
+	 5.402802392237687e-04,
+	 5.404815691273211e-04,
+	 5.406826857000584e-04,
+	 5.408835888622614e-04,
+	 5.410842785350711e-04,
+	 5.412847546390609e-04,
+	 5.414850170951122e-04,
+	 5.416850658242488e-04,
+	 5.418849007475397e-04,
+	 5.420845217858470e-04,
+	 5.422839288605696e-04,
+	 5.424831218932414e-04,
+	 5.426821008047936e-04,
+	 5.428808655167991e-04,
+	 5.430794159511271e-04,
+	 5.432777520289500e-04,
+	 5.434758736724953e-04,
+	 5.436737808029416e-04,
+	 5.438714733427998e-04,
+	 5.440689512134952e-04,
+	 5.442662143375352e-04,
+	 5.444632626368350e-04,
+	 5.446600960335833e-04,
+	 5.448567144500985e-04,
+	 5.450531178089608e-04,
+	 5.452493060324578e-04,
+	 5.454452790431105e-04,
+	 5.456410367637951e-04,
+	 5.458365791171050e-04,
+	 5.460319060257584e-04,
+	 5.462270174128746e-04,
+	 5.464219132013155e-04,
+	 5.466165933141573e-04,
+	 5.468110576745890e-04,
+	 5.470053062058874e-04,
+	 5.471993388312484e-04,
+	 5.473931554742697e-04,
+	 5.475867560582496e-04,
+	 5.477801405069768e-04,
+	 5.479733087439359e-04,
+	 5.481662606930782e-04,
+	 5.483589962780595e-04,
+	 5.485515154228395e-04,
+	 5.487438180515747e-04,
+	 5.489359040881800e-04,
+	 5.491277734569802e-04,
+	 5.493194260821963e-04,
+	 5.495108618880914e-04,
+	 5.497020807992930e-04,
+	 5.498930827400779e-04,
+	 5.500838676352777e-04,
+	 5.502744354095370e-04,
+	 5.504647859875778e-04,
+	 5.506549192942439e-04,
+	 5.508448352545971e-04,
+	 5.510345337935487e-04,
+	 5.512240148363884e-04,
+	 5.514132783081613e-04,
+	 5.516023241342244e-04,
+	 5.517911522400093e-04,
+	 5.519797625509853e-04,
+	 5.521681549925985e-04,
+	 5.523563294905901e-04,
+	 5.525442859706936e-04,
+	 5.527320243586218e-04,
+	 5.529195445803635e-04,
+	 5.531068465618958e-04,
+	 5.532939302292403e-04,
+	 5.534807955085994e-04,
+	 5.536674423262131e-04,
+	 5.538538706082940e-04,
+	 5.540400802814774e-04,
+	 5.542260712720900e-04,
+	 5.544118435068166e-04,
+	 5.545973969123339e-04,
+	 5.547827314153197e-04,
+	 5.549678469426825e-04,
+	 5.551527434213187e-04,
+	 5.553374207782758e-04,
+	 5.555218789406531e-04,
+	 5.557061178355912e-04,
+	 5.558901373904773e-04,
+	 5.560739375326260e-04,
+	 5.562575181894906e-04,
+	 5.564408792886295e-04,
+	 5.566240207576498e-04,
+	 5.568069425242407e-04,
+	 5.569896445162044e-04,
+	 5.571721266615208e-04,
+	 5.573543888880148e-04,
+	 5.575364311238297e-04,
+	 5.577182532971437e-04,
+	 5.578998553361650e-04,
+	 5.580812371692002e-04,
+	 5.582623987246008e-04,
+	 5.584433399309771e-04,
+	 5.586240607168689e-04,
+	 5.588045610108738e-04,
+	 5.589848407418091e-04,
+	 5.591648998384998e-04,
+	 5.593447382299462e-04,
+	 5.595243558450795e-04,
+	 5.597037526129532e-04,
+	 5.598829284629349e-04,
+	 5.600618833241182e-04,
+	 5.602406171260587e-04,
+	 5.604191297980069e-04,
+	 5.605974212696554e-04,
+	 5.607754914705874e-04,
+	 5.609533403304409e-04,
+	 5.611309677791667e-04,
+	 5.613083737465161e-04,
+	 5.614855581625166e-04,
+	 5.616625209572564e-04,
+	 5.618392620609077e-04,
+	 5.620157814036381e-04,
+	 5.621920789157950e-04,
+	 5.623681545278210e-04,
+	 5.625440081701729e-04,
+	 5.627196397734724e-04,
+	 5.628950492684320e-04,
+	 5.630702365857742e-04,
+	 5.632452016563488e-04,
+	 5.634199444111029e-04,
+	 5.635944647810635e-04,
+	 5.637687626972673e-04,
+	 5.639428380911440e-04,
+	 5.641166908937174e-04,
+	 5.642903210365408e-04,
+	 5.644637284510037e-04,
+	 5.646369130687086e-04,
+	 5.648098748213555e-04,
+	 5.649826136404768e-04,
+	 5.651551294580881e-04,
+	 5.653274222060049e-04,
+	 5.654994918161923e-04,
+	 5.656713382208220e-04,
+	 5.658429613519697e-04,
+	 5.660143611420369e-04,
+	 5.661855375232379e-04,
+	 5.663564904280134e-04,
+	 5.665272197889920e-04,
+	 5.666977255386727e-04,
+	 5.668680076098633e-04,
+	 5.670380659352059e-04,
+	 5.672079004477539e-04,
+	 5.673775110803477e-04,
+	 5.675468977660532e-04,
+	 5.677160604380287e-04,
+	 5.678849990296183e-04,
+	 5.680537134739431e-04,
+	 5.682222037044720e-04,
+	 5.683904696547902e-04,
+	 5.685585112584537e-04,
+	 5.687263284490452e-04,
+	 5.688939211603601e-04,
+	 5.690612893263691e-04,
+	 5.692284328808864e-04,
+	 5.693953517579204e-04,
+	 5.695620458916950e-04,
+	 5.697285152162825e-04,
+	 5.698947596661474e-04,
+	 5.700607791755570e-04,
+	 5.702265736789784e-04,
+	 5.703921431109604e-04,
+	 5.705574874062022e-04,
+	 5.707226064994535e-04,
+	 5.708875003255452e-04,
+	 5.710521688193435e-04,
+	 5.712166119158511e-04,
+	 5.713808295501595e-04,
+	 5.715448216574841e-04,
+	 5.717085881731230e-04,
+	 5.718721290323345e-04,
+	 5.720354441706903e-04,
+	 5.721985335236351e-04,
+	 5.723613970268853e-04,
+	 5.725240346160732e-04,
+	 5.726864462269970e-04,
+	 5.728486317956503e-04,
+	 5.730105912579454e-04,
+	 5.731723245499579e-04,
+	 5.733338316078871e-04,
+	 5.734951123679456e-04,
+	 5.736561667665113e-04,
+	 5.738169947399506e-04,
+	 5.739775962248231e-04,
+	 5.741379711577632e-04,
+	 5.742981194754367e-04,
+	 5.744580411147013e-04,
+	 5.746177360123460e-04,
+	 5.747772041053621e-04,
+	 5.749364453308635e-04,
+	 5.750954596259072e-04,
+	 5.752542469277732e-04,
+	 5.754128071737285e-04,
+	 5.755711403012960e-04,
+	 5.757292462479854e-04,
+	 5.758871249512569e-04,
+	 5.760447763489637e-04,
+	 5.762022003786824e-04,
+	 5.763593969784517e-04,
+	 5.765163660861546e-04,
+	 5.766731076398838e-04,
+	 5.768296215776430e-04,
+	 5.769859078377899e-04,
+	 5.771419663585596e-04,
+	 5.772977970784363e-04,
+	 5.774533999357996e-04,
+	 5.776087748693104e-04,
+	 5.777639218176546e-04,
+	 5.779188407195148e-04,
+	 5.780735315138253e-04,
+	 5.782279941394674e-04,
+	 5.783822285355401e-04,
+	 5.785362346411304e-04,
+	 5.786900123954285e-04,
+	 5.788435617377610e-04,
+	 5.789968826075128e-04,
+	 5.791499749441814e-04,
+	 5.793028386873122e-04,
+	 5.794554737766733e-04,
+	 5.796078801518386e-04,
+	 5.797600577528201e-04,
+	 5.799120065193676e-04,
+	 5.800637263917416e-04,
+	 5.802152173098680e-04,
+	 5.803664792140668e-04,
+	 5.805175120445552e-04,
+	 5.806683157417704e-04,
+	 5.808188902461518e-04,
+	 5.809692354982978e-04,
+	 5.811193514388415e-04,
+	 5.812692380085534e-04,
+	 5.814188951483290e-04,
+	 5.815683227989363e-04,
+	 5.817175209015223e-04,
+	 5.818664893971878e-04,
+	 5.820152282270870e-04,
+	 5.821637373326064e-04,
+	 5.823120166549821e-04,
+	 5.824600661357803e-04,
+	 5.826078857165771e-04,
+	 5.827554753389437e-04,
+	 5.829028349447798e-04,
+	 5.830499644757708e-04,
+	 5.831968638738777e-04,
+	 5.833435330811576e-04,
+	 5.834899720397184e-04,
+	 5.836361806917191e-04,
+	 5.837821589794910e-04,
+	 5.839279068453910e-04,
+	 5.840734242319021e-04,
+	 5.842187110815510e-04,
+	 5.843637673370536e-04,
+	 5.845085929411617e-04,
+	 5.846531878366306e-04,
+	 5.847975519664207e-04,
+	 5.849416852736532e-04,
+	 5.850855877012487e-04,
+	 5.852292591925451e-04,
+	 5.853726996908230e-04,
+	 5.855159091394615e-04,
+	 5.856588874818676e-04,
+	 5.858016346616900e-04,
+	 5.859441506225228e-04,
+	 5.860864353081404e-04,
+	 5.862284886623819e-04,
+	 5.863703106291606e-04,
+	 5.865119011525460e-04,
+	 5.866532601766358e-04,
+	 5.867943876455989e-04,
+	 5.869352835037779e-04,
+	 5.870759476955225e-04,
+	 5.872163801653420e-04,
+	 5.873565808577872e-04,
+	 5.874965497175497e-04,
+	 5.876362866893017e-04,
+	 5.877757917180057e-04,
+	 5.879150647484461e-04,
+	 5.880541057258410e-04,
+	 5.881929145951824e-04,
+	 5.883314913017004e-04,
+	 5.884698357907038e-04,
+	 5.886079480075747e-04,
+	 5.887458278978420e-04,
+	 5.888834754070578e-04,
+	 5.890208904809327e-04,
+	 5.891580730651027e-04,
+	 5.892950231055823e-04,
+	 5.894317405481947e-04,
+	 5.895682253390461e-04,
+	 5.897044774242117e-04,
+	 5.898404967499863e-04,
+	 5.899762832626065e-04,
+	 5.901118369085565e-04,
+	 5.902471576342629e-04,
+	 5.903822453863047e-04,
+	 5.905171001113828e-04,
+	 5.906517217563311e-04,
+	 5.907861102679531e-04,
+	 5.909202655932191e-04,
+	 5.910541876791324e-04,
+	 5.911878764729063e-04,
+	 5.913213319217359e-04,
+	 5.914545539729132e-04,
+	 5.915875425739453e-04,
+	 5.917202976722611e-04,
+	 5.918528192155085e-04,
+	 5.919851071513604e-04,
+	 5.921171614276052e-04,
+	 5.922489819920701e-04,
+	 5.923805687927751e-04,
+	 5.925119217778438e-04,
+	 5.926430408953022e-04,
+	 5.927739260934884e-04,
+	 5.929045773206944e-04,
+	 5.930349945253850e-04,
+	 5.931651776560919e-04,
+	 5.932951266613852e-04,
+	 5.934248414899816e-04,
+	 5.935543220907215e-04,
+	 5.936835684124812e-04,
+	 5.938125804041622e-04,
+	 5.939413580150123e-04,
+	 5.940699011940644e-04,
+	 5.941982098906324e-04,
+	 5.943262840540858e-04,
+	 5.944541236338178e-04,
+	 5.945817285793989e-04,
+	 5.947090988405176e-04,
+	 5.948362343668346e-04,
+	 5.949631351081946e-04,
+	 5.950898010144637e-04,
+	 5.952162320356785e-04,
+	 5.953424281219639e-04,
+	 5.954683892235014e-04,
+	 5.955941152905724e-04,
+	 5.957196062734892e-04,
+	 5.958448621227756e-04,
+	 5.959698827890386e-04,
+	 5.960946682228039e-04,
+	 5.962192183749870e-04,
+	 5.963435331962708e-04,
+	 5.964676126376428e-04,
+	 5.965914566501589e-04,
+	 5.967150651848881e-04,
+	 5.968384381930713e-04,
+	 5.969615756260235e-04,
+	 5.970844774351572e-04,
+	 5.972071435718936e-04,
+	 5.973295739878338e-04,
+	 5.974517686347159e-04,
+	 5.975737274642621e-04,
+	 5.976954504283478e-04,
+	 5.978169374788923e-04,
+	 5.979381885679979e-04,
+	 5.980592036477710e-04,
+	 5.981799826704462e-04,
+	 5.983005255883606e-04,
+	 5.984208323539376e-04,
+	 5.985409029196862e-04,
+	 5.986607372382224e-04,
+	 5.987803352622213e-04,
+	 5.988996969445283e-04,
+	 5.990188222379955e-04,
+	 5.991377110955817e-04,
+	 5.992563634704235e-04,
+	 5.993747793156635e-04,
+	 5.994929585844681e-04,
+	 5.996109012303834e-04,
+	 5.997286072066387e-04,
+	 5.998460764669632e-04,
+	 5.999633089648989e-04,
+	 6.000803046541560e-04,
+	 6.001970634885735e-04,
+	 6.003135854221125e-04,
+	 6.004298704087644e-04,
+	 6.005459184025895e-04,
+	 6.006617293578270e-04,
+	 6.007773032286888e-04,
+	 6.008926399696646e-04,
+	 6.010077395351549e-04,
+	 6.011226018797889e-04,
+	 6.012372269581747e-04,
+	 6.013516147250713e-04,
+	 6.014657651353445e-04,
+	 6.015796781439712e-04,
+	 6.016933537059686e-04,
+	 6.018067917764458e-04,
+	 6.019199923106328e-04,
+	 6.020329552638469e-04,
+	 6.021456805915448e-04,
+	 6.022581682491682e-04,
+	 6.023704181923474e-04,
+	 6.024824303768083e-04,
+	 6.025942047583008e-04,
+	 6.027057412927394e-04,
+	 6.028170399360324e-04,
+	 6.029281006443159e-04,
+	 6.030389233737091e-04,
+	 6.031495080805351e-04,
+	 6.032598547210785e-04,
+	 6.033699632518100e-04,
+	 6.034798336292722e-04,
+	 6.035894658100703e-04,
+	 6.036988597509998e-04,
+	 6.038080154088095e-04,
+	 6.039169327404599e-04,
+	 6.040256117029505e-04,
+	 6.041340522533289e-04,
+	 6.042422543489160e-04,
+	 6.043502179468961e-04,
+	 6.044579430046611e-04,
+	 6.045654294797972e-04,
+	 6.046726773297397e-04,
+	 6.047796865122442e-04,
+	 6.048864569850785e-04,
+	 6.049929887060205e-04,
+	 6.050992816331083e-04,
+	 6.052053357243486e-04,
+	 6.053111509378584e-04,
+	 6.054167272319283e-04,
+	 6.055220645648480e-04,
+	 6.056271628950340e-04,
+	 6.057320221810514e-04,
+	 6.058366423814313e-04,
+	 6.059410234549911e-04,
+	 6.060451653604389e-04,
+	 6.061490680566586e-04,
+	 6.062527315027371e-04,
+	 6.063561556576573e-04,
+	 6.064593404806414e-04,
+	 6.065622859309810e-04,
+	 6.066649919680033e-04,
+	 6.067674585511887e-04,
+	 6.068696856401235e-04,
+	 6.069716731944032e-04,
+	 6.070734211737761e-04,
+	 6.071749295381474e-04,
+	 6.072761982473644e-04,
+	 6.073772272615270e-04,
+	 6.074780165406954e-04,
+	 6.075785660451502e-04,
+	 6.076788757351427e-04,
+	 6.077789455711324e-04,
+	 6.078787755136044e-04,
+	 6.079783655231482e-04,
+	 6.080777155604620e-04,
+	 6.081768255863308e-04,
+	 6.082756955616218e-04,
+	 6.083743254473397e-04,
+	 6.084727152045241e-04,
+	 6.085708647943565e-04,
+	 6.086687741780857e-04,
+	 6.087664433170735e-04,
+	 6.088638721727927e-04,
+	 6.089610607067430e-04,
+	 6.090580088805644e-04,
+	 6.091547166560441e-04,
+	 6.092511839949818e-04,
+	 6.093474108592800e-04,
+	 6.094433972109708e-04,
+	 6.095391430121994e-04,
+	 6.096346482251188e-04,
+	 6.097299128120711e-04,
+	 6.098249367354410e-04,
+	 6.099197199577548e-04,
+	 6.100142624415417e-04,
+	 6.101085641495229e-04,
+	 6.102026250444682e-04,
+	 6.102964450892743e-04,
+	 6.103900242468572e-04,
+	 6.104833624803448e-04,
+	 6.105764597528429e-04,
+	 6.106693160276379e-04,
+	 6.107619312680546e-04,
+	 6.108543054375551e-04,
+	 6.109464384996537e-04,
+	 6.110383304180252e-04,
+	 6.111299811563898e-04,
+	 6.112213906785545e-04,
+	 6.113125589484387e-04,
+	 6.114034859300737e-04,
+	 6.114941715875628e-04,
+	 6.115846158851095e-04,
+	 6.116748187870235e-04,
+	 6.117647802576778e-04,
+	 6.118545002615895e-04,
+	 6.119439787633370e-04,
+	 6.120332157276048e-04,
+	 6.121222111191652e-04,
+	 6.122109649029075e-04,
+	 6.122994770437738e-04,
+	 6.123877475068537e-04,
+	 6.124757762572818e-04,
+	 6.125635632603143e-04,
+	 6.126511084813335e-04,
+	 6.127384118857582e-04,
+	 6.128254734391348e-04,
+	 6.129122931070918e-04,
+	 6.129988708553797e-04,
+	 6.130852066498095e-04,
+	 6.131713004562986e-04,
+	 6.132571522408916e-04,
+	 6.133427619696858e-04,
+	 6.134281296088941e-04,
+	 6.135132551247941e-04,
+	 6.135981384838416e-04,
+	 6.136827796524993e-04,
+	 6.137671785973256e-04,
+	 6.138513352850704e-04,
+	 6.139352496824907e-04,
+	 6.140189217564704e-04,
+	 6.141023514739648e-04,
+	 6.141855388020544e-04,
+	 6.142684837079279e-04,
+	 6.143511861588073e-04,
+	 6.144336461220687e-04,
+	 6.145158635651689e-04,
+	 6.145978384556448e-04,
+	 6.146795707611554e-04,
+	 6.147610604494287e-04,
+	 6.148423074883028e-04,
+	 6.149233118457049e-04,
+	 6.150040734896881e-04,
+	 6.150845923883292e-04,
+	 6.151648685098862e-04,
+	 6.152449018226491e-04,
+	 6.153246922950468e-04,
+	 6.154042398955653e-04,
+	 6.154835445928280e-04,
+	 6.155626063555412e-04,
+	 6.156414251524530e-04,
+	 6.157200009524998e-04,
+	 6.157983337246517e-04,
+	 6.158764234379822e-04,
+	 6.159542700616749e-04,
+	 6.160318735649764e-04,
+	 6.161092339173207e-04,
+	 6.161863510881158e-04,
+	 6.162632250469607e-04,
+	 6.163398557634841e-04,
+	 6.164162432074463e-04,
+	 6.164923873487084e-04,
+	 6.165682881571945e-04,
+	 6.166439456029730e-04,
+	 6.167193596561750e-04,
+	 6.167945302870086e-04,
+	 6.168694574658401e-04,
+	 6.169441411630658e-04,
+	 6.170185813492230e-04,
+	 6.170927779949122e-04,
+	 6.171667310708903e-04,
+	 6.172404405479177e-04,
+	 6.173139063969344e-04,
+	 6.173871285889335e-04,
+	 6.174601070950085e-04,
+	 6.175328418863475e-04,
+	 6.176053329342468e-04,
+	 6.176775802101246e-04,
+	 6.177495836854128e-04,
+	 6.178213433317366e-04,
+	 6.178928591207312e-04,
+	 6.179641310242060e-04,
+	 6.180351590140130e-04,
+	 6.181059430621154e-04,
+	 6.181764831405735e-04,
+	 6.182467792215568e-04,
+	 6.183168312772889e-04,
+	 6.183866392801748e-04,
+	 6.184562032026050e-04,
+	 6.185255230171366e-04,
+	 6.185945986964339e-04,
+	 6.186634302132009e-04,
+	 6.187320175403083e-04,
+	 6.188003606506434e-04,
+	 6.188684595172491e-04,
+	 6.189363141132469e-04,
+	 6.190039244118376e-04,
+	 6.190712903863588e-04,
+	 6.191384120102117e-04,
+	 6.192052892569193e-04,
+	 6.192719221000439e-04,
+	 6.193383105133168e-04,
+	 6.194044544705305e-04,
+	 6.194703539455714e-04,
+	 6.195360089124258e-04,
+	 6.196014193451936e-04,
+	 6.196665852180426e-04,
+	 6.197315065052537e-04,
+	 6.197961831812174e-04,
+	 6.198606152203837e-04,
+	 6.199248025973369e-04,
+	 6.199887452867278e-04,
+	 6.200524432633389e-04,
+	 6.201158965020134e-04,
+	 6.201791049776932e-04,
+	 6.202420686654494e-04,
+	 6.203047875404390e-04,
+	 6.203672615778710e-04,
+	 6.204294907531091e-04,
+	 6.204914750416018e-04,
+	 6.205532144188684e-04,
+	 6.206147088605505e-04,
+	 6.206759583423568e-04,
+	 6.207369628401239e-04,
+	 6.207977223297749e-04,
+	 6.208582367873377e-04,
+	 6.209185061888940e-04,
+	 6.209785305106866e-04,
+	 6.210383097290187e-04,
+	 6.210978438202757e-04,
+	 6.211571327609825e-04,
+	 6.212161765277170e-04,
+	 6.212749750972038e-04,
+	 6.213335284462020e-04,
+	 6.213918365516257e-04,
+	 6.214498993904393e-04,
+	 6.215077169397251e-04,
+	 6.215652891766928e-04,
+	 6.216226160785784e-04,
+	 6.216796976227899e-04,
+	 6.217365337867758e-04,
+	 6.217931245481099e-04,
+	 6.218494698844514e-04,
+	 6.219055697735543e-04,
+	 6.219614241932903e-04,
+	 6.220170331215981e-04,
+	 6.220723965365498e-04,
+	 6.221275144162787e-04,
+	 6.221823867390248e-04,
+	 6.222370134831413e-04,
+	 6.222913946270655e-04,
+	 6.223455301493239e-04,
+	 6.223994200285448e-04,
+	 6.224530642434806e-04,
+	 6.225064627729418e-04,
+	 6.225596155958549e-04,
+	 6.226125226912296e-04,
+	 6.226651840382097e-04,
+	 6.227175996159813e-04,
+	 6.227697694038617e-04,
+	 6.228216933812670e-04,
+	 6.228733715277119e-04,
+	 6.229248038227746e-04,
+	 6.229759902461701e-04,
+	 6.230269307776858e-04,
+	 6.230776253972274e-04,
+	 6.231280740847846e-04,
+	 6.231782768204323e-04,
+	 6.232282335843686e-04,
+	 6.232779443568556e-04,
+	 6.233274091182915e-04,
+	 6.233766278491554e-04,
+	 6.234256005300107e-04,
+	 6.234743271415159e-04,
+	 6.235228076644622e-04,
+	 6.235710420797032e-04,
+	 6.236190303681897e-04,
+	 6.236667725109947e-04,
+	 6.237142684892738e-04,
+	 6.237615182842796e-04,
+	 6.238085218773466e-04,
+	 6.238552792499426e-04,
+	 6.239017903836074e-04,
+	 6.239480552599797e-04,
+	 6.239940738607911e-04,
+	 6.240398461678989e-04,
+	 6.240853721632088e-04,
+	 6.241306518287746e-04,
+	 6.241756851467109e-04,
+	 6.242204720992422e-04,
+	 6.242650126687049e-04,
+	 6.243093068375125e-04,
+	 6.243533545881786e-04,
+	 6.243971559033120e-04,
+	 6.244407107656288e-04,
+	 6.244840191579400e-04,
+	 6.245270810631517e-04,
+	 6.245698964642667e-04,
+	 6.246124653443804e-04,
+	 6.246547876867020e-04,
+	 6.246968634745033e-04,
+	 6.247386926912080e-04,
+	 6.247802753202938e-04,
+	 6.248216113453305e-04,
+	 6.248627007500337e-04,
+	 6.249035435181598e-04,
+	 6.249441396335884e-04,
+	 6.249844890803209e-04,
+	 6.250245918423971e-04,
+	 6.250644479040152e-04,
+	 6.251040572494286e-04,
+	 6.251434198630123e-04,
+	 6.251825357292264e-04,
+	 6.252214048326351e-04,
+	 6.252600271578877e-04,
+	 6.252984026897427e-04,
+	 6.253365314130607e-04,
+	 6.253744133127887e-04,
+	 6.254120483739700e-04,
+	 6.254494365817424e-04,
+	 6.254865779213737e-04,
+	 6.255234723781793e-04,
+	 6.255601199376086e-04,
+	 6.255965205851910e-04,
+	 6.256326743065742e-04,
+	 6.256685810874692e-04,
+	 6.257042409137134e-04,
+	 6.257396537712173e-04,
+	 6.257748196460260e-04,
+	 6.258097385242376e-04,
+	 6.258444103920879e-04,
+	 6.258788352358863e-04,
+	 6.259130130420419e-04,
+	 6.259469437970560e-04,
+	 6.259806274875530e-04,
+	 6.260140641002302e-04,
+	 6.260472536218891e-04,
+	 6.260801960394288e-04,
+	 6.261128913398447e-04,
+	 6.261453395102371e-04,
+	 6.261775405377992e-04,
+	 6.262094944098219e-04,
+	 6.262412011136828e-04,
+	 6.262726606368793e-04,
+	 6.263038729669785e-04,
+	 6.263348380916865e-04,
+	 6.263655559987588e-04,
+	 6.263960266760750e-04,
+	 6.264262501116089e-04,
+	 6.264562262934363e-04,
+	 6.264859552097164e-04,
+	 6.265154368487385e-04,
+	 6.265446711988332e-04,
+	 6.265736582484754e-04,
+	 6.266023979862296e-04,
+	 6.266308904007564e-04,
+	 6.266591354807881e-04,
+	 6.266871332151932e-04,
+	 6.267148835929207e-04,
+	 6.267423866030119e-04,
+	 6.267696422346124e-04,
+	 6.267966504769582e-04,
+	 6.268234113194022e-04,
+	 6.268499247513740e-04,
+	 6.268761907624050e-04,
+	 6.269022093421377e-04,
+	 6.269279804803011e-04,
+	 6.269535041667174e-04,
+	 6.269787803913021e-04,
+	 6.270038091441047e-04,
+	 6.270285904152254e-04,
+	 6.270531241948847e-04,
+	 6.270774104734101e-04,
+	 6.271014492412163e-04,
+	 6.271252404887933e-04,
+	 6.271487842067799e-04,
+	 6.271720803858555e-04,
+	 6.271951290168487e-04,
+	 6.272179300906490e-04,
+	 6.272404835982595e-04,
+	 6.272627895307803e-04,
+	 6.272848478794014e-04,
+	 6.273066586354189e-04,
+	 6.273282217902264e-04,
+	 6.273495373353132e-04,
+	 6.273706052622611e-04,
+	 6.273914255627584e-04,
+	 6.274119982285821e-04,
+	 6.274323232516268e-04,
+	 6.274524006238445e-04,
+	 6.274722303373361e-04,
+	 6.274918123842627e-04,
+	 6.275111467568960e-04,
+	 6.275302334476098e-04,
+	 6.275490724488614e-04,
+	 6.275676637532170e-04,
+	 6.275860073533412e-04,
+	 6.276041032419980e-04,
+	 6.276219514120396e-04,
+	 6.276395518564230e-04,
+	 6.276569045682005e-04,
+	 6.276740095405190e-04,
+	 6.276908667666302e-04,
+	 6.277074762398835e-04,
+	 6.277238379537187e-04,
+	 6.277399519016821e-04,
+	 6.277558180774071e-04,
+	 6.277714364746419e-04,
+	 6.277868070872045e-04,
+	 6.278019299090480e-04,
+	 6.278168049341881e-04,
+	 6.278314321567581e-04,
+	 6.278458115709921e-04,
+	 6.278599431712053e-04,
+	 6.278738269518250e-04,
+	 6.278874629073646e-04,
+	 6.279008510324498e-04,
+	 6.279139913217913e-04,
+	 6.279268837702019e-04,
+	 6.279395283725984e-04,
+	 6.279519251239802e-04,
+	 6.279640740194719e-04,
+	 6.279759750542543e-04,
+	 6.279876282236431e-04,
+	 6.279990335230424e-04,
+	 6.280101909479529e-04,
+	 6.280211004939594e-04,
+	 6.280317621567600e-04,
+	 6.280421759321454e-04,
+	 6.280523418160060e-04,
+	 6.280622598043362e-04,
+	 6.280719298932073e-04,
+	 6.280813520788174e-04,
+	 6.280905263574313e-04,
+	 6.280994527254433e-04,
+	 6.281081311793244e-04,
+	 6.281165617156479e-04,
+	 6.281247443310830e-04,
+	 6.281326790224081e-04,
+	 6.281403657864876e-04,
+	 6.281478046202830e-04,
+	 6.281549955208658e-04,
+	 6.281619384853948e-04,
+	 6.281686335111260e-04,
+	 6.281750805954217e-04,
+	 6.281812797357353e-04,
+	 6.281872309296164e-04,
+	 6.281929341747246e-04,
+	 6.281983894687964e-04,
+	 6.282035968096927e-04,
+	 6.282085561953498e-04,
+	 6.282132676238113e-04,
+	 6.282177310932199e-04,
+	 6.282219466018130e-04,
+	 6.282259141479191e-04,
+	 6.282296337299827e-04,
+	 6.282331053465297e-04,
+	 6.282363289961959e-04,
+	 6.282393046777062e-04,
+	 6.282420323898750e-04,
+	 6.282445121316431e-04,
+	 6.282467439020204e-04,
+	 6.282487277001340e-04,
+	 6.282504635251984e-04,
+	 6.282519513765155e-04,
+	 6.282531912535180e-04,
+	 6.282541831557058e-04,
+	 6.282549270826889e-04,
+	 6.282554230341774e-04,
+	 6.282556710099647e-04,
+	 6.282556710099647e-04,
+	 6.282554230341774e-04,
+	 6.282549270826889e-04,
+	 6.282541831557058e-04,
+	 6.282531912535180e-04,
+	 6.282519513765155e-04,
+	 6.282504635251984e-04,
+	 6.282487277001340e-04,
+	 6.282467439020204e-04,
+	 6.282445121316431e-04,
+	 6.282420323898750e-04,
+	 6.282393046777062e-04,
+	 6.282363289961959e-04,
+	 6.282331053465297e-04,
+	 6.282296337299827e-04,
+	 6.282259141479191e-04,
+	 6.282219466018130e-04,
+	 6.282177310932199e-04,
+	 6.282132676238113e-04,
+	 6.282085561953498e-04,
+	 6.282035968096927e-04,
+	 6.281983894687964e-04,
+	 6.281929341747246e-04,
+	 6.281872309296164e-04,
+	 6.281812797357353e-04,
+	 6.281750805954217e-04,
+	 6.281686335111260e-04,
+	 6.281619384853948e-04,
+	 6.281549955208658e-04,
+	 6.281478046202830e-04,
+	 6.281403657864876e-04,
+	 6.281326790224081e-04,
+	 6.281247443310830e-04,
+	 6.281165617156479e-04,
+	 6.281081311793244e-04,
+	 6.280994527254433e-04,
+	 6.280905263574313e-04,
+	 6.280813520788174e-04,
+	 6.280719298932073e-04,
+	 6.280622598043362e-04,
+	 6.280523418160060e-04,
+	 6.280421759321454e-04,
+	 6.280317621567600e-04,
+	 6.280211004939594e-04,
+	 6.280101909479529e-04,
+	 6.279990335230424e-04,
+	 6.279876282236431e-04,
+	 6.279759750542543e-04,
+	 6.279640740194719e-04,
+	 6.279519251239802e-04,
+	 6.279395283725984e-04,
+	 6.279268837702019e-04,
+	 6.279139913217913e-04,
+	 6.279008510324498e-04,
+	 6.278874629073646e-04,
+	 6.278738269518250e-04,
+	 6.278599431712053e-04,
+	 6.278458115709921e-04,
+	 6.278314321567581e-04,
+	 6.278168049341881e-04,
+	 6.278019299090480e-04,
+	 6.277868070872045e-04,
+	 6.277714364746419e-04,
+	 6.277558180774071e-04,
+	 6.277399519016821e-04,
+	 6.277238379537187e-04,
+	 6.277074762398835e-04,
+	 6.276908667666302e-04,
+	 6.276740095405190e-04,
+	 6.276569045682005e-04,
+	 6.276395518564230e-04,
+	 6.276219514120396e-04,
+	 6.276041032419980e-04,
+	 6.275860073533412e-04,
+	 6.275676637532170e-04,
+	 6.275490724488614e-04,
+	 6.275302334476098e-04,
+	 6.275111467568960e-04,
+	 6.274918123842627e-04,
+	 6.274722303373361e-04,
+	 6.274524006238445e-04,
+	 6.274323232516268e-04,
+	 6.274119982285821e-04,
+	 6.273914255627584e-04,
+	 6.273706052622611e-04,
+	 6.273495373353132e-04,
+	 6.273282217902264e-04,
+	 6.273066586354189e-04,
+	 6.272848478794014e-04,
+	 6.272627895307803e-04,
+	 6.272404835982595e-04,
+	 6.272179300906490e-04,
+	 6.271951290168487e-04,
+	 6.271720803858555e-04,
+	 6.271487842067799e-04,
+	 6.271252404887933e-04,
+	 6.271014492412163e-04,
+	 6.270774104734101e-04,
+	 6.270531241948847e-04,
+	 6.270285904152254e-04,
+	 6.270038091441047e-04,
+	 6.269787803913021e-04,
+	 6.269535041667174e-04,
+	 6.269279804803011e-04,
+	 6.269022093421377e-04,
+	 6.268761907624050e-04,
+	 6.268499247513740e-04,
+	 6.268234113194022e-04,
+	 6.267966504769582e-04,
+	 6.267696422346124e-04,
+	 6.267423866030119e-04,
+	 6.267148835929207e-04,
+	 6.266871332151932e-04,
+	 6.266591354807881e-04,
+	 6.266308904007564e-04,
+	 6.266023979862296e-04,
+	 6.265736582484754e-04,
+	 6.265446711988332e-04,
+	 6.265154368487385e-04,
+	 6.264859552097164e-04,
+	 6.264562262934363e-04,
+	 6.264262501116089e-04,
+	 6.263960266760750e-04,
+	 6.263655559987588e-04,
+	 6.263348380916865e-04,
+	 6.263038729669785e-04,
+	 6.262726606368793e-04,
+	 6.262412011136828e-04,
+	 6.262094944098219e-04,
+	 6.261775405377992e-04,
+	 6.261453395102371e-04,
+	 6.261128913398447e-04,
+	 6.260801960394288e-04,
+	 6.260472536218891e-04,
+	 6.260140641002302e-04,
+	 6.259806274875530e-04,
+	 6.259469437970560e-04,
+	 6.259130130420419e-04,
+	 6.258788352358863e-04,
+	 6.258444103920879e-04,
+	 6.258097385242376e-04,
+	 6.257748196460260e-04,
+	 6.257396537712173e-04,
+	 6.257042409137134e-04,
+	 6.256685810874692e-04,
+	 6.256326743065742e-04,
+	 6.255965205851910e-04,
+	 6.255601199376086e-04,
+	 6.255234723781793e-04,
+	 6.254865779213737e-04,
+	 6.254494365817424e-04,
+	 6.254120483739700e-04,
+	 6.253744133127887e-04,
+	 6.253365314130607e-04,
+	 6.252984026897427e-04,
+	 6.252600271578877e-04,
+	 6.252214048326351e-04,
+	 6.251825357292264e-04,
+	 6.251434198630123e-04,
+	 6.251040572494286e-04,
+	 6.250644479040152e-04,
+	 6.250245918423971e-04,
+	 6.249844890803209e-04,
+	 6.249441396335884e-04,
+	 6.249035435181598e-04,
+	 6.248627007500337e-04,
+	 6.248216113453305e-04,
+	 6.247802753202938e-04,
+	 6.247386926912080e-04,
+	 6.246968634745033e-04,
+	 6.246547876867020e-04,
+	 6.246124653443804e-04,
+	 6.245698964642667e-04,
+	 6.245270810631517e-04,
+	 6.244840191579400e-04,
+	 6.244407107656288e-04,
+	 6.243971559033120e-04,
+	 6.243533545881786e-04,
+	 6.243093068375125e-04,
+	 6.242650126687049e-04,
+	 6.242204720992422e-04,
+	 6.241756851467109e-04,
+	 6.241306518287746e-04,
+	 6.240853721632088e-04,
+	 6.240398461678989e-04,
+	 6.239940738607911e-04,
+	 6.239480552599797e-04,
+	 6.239017903836074e-04,
+	 6.238552792499426e-04,
+	 6.238085218773466e-04,
+	 6.237615182842796e-04,
+	 6.237142684892738e-04,
+	 6.236667725109947e-04,
+	 6.236190303681897e-04,
+	 6.235710420797032e-04,
+	 6.235228076644622e-04,
+	 6.234743271415159e-04,
+	 6.234256005300107e-04,
+	 6.233766278491554e-04,
+	 6.233274091182915e-04,
+	 6.232779443568556e-04,
+	 6.232282335843686e-04,
+	 6.231782768204323e-04,
+	 6.231280740847846e-04,
+	 6.230776253972274e-04,
+	 6.230269307776858e-04,
+	 6.229759902461701e-04,
+	 6.229248038227746e-04,
+	 6.228733715277119e-04,
+	 6.228216933812670e-04,
+	 6.227697694038617e-04,
+	 6.227175996159813e-04,
+	 6.226651840382097e-04,
+	 6.226125226912296e-04,
+	 6.225596155958549e-04,
+	 6.225064627729418e-04,
+	 6.224530642434806e-04,
+	 6.223994200285448e-04,
+	 6.223455301493239e-04,
+	 6.222913946270655e-04,
+	 6.222370134831413e-04,
+	 6.221823867390248e-04,
+	 6.221275144162787e-04,
+	 6.220723965365498e-04,
+	 6.220170331215981e-04,
+	 6.219614241932903e-04,
+	 6.219055697735543e-04,
+	 6.218494698844514e-04,
+	 6.217931245481099e-04,
+	 6.217365337867758e-04,
+	 6.216796976227899e-04,
+	 6.216226160785784e-04,
+	 6.215652891766928e-04,
+	 6.215077169397251e-04,
+	 6.214498993904393e-04,
+	 6.213918365516257e-04,
+	 6.213335284462020e-04,
+	 6.212749750972038e-04,
+	 6.212161765277170e-04,
+	 6.211571327609825e-04,
+	 6.210978438202757e-04,
+	 6.210383097290187e-04,
+	 6.209785305106866e-04,
+	 6.209185061888940e-04,
+	 6.208582367873377e-04,
+	 6.207977223297749e-04,
+	 6.207369628401239e-04,
+	 6.206759583423568e-04,
+	 6.206147088605505e-04,
+	 6.205532144188684e-04,
+	 6.204914750416018e-04,
+	 6.204294907531091e-04,
+	 6.203672615778710e-04,
+	 6.203047875404390e-04,
+	 6.202420686654494e-04,
+	 6.201791049776932e-04,
+	 6.201158965020134e-04,
+	 6.200524432633389e-04,
+	 6.199887452867278e-04,
+	 6.199248025973369e-04,
+	 6.198606152203837e-04,
+	 6.197961831812174e-04,
+	 6.197315065052537e-04,
+	 6.196665852180426e-04,
+	 6.196014193451936e-04,
+	 6.195360089124258e-04,
+	 6.194703539455714e-04,
+	 6.194044544705305e-04,
+	 6.193383105133168e-04,
+	 6.192719221000439e-04,
+	 6.192052892569193e-04,
+	 6.191384120102117e-04,
+	 6.190712903863588e-04,
+	 6.190039244118376e-04,
+	 6.189363141132469e-04,
+	 6.188684595172491e-04,
+	 6.188003606506434e-04,
+	 6.187320175403083e-04,
+	 6.186634302132009e-04,
+	 6.185945986964339e-04,
+	 6.185255230171366e-04,
+	 6.184562032026050e-04,
+	 6.183866392801748e-04,
+	 6.183168312772889e-04,
+	 6.182467792215568e-04,
+	 6.181764831405735e-04,
+	 6.181059430621154e-04,
+	 6.180351590140130e-04,
+	 6.179641310242060e-04,
+	 6.178928591207312e-04,
+	 6.178213433317366e-04,
+	 6.177495836854128e-04,
+	 6.176775802101246e-04,
+	 6.176053329342468e-04,
+	 6.175328418863475e-04,
+	 6.174601070950085e-04,
+	 6.173871285889335e-04,
+	 6.173139063969344e-04,
+	 6.172404405479177e-04,
+	 6.171667310708903e-04,
+	 6.170927779949122e-04,
+	 6.170185813492230e-04,
+	 6.169441411630658e-04,
+	 6.168694574658401e-04,
+	 6.167945302870086e-04,
+	 6.167193596561750e-04,
+	 6.166439456029730e-04,
+	 6.165682881571945e-04,
+	 6.164923873487084e-04,
+	 6.164162432074463e-04,
+	 6.163398557634841e-04,
+	 6.162632250469607e-04,
+	 6.161863510881158e-04,
+	 6.161092339173207e-04,
+	 6.160318735649764e-04,
+	 6.159542700616749e-04,
+	 6.158764234379822e-04,
+	 6.157983337246517e-04,
+	 6.157200009524998e-04,
+	 6.156414251524530e-04,
+	 6.155626063555412e-04,
+	 6.154835445928280e-04,
+	 6.154042398955653e-04,
+	 6.153246922950468e-04,
+	 6.152449018226491e-04,
+	 6.151648685098862e-04,
+	 6.150845923883292e-04,
+	 6.150040734896881e-04,
+	 6.149233118457049e-04,
+	 6.148423074883028e-04,
+	 6.147610604494287e-04,
+	 6.146795707611554e-04,
+	 6.145978384556448e-04,
+	 6.145158635651689e-04,
+	 6.144336461220687e-04,
+	 6.143511861588073e-04,
+	 6.142684837079279e-04,
+	 6.141855388020544e-04,
+	 6.141023514739648e-04,
+	 6.140189217564704e-04,
+	 6.139352496824907e-04,
+	 6.138513352850704e-04,
+	 6.137671785973256e-04,
+	 6.136827796524993e-04,
+	 6.135981384838416e-04,
+	 6.135132551247941e-04,
+	 6.134281296088941e-04,
+	 6.133427619696858e-04,
+	 6.132571522408916e-04,
+	 6.131713004562986e-04,
+	 6.130852066498095e-04,
+	 6.129988708553797e-04,
+	 6.129122931070918e-04,
+	 6.128254734391348e-04,
+	 6.127384118857582e-04,
+	 6.126511084813335e-04,
+	 6.125635632603143e-04,
+	 6.124757762572818e-04,
+	 6.123877475068537e-04,
+	 6.122994770437738e-04,
+	 6.122109649029075e-04,
+	 6.121222111191652e-04,
+	 6.120332157276048e-04,
+	 6.119439787633370e-04,
+	 6.118545002615895e-04,
+	 6.117647802576778e-04,
+	 6.116748187870235e-04,
+	 6.115846158851095e-04,
+	 6.114941715875628e-04,
+	 6.114034859300737e-04,
+	 6.113125589484387e-04,
+	 6.112213906785545e-04,
+	 6.111299811563898e-04,
+	 6.110383304180252e-04,
+	 6.109464384996537e-04,
+	 6.108543054375551e-04,
+	 6.107619312680546e-04,
+	 6.106693160276379e-04,
+	 6.105764597528429e-04,
+	 6.104833624803448e-04,
+	 6.103900242468572e-04,
+	 6.102964450892743e-04,
+	 6.102026250444682e-04,
+	 6.101085641495229e-04,
+	 6.100142624415417e-04,
+	 6.099197199577548e-04,
+	 6.098249367354410e-04,
+	 6.097299128120711e-04,
+	 6.096346482251188e-04,
+	 6.095391430121994e-04,
+	 6.094433972109708e-04,
+	 6.093474108592800e-04,
+	 6.092511839949818e-04,
+	 6.091547166560441e-04,
+	 6.090580088805644e-04,
+	 6.089610607067430e-04,
+	 6.088638721727927e-04,
+	 6.087664433170735e-04,
+	 6.086687741780857e-04,
+	 6.085708647943565e-04,
+	 6.084727152045241e-04,
+	 6.083743254473397e-04,
+	 6.082756955616218e-04,
+	 6.081768255863308e-04,
+	 6.080777155604620e-04,
+	 6.079783655231482e-04,
+	 6.078787755136044e-04,
+	 6.077789455711324e-04,
+	 6.076788757351427e-04,
+	 6.075785660451502e-04,
+	 6.074780165406954e-04,
+	 6.073772272615270e-04,
+	 6.072761982473644e-04,
+	 6.071749295381474e-04,
+	 6.070734211737761e-04,
+	 6.069716731944032e-04,
+	 6.068696856401235e-04,
+	 6.067674585511887e-04,
+	 6.066649919680033e-04,
+	 6.065622859309810e-04,
+	 6.064593404806414e-04,
+	 6.063561556576573e-04,
+	 6.062527315027371e-04,
+	 6.061490680566586e-04,
+	 6.060451653604389e-04,
+	 6.059410234549911e-04,
+	 6.058366423814313e-04,
+	 6.057320221810514e-04,
+	 6.056271628950340e-04,
+	 6.055220645648480e-04,
+	 6.054167272319283e-04,
+	 6.053111509378584e-04,
+	 6.052053357243486e-04,
+	 6.050992816331083e-04,
+	 6.049929887060205e-04,
+	 6.048864569850785e-04,
+	 6.047796865122442e-04,
+	 6.046726773297397e-04,
+	 6.045654294797972e-04,
+	 6.044579430046611e-04,
+	 6.043502179468961e-04,
+	 6.042422543489160e-04,
+	 6.041340522533289e-04,
+	 6.040256117029505e-04,
+	 6.039169327404599e-04,
+	 6.038080154088095e-04,
+	 6.036988597509998e-04,
+	 6.035894658100703e-04,
+	 6.034798336292722e-04,
+	 6.033699632518100e-04,
+	 6.032598547210785e-04,
+	 6.031495080805351e-04,
+	 6.030389233737091e-04,
+	 6.029281006443159e-04,
+	 6.028170399360324e-04,
+	 6.027057412927394e-04,
+	 6.025942047583008e-04,
+	 6.024824303768083e-04,
+	 6.023704181923474e-04,
+	 6.022581682491682e-04,
+	 6.021456805915448e-04,
+	 6.020329552638469e-04,
+	 6.019199923106328e-04,
+	 6.018067917764458e-04,
+	 6.016933537059686e-04,
+	 6.015796781439712e-04,
+	 6.014657651353445e-04,
+	 6.013516147250713e-04,
+	 6.012372269581747e-04,
+	 6.011226018797889e-04,
+	 6.010077395351549e-04,
+	 6.008926399696646e-04,
+	 6.007773032286888e-04,
+	 6.006617293578270e-04,
+	 6.005459184025895e-04,
+	 6.004298704087644e-04,
+	 6.003135854221125e-04,
+	 6.001970634885735e-04,
+	 6.000803046541560e-04,
+	 5.999633089648989e-04,
+	 5.998460764669632e-04,
+	 5.997286072066387e-04,
+	 5.996109012303834e-04,
+	 5.994929585844681e-04,
+	 5.993747793156635e-04,
+	 5.992563634704235e-04,
+	 5.991377110955817e-04,
+	 5.990188222379955e-04,
+	 5.988996969445283e-04,
+	 5.987803352622213e-04,
+	 5.986607372382224e-04,
+	 5.985409029196862e-04,
+	 5.984208323539376e-04,
+	 5.983005255883606e-04,
+	 5.981799826704462e-04,
+	 5.980592036477710e-04,
+	 5.979381885679979e-04,
+	 5.978169374788923e-04,
+	 5.976954504283478e-04,
+	 5.975737274642621e-04,
+	 5.974517686347159e-04,
+	 5.973295739878338e-04,
+	 5.972071435718936e-04,
+	 5.970844774351572e-04,
+	 5.969615756260235e-04,
+	 5.968384381930713e-04,
+	 5.967150651848881e-04,
+	 5.965914566501589e-04,
+	 5.964676126376428e-04,
+	 5.963435331962708e-04,
+	 5.962192183749870e-04,
+	 5.960946682228039e-04,
+	 5.959698827890386e-04,
+	 5.958448621227756e-04,
+	 5.957196062734892e-04,
+	 5.955941152905724e-04,
+	 5.954683892235014e-04,
+	 5.953424281219639e-04,
+	 5.952162320356785e-04,
+	 5.950898010144637e-04,
+	 5.949631351081946e-04,
+	 5.948362343668346e-04,
+	 5.947090988405176e-04,
+	 5.945817285793989e-04,
+	 5.944541236338178e-04,
+	 5.943262840540858e-04,
+	 5.941982098906324e-04,
+	 5.940699011940644e-04,
+	 5.939413580150123e-04,
+	 5.938125804041622e-04,
+	 5.936835684124812e-04,
+	 5.935543220907215e-04,
+	 5.934248414899816e-04,
+	 5.932951266613852e-04,
+	 5.931651776560919e-04,
+	 5.930349945253850e-04,
+	 5.929045773206944e-04,
+	 5.927739260934884e-04,
+	 5.926430408953022e-04,
+	 5.925119217778438e-04,
+	 5.923805687927751e-04,
+	 5.922489819920701e-04,
+	 5.921171614276052e-04,
+	 5.919851071513604e-04,
+	 5.918528192155085e-04,
+	 5.917202976722611e-04,
+	 5.915875425739453e-04,
+	 5.914545539729132e-04,
+	 5.913213319217359e-04,
+	 5.911878764729063e-04,
+	 5.910541876791324e-04,
+	 5.909202655932191e-04,
+	 5.907861102679531e-04,
+	 5.906517217563311e-04,
+	 5.905171001113828e-04,
+	 5.903822453863047e-04,
+	 5.902471576342629e-04,
+	 5.901118369085565e-04,
+	 5.899762832626065e-04,
+	 5.898404967499863e-04,
+	 5.897044774242117e-04,
+	 5.895682253390461e-04,
+	 5.894317405481947e-04,
+	 5.892950231055823e-04,
+	 5.891580730651027e-04,
+	 5.890208904809327e-04,
+	 5.888834754070578e-04,
+	 5.887458278978420e-04,
+	 5.886079480075747e-04,
+	 5.884698357907038e-04,
+	 5.883314913017004e-04,
+	 5.881929145951824e-04,
+	 5.880541057258410e-04,
+	 5.879150647484461e-04,
+	 5.877757917180057e-04,
+	 5.876362866893017e-04,
+	 5.874965497175497e-04,
+	 5.873565808577872e-04,
+	 5.872163801653420e-04,
+	 5.870759476955225e-04,
+	 5.869352835037779e-04,
+	 5.867943876455989e-04,
+	 5.866532601766358e-04,
+	 5.865119011525460e-04,
+	 5.863703106291606e-04,
+	 5.862284886623819e-04,
+	 5.860864353081404e-04,
+	 5.859441506225228e-04,
+	 5.858016346616900e-04,
+	 5.856588874818676e-04,
+	 5.855159091394615e-04,
+	 5.853726996908230e-04,
+	 5.852292591925451e-04,
+	 5.850855877012487e-04,
+	 5.849416852736532e-04,
+	 5.847975519664207e-04,
+	 5.846531878366306e-04,
+	 5.845085929411617e-04,
+	 5.843637673370536e-04,
+	 5.842187110815510e-04,
+	 5.840734242319021e-04,
+	 5.839279068453910e-04,
+	 5.837821589794910e-04,
+	 5.836361806917191e-04,
+	 5.834899720397184e-04,
+	 5.833435330811576e-04,
+	 5.831968638738777e-04,
+	 5.830499644757708e-04,
+	 5.829028349447798e-04,
+	 5.827554753389437e-04,
+	 5.826078857165771e-04,
+	 5.824600661357803e-04,
+	 5.823120166549821e-04,
+	 5.821637373326064e-04,
+	 5.820152282270870e-04,
+	 5.818664893971878e-04,
+	 5.817175209015223e-04,
+	 5.815683227989363e-04,
+	 5.814188951483290e-04,
+	 5.812692380085534e-04,
+	 5.811193514388415e-04,
+	 5.809692354982978e-04,
+	 5.808188902461518e-04,
+	 5.806683157417704e-04,
+	 5.805175120445552e-04,
+	 5.803664792140668e-04,
+	 5.802152173098680e-04,
+	 5.800637263917416e-04,
+	 5.799120065193676e-04,
+	 5.797600577528201e-04,
+	 5.796078801518386e-04,
+	 5.794554737766733e-04,
+	 5.793028386873122e-04,
+	 5.791499749441814e-04,
+	 5.789968826075128e-04,
+	 5.788435617377610e-04,
+	 5.786900123954285e-04,
+	 5.785362346411304e-04,
+	 5.783822285355401e-04,
+	 5.782279941394674e-04,
+	 5.780735315138253e-04,
+	 5.779188407195148e-04,
+	 5.777639218176546e-04,
+	 5.776087748693104e-04,
+	 5.774533999357996e-04,
+	 5.772977970784363e-04,
+	 5.771419663585596e-04,
+	 5.769859078377899e-04,
+	 5.768296215776430e-04,
+	 5.766731076398838e-04,
+	 5.765163660861546e-04,
+	 5.763593969784517e-04,
+	 5.762022003786824e-04,
+	 5.760447763489637e-04,
+	 5.758871249512569e-04,
+	 5.757292462479854e-04,
+	 5.755711403012960e-04,
+	 5.754128071737285e-04,
+	 5.752542469277732e-04,
+	 5.750954596259072e-04,
+	 5.749364453308635e-04,
+	 5.747772041053621e-04,
+	 5.746177360123460e-04,
+	 5.744580411147013e-04,
+	 5.742981194754367e-04,
+	 5.741379711577632e-04,
+	 5.739775962248231e-04,
+	 5.738169947399506e-04,
+	 5.736561667665113e-04,
+	 5.734951123679456e-04,
+	 5.733338316078871e-04,
+	 5.731723245499579e-04,
+	 5.730105912579454e-04,
+	 5.728486317956503e-04,
+	 5.726864462269970e-04,
+	 5.725240346160732e-04,
+	 5.723613970268853e-04,
+	 5.721985335236351e-04,
+	 5.720354441706903e-04,
+	 5.718721290323345e-04,
+	 5.717085881731230e-04,
+	 5.715448216574841e-04,
+	 5.713808295501595e-04,
+	 5.712166119158511e-04,
+	 5.710521688193435e-04,
+	 5.708875003255452e-04,
+	 5.707226064994535e-04,
+	 5.705574874062022e-04,
+	 5.703921431109604e-04,
+	 5.702265736789784e-04,
+	 5.700607791755570e-04,
+	 5.698947596661474e-04,
+	 5.697285152162825e-04,
+	 5.695620458916950e-04,
+	 5.693953517579204e-04,
+	 5.692284328808864e-04,
+	 5.690612893263691e-04,
+	 5.688939211603601e-04,
+	 5.687263284490452e-04,
+	 5.685585112584537e-04,
+	 5.683904696547902e-04,
+	 5.682222037044720e-04,
+	 5.680537134739431e-04,
+	 5.678849990296183e-04,
+	 5.677160604380287e-04,
+	 5.675468977660532e-04,
+	 5.673775110803477e-04,
+	 5.672079004477539e-04,
+	 5.670380659352059e-04,
+	 5.668680076098633e-04,
+	 5.666977255386727e-04,
+	 5.665272197889920e-04,
+	 5.663564904280134e-04,
+	 5.661855375232379e-04,
+	 5.660143611420369e-04,
+	 5.658429613519697e-04,
+	 5.656713382208220e-04,
+	 5.654994918161923e-04,
+	 5.653274222060049e-04,
+	 5.651551294580881e-04,
+	 5.649826136404768e-04,
+	 5.648098748213555e-04,
+	 5.646369130687086e-04,
+	 5.644637284510037e-04,
+	 5.642903210365408e-04,
+	 5.641166908937174e-04,
+	 5.639428380911440e-04,
+	 5.637687626972673e-04,
+	 5.635944647810635e-04,
+	 5.634199444111029e-04,
+	 5.632452016563488e-04,
+	 5.630702365857742e-04,
+	 5.628950492684320e-04,
+	 5.627196397734724e-04,
+	 5.625440081701729e-04,
+	 5.623681545278210e-04,
+	 5.621920789157950e-04,
+	 5.620157814036381e-04,
+	 5.618392620609077e-04,
+	 5.616625209572564e-04,
+	 5.614855581625166e-04,
+	 5.613083737465161e-04,
+	 5.611309677791667e-04,
+	 5.609533403304409e-04,
+	 5.607754914705874e-04,
+	 5.605974212696554e-04,
+	 5.604191297980069e-04,
+	 5.602406171260587e-04,
+	 5.600618833241182e-04,
+	 5.598829284629349e-04,
+	 5.597037526129532e-04,
+	 5.595243558450795e-04,
+	 5.593447382299462e-04,
+	 5.591648998384998e-04,
+	 5.589848407418091e-04,
+	 5.588045610108738e-04,
+	 5.586240607168689e-04,
+	 5.584433399309771e-04,
+	 5.582623987246008e-04,
+	 5.580812371692002e-04,
+	 5.578998553361650e-04,
+	 5.577182532971437e-04,
+	 5.575364311238297e-04,
+	 5.573543888880148e-04,
+	 5.571721266615208e-04,
+	 5.569896445162044e-04,
+	 5.568069425242407e-04,
+	 5.566240207576498e-04,
+	 5.564408792886295e-04,
+	 5.562575181894906e-04,
+	 5.560739375326260e-04,
+	 5.558901373904773e-04,
+	 5.557061178355912e-04,
+	 5.555218789406531e-04,
+	 5.553374207782758e-04,
+	 5.551527434213187e-04,
+	 5.549678469426825e-04,
+	 5.547827314153197e-04,
+	 5.545973969123339e-04,
+	 5.544118435068166e-04,
+	 5.542260712720900e-04,
+	 5.540400802814774e-04,
+	 5.538538706082940e-04,
+	 5.536674423262131e-04,
+	 5.534807955085994e-04,
+	 5.532939302292403e-04,
+	 5.531068465618958e-04,
+	 5.529195445803635e-04,
+	 5.527320243586218e-04,
+	 5.525442859706936e-04,
+	 5.523563294905901e-04,
+	 5.521681549925985e-04,
+	 5.519797625509853e-04,
+	 5.517911522400093e-04,
+	 5.516023241342244e-04,
+	 5.514132783081613e-04,
+	 5.512240148363884e-04,
+	 5.510345337935487e-04,
+	 5.508448352545971e-04,
+	 5.506549192942439e-04,
+	 5.504647859875778e-04,
+	 5.502744354095370e-04,
+	 5.500838676352777e-04,
+	 5.498930827400779e-04,
+	 5.497020807992930e-04,
+	 5.495108618880914e-04,
+	 5.493194260821963e-04,
+	 5.491277734569802e-04,
+	 5.489359040881800e-04,
+	 5.487438180515747e-04,
+	 5.485515154228395e-04,
+	 5.483589962780595e-04,
+	 5.481662606930782e-04,
+	 5.479733087439359e-04,
+	 5.477801405069768e-04,
+	 5.475867560582496e-04,
+	 5.473931554742697e-04,
+	 5.471993388312484e-04,
+	 5.470053062058874e-04,
+	 5.468110576745890e-04,
+	 5.466165933141573e-04,
+	 5.464219132013155e-04,
+	 5.462270174128746e-04,
+	 5.460319060257584e-04,
+	 5.458365791171050e-04,
+	 5.456410367637951e-04,
+	 5.454452790431105e-04,
+	 5.452493060324578e-04,
+	 5.450531178089608e-04,
+	 5.448567144500985e-04,
+	 5.446600960335833e-04,
+	 5.444632626368350e-04,
+	 5.442662143375352e-04,
+	 5.440689512134952e-04,
+	 5.438714733427998e-04,
+	 5.436737808029416e-04,
+	 5.434758736724953e-04,
+	 5.432777520289500e-04,
+	 5.430794159511271e-04,
+	 5.428808655167991e-04,
+	 5.426821008047936e-04,
+	 5.424831218932414e-04,
+	 5.422839288605696e-04,
+	 5.420845217858470e-04,
+	 5.418849007475397e-04,
+	 5.416850658242488e-04,
+	 5.414850170951122e-04,
+	 5.412847546390609e-04,
+	 5.410842785350711e-04,
+	 5.408835888622614e-04,
+	 5.406826857000584e-04,
+	 5.404815691273211e-04,
+	 5.402802392237687e-04,
+	 5.400786960688517e-04,
+	 5.398769397421244e-04,
+	 5.396749703230186e-04,
+	 5.394727878913878e-04,
+	 5.392703925270402e-04,
+	 5.390677843099226e-04,
+	 5.388649633198190e-04,
+	 5.386619296369700e-04,
+	 5.384586833413588e-04,
+	 5.382552245135524e-04,
+	 5.380515532332991e-04,
+	 5.378476695814379e-04,
+	 5.376435736383927e-04,
+	 5.374392654844623e-04,
+	 5.372347452004710e-04,
+	 5.370300128672718e-04,
+	 5.368250685652473e-04,
+	 5.366199123757970e-04,
+	 5.364145443795092e-04,
+	 5.362089646576797e-04,
+	 5.360031732913381e-04,
+	 5.357971703618994e-04,
+	 5.355909559504040e-04,
+	 5.353845301383547e-04,
+	 5.351778930072417e-04,
+	 5.349710446386816e-04,
+	 5.347639851141984e-04,
+	 5.345567145155136e-04,
+	 5.343492329245702e-04,
+	 5.341415404232449e-04,
+	 5.339336370934563e-04,
+	 5.337255230171862e-04,
+	 5.335171982768478e-04,
+	 5.333086629542917e-04,
+	 5.330999171321505e-04,
+	 5.328909608926212e-04,
+	 5.326817943183286e-04,
+	 5.324724174915872e-04,
+	 5.322628304954652e-04,
+	 5.320530334121705e-04,
+	 5.318430263247588e-04,
+	 5.316328093164545e-04,
+	 5.314223824696160e-04,
+	 5.312117458675672e-04,
+	 5.310008995935800e-04,
+	 5.307898437308361e-04,
+	 5.305785783623745e-04,
+	 5.303671035718917e-04,
+	 5.301554194429018e-04,
+	 5.299435260585136e-04,
+	 5.297314235028411e-04,
+	 5.295191118593527e-04,
+	 5.293065912118807e-04,
+	 5.290938616444265e-04,
+	 5.288809232408068e-04,
+	 5.286677760850682e-04,
+	 5.284544202614361e-04,
+	 5.282408558540415e-04,
+	 5.280270829474943e-04,
+	 5.278131016255211e-04,
+	 5.275989119731484e-04,
+	 5.273845140748129e-04,
+	 5.271699080150106e-04,
+	 5.269550938784794e-04,
+	 5.267400717498361e-04,
+	 5.265248417142981e-04,
+	 5.263094038566319e-04,
+	 5.260937582620853e-04,
+	 5.258779050153162e-04,
+	 5.256618442020222e-04,
+	 5.254455759070089e-04,
+	 5.252291002159327e-04,
+	 5.250124172144333e-04,
+	 5.247955269874540e-04,
+	 5.245784296211650e-04,
+	 5.243611252009680e-04,
+	 5.241436138128643e-04,
+	 5.239258955422319e-04,
+	 5.237079704755978e-04,
+	 5.234898386985129e-04,
+	 5.232715002973352e-04,
+	 5.230529553582311e-04,
+	 5.228342039671407e-04,
+	 5.226152462108357e-04,
+	 5.223960821755176e-04,
+	 5.221767119478626e-04,
+	 5.219571356143170e-04,
+	 5.217373532614443e-04,
+	 5.215173649761269e-04,
+	 5.212971708452715e-04,
+	 5.210767709557558e-04,
+	 5.208561653943269e-04,
+	 5.206353542485034e-04,
+	 5.204143376048708e-04,
+	 5.201931155511362e-04,
+	 5.199716881746321e-04,
+	 5.197500555622941e-04,
+	 5.195282178021696e-04,
+	 5.193061749813185e-04,
+	 5.190839271878186e-04,
+	 5.188614745090776e-04,
+	 5.186388170329273e-04,
+	 5.184159548473367e-04,
+	 5.181928880403531e-04,
+	 5.179696167000083e-04,
+	 5.177461409142996e-04,
+	 5.175224607713271e-04,
+	 5.172985763596966e-04,
+	 5.170744877675472e-04,
+	 5.168501950833988e-04,
+	 5.166256983958606e-04,
+	 5.164009977933344e-04,
+	 5.161760933648954e-04,
+	 5.159509851987797e-04,
+	 5.157256733842661e-04,
+	 5.155001580099067e-04,
+	 5.152744391651578e-04,
+	 5.150485169390786e-04,
+	 5.148223914203074e-04,
+	 5.145960626986476e-04,
+	 5.143695308631118e-04,
+	 5.141427960034684e-04,
+	 5.139158582088186e-04,
+	 5.136887175689381e-04,
+	 5.134613741731861e-04,
+	 5.132338281120163e-04,
+	 5.130060794743523e-04,
+	 5.127781283507663e-04,
+	 5.125499748309212e-04,
+	 5.123216190048067e-04,
+	 5.120930609627866e-04,
+	 5.118643007951487e-04,
+	 5.116353385917425e-04,
+	 5.114061744431395e-04,
+	 5.111768084401085e-04,
+	 5.109472406727370e-04,
+	 5.107174712319270e-04,
+	 5.104875002082651e-04,
+	 5.102573276924512e-04,
+	 5.100269537753156e-04,
+	 5.097963785481423e-04,
+	 5.095656021013822e-04,
+	 5.093346245266104e-04,
+	 5.091034459146851e-04,
+	 5.088720663571756e-04,
+	 5.086404859450083e-04,
+	 5.084087047699726e-04,
+	 5.081767229230774e-04,
+	 5.079445404965138e-04,
+	 5.077121575813347e-04,
+	 5.074795742696052e-04,
+	 5.072467906531124e-04,
+	 5.070138068235323e-04,
+	 5.067806228730947e-04,
+	 5.065472388935466e-04,
+	 5.063136549772660e-04,
+	 5.060798712162624e-04,
+	 5.058458877030841e-04,
+	 5.056117045296939e-04,
+	 5.053773217889521e-04,
+	 5.051427395727848e-04,
+	 5.049079579743489e-04,
+	 5.046729770862241e-04,
+	 5.044377970007994e-04,
+	 5.042024178112829e-04,
+	 5.039668396105290e-04,
+	 5.037310624912905e-04,
+	 5.034950865468425e-04,
+	 5.032589118702216e-04,
+	 5.030225385545948e-04,
+	 5.027859666934555e-04,
+	 5.025491963800643e-04,
+	 5.023122277078356e-04,
+	 5.020750607705869e-04,
+	 5.018376956613399e-04,
+	 5.016001324744447e-04,
+	 5.013623713030172e-04,
+	 5.011244122415650e-04,
+	 5.008862553835446e-04,
+	 5.006479008230996e-04,
+	 5.004093486544357e-04,
+	 5.001705989712920e-04,
+	 4.999316518686072e-04,
+	 4.996925074398797e-04,
+	 4.994531657802460e-04,
+	 4.992136269837136e-04,
+	 4.989738911450093e-04,
+	 4.987339583585894e-04,
+	 4.984938287192534e-04,
+	 4.982535023218848e-04,
+	 4.980129792612466e-04,
+	 4.977722596323757e-04,
+	 4.975313435302241e-04,
+	 4.972902310496101e-04,
+	 4.970489222861881e-04,
+	 4.968074173347536e-04,
+	 4.965657162910667e-04,
+	 4.963238192501332e-04,
+	 4.960817263077560e-04,
+	 4.958394375590833e-04,
+	 4.955969531001946e-04,
+	 4.953542730265937e-04,
+	 4.951113974339782e-04,
+	 4.948683264184503e-04,
+	 4.946250600755902e-04,
+	 4.943815985017331e-04,
+	 4.941379417930836e-04,
+	 4.938940900453173e-04,
+	 4.936500433552064e-04,
+	 4.934058018188323e-04,
+	 4.931613655323911e-04,
+	 4.929167345928214e-04,
+	 4.926719090961799e-04,
+	 4.924268891397321e-04,
+	 4.921816748196056e-04,
+	 4.919362662326950e-04,
+	 4.916906634760384e-04,
+	 4.914448666466329e-04,
+	 4.911988758412141e-04,
+	 4.909526911571337e-04,
+	 4.907063126915825e-04,
+	 4.904597405416333e-04,
+	 4.902129748045856e-04,
+	 4.899660155778898e-04,
+	 4.897188629589802e-04,
+	 4.894715170457693e-04,
+	 4.892239779353909e-04,
+	 4.889762457256357e-04,
+	 4.887283205145664e-04,
+	 4.884802023999822e-04,
+	 4.882318914797321e-04,
+	 4.879833878515759e-04,
+	 4.877346916139582e-04,
+	 4.874858028647766e-04,
+	 4.872367217024127e-04,
+	 4.869874482254340e-04,
+	 4.867379825318224e-04,
+	 4.864883247200939e-04,
+	 4.862384748889265e-04,
+	 4.859884331370251e-04,
+	 4.857381995627858e-04,
+	 4.854877742653480e-04,
+	 4.852371573430364e-04,
+	 4.849863488952935e-04,
+	 4.847353490208971e-04,
+	 4.844841578189715e-04,
+	 4.842327753886574e-04,
+	 4.839812018289298e-04,
+	 4.837294372394874e-04,
+	 4.834774817194338e-04,
+	 4.832253353683252e-04,
+	 4.829729982855944e-04,
+	 4.827204705709059e-04,
+	 4.824677523241680e-04,
+	 4.822148436445011e-04,
+	 4.819617446325236e-04,
+	 4.817084553872971e-04,
+	 4.814549760094902e-04,
+	 4.812013065988797e-04,
+	 4.809474472554989e-04,
+	 4.806933980798041e-04,
+	 4.804391591719454e-04,
+	 4.801847306320676e-04,
+	 4.799301125607212e-04,
+	 4.796753050587651e-04,
+	 4.794203082261441e-04,
+	 4.791651221638459e-04,
+	 4.789097469728503e-04,
+	 4.786541827535465e-04,
+	 4.783984296067287e-04,
+	 4.781424876338732e-04,
+	 4.778863569354584e-04,
+	 4.776300376127601e-04,
+	 4.773735297670971e-04,
+	 4.771168334997255e-04,
+	 4.768599489117792e-04,
+	 4.766028761047203e-04,
+	 4.763456151799922e-04,
+	 4.760881662391827e-04,
+	 4.758305293839346e-04,
+	 4.755727047158800e-04,
+	 4.753146923367656e-04,
+	 4.750564923484026e-04,
+	 4.747981048526119e-04,
+	 4.745395299518977e-04,
+	 4.742807677476854e-04,
+	 4.740218183425153e-04,
+	 4.737626818385362e-04,
+	 4.735033583375946e-04,
+	 4.732438479427446e-04,
+	 4.729841507559641e-04,
+	 4.727242668798975e-04,
+	 4.724641964171542e-04,
+	 4.722039394701761e-04,
+	 4.719434961420919e-04,
+	 4.716828665353401e-04,
+	 4.714220507528406e-04,
+	 4.711610488975515e-04,
+	 4.708998610723630e-04,
+	 4.706384873809696e-04,
+	 4.703769279258281e-04,
+	 4.701151828105927e-04,
+	 4.698532521384342e-04,
+	 4.695911360125738e-04,
+	 4.693288345367588e-04,
+	 4.690663478145979e-04,
+	 4.688036759490874e-04,
+	 4.685408190446676e-04,
+	 4.682777772047421e-04,
+	 4.680145505329831e-04,
+	 4.677511391332888e-04,
+	 4.674875431100449e-04,
+	 4.672237625669460e-04,
+	 4.669597976083022e-04,
+	 4.666956483378340e-04,
+	 4.664313148605615e-04,
+	 4.661667972801143e-04,
+	 4.659020957014943e-04,
+	 4.656372102287473e-04,
+	 4.653721409664393e-04,
+	 4.651068880195022e-04,
+	 4.648414514922685e-04,
+	 4.645758314898461e-04,
+	 4.643100281167764e-04,
+	 4.640440414782296e-04,
+	 4.637778716792101e-04,
+	 4.635115188244699e-04,
+	 4.632449830193398e-04,
+	 4.629782643689890e-04,
+	 4.627113629786457e-04,
+	 4.624442789537572e-04,
+	 4.621770123996013e-04,
+	 4.619095634218214e-04,
+	 4.616419321259559e-04,
+	 4.613741186176806e-04,
+	 4.611061230026669e-04,
+	 4.608379453864727e-04,
+	 4.605695858754323e-04,
+	 4.603010445748724e-04,
+	 4.600323215913224e-04,
+	 4.597634170303769e-04,
+	 4.594943309986193e-04,
+	 4.592250636018092e-04,
+	 4.589556149467328e-04,
+	 4.586859851395482e-04,
+	 4.584161742861220e-04,
+	 4.581461824937693e-04,
+	 4.578760098687150e-04,
+	 4.576056565176266e-04,
+	 4.573351225472295e-04,
+	 4.570644080644415e-04,
+	 4.567935131756367e-04,
+	 4.565224379882192e-04,
+	 4.562511826087215e-04,
+	 4.559797471448211e-04,
+	 4.557081317031495e-04,
+	 4.554363363911805e-04,
+	 4.551643613161081e-04,
+	 4.548922065854059e-04,
+	 4.546198723060194e-04,
+	 4.543473585862792e-04,
+	 4.540746655330869e-04,
+	 4.538017932541139e-04,
+	 4.535287418570436e-04,
+	 4.532555114501439e-04,
+	 4.529821021410606e-04,
+	 4.527085140370694e-04,
+	 4.524347472470276e-04,
+	 4.521608018784704e-04,
+	 4.518866780398765e-04,
+	 4.516123758392184e-04,
+	 4.513378953845065e-04,
+	 4.510632367846546e-04,
+	 4.507884001476887e-04,
+	 4.505133855822819e-04,
+	 4.502381931970409e-04,
+	 4.499628231002516e-04,
+	 4.496872754005530e-04,
+	 4.494115502070552e-04,
+	 4.491356476286006e-04,
+	 4.488595677739542e-04,
+	 4.485833107520005e-04,
+	 4.483068766720274e-04,
+	 4.480302656431358e-04,
+	 4.477534777739072e-04,
+	 4.474765131742204e-04,
+	 4.471993719535254e-04,
+	 4.469220542205371e-04,
+	 4.466445600850315e-04,
+	 4.463668896568896e-04,
+	 4.460890430453380e-04,
+	 4.458110203598303e-04,
+	 4.455328217106358e-04,
+	 4.452544472072704e-04,
+	 4.449758969598449e-04,
+	 4.446971710777939e-04,
+	 4.444182696715838e-04,
+	 4.441391928510398e-04,
+	 4.438599407268181e-04,
+	 4.435805134083407e-04,
+	 4.433009110065725e-04,
+	 4.430211336313665e-04,
+	 4.427411813938381e-04,
+	 4.424610544037833e-04,
+	 4.421807527719386e-04,
+	 4.419002766091951e-04,
+	 4.416196260261035e-04,
+	 4.413388011331164e-04,
+	 4.410578020418120e-04,
+	 4.407766288626739e-04,
+	 4.404952817063642e-04,
+	 4.402137606846674e-04,
+	 4.399320659081852e-04,
+	 4.396501974880582e-04,
+	 4.393681555357092e-04,
+	 4.390859401628072e-04,
+	 4.388035514800382e-04,
+	 4.385209895994199e-04,
+	 4.382382546320839e-04,
+	 4.379553466898992e-04,
+	 4.376722658845923e-04,
+	 4.373890123276708e-04,
+	 4.371055861309336e-04,
+	 4.368219874063913e-04,
+	 4.365382162657319e-04,
+	 4.362542728216091e-04,
+	 4.359701571853970e-04,
+	 4.356858694695290e-04,
+	 4.354014097859093e-04,
+	 4.351167782472594e-04,
+	 4.348319749658406e-04,
+	 4.345470000540857e-04,
+	 4.342618536240560e-04,
+	 4.339765357887870e-04,
+	 4.336910466606361e-04,
+	 4.334053863526945e-04,
+	 4.331195549770866e-04,
+	 4.328335526470285e-04,
+	 4.325473794749450e-04,
+	 4.322610355744449e-04,
+	 4.319745210583142e-04,
+	 4.316878360395973e-04,
+	 4.314009806313181e-04,
+	 4.311139549467917e-04,
+	 4.308267590994160e-04,
+	 4.305393932025810e-04,
+	 4.302518573695043e-04,
+	 4.299641517137979e-04,
+	 4.296762763489712e-04,
+	 4.293882313886900e-04,
+	 4.291000169465629e-04,
+	 4.288116331364117e-04,
+	 4.285230800721019e-04,
+	 4.282343578677799e-04,
+	 4.279454666365975e-04,
+	 4.276564064935510e-04,
+	 4.273671775519755e-04,
+	 4.270777799263756e-04,
+	 4.267882137311443e-04,
+	 4.264984790804691e-04,
+	 4.262085760884820e-04,
+	 4.259185048695065e-04,
+	 4.256282655387013e-04,
+	 4.253378582099802e-04,
+	 4.250472829981420e-04,
+	 4.247565400179355e-04,
+	 4.244656293839501e-04,
+	 4.241745512115770e-04,
+	 4.238833056149386e-04,
+	 4.235918927094633e-04,
+	 4.233003126101131e-04,
+	 4.230085654316798e-04,
+	 4.227166512897591e-04,
+	 4.224245702994341e-04,
+	 4.221323225758735e-04,
+	 4.218399082344433e-04,
+	 4.215473273906405e-04,
+	 4.212545801600113e-04,
+	 4.209616666575430e-04,
+	 4.206685869997115e-04,
+	 4.203753413017450e-04,
+	 4.200819296793960e-04,
+	 4.197883522488491e-04,
+	 4.194946091249683e-04,
+	 4.192007004249853e-04,
+	 4.189066262640971e-04,
+	 4.186123867584866e-04,
+	 4.183179820242397e-04,
+	 4.180234121780796e-04,
+	 4.177286773356194e-04,
+	 4.174337776135010e-04,
+	 4.171387131284793e-04,
+	 4.168434839961444e-04,
+	 4.165480903337643e-04,
+	 4.162525322574947e-04,
+	 4.159568098841368e-04,
+	 4.156609233305663e-04,
+	 4.153648727135739e-04,
+	 4.150686581497136e-04,
+	 4.147722797563344e-04,
+	 4.144757376502021e-04,
+	 4.141790319481386e-04,
+	 4.138821627672180e-04,
+	 4.135851302251036e-04,
+	 4.132879344389374e-04,
+	 4.129905755256892e-04,
+	 4.126930536029215e-04,
+	 4.123953687880548e-04,
+	 4.120975211985872e-04,
+	 4.117995109519217e-04,
+	 4.115013381662042e-04,
+	 4.112030029583767e-04,
+	 4.109045054467576e-04,
+	 4.106058457488805e-04,
+	 4.103070239829809e-04,
+	 4.100080402666119e-04,
+	 4.097088947179942e-04,
+	 4.094095874551301e-04,
+	 4.091101185960077e-04,
+	 4.088104882592406e-04,
+	 4.085106965626815e-04,
+	 4.082107436248444e-04,
+	 4.079106295639813e-04,
+	 4.076103544986542e-04,
+	 4.073099185475680e-04,
+	 4.070093218290615e-04,
+	 4.067085644616862e-04,
+	 4.064076465644305e-04,
+	 4.061065682561380e-04,
+	 4.058053296553967e-04,
+	 4.055039308811162e-04,
+	 4.052023720523502e-04,
+	 4.049006532881599e-04,
+	 4.045987747074261e-04,
+	 4.042967364294470e-04,
+	 4.039945385734164e-04,
+	 4.036921812586186e-04,
+	 4.033896646046719e-04,
+	 4.030869887305113e-04,
+	 4.027841537559033e-04,
+	 4.024811597999411e-04,
+	 4.021780069830739e-04,
+	 4.018746954242604e-04,
+	 4.015712252430021e-04,
+	 4.012675965599768e-04,
+	 4.009638094942815e-04,
+	 4.006598641662560e-04,
+	 4.003557606955657e-04,
+	 4.000514992027323e-04,
+	 3.997470798072493e-04,
+	 3.994425026290946e-04,
+	 3.991377677894187e-04,
+	 3.988328754077300e-04,
+	 3.985278256047293e-04,
+	 3.982226185009452e-04,
+	 3.979172542163459e-04,
+	 3.976117328715712e-04,
+	 3.973060545877404e-04,
+	 3.970002194848995e-04,
+	 3.966942276840794e-04,
+	 3.963880793057320e-04,
+	 3.960817744712592e-04,
+	 3.957753133012029e-04,
+	 3.954686959166373e-04,
+	 3.951619224382372e-04,
+	 3.948549929875164e-04,
+	 3.945479076855626e-04,
+	 3.942406666533304e-04,
+	 3.939332700122499e-04,
+	 3.936257178838874e-04,
+	 3.933180103889908e-04,
+	 3.930101476496083e-04,
+	 3.927021297874523e-04,
+	 3.923939569233834e-04,
+	 3.920856291793112e-04,
+	 3.917771466767606e-04,
+	 3.914685095383183e-04,
+	 3.911597178849172e-04,
+	 3.908507718386902e-04,
+	 3.905416715217876e-04,
+	 3.902324170559072e-04,
+	 3.899230085632736e-04,
+	 3.896134461656512e-04,
+	 3.893037299862559e-04,
+	 3.889938601461600e-04,
+	 3.886838367683633e-04,
+	 3.883736599750232e-04,
+	 3.880633298885703e-04,
+	 3.877528466310690e-04,
+	 3.874422103261751e-04,
+	 3.871314210955077e-04,
+	 3.868204790618145e-04,
+	 3.865093843485439e-04,
+	 3.861981370776457e-04,
+	 3.858867373726665e-04,
+	 3.855751853557466e-04,
+	 3.852634811505951e-04,
+	 3.849516248796038e-04,
+	 3.846396166667693e-04,
+	 3.843274566343086e-04,
+	 3.840151449056651e-04,
+	 3.837026816043513e-04,
+	 3.833900668537786e-04,
+	 3.830773007769965e-04,
+	 3.827643834974311e-04,
+	 3.824513151391375e-04,
+	 3.821380958251655e-04,
+	 3.818247256792597e-04,
+	 3.815112048250934e-04,
+	 3.811975333861512e-04,
+	 3.808837114872685e-04,
+	 3.805697392512750e-04,
+	 3.802556168023577e-04,
+	 3.799413442646322e-04,
+	 3.796269217617360e-04,
+	 3.793123494185782e-04,
+	 3.789976273583708e-04,
+	 3.786827557064262e-04,
+	 3.783677345859933e-04,
+	 3.780525641220013e-04,
+	 3.777372444386463e-04,
+	 3.774217756605433e-04,
+	 3.771061579120280e-04,
+	 3.767903913174066e-04,
+	 3.764744760021485e-04,
+	 3.761584120902976e-04,
+	 3.758421997066322e-04,
+	 3.755258389764098e-04,
+	 3.752093300237801e-04,
+	 3.748926729743077e-04,
+	 3.745758679525376e-04,
+	 3.742589150839044e-04,
+	 3.739418144933290e-04,
+	 3.736245663057878e-04,
+	 3.733071706470909e-04,
+	 3.729896276417370e-04,
+	 3.726719374155674e-04,
+	 3.723541000935971e-04,
+	 3.720361158017303e-04,
+	 3.717179846653202e-04,
+	 3.713997068096687e-04,
+	 3.710812823607327e-04,
+	 3.707627114444371e-04,
+	 3.704439941856993e-04,
+	 3.701251307109236e-04,
+	 3.698061211456796e-04,
+	 3.694869656161245e-04,
+	 3.691676642481107e-04,
+	 3.688482171680090e-04,
+	 3.685286245015068e-04,
+	 3.682088863743437e-04,
+	 3.678890029138978e-04,
+	 3.675689742453076e-04,
+	 3.672488004954025e-04,
+	 3.669284817900864e-04,
+	 3.666080182566227e-04,
+	 3.662874100213081e-04,
+	 3.659666572098404e-04,
+	 3.656457599499410e-04,
+	 3.653247183677813e-04,
+	 3.650035325895502e-04,
+	 3.646822027428546e-04,
+	 3.643607289539202e-04,
+	 3.640391113503221e-04,
+	 3.637173500583143e-04,
+	 3.633954452049988e-04,
+	 3.630733969181511e-04,
+	 3.627512053239267e-04,
+	 3.624288705501609e-04,
+	 3.621063927235633e-04,
+	 3.617837719715759e-04,
+	 3.614610084219470e-04,
+	 3.611381022017304e-04,
+	 3.608150534382649e-04,
+	 3.604918622592024e-04,
+	 3.601685287925552e-04,
+	 3.598450531649893e-04,
+	 3.595214355051878e-04,
+	 3.591976759400011e-04,
+	 3.588737745976646e-04,
+	 3.585497316061917e-04,
+	 3.582255470929929e-04,
+	 3.579012211866825e-04,
+	 3.575767540143476e-04,
+	 3.572521457047364e-04,
+	 3.569273963860921e-04,
+	 3.566025061863436e-04,
+	 3.562774752338544e-04,
+	 3.559523036562199e-04,
+	 3.556269915829965e-04,
+	 3.553015391413918e-04,
+	 3.549759464606238e-04,
+	 3.546502136690796e-04,
+	 3.543243408951204e-04,
+	 3.539983282677714e-04,
+	 3.536721759150514e-04,
+	 3.533458839666421e-04,
+	 3.530194525501823e-04,
+	 3.526928817955401e-04,
+	 3.523661718309661e-04,
+	 3.520393227854130e-04,
+	 3.517123347883065e-04,
+	 3.513852079687290e-04,
+	 3.510579424551834e-04,
+	 3.507305383773448e-04,
+	 3.504029958644035e-04,
+	 3.500753150455469e-04,
+	 3.497474960500490e-04,
+	 3.494195390077431e-04,
+	 3.490914440473935e-04,
+	 3.487632112989098e-04,
+	 3.484348408916171e-04,
+	 3.481063329554883e-04,
+	 3.477776876198484e-04,
+	 3.474489050146736e-04,
+	 3.471199852698425e-04,
+	 3.467909285142330e-04,
+	 3.464617348787470e-04,
+	 3.461324044933096e-04,
+	 3.458029374871709e-04,
+	 3.454733339912480e-04,
+	 3.451435941352202e-04,
+	 3.448137180488433e-04,
+	 3.444837058627517e-04,
+	 3.441535577071062e-04,
+	 3.438232737123560e-04,
+	 3.434928540090184e-04,
+	 3.431622987268634e-04,
+	 3.428316079967212e-04,
+	 3.425007819497201e-04,
+	 3.421698207153800e-04,
+	 3.418387244245640e-04,
+	 3.415074932086504e-04,
+	 3.411761271981651e-04,
+	 3.408446265230803e-04,
+	 3.405129913152141e-04,
+	 3.401812217051985e-04,
+	 3.398493178239363e-04,
+	 3.395172798021442e-04,
+	 3.391851077707961e-04,
+	 3.388528018618171e-04,
+	 3.385203622055821e-04,
+	 3.381877889340932e-04,
+	 3.378550821777033e-04,
+	 3.375222420677725e-04,
+	 3.371892687368277e-04,
+	 3.368561623149909e-04,
+	 3.365229229346434e-04,
+	 3.361895507263138e-04,
+	 3.358560458227585e-04,
+	 3.355224083548114e-04,
+	 3.351886384549732e-04,
+	 3.348547362537802e-04,
+	 3.345207018839796e-04,
+	 3.341865354768859e-04,
+	 3.338522371647766e-04,
+	 3.335178070797257e-04,
+	 3.331832453530231e-04,
+	 3.328485521172509e-04,
+	 3.325137275043444e-04,
+	 3.321787716469046e-04,
+	 3.318436846767632e-04,
+	 3.315084667259155e-04,
+	 3.311731179266087e-04,
+	 3.308376384123528e-04,
+	 3.305020283141125e-04,
+	 3.301662877651059e-04,
+	 3.298304168977226e-04,
+	 3.294944158448580e-04,
+	 3.291582847385153e-04,
+	 3.288220237117842e-04,
+	 3.284856328973417e-04,
+	 3.281491124277425e-04,
+	 3.278124624362713e-04,
+	 3.274756830555048e-04,
+	 3.271387744180556e-04,
+	 3.268017366574991e-04,
+	 3.264645699063630e-04,
+	 3.261272742980004e-04,
+	 3.257898499657863e-04,
+	 3.254522970422395e-04,
+	 3.251146156615421e-04,
+	 3.247768059557947e-04,
+	 3.244388680592879e-04,
+	 3.241008021048104e-04,
+	 3.237626082260595e-04,
+	 3.234242865569954e-04,
+	 3.230858372300821e-04,
+	 3.227472603796519e-04,
+	 3.224085561391969e-04,
+	 3.220697246428085e-04,
+	 3.217307660236500e-04,
+	 3.213916804154966e-04,
+	 3.210524679522742e-04,
+	 3.207131287677972e-04,
+	 3.203736629967123e-04,
+	 3.200340707722398e-04,
+	 3.196943522289233e-04,
+	 3.193545074998874e-04,
+	 3.190145367206711e-04,
+	 3.186744400241832e-04,
+	 3.183342175456473e-04,
+	 3.179938694188091e-04,
+	 3.176533957783894e-04,
+	 3.173127967576726e-04,
+	 3.169720724927049e-04,
+	 3.166312231172407e-04,
+	 3.162902487654385e-04,
+	 3.159491495721047e-04,
+	 3.156079256723853e-04,
+	 3.152665772001696e-04,
+	 3.149251042908716e-04,
+	 3.145835070791555e-04,
+	 3.142417856992689e-04,
+	 3.138999402871385e-04,
+	 3.135579709764070e-04,
+	 3.132158779028524e-04,
+	 3.128736612017304e-04,
+	 3.125313210073573e-04,
+	 3.121888574552814e-04,
+	 3.118462706806377e-04,
+	 3.115035608190716e-04,
+	 3.111607280051538e-04,
+	 3.108177723738769e-04,
+	 3.104746940622003e-04,
+	 3.101314932036708e-04,
+	 3.097881699350128e-04,
+	 3.094447243912943e-04,
+	 3.091011567081341e-04,
+	 3.087574670213704e-04,
+	 3.084136554660408e-04,
+	 3.080697221785635e-04,
+	 3.077256672944272e-04,
+	 3.073814909492113e-04,
+	 3.070371932787669e-04,
+	 3.066927744188614e-04,
+	 3.063482345061585e-04,
+	 3.060035736764833e-04,
+	 3.056587920651900e-04,
+	 3.053138898086228e-04,
+	 3.049688670432226e-04,
+	 3.046237239050464e-04,
+	 3.042784605307434e-04,
+	 3.039330770552825e-04,
+	 3.035875736166473e-04,
+	 3.032419503497818e-04,
+	 3.028962073918927e-04,
+	 3.025503448796125e-04,
+	 3.022043629492546e-04,
+	 3.018582617369910e-04,
+	 3.015120413792715e-04,
+	 3.011657020136311e-04,
+	 3.008192437764068e-04,
+	 3.004726668036815e-04,
+	 3.001259712335000e-04,
+	 2.997791572015761e-04,
+	 2.994322248454551e-04,
+	 2.990851743022694e-04,
+	 2.987380057082369e-04,
+	 2.983907192003363e-04,
+	 2.980433149165235e-04,
+	 2.976957929934378e-04,
+	 2.973481535679171e-04,
+	 2.970003967780492e-04,
+	 2.966525227606464e-04,
+	 2.963045316523496e-04,
+	 2.959564235910835e-04,
+	 2.956081987150825e-04,
+	 2.952598571605416e-04,
+	 2.949113990651652e-04,
+	 2.945628245671016e-04,
+	 2.942141338031869e-04,
+	 2.938653269114060e-04,
+	 2.935164040295733e-04,
+	 2.931673652954583e-04,
+	 2.928182108466901e-04,
+	 2.924689408209861e-04,
+	 2.921195553557511e-04,
+	 2.917700545901457e-04,
+	 2.914204386608224e-04,
+	 2.910707077064132e-04,
+	 2.907208618649492e-04,
+	 2.903709012749723e-04,
+	 2.900208260736219e-04,
+	 2.896706363997106e-04,
+	 2.893203323906588e-04,
+	 2.889699141859554e-04,
+	 2.886193819230076e-04,
+	 2.882687357411419e-04,
+	 2.879179757774514e-04,
+	 2.875671021708579e-04,
+	 2.872161150604997e-04,
+	 2.868650145846995e-04,
+	 2.865138008810833e-04,
+	 2.861624740890230e-04,
+	 2.858110343477693e-04,
+	 2.854594817948009e-04,
+	 2.851078165700787e-04,
+	 2.847560388115443e-04,
+	 2.844041486582756e-04,
+	 2.840521462491893e-04,
+	 2.837000317227518e-04,
+	 2.833478052192746e-04,
+	 2.829954668764217e-04,
+	 2.826430168341915e-04,
+	 2.822904552305354e-04,
+	 2.819377822062401e-04,
+	 2.815849978992468e-04,
+	 2.812321024488206e-04,
+	 2.808790959953611e-04,
+	 2.805259786769828e-04,
+	 2.801727506334317e-04,
+	 2.798194120042376e-04,
+	 2.794659629296118e-04,
+	 2.791124035473219e-04,
+	 2.787587339985062e-04,
+	 2.784049544219862e-04,
+	 2.780510649577519e-04,
+	 2.776970657450944e-04,
+	 2.773429569235740e-04,
+	 2.769887386343746e-04,
+	 2.766344110152885e-04,
+	 2.762799742080034e-04,
+	 2.759254283506579e-04,
+	 2.755707735844844e-04,
+	 2.752160100491209e-04,
+	 2.748611378849494e-04,
+	 2.745061572313423e-04,
+	 2.741510682285591e-04,
+	 2.737958710172208e-04,
+	 2.734405657368269e-04,
+	 2.730851525284927e-04,
+	 2.727296315316942e-04,
+	 2.723740028873333e-04,
+	 2.720182667349356e-04,
+	 2.716624232159501e-04,
+	 2.713064724702772e-04,
+	 2.709504146388419e-04,
+	 2.705942498616171e-04,
+	 2.702379782793870e-04,
+	 2.698816000332974e-04,
+	 2.695251152628640e-04,
+	 2.691685241093674e-04,
+	 2.688118267144260e-04,
+	 2.684550232174639e-04,
+	 2.680981137604690e-04,
+	 2.677410984829266e-04,
+	 2.673839775270537e-04,
+	 2.670267510332706e-04,
+	 2.666694191425158e-04,
+	 2.663119819960399e-04,
+	 2.659544397351079e-04,
+	 2.655967925002704e-04,
+	 2.652390404331205e-04,
+	 2.648811836742665e-04,
+	 2.645232223659387e-04,
+	 2.641651566492287e-04,
+	 2.638069866643142e-04,
+	 2.634487125539359e-04,
+	 2.630903344588738e-04,
+	 2.627318525207889e-04,
+	 2.623732668806856e-04,
+	 2.620145776809930e-04,
+	 2.616557850626427e-04,
+	 2.612968891668579e-04,
+	 2.609378901363174e-04,
+	 2.605787881122365e-04,
+	 2.602195832363253e-04,
+	 2.598602756501774e-04,
+	 2.595008654963330e-04,
+	 2.591413529156373e-04,
+	 2.587817380510973e-04,
+	 2.584220210430157e-04,
+	 2.580622020353704e-04,
+	 2.577022811690259e-04,
+	 2.573422585860421e-04,
+	 2.569821344283571e-04,
+	 2.566219088395335e-04,
+	 2.562615819597331e-04,
+	 2.559011539320709e-04,
+	 2.555406248999830e-04,
+	 2.551799950034103e-04,
+	 2.548192643869457e-04,
+	 2.544584331915860e-04,
+	 2.540975015604170e-04,
+	 2.537364696350364e-04,
+	 2.533753375588333e-04,
+	 2.530141054743394e-04,
+	 2.526527735233315e-04,
+	 2.522913418495683e-04,
+	 2.519298105942103e-04,
+	 2.515681799019172e-04,
+	 2.512064499136234e-04,
+	 2.508446207735041e-04,
+	 2.504826926225997e-04,
+	 2.501206656056983e-04,
+	 2.497585398651936e-04,
+	 2.493963155428071e-04,
+	 2.490339927832432e-04,
+	 2.486715717280271e-04,
+	 2.483090525205193e-04,
+	 2.479464353047188e-04,
+	 2.475837202236835e-04,
+	 2.472209074193894e-04,
+	 2.468579970358559e-04,
+	 2.464949892157184e-04,
+	 2.461318841034079e-04,
+	 2.457686818408808e-04,
+	 2.454053825725885e-04,
+	 2.450419864417234e-04,
+	 2.446784935913377e-04,
+	 2.443149041646143e-04,
+	 2.439512183060147e-04,
+	 2.435874361589148e-04,
+	 2.432235578654188e-04,
+	 2.428595835711793e-04,
+	 2.424955134193352e-04,
+	 2.421313475523594e-04,
+	 2.417670861157268e-04,
+	 2.414027292514284e-04,
+	 2.410382771049764e-04,
+	 2.406737298191058e-04,
+	 2.403090875380793e-04,
+	 2.399443504063584e-04,
+	 2.395795185664507e-04,
+	 2.392145921640928e-04,
+	 2.388495713418566e-04,
+	 2.384844562446236e-04,
+	 2.381192470161730e-04,
+	 2.377539438015738e-04,
+	 2.373885467436506e-04,
+	 2.370230559870935e-04,
+	 2.366574716765830e-04,
+	 2.362917939557635e-04,
+	 2.359260229699124e-04,
+	 2.355601588618434e-04,
+	 2.351942017776299e-04,
+	 2.348281518614362e-04,
+	 2.344620092567913e-04,
+	 2.340957741086903e-04,
+	 2.337294465619394e-04,
+	 2.333630267615972e-04,
+	 2.329965148505941e-04,
+	 2.326299109753197e-04,
+	 2.322632152796273e-04,
+	 2.318964279088673e-04,
+	 2.315295490063770e-04,
+	 2.311625787184452e-04,
+	 2.307955171899766e-04,
+	 2.304283645648822e-04,
+	 2.300611209881042e-04,
+	 2.296937866050587e-04,
+	 2.293263615609972e-04,
+	 2.289588460012369e-04,
+	 2.285912400689554e-04,
+	 2.282235439115148e-04,
+	 2.278557576727862e-04,
+	 2.274878814979286e-04,
+	 2.271199155329396e-04,
+	 2.267518599218301e-04,
+	 2.263837148108378e-04,
+	 2.260154803451484e-04,
+	 2.256471566698218e-04,
+	 2.252787439312427e-04,
+	 2.249102422727228e-04,
+	 2.245416518420014e-04,
+	 2.241729727826913e-04,
+	 2.238042052416144e-04,
+	 2.234353493635957e-04,
+	 2.230664052939386e-04,
+	 2.226973731799524e-04,
+	 2.223282531653956e-04,
+	 2.219590453968007e-04,
+	 2.215897500203417e-04,
+	 2.212203671809809e-04,
+	 2.208508970238403e-04,
+	 2.204813396971534e-04,
+	 2.201116953442794e-04,
+	 2.197419641124422e-04,
+	 2.193721461480378e-04,
+	 2.190022415954654e-04,
+	 2.186322506018772e-04,
+	 2.182621733126213e-04,
+	 2.178920098747760e-04,
+	 2.175217604332767e-04,
+	 2.171514251351459e-04,
+	 2.167810041260120e-04,
+	 2.164104975522181e-04,
+	 2.160399055602981e-04,
+	 2.156692282960792e-04,
+	 2.152984659062623e-04,
+	 2.149276185373269e-04,
+	 2.145566863352459e-04,
+	 2.141856694456463e-04,
+	 2.138145680168564e-04,
+	 2.134433821936961e-04,
+	 2.130721121242037e-04,
+	 2.127007579535289e-04,
+	 2.123293198287495e-04,
+	 2.119577978954715e-04,
+	 2.115861923028274e-04,
+	 2.112145031952326e-04,
+	 2.108427307202805e-04,
+	 2.104708750250543e-04,
+	 2.100989362557029e-04,
+	 2.097269145585748e-04,
+	 2.093548100813890e-04,
+	 2.089826229707156e-04,
+	 2.086103533742332e-04,
+	 2.082380014379847e-04,
+	 2.078655673086347e-04,
+	 2.074930511338616e-04,
+	 2.071204530605710e-04,
+	 2.067477732352203e-04,
+	 2.063750118060664e-04,
+	 2.060021689195499e-04,
+	 2.056292447224924e-04,
+	 2.052562393628904e-04,
+	 2.048831529878377e-04,
+	 2.045099857435112e-04,
+	 2.041367377788688e-04,
+	 2.037634092401756e-04,
+	 2.033900002746594e-04,
+	 2.030165110302390e-04,
+	 2.026429416533492e-04,
+	 2.022692922935429e-04,
+	 2.018955630966133e-04,
+	 2.015217542098335e-04,
+	 2.011478657825554e-04,
+	 2.007738979599427e-04,
+	 2.003998508913979e-04,
+	 2.000257247237990e-04,
+	 1.996515196051324e-04,
+	 1.992772356825568e-04,
+	 1.989028731053549e-04,
+	 1.985284320195638e-04,
+	 1.981539125733219e-04,
+	 1.977793149141132e-04,
+	 1.974046391912657e-04,
+	 1.970298855518466e-04,
+	 1.966550541431701e-04,
+	 1.962801451141000e-04,
+	 1.959051586122128e-04,
+	 1.955300947851386e-04,
+	 1.951549537818725e-04,
+	 1.947797357499740e-04,
+	 1.944044408366891e-04,
+	 1.940290691917959e-04,
+	 1.936536209620308e-04,
+	 1.932780962961826e-04,
+	 1.929024953428252e-04,
+	 1.925268182496968e-04,
+	 1.921510651651717e-04,
+	 1.917752362373554e-04,
+	 1.913993316153905e-04,
+	 1.910233514466159e-04,
+	 1.906472958811964e-04,
+	 1.902711650647789e-04,
+	 1.898949591474082e-04,
+	 1.895186782785423e-04,
+	 1.891423226050510e-04,
+	 1.887658922758379e-04,
+	 1.883893874399764e-04,
+	 1.880128082460827e-04,
+	 1.876361548422698e-04,
+	 1.872594273778362e-04,
+	 1.868826260011683e-04,
+	 1.865057508601016e-04,
+	 1.861288021055772e-04,
+	 1.857517798840616e-04,
+	 1.853746843456192e-04,
+	 1.849975156388936e-04,
+	 1.846202739120640e-04,
+	 1.842429593152028e-04,
+	 1.838655719964643e-04,
+	 1.834881121057443e-04,
+	 1.831105797905581e-04,
+	 1.827329752001840e-04,
+	 1.823552984854751e-04,
+	 1.819775497933428e-04,
+	 1.815997292741205e-04,
+	 1.812218370757326e-04,
+	 1.808438733491308e-04,
+	 1.804658382424127e-04,
+	 1.800877319045777e-04,
+	 1.797095544849302e-04,
+	 1.793313061331756e-04,
+	 1.789529869986419e-04,
+	 1.785745972304970e-04,
+	 1.781961369780506e-04,
+	 1.778176063899672e-04,
+	 1.774390056168301e-04,
+	 1.770603348078628e-04,
+	 1.766815941113189e-04,
+	 1.763027836783566e-04,
+	 1.759239036572885e-04,
+	 1.755449541985493e-04,
+	 1.751659354517338e-04,
+	 1.747868475656192e-04,
+	 1.744076906896766e-04,
+	 1.740284649745192e-04,
+	 1.736491705697041e-04,
+	 1.732698076245096e-04,
+	 1.728903762891188e-04,
+	 1.725108767120747e-04,
+	 1.721313090448217e-04,
+	 1.717516734358256e-04,
+	 1.713719700368094e-04,
+	 1.709921989944953e-04,
+	 1.706123604622943e-04,
+	 1.702324545879209e-04,
+	 1.698524815220939e-04,
+	 1.694724414141882e-04,
+	 1.690923344153143e-04,
+	 1.687121606744735e-04,
+	 1.683319203413562e-04,
+	 1.679516135676414e-04,
+	 1.675712405026361e-04,
+	 1.671908012957561e-04,
+	 1.668102960976754e-04,
+	 1.664297250586548e-04,
+	 1.660490883300532e-04,
+	 1.656683860596722e-04,
+	 1.652876184001348e-04,
+	 1.649067854998451e-04,
+	 1.645258875107106e-04,
+	 1.641449245823139e-04,
+	 1.637638968645009e-04,
+	 1.633828045091677e-04,
+	 1.630016476653016e-04,
+	 1.626204264831136e-04,
+	 1.622391411143441e-04,
+	 1.618577917089733e-04,
+	 1.614763784175732e-04,
+	 1.610949013907478e-04,
+	 1.607133607791841e-04,
+	 1.603317567329163e-04,
+	 1.599500894023854e-04,
+	 1.595683589394135e-04,
+	 1.591865654930479e-04,
+	 1.588047092154838e-04,
+	 1.584227902566763e-04,
+	 1.580408087677157e-04,
+	 1.576587648994622e-04,
+	 1.572766588030612e-04,
+	 1.568944906273415e-04,
+	 1.565122605254407e-04,
+	 1.561299686474162e-04,
+	 1.557476151433860e-04,
+	 1.553652001653039e-04,
+	 1.549827238634884e-04,
+	 1.546001863892717e-04,
+	 1.542175878939959e-04,
+	 1.538349285275857e-04,
+	 1.534522084433435e-04,
+	 1.530694277883256e-04,
+	 1.526865867176077e-04,
+	 1.523036853806588e-04,
+	 1.519207239272822e-04,
+	 1.515377025120099e-04,
+	 1.511546212832247e-04,
+	 1.507714803919522e-04,
+	 1.503882799906289e-04,
+	 1.500050202306276e-04,
+	 1.496217012641095e-04,
+	 1.492383232398284e-04,
+	 1.488548863106759e-04,
+	 1.484713906268956e-04,
+	 1.480878363419589e-04,
+	 1.477042236058660e-04,
+	 1.473205525695710e-04,
+	 1.469368233854797e-04,
+	 1.465530362031210e-04,
+	 1.461691911771292e-04,
+	 1.457852884570325e-04,
+	 1.454013281948481e-04,
+	 1.450173105425354e-04,
+	 1.446332356494989e-04,
+	 1.442491036700635e-04,
+	 1.438649147549203e-04,
+	 1.434806690559252e-04,
+	 1.430963667233998e-04,
+	 1.427120079110142e-04,
+	 1.423275927683815e-04,
+	 1.419431214476940e-04,
+	 1.415585941035836e-04,
+	 1.411740108832741e-04,
+	 1.407893719417729e-04,
+	 1.404046774301298e-04,
+	 1.400199275002043e-04,
+	 1.396351223036889e-04,
+	 1.392502619920174e-04,
+	 1.388653467170688e-04,
+	 1.384803766325935e-04,
+	 1.380953518888432e-04,
+	 1.377102726370039e-04,
+	 1.373251390314144e-04,
+	 1.369399512219494e-04,
+	 1.365547093620471e-04,
+	 1.361694136045407e-04,
+	 1.357840640984470e-04,
+	 1.353986609976105e-04,
+	 1.350132044558853e-04,
+	 1.346276946213199e-04,
+	 1.342421316507116e-04,
+	 1.338565156937744e-04,
+	 1.334708469016801e-04,
+	 1.330851254289941e-04,
+	 1.326993514256334e-04,
+	 1.323135250471828e-04,
+	 1.319276464420403e-04,
+	 1.315417157664387e-04,
+	 1.311557331683816e-04,
+	 1.307696988042698e-04,
+	 1.303836128229531e-04,
+	 1.299974753790855e-04,
+	 1.296112866251243e-04,
+	 1.292250467133533e-04,
+	 1.288387557946632e-04,
+	 1.284524140235717e-04,
+	 1.280660215502940e-04,
+	 1.276795785295555e-04,
+	 1.272930851139742e-04,
+	 1.269065414545336e-04,
+	 1.265199477040235e-04,
+	 1.261333040142998e-04,
+	 1.257466105412958e-04,
+	 1.253598674337975e-04,
+	 1.249730748470151e-04,
+	 1.245862329330305e-04,
+	 1.241993418423605e-04,
+	 1.238124017313848e-04,
+	 1.234254127507875e-04,
+	 1.230383750522546e-04,
+	 1.226512887910341e-04,
+	 1.222641541188861e-04,
+	 1.218769711881080e-04,
+	 1.214897401516819e-04,
+	 1.211024611620411e-04,
+	 1.207151343736642e-04,
+	 1.203277599375793e-04,
+	 1.199403380084779e-04,
+	 1.195528687379955e-04,
+	 1.191653522795650e-04,
+	 1.187777887839013e-04,
+	 1.183901784088470e-04,
+	 1.180025213029248e-04,
+	 1.176148176204122e-04,
+	 1.172270675160659e-04,
+	 1.168392711417371e-04,
+	 1.164514286488634e-04,
+	 1.160635401935752e-04,
+	 1.156756059268026e-04,
+	 1.152876260011528e-04,
+	 1.148996005717352e-04,
+	 1.145115297909046e-04,
+	 1.141234138118102e-04,
+	 1.137352527873879e-04,
+	 1.133470468722491e-04,
+	 1.129587962173100e-04,
+	 1.125705009757695e-04,
+	 1.121821613036203e-04,
+	 1.117937773521273e-04,
+	 1.114053492757775e-04,
+	 1.110168772269773e-04,
+	 1.106283613580635e-04,
+	 1.102398018257169e-04,
+	 1.098511987793225e-04,
+	 1.094625523752495e-04,
+	 1.090738627650504e-04,
+	 1.086851301021314e-04,
+	 1.082963545415241e-04,
+	 1.079075362345124e-04,
+	 1.075186753370153e-04,
+	 1.071297720016758e-04,
+	 1.067408263821736e-04,
+	 1.063518386299136e-04,
+	 1.059628089016359e-04,
+	 1.055737373462861e-04,
+	 1.051846241232085e-04,
+	 1.047954693821035e-04,
+	 1.044062732778376e-04,
+	 1.040170359643481e-04,
+	 1.036277575949719e-04,
+	 1.032384383231154e-04,
+	 1.028490783019434e-04,
+	 1.024596776851532e-04,
+	 1.020702366292262e-04,
+	 1.016807552832619e-04,
+	 1.012912338038130e-04,
+	 1.009016723450495e-04,
+	 1.005120710586266e-04,
+	 1.001224301006458e-04,
+	 9.973274962318625e-05,
+	 9.934302978140069e-05,
+	 9.895327072912864e-05,
+	 9.856347261721133e-05,
+	 9.817363560451091e-05,
+	 9.778375983910324e-05,
+	 9.739384547955711e-05,
+	 9.700389267851904e-05,
+	 9.661390158929014e-05,
+	 9.622387236594623e-05,
+	 9.583380516169227e-05,
+	 9.544370013371267e-05,
+	 9.505355743155006e-05,
+	 9.466337720990975e-05,
+	 9.427315962767892e-05,
+	 9.388290483325177e-05,
+	 9.349261298256864e-05,
+	 9.310228423047216e-05,
+	 9.271191873096626e-05,
+	 9.232151663510942e-05,
+	 9.193107810317785e-05,
+	 9.154060328375660e-05,
+	 9.115009233260759e-05,
+	 9.075954540423977e-05,
+	 9.036896265139633e-05,
+	 8.997834423053302e-05,
+	 8.958769029518601e-05,
+	 8.919700099808029e-05,
+	 8.880627649659037e-05,
+	 8.841551694106225e-05,
+	 8.802472248730652e-05,
+	 8.763389328883085e-05,
+	 8.724302950290486e-05,
+	 8.685213128117572e-05,
+	 8.646119877855770e-05,
+	 8.607023214766979e-05,
+	 8.567923154545622e-05,
+	 8.528819712679954e-05,
+	 8.489712904126891e-05,
+	 8.450602744994464e-05,
+	 8.411489250183786e-05,
+	 8.372372435221428e-05,
+	 8.333252315822167e-05,
+	 8.294128907110016e-05,
+	 8.255002224671039e-05,
+	 8.215872283863294e-05,
+	 8.176739100288299e-05,
+	 8.137602689364404e-05,
+	 8.098463066597581e-05,
+	 8.059320247048232e-05,
+	 8.020174246764378e-05,
+	 7.981025080590855e-05,
+	 7.941872764421552e-05,
+	 7.902717313564044e-05,
+	 7.863558743319620e-05,
+	 7.824397069311407e-05,
+	 7.785232307213077e-05,
+	 7.746064471960257e-05,
+	 7.706893579445424e-05,
+	 7.667719644856037e-05,
+	 7.628542683887226e-05,
+	 7.589362711868172e-05,
+	 7.550179744326617e-05,
+	 7.510993796599932e-05,
+	 7.471804884252410e-05,
+	 7.432613022641832e-05,
+	 7.393418227496131e-05,
+	 7.354220514102986e-05,
+	 7.315019898155956e-05,
+	 7.275816394673754e-05,
+	 7.236610019440714e-05,
+	 7.197400787938955e-05,
+	 7.158188715570165e-05,
+	 7.118973817790561e-05,
+	 7.079756110056347e-05,
+	 7.040535607907874e-05,
+	 7.001312326963224e-05,
+	 6.962086282388699e-05,
+	 6.922857490098878e-05,
+	 6.883625965271705e-05,
+	 6.844391723306542e-05,
+	 6.805154779862556e-05,
+	 6.765915150244778e-05,
+	 6.726672850241030e-05,
+	 6.687427895012881e-05,
+	 6.648180300467884e-05,
+	 6.608930081907467e-05,
+	 6.569677254621874e-05,
+	 6.530421834041504e-05,
+	 6.491163836123763e-05,
+	 6.451903276031043e-05,
+	 6.412640169533940e-05,
+	 6.373374531646440e-05,
+	 6.334106378405790e-05,
+	 6.294835724790345e-05,
+	 6.255562586861984e-05,
+	 6.216286979746446e-05,
+	 6.177008918968614e-05,
+	 6.137728419841923e-05,
+	 6.098445498543843e-05,
+	 6.059160170043561e-05,
+	 6.019872449896147e-05,
+	 5.980582353508762e-05,
+	 5.941289896631685e-05,
+	 5.901995094921994e-05,
+	 5.862697963333669e-05,
+	 5.823398517928101e-05,
+	 5.784096774057170e-05,
+	 5.744792747176530e-05,
+	 5.705486452483136e-05,
+	 5.666177906026646e-05,
+	 5.626867123302761e-05,
+	 5.587554119254959e-05,
+	 5.548238910202844e-05,
+	 5.508921510788812e-05,
+	 5.469601937144993e-05,
+	 5.430280204568531e-05,
+	 5.390956328655539e-05,
+	 5.351630325096498e-05,
+	 5.312302209158545e-05,
+	 5.272971996186675e-05,
+	 5.233639701978578e-05,
+	 5.194305342337709e-05,
+	 5.154968932351106e-05,
+	 5.115630487646047e-05,
+	 5.076290023781856e-05,
+	 5.036947556272298e-05,
+	 4.997603100461701e-05,
+	 4.958256672101606e-05,
+	 4.918908286773508e-05,
+	 4.879557960053133e-05,
+	 4.840205707034650e-05,
+	 4.800851544198063e-05,
+	 4.761495485715089e-05,
+	 4.722137548202861e-05,
+	 4.682777746930432e-05,
+	 4.643416097316290e-05,
+	 4.604052614504553e-05,
+	 4.564687314707027e-05,
+	 4.525320213529415e-05,
+	 4.485951325743296e-05,
+	 4.446580667493457e-05,
+	 4.407208254216379e-05,
+	 4.367834101235882e-05,
+	 4.328458224262764e-05,
+	 4.289080638926642e-05,
+	 4.249701360853457e-05,
+	 4.210320405111855e-05,
+	 4.170937787334214e-05,
+	 4.131553523670950e-05,
+	 4.092167629402477e-05,
+	 4.052780119285966e-05,
+	 4.013391009880438e-05,
+	 3.974000316332509e-05,
+	 3.934608054482744e-05,
+	 3.895214239344983e-05,
+	 3.855818886796110e-05,
+	 3.816422012406606e-05,
+	 3.777023631558019e-05,
+	 3.737623759961558e-05,
+	 3.698222413256360e-05,
+	 3.658819606898828e-05,
+	 3.619415355896783e-05,
+	 3.580009676421725e-05,
+	 3.540602584001236e-05,
+	 3.501194094136184e-05,
+	 3.461784222625275e-05,
+	 3.422372984128839e-05,
+	 3.382960395220756e-05,
+	 3.343546470625303e-05,
+	 3.304131226628532e-05,
+	 3.264714678931476e-05,
+	 3.225296842167827e-05,
+	 3.185877731818632e-05,
+	 3.146457365118839e-05,
+	 3.107035755314027e-05,
+	 3.067612920327003e-05,
+	 3.028188873463122e-05,
+	 2.988763631923654e-05,
+	 2.949337210648327e-05,
+	 2.909909625655360e-05,
+	 2.870480891332929e-05,
+	 2.831051024050945e-05,
+	 2.791620040138838e-05,
+	 2.752187953377913e-05,
+	 2.712754781421039e-05,
+	 2.673320537848803e-05,
+	 2.633885239413270e-05,
+	 2.594448901262844e-05,
+	 2.555011539275585e-05,
+	 2.515573168735740e-05,
+	 2.476133804867249e-05,
+	 2.436693463850717e-05,
+	 2.397252161190611e-05,
+	 2.357809912616648e-05,
+	 2.318366733139895e-05,
+	 2.278922638862355e-05,
+	 2.239477644353030e-05,
+	 2.200031766471293e-05,
+	 2.160585020366140e-05,
+	 2.121137420731362e-05,
+	 2.081688984551045e-05,
+	 2.042239726350856e-05,
+	 2.002789662203610e-05,
+	 1.963338807543411e-05,
+	 1.923887178667568e-05,
+	 1.884434788899938e-05,
+	 1.844981657027173e-05,
+	 1.805527795459658e-05,
+	 1.766073222351063e-05,
+	 1.726617951652579e-05,
+	 1.687161999593914e-05,
+	 1.647705380774646e-05,
+	 1.608248112171249e-05,
+	 1.568790209278624e-05,
+	 1.529331687261776e-05,
+	 1.489872561233522e-05,
+	 1.450412847643540e-05,
+	 1.410952559792103e-05,
+	 1.371491717226208e-05,
+	 1.332030331747572e-05,
+	 1.292568421694196e-05,
+	 1.253106000748985e-05,
+	 1.213643086235614e-05,
+	 1.174179691045990e-05,
+	 1.134715833669453e-05,
+	 1.095251528286557e-05,
+	 1.055786790041504e-05,
+	 1.016321635593315e-05,
+	 9.768560793783854e-06,
+	 9.373901382873813e-06,
+	 8.979238283446009e-06,
+	 8.584571627627556e-06,
+	 8.189901580852119e-06,
+	 7.795228314173757e-06,
+	 7.400551980805749e-06,
+	 7.005872720375008e-06,
+	 6.611190683273135e-06,
+	 6.216506078925673e-06,
+	 5.821818973682805e-06,
+	 5.427129630022263e-06,
+	 5.032438122689845e-06,
+	 4.637744673454331e-06,
+	 4.243049412429516e-06,
+	 3.848352564833629e-06,
+	 3.453654255165420e-06,
+	 3.058954680077266e-06,
+	 2.664254217133740e-06,
+	 2.269553150625779e-06,
+	 1.874852422670078e-06,
+	 1.480153958519865e-06,
+	 1.085465123675602e-06,
+	 6.908266104348143e-07,
+	 2.967708115050575e-07
+};
+constant double Gauss5000Z[5000]={
+	-9.999998843594127e-01,
+	-9.999993906966838e-01,
+	-9.999985025597460e-01,
+	-9.999972197516868e-01,
+	-9.999955422488499e-01,
+	-9.999934700461274e-01,
+	-9.999910031424144e-01,
+	-9.999881415378994e-01,
+	-9.999848852333429e-01,
+	-9.999812342298391e-01,
+	-9.999771885287215e-01,
+	-9.999727481315230e-01,
+	-9.999679130399564e-01,
+	-9.999626832559038e-01,
+	-9.999570587814121e-01,
+	-9.999510396186888e-01,
+	-9.999446257701015e-01,
+	-9.999378172381750e-01,
+	-9.999306140255922e-01,
+	-9.999230161351929e-01,
+	-9.999150235699730e-01,
+	-9.999066363330852e-01,
+	-9.998978544278384e-01,
+	-9.998886778576976e-01,
+	-9.998791066262838e-01,
+	-9.998691407373738e-01,
+	-9.998587801949006e-01,
+	-9.998480250029530e-01,
+	-9.998368751657757e-01,
+	-9.998253306877691e-01,
+	-9.998133915734896e-01,
+	-9.998010578276494e-01,
+	-9.997883294551163e-01,
+	-9.997752064609142e-01,
+	-9.997616888502225e-01,
+	-9.997477766283768e-01,
+	-9.997334698008677e-01,
+	-9.997187683733426e-01,
+	-9.997036723516038e-01,
+	-9.996881817416099e-01,
+	-9.996722965494749e-01,
+	-9.996560167814686e-01,
+	-9.996393424440169e-01,
+	-9.996222735437010e-01,
+	-9.996048100872582e-01,
+	-9.995869520815813e-01,
+	-9.995686995337189e-01,
+	-9.995500524508754e-01,
+	-9.995310108404106e-01,
+	-9.995115747098408e-01,
+	-9.994917440668371e-01,
+	-9.994715189192268e-01,
+	-9.994508992749930e-01,
+	-9.994298851422743e-01,
+	-9.994084765293649e-01,
+	-9.993866734447152e-01,
+	-9.993644758969308e-01,
+	-9.993418838947731e-01,
+	-9.993188974471594e-01,
+	-9.992955165631625e-01,
+	-9.992717412520110e-01,
+	-9.992475715230891e-01,
+	-9.992230073859366e-01,
+	-9.991980488502492e-01,
+	-9.991726959258782e-01,
+	-9.991469486228305e-01,
+	-9.991208069512686e-01,
+	-9.990942709215108e-01,
+	-9.990673405440310e-01,
+	-9.990400158294589e-01,
+	-9.990122967885794e-01,
+	-9.989841834323336e-01,
+	-9.989556757718179e-01,
+	-9.989267738182843e-01,
+	-9.988974775831408e-01,
+	-9.988677870779507e-01,
+	-9.988377023144328e-01,
+	-9.988072233044618e-01,
+	-9.987763500600682e-01,
+	-9.987450825934373e-01,
+	-9.987134209169111e-01,
+	-9.986813650429861e-01,
+	-9.986489149843153e-01,
+	-9.986160707537068e-01,
+	-9.985828323641244e-01,
+	-9.985491998286873e-01,
+	-9.985151731606706e-01,
+	-9.984807523735048e-01,
+	-9.984459374807759e-01,
+	-9.984107284962256e-01,
+	-9.983751254337510e-01,
+	-9.983391283074048e-01,
+	-9.983027371313952e-01,
+	-9.982659519200862e-01,
+	-9.982287726879969e-01,
+	-9.981911994498023e-01,
+	-9.981532322203326e-01,
+	-9.981148710145737e-01,
+	-9.980761158476671e-01,
+	-9.980369667349095e-01,
+	-9.979974236917534e-01,
+	-9.979574867338065e-01,
+	-9.979171558768322e-01,
+	-9.978764311367492e-01,
+	-9.978353125296320e-01,
+	-9.977938000717101e-01,
+	-9.977518937793688e-01,
+	-9.977095936691487e-01,
+	-9.976668997577459e-01,
+	-9.976238120620119e-01,
+	-9.975803305989536e-01,
+	-9.975364553857333e-01,
+	-9.974921864396690e-01,
+	-9.974475237782336e-01,
+	-9.974024674190559e-01,
+	-9.973570173799199e-01,
+	-9.973111736787648e-01,
+	-9.972649363336853e-01,
+	-9.972183053629318e-01,
+	-9.971712807849096e-01,
+	-9.971238626181795e-01,
+	-9.970760508814578e-01,
+	-9.970278455936161e-01,
+	-9.969792467736811e-01,
+	-9.969302544408352e-01,
+	-9.968808686144157e-01,
+	-9.968310893139156e-01,
+	-9.967809165589830e-01,
+	-9.967303503694215e-01,
+	-9.966793907651896e-01,
+	-9.966280377664015e-01,
+	-9.965762913933265e-01,
+	-9.965241516663890e-01,
+	-9.964716186061688e-01,
+	-9.964186922334012e-01,
+	-9.963653725689764e-01,
+	-9.963116596339400e-01,
+	-9.962575534494926e-01,
+	-9.962030540369904e-01,
+	-9.961481614179445e-01,
+	-9.960928756140213e-01,
+	-9.960371966470425e-01,
+	-9.959811245389847e-01,
+	-9.959246593119800e-01,
+	-9.958678009883155e-01,
+	-9.958105495904334e-01,
+	-9.957529051409312e-01,
+	-9.956948676625614e-01,
+	-9.956364371782318e-01,
+	-9.955776137110051e-01,
+	-9.955183972840993e-01,
+	-9.954587879208874e-01,
+	-9.953987856448975e-01,
+	-9.953383904798129e-01,
+	-9.952776024494718e-01,
+	-9.952164215778677e-01,
+	-9.951548478891488e-01,
+	-9.950928814076186e-01,
+	-9.950305221577358e-01,
+	-9.949677701641138e-01,
+	-9.949046254515209e-01,
+	-9.948410880448810e-01,
+	-9.947771579692725e-01,
+	-9.947128352499289e-01,
+	-9.946481199122388e-01,
+	-9.945830119817456e-01,
+	-9.945175114841477e-01,
+	-9.944516184452986e-01,
+	-9.943853328912067e-01,
+	-9.943186548480351e-01,
+	-9.942515843421018e-01,
+	-9.941841213998803e-01,
+	-9.941162660479983e-01,
+	-9.940480183132387e-01,
+	-9.939793782225393e-01,
+	-9.939103458029928e-01,
+	-9.938409210818464e-01,
+	-9.937711040865025e-01,
+	-9.937008948445183e-01,
+	-9.936302933836056e-01,
+	-9.935592997316314e-01,
+	-9.934879139166171e-01,
+	-9.934161359667391e-01,
+	-9.933439659103285e-01,
+	-9.932714037758712e-01,
+	-9.931984495920079e-01,
+	-9.931251033875340e-01,
+	-9.930513651913996e-01,
+	-9.929772350327095e-01,
+	-9.929027129407233e-01,
+	-9.928277989448553e-01,
+	-9.927524930746744e-01,
+	-9.926767953599043e-01,
+	-9.926007058304231e-01,
+	-9.925242245162640e-01,
+	-9.924473514476143e-01,
+	-9.923700866548164e-01,
+	-9.922924301683670e-01,
+	-9.922143820189177e-01,
+	-9.921359422372742e-01,
+	-9.920571108543973e-01,
+	-9.919778879014022e-01,
+	-9.918982734095585e-01,
+	-9.918182674102904e-01,
+	-9.917378699351770e-01,
+	-9.916570810159512e-01,
+	-9.915759006845011e-01,
+	-9.914943289728688e-01,
+	-9.914123659132512e-01,
+	-9.913300115379995e-01,
+	-9.912472658796194e-01,
+	-9.911641289707711e-01,
+	-9.910806008442692e-01,
+	-9.909966815330825e-01,
+	-9.909123710703346e-01,
+	-9.908276694893032e-01,
+	-9.907425768234204e-01,
+	-9.906570931062728e-01,
+	-9.905712183716012e-01,
+	-9.904849526533008e-01,
+	-9.903982959854213e-01,
+	-9.903112484021663e-01,
+	-9.902238099378942e-01,
+	-9.901359806271171e-01,
+	-9.900477605045018e-01,
+	-9.899591496048694e-01,
+	-9.898701479631951e-01,
+	-9.897807556146080e-01,
+	-9.896909725943920e-01,
+	-9.896007989379848e-01,
+	-9.895102346809784e-01,
+	-9.894192798591191e-01,
+	-9.893279345083072e-01,
+	-9.892361986645972e-01,
+	-9.891440723641978e-01,
+	-9.890515556434714e-01,
+	-9.889586485389351e-01,
+	-9.888653510872598e-01,
+	-9.887716633252704e-01,
+	-9.886775852899461e-01,
+	-9.885831170184199e-01,
+	-9.884882585479788e-01,
+	-9.883930099160642e-01,
+	-9.882973711602711e-01,
+	-9.882013423183484e-01,
+	-9.881049234281996e-01,
+	-9.880081145278814e-01,
+	-9.879109156556050e-01,
+	-9.878133268497351e-01,
+	-9.877153481487906e-01,
+	-9.876169795914443e-01,
+	-9.875182212165227e-01,
+	-9.874190730630062e-01,
+	-9.873195351700292e-01,
+	-9.872196075768798e-01,
+	-9.871192903229998e-01,
+	-9.870185834479851e-01,
+	-9.869174869915852e-01,
+	-9.868160009937034e-01,
+	-9.867141254943966e-01,
+	-9.866118605338760e-01,
+	-9.865092061525056e-01,
+	-9.864061623908039e-01,
+	-9.863027292894428e-01,
+	-9.861989068892479e-01,
+	-9.860946952311984e-01,
+	-9.859900943564271e-01,
+	-9.858851043062207e-01,
+	-9.857797251220192e-01,
+	-9.856739568454161e-01,
+	-9.855677995181592e-01,
+	-9.854612531821489e-01,
+	-9.853543178794399e-01,
+	-9.852469936522400e-01,
+	-9.851392805429106e-01,
+	-9.850311785939665e-01,
+	-9.849226878480764e-01,
+	-9.848138083480619e-01,
+	-9.847045401368985e-01,
+	-9.845948832577148e-01,
+	-9.844848377537930e-01,
+	-9.843744036685688e-01,
+	-9.842635810456307e-01,
+	-9.841523699287213e-01,
+	-9.840407703617362e-01,
+	-9.839287823887242e-01,
+	-9.838164060538875e-01,
+	-9.837036414015817e-01,
+	-9.835904884763157e-01,
+	-9.834769473227515e-01,
+	-9.833630179857042e-01,
+	-9.832487005101426e-01,
+	-9.831339949411881e-01,
+	-9.830189013241158e-01,
+	-9.829034197043537e-01,
+	-9.827875501274830e-01,
+	-9.826712926392380e-01,
+	-9.825546472855061e-01,
+	-9.824376141123280e-01,
+	-9.823201931658971e-01,
+	-9.822023844925601e-01,
+	-9.820841881388168e-01,
+	-9.819656041513199e-01,
+	-9.818466325768750e-01,
+	-9.817272734624409e-01,
+	-9.816075268551293e-01,
+	-9.814873928022048e-01,
+	-9.813668713510848e-01,
+	-9.812459625493398e-01,
+	-9.811246664446932e-01,
+	-9.810029830850212e-01,
+	-9.808809125183529e-01,
+	-9.807584547928700e-01,
+	-9.806356099569075e-01,
+	-9.805123780589525e-01,
+	-9.803887591476457e-01,
+	-9.802647532717799e-01,
+	-9.801403604803007e-01,
+	-9.800155808223070e-01,
+	-9.798904143470497e-01,
+	-9.797648611039327e-01,
+	-9.796389211425126e-01,
+	-9.795125945124984e-01,
+	-9.793858812637520e-01,
+	-9.792587814462879e-01,
+	-9.791312951102729e-01,
+	-9.790034223060264e-01,
+	-9.788751630840207e-01,
+	-9.787465174948803e-01,
+	-9.786174855893822e-01,
+	-9.784880674184562e-01,
+	-9.783582630331841e-01,
+	-9.782280724848004e-01,
+	-9.780974958246920e-01,
+	-9.779665331043983e-01,
+	-9.778351843756108e-01,
+	-9.777034496901738e-01,
+	-9.775713291000833e-01,
+	-9.774388226574883e-01,
+	-9.773059304146895e-01,
+	-9.771726524241404e-01,
+	-9.770389887384464e-01,
+	-9.769049394103654e-01,
+	-9.767705044928072e-01,
+	-9.766356840388339e-01,
+	-9.765004781016602e-01,
+	-9.763648867346522e-01,
+	-9.762289099913286e-01,
+	-9.760925479253604e-01,
+	-9.759558005905701e-01,
+	-9.758186680409326e-01,
+	-9.756811503305751e-01,
+	-9.755432475137763e-01,
+	-9.754049596449673e-01,
+	-9.752662867787311e-01,
+	-9.751272289698023e-01,
+	-9.749877862730680e-01,
+	-9.748479587435670e-01,
+	-9.747077464364898e-01,
+	-9.745671494071790e-01,
+	-9.744261677111290e-01,
+	-9.742848014039859e-01,
+	-9.741430505415479e-01,
+	-9.740009151797646e-01,
+	-9.738583953747377e-01,
+	-9.737154911827206e-01,
+	-9.735722026601181e-01,
+	-9.734285298634872e-01,
+	-9.732844728495360e-01,
+	-9.731400316751248e-01,
+	-9.729952063972650e-01,
+	-9.728499970731203e-01,
+	-9.727044037600052e-01,
+	-9.725584265153864e-01,
+	-9.724120653968817e-01,
+	-9.722653204622607e-01,
+	-9.721181917694444e-01,
+	-9.719706793765052e-01,
+	-9.718227833416671e-01,
+	-9.716745037233053e-01,
+	-9.715258405799466e-01,
+	-9.713767939702692e-01,
+	-9.712273639531025e-01,
+	-9.710775505874274e-01,
+	-9.709273539323758e-01,
+	-9.707767740472313e-01,
+	-9.706258109914284e-01,
+	-9.704744648245532e-01,
+	-9.703227356063429e-01,
+	-9.701706233966854e-01,
+	-9.700181282556205e-01,
+	-9.698652502433388e-01,
+	-9.697119894201819e-01,
+	-9.695583458466429e-01,
+	-9.694043195833655e-01,
+	-9.692499106911447e-01,
+	-9.690951192309266e-01,
+	-9.689399452638081e-01,
+	-9.687843888510372e-01,
+	-9.686284500540129e-01,
+	-9.684721289342850e-01,
+	-9.683154255535542e-01,
+	-9.681583399736722e-01,
+	-9.680008722566416e-01,
+	-9.678430224646155e-01,
+	-9.676847906598982e-01,
+	-9.675261769049446e-01,
+	-9.673671812623603e-01,
+	-9.672078037949018e-01,
+	-9.670480445654762e-01,
+	-9.668879036371413e-01,
+	-9.667273810731055e-01,
+	-9.665664769367280e-01,
+	-9.664051912915185e-01,
+	-9.662435242011371e-01,
+	-9.660814757293948e-01,
+	-9.659190459402530e-01,
+	-9.657562348978235e-01,
+	-9.655930426663687e-01,
+	-9.654294693103015e-01,
+	-9.652655148941850e-01,
+	-9.651011794827330e-01,
+	-9.649364631408095e-01,
+	-9.647713659334288e-01,
+	-9.646058879257559e-01,
+	-9.644400291831055e-01,
+	-9.642737897709431e-01,
+	-9.641071697548842e-01,
+	-9.639401692006947e-01,
+	-9.637727881742905e-01,
+	-9.636050267417378e-01,
+	-9.634368849692528e-01,
+	-9.632683629232021e-01,
+	-9.630994606701021e-01,
+	-9.629301782766195e-01,
+	-9.627605158095709e-01,
+	-9.625904733359230e-01,
+	-9.624200509227923e-01,
+	-9.622492486374457e-01,
+	-9.620780665472993e-01,
+	-9.619065047199201e-01,
+	-9.617345632230241e-01,
+	-9.615622421244776e-01,
+	-9.613895414922966e-01,
+	-9.612164613946470e-01,
+	-9.610430018998445e-01,
+	-9.608691630763543e-01,
+	-9.606949449927915e-01,
+	-9.605203477179209e-01,
+	-9.603453713206571e-01,
+	-9.601700158700641e-01,
+	-9.599942814353556e-01,
+	-9.598181680858948e-01,
+	-9.596416758911948e-01,
+	-9.594648049209177e-01,
+	-9.592875552448756e-01,
+	-9.591099269330299e-01,
+	-9.589319200554912e-01,
+	-9.587535346825200e-01,
+	-9.585747708845258e-01,
+	-9.583956287320676e-01,
+	-9.582161082958538e-01,
+	-9.580362096467420e-01,
+	-9.578559328557391e-01,
+	-9.576752779940014e-01,
+	-9.574942451328343e-01,
+	-9.573128343436923e-01,
+	-9.571310456981793e-01,
+	-9.569488792680482e-01,
+	-9.567663351252010e-01,
+	-9.565834133416888e-01,
+	-9.564001139897119e-01,
+	-9.562164371416195e-01,
+	-9.560323828699098e-01,
+	-9.558479512472298e-01,
+	-9.556631423463757e-01,
+	-9.554779562402927e-01,
+	-9.552923930020747e-01,
+	-9.551064527049643e-01,
+	-9.549201354223533e-01,
+	-9.547334412277819e-01,
+	-9.545463701949395e-01,
+	-9.543589223976638e-01,
+	-9.541710979099416e-01,
+	-9.539828968059081e-01,
+	-9.537943191598472e-01,
+	-9.536053650461916e-01,
+	-9.534160345395225e-01,
+	-9.532263277145696e-01,
+	-9.530362446462111e-01,
+	-9.528457854094737e-01,
+	-9.526549500795330e-01,
+	-9.524637387317124e-01,
+	-9.522721514414841e-01,
+	-9.520801882844686e-01,
+	-9.518878493364348e-01,
+	-9.516951346732998e-01,
+	-9.515020443711292e-01,
+	-9.513085785061366e-01,
+	-9.511147371546841e-01,
+	-9.509205203932819e-01,
+	-9.507259282985883e-01,
+	-9.505309609474099e-01,
+	-9.503356184167012e-01,
+	-9.501399007835650e-01,
+	-9.499438081252521e-01,
+	-9.497473405191613e-01,
+	-9.495504980428393e-01,
+	-9.493532807739810e-01,
+	-9.491556887904289e-01,
+	-9.489577221701736e-01,
+	-9.487593809913537e-01,
+	-9.485606653322555e-01,
+	-9.483615752713130e-01,
+	-9.481621108871081e-01,
+	-9.479622722583705e-01,
+	-9.477620594639775e-01,
+	-9.475614725829541e-01,
+	-9.473605116944730e-01,
+	-9.471591768778547e-01,
+	-9.469574682125668e-01,
+	-9.467553857782249e-01,
+	-9.465529296545921e-01,
+	-9.463500999215787e-01,
+	-9.461468966592428e-01,
+	-9.459433199477897e-01,
+	-9.457393698675722e-01,
+	-9.455350464990906e-01,
+	-9.453303499229921e-01,
+	-9.451252802200718e-01,
+	-9.449198374712717e-01,
+	-9.447140217576810e-01,
+	-9.445078331605364e-01,
+	-9.443012717612216e-01,
+	-9.440943376412673e-01,
+	-9.438870308823516e-01,
+	-9.436793515662996e-01,
+	-9.434712997750833e-01,
+	-9.432628755908219e-01,
+	-9.430540790957815e-01,
+	-9.428449103723752e-01,
+	-9.426353695031628e-01,
+	-9.424254565708514e-01,
+	-9.422151716582947e-01,
+	-9.420045148484932e-01,
+	-9.417934862245942e-01,
+	-9.415820858698919e-01,
+	-9.413703138678271e-01,
+	-9.411581703019871e-01,
+	-9.409456552561064e-01,
+	-9.407327688140656e-01,
+	-9.405195110598923e-01,
+	-9.403058820777601e-01,
+	-9.400918819519898e-01,
+	-9.398775107670481e-01,
+	-9.396627686075486e-01,
+	-9.394476555582512e-01,
+	-9.392321717040619e-01,
+	-9.390163171300335e-01,
+	-9.388000919213649e-01,
+	-9.385834961634013e-01,
+	-9.383665299416342e-01,
+	-9.381491933417012e-01,
+	-9.379314864493863e-01,
+	-9.377134093506195e-01,
+	-9.374949621314770e-01,
+	-9.372761448781810e-01,
+	-9.370569576770998e-01,
+	-9.368374006147480e-01,
+	-9.366174737777855e-01,
+	-9.363971772530187e-01,
+	-9.361765111274001e-01,
+	-9.359554754880273e-01,
+	-9.357340704221445e-01,
+	-9.355122960171415e-01,
+	-9.352901523605536e-01,
+	-9.350676395400621e-01,
+	-9.348447576434942e-01,
+	-9.346215067588222e-01,
+	-9.343978869741646e-01,
+	-9.341738983777853e-01,
+	-9.339495410580937e-01,
+	-9.337248151036449e-01,
+	-9.334997206031392e-01,
+	-9.332742576454229e-01,
+	-9.330484263194871e-01,
+	-9.328222267144688e-01,
+	-9.325956589196500e-01,
+	-9.323687230244583e-01,
+	-9.321414191184665e-01,
+	-9.319137472913925e-01,
+	-9.316857076330998e-01,
+	-9.314573002335966e-01,
+	-9.312285251830366e-01,
+	-9.309993825717185e-01,
+	-9.307698724900861e-01,
+	-9.305399950287282e-01,
+	-9.303097502783786e-01,
+	-9.300791383299162e-01,
+	-9.298481592743647e-01,
+	-9.296168132028927e-01,
+	-9.293851002068136e-01,
+	-9.291530203775861e-01,
+	-9.289205738068129e-01,
+	-9.286877605862421e-01,
+	-9.284545808077662e-01,
+	-9.282210345634226e-01,
+	-9.279871219453931e-01,
+	-9.277528430460042e-01,
+	-9.275181979577272e-01,
+	-9.272831867731776e-01,
+	-9.270478095851155e-01,
+	-9.268120664864454e-01,
+	-9.265759575702167e-01,
+	-9.263394829296225e-01,
+	-9.261026426580008e-01,
+	-9.258654368488335e-01,
+	-9.256278655957471e-01,
+	-9.253899289925122e-01,
+	-9.251516271330434e-01,
+	-9.249129601114000e-01,
+	-9.246739280217849e-01,
+	-9.244345309585456e-01,
+	-9.241947690161729e-01,
+	-9.239546422893026e-01,
+	-9.237141508727136e-01,
+	-9.234732948613292e-01,
+	-9.232320743502167e-01,
+	-9.229904894345868e-01,
+	-9.227485402097947e-01,
+	-9.225062267713386e-01,
+	-9.222635492148613e-01,
+	-9.220205076361486e-01,
+	-9.217771021311303e-01,
+	-9.215333327958800e-01,
+	-9.212891997266146e-01,
+	-9.210447030196947e-01,
+	-9.207998427716244e-01,
+	-9.205546190790515e-01,
+	-9.203090320387668e-01,
+	-9.200630817477049e-01,
+	-9.198167683029438e-01,
+	-9.195700918017045e-01,
+	-9.193230523413516e-01,
+	-9.190756500193928e-01,
+	-9.188278849334793e-01,
+	-9.185797571814051e-01,
+	-9.183312668611073e-01,
+	-9.180824140706667e-01,
+	-9.178331989083067e-01,
+	-9.175836214723937e-01,
+	-9.173336818614374e-01,
+	-9.170833801740901e-01,
+	-9.168327165091471e-01,
+	-9.165816909655470e-01,
+	-9.163303036423706e-01,
+	-9.160785546388419e-01,
+	-9.158264440543274e-01,
+	-9.155739719883368e-01,
+	-9.153211385405218e-01,
+	-9.150679438106772e-01,
+	-9.148143878987404e-01,
+	-9.145604709047910e-01,
+	-9.143061929290516e-01,
+	-9.140515540718869e-01,
+	-9.137965544338043e-01,
+	-9.135411941154532e-01,
+	-9.132854732176261e-01,
+	-9.130293918412570e-01,
+	-9.127729500874227e-01,
+	-9.125161480573422e-01,
+	-9.122589858523763e-01,
+	-9.120014635740286e-01,
+	-9.117435813239443e-01,
+	-9.114853392039109e-01,
+	-9.112267373158579e-01,
+	-9.109677757618569e-01,
+	-9.107084546441213e-01,
+	-9.104487740650066e-01,
+	-9.101887341270098e-01,
+	-9.099283349327704e-01,
+	-9.096675765850690e-01,
+	-9.094064591868285e-01,
+	-9.091449828411131e-01,
+	-9.088831476511291e-01,
+	-9.086209537202241e-01,
+	-9.083584011518874e-01,
+	-9.080954900497499e-01,
+	-9.078322205175839e-01,
+	-9.075685926593035e-01,
+	-9.073046065789636e-01,
+	-9.070402623807613e-01,
+	-9.067755601690344e-01,
+	-9.065105000482622e-01,
+	-9.062450821230654e-01,
+	-9.059793064982059e-01,
+	-9.057131732785867e-01,
+	-9.054466825692519e-01,
+	-9.051798344753867e-01,
+	-9.049126291023177e-01,
+	-9.046450665555120e-01,
+	-9.043771469405780e-01,
+	-9.041088703632651e-01,
+	-9.038402369294634e-01,
+	-9.035712467452038e-01,
+	-9.033018999166582e-01,
+	-9.030321965501392e-01,
+	-9.027621367521003e-01,
+	-9.024917206291352e-01,
+	-9.022209482879787e-01,
+	-9.019498198355062e-01,
+	-9.016783353787332e-01,
+	-9.014064950248163e-01,
+	-9.011342988810521e-01,
+	-9.008617470548781e-01,
+	-9.005888396538717e-01,
+	-9.003155767857510e-01,
+	-9.000419585583742e-01,
+	-8.997679850797400e-01,
+	-8.994936564579868e-01,
+	-8.992189728013940e-01,
+	-8.989439342183804e-01,
+	-8.986685408175051e-01,
+	-8.983927927074675e-01,
+	-8.981166899971067e-01,
+	-8.978402327954020e-01,
+	-8.975634212114724e-01,
+	-8.972862553545770e-01,
+	-8.970087353341143e-01,
+	-8.967308612596232e-01,
+	-8.964526332407821e-01,
+	-8.961740513874087e-01,
+	-8.958951158094610e-01,
+	-8.956158266170362e-01,
+	-8.953361839203714e-01,
+	-8.950561878298428e-01,
+	-8.947758384559663e-01,
+	-8.944951359093974e-01,
+	-8.942140803009310e-01,
+	-8.939326717415008e-01,
+	-8.936509103421806e-01,
+	-8.933687962141830e-01,
+	-8.930863294688597e-01,
+	-8.928035102177021e-01,
+	-8.925203385723403e-01,
+	-8.922368146445436e-01,
+	-8.919529385462204e-01,
+	-8.916687103894181e-01,
+	-8.913841302863230e-01,
+	-8.910991983492604e-01,
+	-8.908139146906945e-01,
+	-8.905282794232280e-01,
+	-8.902422926596029e-01,
+	-8.899559545126994e-01,
+	-8.896692650955368e-01,
+	-8.893822245212730e-01,
+	-8.890948329032043e-01,
+	-8.888070903547657e-01,
+	-8.885189969895306e-01,
+	-8.882305529212112e-01,
+	-8.879417582636576e-01,
+	-8.876526131308587e-01,
+	-8.873631176369415e-01,
+	-8.870732718961716e-01,
+	-8.867830760229524e-01,
+	-8.864925301318258e-01,
+	-8.862016343374718e-01,
+	-8.859103887547084e-01,
+	-8.856187934984918e-01,
+	-8.853268486839163e-01,
+	-8.850345544262138e-01,
+	-8.847419108407546e-01,
+	-8.844489180430466e-01,
+	-8.841555761487354e-01,
+	-8.838618852736048e-01,
+	-8.835678455335759e-01,
+	-8.832734570447079e-01,
+	-8.829787199231975e-01,
+	-8.826836342853789e-01,
+	-8.823882002477239e-01,
+	-8.820924179268420e-01,
+	-8.817962874394798e-01,
+	-8.814998089025217e-01,
+	-8.812029824329893e-01,
+	-8.809058081480416e-01,
+	-8.806082861649748e-01,
+	-8.803104166012223e-01,
+	-8.800121995743549e-01,
+	-8.797136352020803e-01,
+	-8.794147236022436e-01,
+	-8.791154648928267e-01,
+	-8.788158591919484e-01,
+	-8.785159066178647e-01,
+	-8.782156072889686e-01,
+	-8.779149613237897e-01,
+	-8.776139688409945e-01,
+	-8.773126299593864e-01,
+	-8.770109447979053e-01,
+	-8.767089134756281e-01,
+	-8.764065361117680e-01,
+	-8.761038128256750e-01,
+	-8.758007437368354e-01,
+	-8.754973289648722e-01,
+	-8.751935686295450e-01,
+	-8.748894628507493e-01,
+	-8.745850117485175e-01,
+	-8.742802154430179e-01,
+	-8.739750740545552e-01,
+	-8.736695877035703e-01,
+	-8.733637565106402e-01,
+	-8.730575805964783e-01,
+	-8.727510600819336e-01,
+	-8.724441950879913e-01,
+	-8.721369857357728e-01,
+	-8.718294321465352e-01,
+	-8.715215344416715e-01,
+	-8.712132927427104e-01,
+	-8.709047071713166e-01,
+	-8.705957778492905e-01,
+	-8.702865048985681e-01,
+	-8.699768884412209e-01,
+	-8.696669285994563e-01,
+	-8.693566254956169e-01,
+	-8.690459792521812e-01,
+	-8.687349899917626e-01,
+	-8.684236578371104e-01,
+	-8.681119829111090e-01,
+	-8.677999653367781e-01,
+	-8.674876052372725e-01,
+	-8.671749027358826e-01,
+	-8.668618579560337e-01,
+	-8.665484710212860e-01,
+	-8.662347420553350e-01,
+	-8.659206711820114e-01,
+	-8.656062585252804e-01,
+	-8.652915042092424e-01,
+	-8.649764083581325e-01,
+	-8.646609710963207e-01,
+	-8.643451925483118e-01,
+	-8.640290728387451e-01,
+	-8.637126120923948e-01,
+	-8.633958104341697e-01,
+	-8.630786679891129e-01,
+	-8.627611848824022e-01,
+	-8.624433612393499e-01,
+	-8.621251971854027e-01,
+	-8.618066928461415e-01,
+	-8.614878483472816e-01,
+	-8.611686638146728e-01,
+	-8.608491393742986e-01,
+	-8.605292751522773e-01,
+	-8.602090712748607e-01,
+	-8.598885278684351e-01,
+	-8.595676450595204e-01,
+	-8.592464229747711e-01,
+	-8.589248617409749e-01,
+	-8.586029614850540e-01,
+	-8.582807223340639e-01,
+	-8.579581444151941e-01,
+	-8.576352278557678e-01,
+	-8.573119727832419e-01,
+	-8.569883793252069e-01,
+	-8.566644476093866e-01,
+	-8.563401777636388e-01,
+	-8.560155699159544e-01,
+	-8.556906241944577e-01,
+	-8.553653407274068e-01,
+	-8.550397196431924e-01,
+	-8.547137610703390e-01,
+	-8.543874651375042e-01,
+	-8.540608319734786e-01,
+	-8.537338617071861e-01,
+	-8.534065544676835e-01,
+	-8.530789103841608e-01,
+	-8.527509295859408e-01,
+	-8.524226122024791e-01,
+	-8.520939583633643e-01,
+	-8.517649681983179e-01,
+	-8.514356418371940e-01,
+	-8.511059794099795e-01,
+	-8.507759810467936e-01,
+	-8.504456468778887e-01,
+	-8.501149770336492e-01,
+	-8.497839716445925e-01,
+	-8.494526308413678e-01,
+	-8.491209547547572e-01,
+	-8.487889435156751e-01,
+	-8.484565972551680e-01,
+	-8.481239161044145e-01,
+	-8.477909001947258e-01,
+	-8.474575496575449e-01,
+	-8.471238646244472e-01,
+	-8.467898452271397e-01,
+	-8.464554915974617e-01,
+	-8.461208038673843e-01,
+	-8.457857821690105e-01,
+	-8.454504266345751e-01,
+	-8.451147373964447e-01,
+	-8.447787145871176e-01,
+	-8.444423583392237e-01,
+	-8.441056687855246e-01,
+	-8.437686460589134e-01,
+	-8.434312902924149e-01,
+	-8.430936016191849e-01,
+	-8.427555801725111e-01,
+	-8.424172260858123e-01,
+	-8.420785394926384e-01,
+	-8.417395205266711e-01,
+	-8.414001693217227e-01,
+	-8.410604860117370e-01,
+	-8.407204707307888e-01,
+	-8.403801236130839e-01,
+	-8.400394447929590e-01,
+	-8.396984344048818e-01,
+	-8.393570925834510e-01,
+	-8.390154194633960e-01,
+	-8.386734151795767e-01,
+	-8.383310798669843e-01,
+	-8.379884136607403e-01,
+	-8.376454166960966e-01,
+	-8.373020891084361e-01,
+	-8.369584310332719e-01,
+	-8.366144426062477e-01,
+	-8.362701239631375e-01,
+	-8.359254752398456e-01,
+	-8.355804965724067e-01,
+	-8.352351880969858e-01,
+	-8.348895499498779e-01,
+	-8.345435822675079e-01,
+	-8.341972851864314e-01,
+	-8.338506588433335e-01,
+	-8.335037033750294e-01,
+	-8.331564189184645e-01,
+	-8.328088056107135e-01,
+	-8.324608635889812e-01,
+	-8.321125929906023e-01,
+	-8.317639939530408e-01,
+	-8.314150666138908e-01,
+	-8.310658111108755e-01,
+	-8.307162275818482e-01,
+	-8.303663161647910e-01,
+	-8.300160769978159e-01,
+	-8.296655102191641e-01,
+	-8.293146159672062e-01,
+	-8.289633943804420e-01,
+	-8.286118455975005e-01,
+	-8.282599697571397e-01,
+	-8.279077669982469e-01,
+	-8.275552374598384e-01,
+	-8.272023812810595e-01,
+	-8.268491986011842e-01,
+	-8.264956895596158e-01,
+	-8.261418542958859e-01,
+	-8.257876929496554e-01,
+	-8.254332056607133e-01,
+	-8.250783925689779e-01,
+	-8.247232538144955e-01,
+	-8.243677895374414e-01,
+	-8.240119998781192e-01,
+	-8.236558849769609e-01,
+	-8.232994449745269e-01,
+	-8.229426800115059e-01,
+	-8.225855902287150e-01,
+	-8.222281757670993e-01,
+	-8.218704367677321e-01,
+	-8.215123733718150e-01,
+	-8.211539857206774e-01,
+	-8.207952739557769e-01,
+	-8.204362382186987e-01,
+	-8.200768786511562e-01,
+	-8.197171953949905e-01,
+	-8.193571885921704e-01,
+	-8.189968583847926e-01,
+	-8.186362049150812e-01,
+	-8.182752283253879e-01,
+	-8.179139287581922e-01,
+	-8.175523063561010e-01,
+	-8.171903612618483e-01,
+	-8.168280936182959e-01,
+	-8.164655035684327e-01,
+	-8.161025912553749e-01,
+	-8.157393568223659e-01,
+	-8.153758004127760e-01,
+	-8.150119221701031e-01,
+	-8.146477222379718e-01,
+	-8.142832007601335e-01,
+	-8.139183578804670e-01,
+	-8.135531937429774e-01,
+	-8.131877084917972e-01,
+	-8.128219022711852e-01,
+	-8.124557752255269e-01,
+	-8.120893274993348e-01,
+	-8.117225592372476e-01,
+	-8.113554705840305e-01,
+	-8.109880616845755e-01,
+	-8.106203326839008e-01,
+	-8.102522837271510e-01,
+	-8.098839149595967e-01,
+	-8.095152265266352e-01,
+	-8.091462185737898e-01,
+	-8.087768912467096e-01,
+	-8.084072446911702e-01,
+	-8.080372790530730e-01,
+	-8.076669944784454e-01,
+	-8.072963911134405e-01,
+	-8.069254691043377e-01,
+	-8.065542285975416e-01,
+	-8.061826697395826e-01,
+	-8.058107926771174e-01,
+	-8.054385975569275e-01,
+	-8.050660845259202e-01,
+	-8.046932537311285e-01,
+	-8.043201053197107e-01,
+	-8.039466394389503e-01,
+	-8.035728562362562e-01,
+	-8.031987558591627e-01,
+	-8.028243384553291e-01,
+	-8.024496041725399e-01,
+	-8.020745531587047e-01,
+	-8.016991855618580e-01,
+	-8.013235015301596e-01,
+	-8.009475012118937e-01,
+	-8.005711847554697e-01,
+	-8.001945523094217e-01,
+	-7.998176040224083e-01,
+	-7.994403400432132e-01,
+	-7.990627605207443e-01,
+	-7.986848656040343e-01,
+	-7.983066554422402e-01,
+	-7.979281301846436e-01,
+	-7.975492899806504e-01,
+	-7.971701349797907e-01,
+	-7.967906653317192e-01,
+	-7.964108811862142e-01,
+	-7.960307826931787e-01,
+	-7.956503700026396e-01,
+	-7.952696432647477e-01,
+	-7.948886026297779e-01,
+	-7.945072482481287e-01,
+	-7.941255802703229e-01,
+	-7.937435988470067e-01,
+	-7.933613041289503e-01,
+	-7.929786962670474e-01,
+	-7.925957754123152e-01,
+	-7.922125417158946e-01,
+	-7.918289953290500e-01,
+	-7.914451364031692e-01,
+	-7.910609650897631e-01,
+	-7.906764815404663e-01,
+	-7.902916859070366e-01,
+	-7.899065783413545e-01,
+	-7.895211589954242e-01,
+	-7.891354280213726e-01,
+	-7.887493855714499e-01,
+	-7.883630317980289e-01,
+	-7.879763668536056e-01,
+	-7.875893908907985e-01,
+	-7.872021040623491e-01,
+	-7.868145065211217e-01,
+	-7.864265984201028e-01,
+	-7.860383799124019e-01,
+	-7.856498511512509e-01,
+	-7.852610122900040e-01,
+	-7.848718634821380e-01,
+	-7.844824048812521e-01,
+	-7.840926366410673e-01,
+	-7.837025589154275e-01,
+	-7.833121718582983e-01,
+	-7.829214756237675e-01,
+	-7.825304703660448e-01,
+	-7.821391562394623e-01,
+	-7.817475333984736e-01,
+	-7.813556019976541e-01,
+	-7.809633621917014e-01,
+	-7.805708141354345e-01,
+	-7.801779579837943e-01,
+	-7.797847938918430e-01,
+	-7.793913220147645e-01,
+	-7.789975425078643e-01,
+	-7.786034555265693e-01,
+	-7.782090612264275e-01,
+	-7.778143597631086e-01,
+	-7.774193512924031e-01,
+	-7.770240359702231e-01,
+	-7.766284139526015e-01,
+	-7.762324853956925e-01,
+	-7.758362504557710e-01,
+	-7.754397092892330e-01,
+	-7.750428620525955e-01,
+	-7.746457089024962e-01,
+	-7.742482499956934e-01,
+	-7.738504854890662e-01,
+	-7.734524155396144e-01,
+	-7.730540403044583e-01,
+	-7.726553599408387e-01,
+	-7.722563746061166e-01,
+	-7.718570844577739e-01,
+	-7.714574896534122e-01,
+	-7.710575903507539e-01,
+	-7.706573867076414e-01,
+	-7.702568788820369e-01,
+	-7.698560670320230e-01,
+	-7.694549513158023e-01,
+	-7.690535318916973e-01,
+	-7.686518089181502e-01,
+	-7.682497825537233e-01,
+	-7.678474529570986e-01,
+	-7.674448202870773e-01,
+	-7.670418847025809e-01,
+	-7.666386463626502e-01,
+	-7.662351054264455e-01,
+	-7.658312620532463e-01,
+	-7.654271164024518e-01,
+	-7.650226686335804e-01,
+	-7.646179189062697e-01,
+	-7.642128673802767e-01,
+	-7.638075142154772e-01,
+	-7.634018595718662e-01,
+	-7.629959036095578e-01,
+	-7.625896464887849e-01,
+	-7.621830883698992e-01,
+	-7.617762294133714e-01,
+	-7.613690697797909e-01,
+	-7.609616096298657e-01,
+	-7.605538491244224e-01,
+	-7.601457884244062e-01,
+	-7.597374276908808e-01,
+	-7.593287670850284e-01,
+	-7.589198067681494e-01,
+	-7.585105469016625e-01,
+	-7.581009876471049e-01,
+	-7.576911291661316e-01,
+	-7.572809716205159e-01,
+	-7.568705151721492e-01,
+	-7.564597599830407e-01,
+	-7.560487062153177e-01,
+	-7.556373540312252e-01,
+	-7.552257035931262e-01,
+	-7.548137550635011e-01,
+	-7.544015086049483e-01,
+	-7.539889643801834e-01,
+	-7.535761225520400e-01,
+	-7.531629832834688e-01,
+	-7.527495467375380e-01,
+	-7.523358130774332e-01,
+	-7.519217824664572e-01,
+	-7.515074550680302e-01,
+	-7.510928310456892e-01,
+	-7.506779105630886e-01,
+	-7.502626937839996e-01,
+	-7.498471808723104e-01,
+	-7.494313719920261e-01,
+	-7.490152673072688e-01,
+	-7.485988669822770e-01,
+	-7.481821711814062e-01,
+	-7.477651800691283e-01,
+	-7.473478938100321e-01,
+	-7.469303125688224e-01,
+	-7.465124365103207e-01,
+	-7.460942657994651e-01,
+	-7.456758006013096e-01,
+	-7.452570410810245e-01,
+	-7.448379874038966e-01,
+	-7.444186397353285e-01,
+	-7.439989982408387e-01,
+	-7.435790630860623e-01,
+	-7.431588344367495e-01,
+	-7.427383124587669e-01,
+	-7.423174973180967e-01,
+	-7.418963891808368e-01,
+	-7.414749882132009e-01,
+	-7.410532945815180e-01,
+	-7.406313084522330e-01,
+	-7.402090299919059e-01,
+	-7.397864593672121e-01,
+	-7.393635967449426e-01,
+	-7.389404422920033e-01,
+	-7.385169961754157e-01,
+	-7.380932585623160e-01,
+	-7.376692296199557e-01,
+	-7.372449095157014e-01,
+	-7.368202984170342e-01,
+	-7.363953964915505e-01,
+	-7.359702039069612e-01,
+	-7.355447208310921e-01,
+	-7.351189474318837e-01,
+	-7.346928838773906e-01,
+	-7.342665303357827e-01,
+	-7.338398869753439e-01,
+	-7.334129539644724e-01,
+	-7.329857314716809e-01,
+	-7.325582196655964e-01,
+	-7.321304187149602e-01,
+	-7.317023287886273e-01,
+	-7.312739500555673e-01,
+	-7.308452826848633e-01,
+	-7.304163268457126e-01,
+	-7.299870827074263e-01,
+	-7.295575504394294e-01,
+	-7.291277302112604e-01,
+	-7.286976221925717e-01,
+	-7.282672265531291e-01,
+	-7.278365434628121e-01,
+	-7.274055730916135e-01,
+	-7.269743156096394e-01,
+	-7.265427711871096e-01,
+	-7.261109399943569e-01,
+	-7.256788222018273e-01,
+	-7.252464179800799e-01,
+	-7.248137274997869e-01,
+	-7.243807509317336e-01,
+	-7.239474884468180e-01,
+	-7.235139402160512e-01,
+	-7.230801064105568e-01,
+	-7.226459872015712e-01,
+	-7.222115827604437e-01,
+	-7.217768932586360e-01,
+	-7.213419188677223e-01,
+	-7.209066597593891e-01,
+	-7.204711161054355e-01,
+	-7.200352880777730e-01,
+	-7.195991758484250e-01,
+	-7.191627795895276e-01,
+	-7.187260994733282e-01,
+	-7.182891356721871e-01,
+	-7.178518883585761e-01,
+	-7.174143577050789e-01,
+	-7.169765438843912e-01,
+	-7.165384470693205e-01,
+	-7.161000674327856e-01,
+	-7.156614051478176e-01,
+	-7.152224603875585e-01,
+	-7.147832333252624e-01,
+	-7.143437241342941e-01,
+	-7.139039329881305e-01,
+	-7.134638600603593e-01,
+	-7.130235055246797e-01,
+	-7.125828695549018e-01,
+	-7.121419523249470e-01,
+	-7.117007540088477e-01,
+	-7.112592747807469e-01,
+	-7.108175148148991e-01,
+	-7.103754742856691e-01,
+	-7.099331533675325e-01,
+	-7.094905522350758e-01,
+	-7.090476710629962e-01,
+	-7.086045100261007e-01,
+	-7.081610692993077e-01,
+	-7.077173490576453e-01,
+	-7.072733494762524e-01,
+	-7.068290707303778e-01,
+	-7.063845129953807e-01,
+	-7.059396764467304e-01,
+	-7.054945612600062e-01,
+	-7.050491676108973e-01,
+	-7.046034956752030e-01,
+	-7.041575456288321e-01,
+	-7.037113176478038e-01,
+	-7.032648119082464e-01,
+	-7.028180285863980e-01,
+	-7.023709678586063e-01,
+	-7.019236299013287e-01,
+	-7.014760148911316e-01,
+	-7.010281230046911e-01,
+	-7.005799544187925e-01,
+	-7.001315093103302e-01,
+	-6.996827878563078e-01,
+	-6.992337902338380e-01,
+	-6.987845166201426e-01,
+	-6.983349671925522e-01,
+	-6.978851421285062e-01,
+	-6.974350416055530e-01,
+	-6.969846658013498e-01,
+	-6.965340148936620e-01,
+	-6.960830890603639e-01,
+	-6.956318884794384e-01,
+	-6.951804133289765e-01,
+	-6.947286637871781e-01,
+	-6.942766400323510e-01,
+	-6.938243422429112e-01,
+	-6.933717705973832e-01,
+	-6.929189252743991e-01,
+	-6.924658064526997e-01,
+	-6.920124143111331e-01,
+	-6.915587490286556e-01,
+	-6.911048107843312e-01,
+	-6.906505997573318e-01,
+	-6.901961161269369e-01,
+	-6.897413600725333e-01,
+	-6.892863317736159e-01,
+	-6.888310314097865e-01,
+	-6.883754591607547e-01,
+	-6.879196152063372e-01,
+	-6.874634997264579e-01,
+	-6.870071129011480e-01,
+	-6.865504549105459e-01,
+	-6.860935259348967e-01,
+	-6.856363261545528e-01,
+	-6.851788557499733e-01,
+	-6.847211149017240e-01,
+	-6.842631037904778e-01,
+	-6.838048225970140e-01,
+	-6.833462715022185e-01,
+	-6.828874506870840e-01,
+	-6.824283603327094e-01,
+	-6.819690006202999e-01,
+	-6.815093717311673e-01,
+	-6.810494738467295e-01,
+	-6.805893071485107e-01,
+	-6.801288718181410e-01,
+	-6.796681680373566e-01,
+	-6.792071959879997e-01,
+	-6.787459558520185e-01,
+	-6.782844478114667e-01,
+	-6.778226720485040e-01,
+	-6.773606287453957e-01,
+	-6.768983180845127e-01,
+	-6.764357402483315e-01,
+	-6.759728954194340e-01,
+	-6.755097837805073e-01,
+	-6.750464055143441e-01,
+	-6.745827608038423e-01,
+	-6.741188498320048e-01,
+	-6.736546727819396e-01,
+	-6.731902298368598e-01,
+	-6.727255211800837e-01,
+	-6.722605469950339e-01,
+	-6.717953074652384e-01,
+	-6.713298027743295e-01,
+	-6.708640331060445e-01,
+	-6.703979986442250e-01,
+	-6.699316995728172e-01,
+	-6.694651360758719e-01,
+	-6.689983083375439e-01,
+	-6.685312165420929e-01,
+	-6.680638608738823e-01,
+	-6.675962415173797e-01,
+	-6.671283586571570e-01,
+	-6.666602124778901e-01,
+	-6.661918031643587e-01,
+	-6.657231309014463e-01,
+	-6.652541958741403e-01,
+	-6.647849982675319e-01,
+	-6.643155382668158e-01,
+	-6.638458160572902e-01,
+	-6.633758318243571e-01,
+	-6.629055857535217e-01,
+	-6.624350780303924e-01,
+	-6.619643088406812e-01,
+	-6.614932783702031e-01,
+	-6.610219868048763e-01,
+	-6.605504343307221e-01,
+	-6.600786211338647e-01,
+	-6.596065474005313e-01,
+	-6.591342133170516e-01,
+	-6.586616190698585e-01,
+	-6.581887648454875e-01,
+	-6.577156508305765e-01,
+	-6.572422772118661e-01,
+	-6.567686441761993e-01,
+	-6.562947519105217e-01,
+	-6.558206006018809e-01,
+	-6.553461904374268e-01,
+	-6.548715216044119e-01,
+	-6.543965942901900e-01,
+	-6.539214086822178e-01,
+	-6.534459649680534e-01,
+	-6.529702633353569e-01,
+	-6.524943039718902e-01,
+	-6.520180870655170e-01,
+	-6.515416128042025e-01,
+	-6.510648813760137e-01,
+	-6.505878929691189e-01,
+	-6.501106477717880e-01,
+	-6.496331459723920e-01,
+	-6.491553877594034e-01,
+	-6.486773733213960e-01,
+	-6.481991028470445e-01,
+	-6.477205765251247e-01,
+	-6.472417945445136e-01,
+	-6.467627570941888e-01,
+	-6.462834643632289e-01,
+	-6.458039165408133e-01,
+	-6.453241138162220e-01,
+	-6.448440563788356e-01,
+	-6.443637444181353e-01,
+	-6.438831781237028e-01,
+	-6.434023576852200e-01,
+	-6.429212832924693e-01,
+	-6.424399551353334e-01,
+	-6.419583734037948e-01,
+	-6.414765382879364e-01,
+	-6.409944499779412e-01,
+	-6.405121086640917e-01,
+	-6.400295145367708e-01,
+	-6.395466677864607e-01,
+	-6.390635686037437e-01,
+	-6.385802171793015e-01,
+	-6.380966137039153e-01,
+	-6.376127583684662e-01,
+	-6.371286513639342e-01,
+	-6.366442928813989e-01,
+	-6.361596831120392e-01,
+	-6.356748222471330e-01,
+	-6.351897104780575e-01,
+	-6.347043479962887e-01,
+	-6.342187349934020e-01,
+	-6.337328716610711e-01,
+	-6.332467581910689e-01,
+	-6.327603947752669e-01,
+	-6.322737816056353e-01,
+	-6.317869188742429e-01,
+	-6.312998067732569e-01,
+	-6.308124454949430e-01,
+	-6.303248352316652e-01,
+	-6.298369761758859e-01,
+	-6.293488685201655e-01,
+	-6.288605124571628e-01,
+	-6.283719081796344e-01,
+	-6.278830558804349e-01,
+	-6.273939557525169e-01,
+	-6.269046079889308e-01,
+	-6.264150127828247e-01,
+	-6.259251703274444e-01,
+	-6.254350808161332e-01,
+	-6.249447444423321e-01,
+	-6.244541613995793e-01,
+	-6.239633318815107e-01,
+	-6.234722560818590e-01,
+	-6.229809341944544e-01,
+	-6.224893664132245e-01,
+	-6.219975529321934e-01,
+	-6.215054939454825e-01,
+	-6.210131896473101e-01,
+	-6.205206402319914e-01,
+	-6.200278458939379e-01,
+	-6.195348068276584e-01,
+	-6.190415232277577e-01,
+	-6.185479952889378e-01,
+	-6.180542232059965e-01,
+	-6.175602071738281e-01,
+	-6.170659473874236e-01,
+	-6.165714440418697e-01,
+	-6.160766973323495e-01,
+	-6.155817074541422e-01,
+	-6.150864746026228e-01,
+	-6.145909989732623e-01,
+	-6.140952807616276e-01,
+	-6.135993201633810e-01,
+	-6.131031173742811e-01,
+	-6.126066725901815e-01,
+	-6.121099860070317e-01,
+	-6.116130578208763e-01,
+	-6.111158882278556e-01,
+	-6.106184774242048e-01,
+	-6.101208256062549e-01,
+	-6.096229329704315e-01,
+	-6.091247997132553e-01,
+	-6.086264260313422e-01,
+	-6.081278121214029e-01,
+	-6.076289581802429e-01,
+	-6.071298644047625e-01,
+	-6.066305309919565e-01,
+	-6.061309581389146e-01,
+	-6.056311460428205e-01,
+	-6.051310949009531e-01,
+	-6.046308049106847e-01,
+	-6.041302762694827e-01,
+	-6.036295091749082e-01,
+	-6.031285038246167e-01,
+	-6.026272604163576e-01,
+	-6.021257791479742e-01,
+	-6.016240602174039e-01,
+	-6.011221038226776e-01,
+	-6.006199101619204e-01,
+	-6.001174794333505e-01,
+	-5.996148118352800e-01,
+	-5.991119075661144e-01,
+	-5.986087668243527e-01,
+	-5.981053898085872e-01,
+	-5.976017767175034e-01,
+	-5.970979277498799e-01,
+	-5.965938431045887e-01,
+	-5.960895229805946e-01,
+	-5.955849675769552e-01,
+	-5.950801770928215e-01,
+	-5.945751517274366e-01,
+	-5.940698916801367e-01,
+	-5.935643971503508e-01,
+	-5.930586683376000e-01,
+	-5.925527054414983e-01,
+	-5.920465086617517e-01,
+	-5.915400781981588e-01,
+	-5.910334142506103e-01,
+	-5.905265170190892e-01,
+	-5.900193867036704e-01,
+	-5.895120235045209e-01,
+	-5.890044276218996e-01,
+	-5.884965992561573e-01,
+	-5.879885386077365e-01,
+	-5.874802458771712e-01,
+	-5.869717212650875e-01,
+	-5.864629649722024e-01,
+	-5.859539771993250e-01,
+	-5.854447581473551e-01,
+	-5.849353080172843e-01,
+	-5.844256270101952e-01,
+	-5.839157153272616e-01,
+	-5.834055731697482e-01,
+	-5.828952007390108e-01,
+	-5.823845982364961e-01,
+	-5.818737658637416e-01,
+	-5.813627038223754e-01,
+	-5.808514123141165e-01,
+	-5.803398915407741e-01,
+	-5.798281417042483e-01,
+	-5.793161630065295e-01,
+	-5.788039556496982e-01,
+	-5.782915198359253e-01,
+	-5.777788557674720e-01,
+	-5.772659636466895e-01,
+	-5.767528436760188e-01,
+	-5.762394960579913e-01,
+	-5.757259209952277e-01,
+	-5.752121186904390e-01,
+	-5.746980893464255e-01,
+	-5.741838331660775e-01,
+	-5.736693503523742e-01,
+	-5.731546411083850e-01,
+	-5.726397056372681e-01,
+	-5.721245441422714e-01,
+	-5.716091568267317e-01,
+	-5.710935438940751e-01,
+	-5.705777055478167e-01,
+	-5.700616419915606e-01,
+	-5.695453534289999e-01,
+	-5.690288400639162e-01,
+	-5.685121021001801e-01,
+	-5.679951397417508e-01,
+	-5.674779531926759e-01,
+	-5.669605426570918e-01,
+	-5.664429083392231e-01,
+	-5.659250504433827e-01,
+	-5.654069691739719e-01,
+	-5.648886647354801e-01,
+	-5.643701373324845e-01,
+	-5.638513871696509e-01,
+	-5.633324144517325e-01,
+	-5.628132193835708e-01,
+	-5.622938021700944e-01,
+	-5.617741630163203e-01,
+	-5.612543021273526e-01,
+	-5.607342197083833e-01,
+	-5.602139159646915e-01,
+	-5.596933911016437e-01,
+	-5.591726453246941e-01,
+	-5.586516788393835e-01,
+	-5.581304918513402e-01,
+	-5.576090845662794e-01,
+	-5.570874571900033e-01,
+	-5.565656099284009e-01,
+	-5.560435429874481e-01,
+	-5.555212565732074e-01,
+	-5.549987508918279e-01,
+	-5.544760261495455e-01,
+	-5.539530825526822e-01,
+	-5.534299203076467e-01,
+	-5.529065396209338e-01,
+	-5.523829406991246e-01,
+	-5.518591237488865e-01,
+	-5.513350889769724e-01,
+	-5.508108365902219e-01,
+	-5.502863667955600e-01,
+	-5.497616797999977e-01,
+	-5.492367758106316e-01,
+	-5.487116550346443e-01,
+	-5.481863176793034e-01,
+	-5.476607639519624e-01,
+	-5.471349940600603e-01,
+	-5.466090082111209e-01,
+	-5.460828066127539e-01,
+	-5.455563894726535e-01,
+	-5.450297569985995e-01,
+	-5.445029093984562e-01,
+	-5.439758468801735e-01,
+	-5.434485696517856e-01,
+	-5.429210779214114e-01,
+	-5.423933718972548e-01,
+	-5.418654517876039e-01,
+	-5.413373178008319e-01,
+	-5.408089701453958e-01,
+	-5.402804090298371e-01,
+	-5.397516346627818e-01,
+	-5.392226472529398e-01,
+	-5.386934470091053e-01,
+	-5.381640341401562e-01,
+	-5.376344088550548e-01,
+	-5.371045713628467e-01,
+	-5.365745218726616e-01,
+	-5.360442605937130e-01,
+	-5.355137877352976e-01,
+	-5.349831035067957e-01,
+	-5.344522081176714e-01,
+	-5.339211017774717e-01,
+	-5.333897846958270e-01,
+	-5.328582570824510e-01,
+	-5.323265191471407e-01,
+	-5.317945710997753e-01,
+	-5.312624131503179e-01,
+	-5.307300455088139e-01,
+	-5.301974683853914e-01,
+	-5.296646819902616e-01,
+	-5.291316865337180e-01,
+	-5.285984822261367e-01,
+	-5.280650692779761e-01,
+	-5.275314478997774e-01,
+	-5.269976183021633e-01,
+	-5.264635806958394e-01,
+	-5.259293352915931e-01,
+	-5.253948823002939e-01,
+	-5.248602219328929e-01,
+	-5.243253544004237e-01,
+	-5.237902799140012e-01,
+	-5.232549986848219e-01,
+	-5.227195109241644e-01,
+	-5.221838168433882e-01,
+	-5.216479166539348e-01,
+	-5.211118105673267e-01,
+	-5.205754987951677e-01,
+	-5.200389815491430e-01,
+	-5.195022590410187e-01,
+	-5.189653314826418e-01,
+	-5.184281990859407e-01,
+	-5.178908620629242e-01,
+	-5.173533206256821e-01,
+	-5.168155749863848e-01,
+	-5.162776253572832e-01,
+	-5.157394719507088e-01,
+	-5.152011149790738e-01,
+	-5.146625546548703e-01,
+	-5.141237911906710e-01,
+	-5.135848247991285e-01,
+	-5.130456556929758e-01,
+	-5.125062840850256e-01,
+	-5.119667101881709e-01,
+	-5.114269342153841e-01,
+	-5.108869563797178e-01,
+	-5.103467768943040e-01,
+	-5.098063959723542e-01,
+	-5.092658138271597e-01,
+	-5.087250306720913e-01,
+	-5.081840467205986e-01,
+	-5.076428621862109e-01,
+	-5.071014772825366e-01,
+	-5.065598922232631e-01,
+	-5.060181072221569e-01,
+	-5.054761224930634e-01,
+	-5.049339382499067e-01,
+	-5.043915547066897e-01,
+	-5.038489720774942e-01,
+	-5.033061905764804e-01,
+	-5.027632104178867e-01,
+	-5.022200318160306e-01,
+	-5.016766549853071e-01,
+	-5.011330801401903e-01,
+	-5.005893074952317e-01,
+	-5.000453372650614e-01,
+	-4.995011696643871e-01,
+	-4.989568049079948e-01,
+	-4.984122432107480e-01,
+	-4.978674847875880e-01,
+	-4.973225298535339e-01,
+	-4.967773786236822e-01,
+	-4.962320313132069e-01,
+	-4.956864881373595e-01,
+	-4.951407493114687e-01,
+	-4.945948150509405e-01,
+	-4.940486855712579e-01,
+	-4.935023610879812e-01,
+	-4.929558418167474e-01,
+	-4.924091279732706e-01,
+	-4.918622197733415e-01,
+	-4.913151174328277e-01,
+	-4.907678211676734e-01,
+	-4.902203311938992e-01,
+	-4.896726477276022e-01,
+	-4.891247709849561e-01,
+	-4.885767011822105e-01,
+	-4.880284385356916e-01,
+	-4.874799832618015e-01,
+	-4.869313355770182e-01,
+	-4.863824956978959e-01,
+	-4.858334638410646e-01,
+	-4.852842402232300e-01,
+	-4.847348250611736e-01,
+	-4.841852185717523e-01,
+	-4.836354209718988e-01,
+	-4.830854324786209e-01,
+	-4.825352533090020e-01,
+	-4.819848836802008e-01,
+	-4.814343238094510e-01,
+	-4.808835739140614e-01,
+	-4.803326342114159e-01,
+	-4.797815049189733e-01,
+	-4.792301862542671e-01,
+	-4.786786784349058e-01,
+	-4.781269816785723e-01,
+	-4.775750962030242e-01,
+	-4.770230222260937e-01,
+	-4.764707599656872e-01,
+	-4.759183096397854e-01,
+	-4.753656714664434e-01,
+	-4.748128456637905e-01,
+	-4.742598324500297e-01,
+	-4.737066320434383e-01,
+	-4.731532446623675e-01,
+	-4.725996705252420e-01,
+	-4.720459098505606e-01,
+	-4.714919628568953e-01,
+	-4.709378297628920e-01,
+	-4.703835107872699e-01,
+	-4.698290061488216e-01,
+	-4.692743160664130e-01,
+	-4.687194407589831e-01,
+	-4.681643804455442e-01,
+	-4.676091353451814e-01,
+	-4.670537056770528e-01,
+	-4.664980916603896e-01,
+	-4.659422935144953e-01,
+	-4.653863114587464e-01,
+	-4.648301457125920e-01,
+	-4.642737964955536e-01,
+	-4.637172640272250e-01,
+	-4.631605485272727e-01,
+	-4.626036502154350e-01,
+	-4.620465693115227e-01,
+	-4.614893060354185e-01,
+	-4.609318606070772e-01,
+	-4.603742332465253e-01,
+	-4.598164241738612e-01,
+	-4.592584336092552e-01,
+	-4.587002617729490e-01,
+	-4.581419088852559e-01,
+	-4.575833751665608e-01,
+	-4.570246608373198e-01,
+	-4.564657661180604e-01,
+	-4.559066912293812e-01,
+	-4.553474363919521e-01,
+	-4.547880018265137e-01,
+	-4.542283877538780e-01,
+	-4.536685943949274e-01,
+	-4.531086219706154e-01,
+	-4.525484707019658e-01,
+	-4.519881408100735e-01,
+	-4.514276325161035e-01,
+	-4.508669460412913e-01,
+	-4.503060816069429e-01,
+	-4.497450394344343e-01,
+	-4.491838197452119e-01,
+	-4.486224227607920e-01,
+	-4.480608487027609e-01,
+	-4.474990977927747e-01,
+	-4.469371702525596e-01,
+	-4.463750663039112e-01,
+	-4.458127861686950e-01,
+	-4.452503300688457e-01,
+	-4.446876982263679e-01,
+	-4.441248908633351e-01,
+	-4.435619082018905e-01,
+	-4.429987504642461e-01,
+	-4.424354178726833e-01,
+	-4.418719106495524e-01,
+	-4.413082290172728e-01,
+	-4.407443731983323e-01,
+	-4.401803434152879e-01,
+	-4.396161398907650e-01,
+	-4.390517628474578e-01,
+	-4.384872125081288e-01,
+	-4.379224890956089e-01,
+	-4.373575928327976e-01,
+	-4.367925239426621e-01,
+	-4.362272826482382e-01,
+	-4.356618691726297e-01,
+	-4.350962837390080e-01,
+	-4.345305265706128e-01,
+	-4.339645978907513e-01,
+	-4.333984979227986e-01,
+	-4.328322268901973e-01,
+	-4.322657850164574e-01,
+	-4.316991725251567e-01,
+	-4.311323896399398e-01,
+	-4.305654365845192e-01,
+	-4.299983135826739e-01,
+	-4.294310208582506e-01,
+	-4.288635586351625e-01,
+	-4.282959271373900e-01,
+	-4.277281265889801e-01,
+	-4.271601572140468e-01,
+	-4.265920192367705e-01,
+	-4.260237128813982e-01,
+	-4.254552383722434e-01,
+	-4.248865959336860e-01,
+	-4.243177857901721e-01,
+	-4.237488081662140e-01,
+	-4.231796632863901e-01,
+	-4.226103513753450e-01,
+	-4.220408726577890e-01,
+	-4.214712273584983e-01,
+	-4.209014157023149e-01,
+	-4.203314379141465e-01,
+	-4.197612942189661e-01,
+	-4.191909848418127e-01,
+	-4.186205100077901e-01,
+	-4.180498699420678e-01,
+	-4.174790648698805e-01,
+	-4.169080950165278e-01,
+	-4.163369606073745e-01,
+	-4.157656618678505e-01,
+	-4.151941990234502e-01,
+	-4.146225722997330e-01,
+	-4.140507819223230e-01,
+	-4.134788281169088e-01,
+	-4.129067111092437e-01,
+	-4.123344311251451e-01,
+	-4.117619883904949e-01,
+	-4.111893831312393e-01,
+	-4.106166155733886e-01,
+	-4.100436859430170e-01,
+	-4.094705944662630e-01,
+	-4.088973413693288e-01,
+	-4.083239268784802e-01,
+	-4.077503512200470e-01,
+	-4.071766146204225e-01,
+	-4.066027173060636e-01,
+	-4.060286595034905e-01,
+	-4.054544414392868e-01,
+	-4.048800633400993e-01,
+	-4.043055254326381e-01,
+	-4.037308279436764e-01,
+	-4.031559711000502e-01,
+	-4.025809551286585e-01,
+	-4.020057802564631e-01,
+	-4.014304467104886e-01,
+	-4.008549547178221e-01,
+	-4.002793045056132e-01,
+	-3.997034963010742e-01,
+	-3.991275303314794e-01,
+	-3.985514068241658e-01,
+	-3.979751260065323e-01,
+	-3.973986881060398e-01,
+	-3.968220933502115e-01,
+	-3.962453419666324e-01,
+	-3.956684341829491e-01,
+	-3.950913702268702e-01,
+	-3.945141503261658e-01,
+	-3.939367747086678e-01,
+	-3.933592436022691e-01,
+	-3.927815572349245e-01,
+	-3.922037158346496e-01,
+	-3.916257196295216e-01,
+	-3.910475688476785e-01,
+	-3.904692637173194e-01,
+	-3.898908044667045e-01,
+	-3.893121913241546e-01,
+	-3.887334245180513e-01,
+	-3.881545042768368e-01,
+	-3.875754308290142e-01,
+	-3.869962044031466e-01,
+	-3.864168252278578e-01,
+	-3.858372935318317e-01,
+	-3.852576095438124e-01,
+	-3.846777734926045e-01,
+	-3.840977856070720e-01,
+	-3.835176461161394e-01,
+	-3.829373552487905e-01,
+	-3.823569132340694e-01,
+	-3.817763203010794e-01,
+	-3.811955766789837e-01,
+	-3.806146825970048e-01,
+	-3.800336382844246e-01,
+	-3.794524439705843e-01,
+	-3.788710998848843e-01,
+	-3.782896062567843e-01,
+	-3.777079633158028e-01,
+	-3.771261712915172e-01,
+	-3.765442304135639e-01,
+	-3.759621409116380e-01,
+	-3.753799030154933e-01,
+	-3.747975169549422e-01,
+	-3.742149829598554e-01,
+	-3.736323012601622e-01,
+	-3.730494720858499e-01,
+	-3.724664956669645e-01,
+	-3.718833722336097e-01,
+	-3.713001020159473e-01,
+	-3.707166852441972e-01,
+	-3.701331221486370e-01,
+	-3.695494129596021e-01,
+	-3.689655579074856e-01,
+	-3.683815572227381e-01,
+	-3.677974111358678e-01,
+	-3.672131198774400e-01,
+	-3.666286836780777e-01,
+	-3.660441027684609e-01,
+	-3.654593773793267e-01,
+	-3.648745077414691e-01,
+	-3.642894940857395e-01,
+	-3.637043366430457e-01,
+	-3.631190356443523e-01,
+	-3.625335913206808e-01,
+	-3.619480039031091e-01,
+	-3.613622736227716e-01,
+	-3.607764007108590e-01,
+	-3.601903853986186e-01,
+	-3.596042279173535e-01,
+	-3.590179284984233e-01,
+	-3.584314873732433e-01,
+	-3.578449047732848e-01,
+	-3.572581809300753e-01,
+	-3.566713160751975e-01,
+	-3.560843104402901e-01,
+	-3.554971642570473e-01,
+	-3.549098777572188e-01,
+	-3.543224511726095e-01,
+	-3.537348847350800e-01,
+	-3.531471786765455e-01,
+	-3.525593332289770e-01,
+	-3.519713486243999e-01,
+	-3.513832250948949e-01,
+	-3.507949628725975e-01,
+	-3.502065621896977e-01,
+	-3.496180232784404e-01,
+	-3.490293463711250e-01,
+	-3.484405317001054e-01,
+	-3.478515794977896e-01,
+	-3.472624899966404e-01,
+	-3.466732634291743e-01,
+	-3.460839000279621e-01,
+	-3.454944000256288e-01,
+	-3.449047636548529e-01,
+	-3.443149911483671e-01,
+	-3.437250827389576e-01,
+	-3.431350386594643e-01,
+	-3.425448591427808e-01,
+	-3.419545444218540e-01,
+	-3.413640947296842e-01,
+	-3.407735102993249e-01,
+	-3.401827913638829e-01,
+	-3.395919381565181e-01,
+	-3.390009509104432e-01,
+	-3.384098298589241e-01,
+	-3.378185752352794e-01,
+	-3.372271872728802e-01,
+	-3.366356662051505e-01,
+	-3.360440122655668e-01,
+	-3.354522256876579e-01,
+	-3.348603067050052e-01,
+	-3.342682555512420e-01,
+	-3.336760724600542e-01,
+	-3.330837576651794e-01,
+	-3.324913114004074e-01,
+	-3.318987338995799e-01,
+	-3.313060253965902e-01,
+	-3.307131861253835e-01,
+	-3.301202163199566e-01,
+	-3.295271162143577e-01,
+	-3.289338860426865e-01,
+	-3.283405260390941e-01,
+	-3.277470364377827e-01,
+	-3.271534174730059e-01,
+	-3.265596693790682e-01,
+	-3.259657923903248e-01,
+	-3.253717867411823e-01,
+	-3.247776526660978e-01,
+	-3.241833903995791e-01,
+	-3.235890001761845e-01,
+	-3.229944822305231e-01,
+	-3.223998367972541e-01,
+	-3.218050641110873e-01,
+	-3.212101644067824e-01,
+	-3.206151379191496e-01,
+	-3.200199848830488e-01,
+	-3.194247055333901e-01,
+	-3.188293001051334e-01,
+	-3.182337688332882e-01,
+	-3.176381119529139e-01,
+	-3.170423296991194e-01,
+	-3.164464223070629e-01,
+	-3.158503900119524e-01,
+	-3.152542330490448e-01,
+	-3.146579516536464e-01,
+	-3.140615460611125e-01,
+	-3.134650165068477e-01,
+	-3.128683632263051e-01,
+	-3.122715864549870e-01,
+	-3.116746864284443e-01,
+	-3.110776633822765e-01,
+	-3.104805175521317e-01,
+	-3.098832491737066e-01,
+	-3.092858584827460e-01,
+	-3.086883457150432e-01,
+	-3.080907111064396e-01,
+	-3.074929548928247e-01,
+	-3.068950773101359e-01,
+	-3.062970785943588e-01,
+	-3.056989589815264e-01,
+	-3.051007187077198e-01,
+	-3.045023580090675e-01,
+	-3.039038771217455e-01,
+	-3.033052762819775e-01,
+	-3.027065557260343e-01,
+	-3.021077156902339e-01,
+	-3.015087564109418e-01,
+	-3.009096781245702e-01,
+	-3.003104810675785e-01,
+	-2.997111654764728e-01,
+	-2.991117315878063e-01,
+	-2.985121796381784e-01,
+	-2.979125098642357e-01,
+	-2.973127225026708e-01,
+	-2.967128177902228e-01,
+	-2.961127959636775e-01,
+	-2.955126572598665e-01,
+	-2.949124019156676e-01,
+	-2.943120301680048e-01,
+	-2.937115422538479e-01,
+	-2.931109384102127e-01,
+	-2.925102188741607e-01,
+	-2.919093838827990e-01,
+	-2.913084336732802e-01,
+	-2.907073684828025e-01,
+	-2.901061885486096e-01,
+	-2.895048941079904e-01,
+	-2.889034853982787e-01,
+	-2.883019626568538e-01,
+	-2.877003261211399e-01,
+	-2.870985760286060e-01,
+	-2.864967126167661e-01,
+	-2.858947361231787e-01,
+	-2.852926467854472e-01,
+	-2.846904448412193e-01,
+	-2.840881305281873e-01,
+	-2.834857040840878e-01,
+	-2.828831657467016e-01,
+	-2.822805157538538e-01,
+	-2.816777543434135e-01,
+	-2.810748817532938e-01,
+	-2.804718982214515e-01,
+	-2.798688039858875e-01,
+	-2.792655992846462e-01,
+	-2.786622843558156e-01,
+	-2.780588594375273e-01,
+	-2.774553247679563e-01,
+	-2.768516805853207e-01,
+	-2.762479271278823e-01,
+	-2.756440646339455e-01,
+	-2.750400933418580e-01,
+	-2.744360134900106e-01,
+	-2.738318253168366e-01,
+	-2.732275290608123e-01,
+	-2.726231249604565e-01,
+	-2.720186132543307e-01,
+	-2.714139941810390e-01,
+	-2.708092679792274e-01,
+	-2.702044348875846e-01,
+	-2.695994951448415e-01,
+	-2.689944489897708e-01,
+	-2.683892966611875e-01,
+	-2.677840383979483e-01,
+	-2.671786744389519e-01,
+	-2.665732050231385e-01,
+	-2.659676303894901e-01,
+	-2.653619507770301e-01,
+	-2.647561664248235e-01,
+	-2.641502775719764e-01,
+	-2.635442844576364e-01,
+	-2.629381873209923e-01,
+	-2.623319864012735e-01,
+	-2.617256819377508e-01,
+	-2.611192741697358e-01,
+	-2.605127633365807e-01,
+	-2.599061496776786e-01,
+	-2.592994334324629e-01,
+	-2.586926148404078e-01,
+	-2.580856941410278e-01,
+	-2.574786715738777e-01,
+	-2.568715473785522e-01,
+	-2.562643217946867e-01,
+	-2.556569950619562e-01,
+	-2.550495674200757e-01,
+	-2.544420391088000e-01,
+	-2.538344103679238e-01,
+	-2.532266814372813e-01,
+	-2.526188525567463e-01,
+	-2.520109239662320e-01,
+	-2.514028959056910e-01,
+	-2.507947686151152e-01,
+	-2.501865423345355e-01,
+	-2.495782173040221e-01,
+	-2.489697937636840e-01,
+	-2.483612719536691e-01,
+	-2.477526521141643e-01,
+	-2.471439344853948e-01,
+	-2.465351193076248e-01,
+	-2.459262068211568e-01,
+	-2.453171972663317e-01,
+	-2.447080908835287e-01,
+	-2.440988879131654e-01,
+	-2.434895885956973e-01,
+	-2.428801931716180e-01,
+	-2.422707018814591e-01,
+	-2.416611149657900e-01,
+	-2.410514326652178e-01,
+	-2.404416552203874e-01,
+	-2.398317828719809e-01,
+	-2.392218158607183e-01,
+	-2.386117544273567e-01,
+	-2.380015988126906e-01,
+	-2.373913492575514e-01,
+	-2.367810060028080e-01,
+	-2.361705692893660e-01,
+	-2.355600393581680e-01,
+	-2.349494164501932e-01,
+	-2.343387008064578e-01,
+	-2.337278926680144e-01,
+	-2.331169922759521e-01,
+	-2.325059998713966e-01,
+	-2.318949156955097e-01,
+	-2.312837399894895e-01,
+	-2.306724729945703e-01,
+	-2.300611149520223e-01,
+	-2.294496661031518e-01,
+	-2.288381266893008e-01,
+	-2.282264969518471e-01,
+	-2.276147771322042e-01,
+	-2.270029674718210e-01,
+	-2.263910682121820e-01,
+	-2.257790795948071e-01,
+	-2.251670018612513e-01,
+	-2.245548352531050e-01,
+	-2.239425800119934e-01,
+	-2.233302363795770e-01,
+	-2.227178045975509e-01,
+	-2.221052849076452e-01,
+	-2.214926775516246e-01,
+	-2.208799827712883e-01,
+	-2.202672008084703e-01,
+	-2.196543319050388e-01,
+	-2.190413763028963e-01,
+	-2.184283342439796e-01,
+	-2.178152059702597e-01,
+	-2.172019917237413e-01,
+	-2.165886917464634e-01,
+	-2.159753062804987e-01,
+	-2.153618355679537e-01,
+	-2.147482798509684e-01,
+	-2.141346393717165e-01,
+	-2.135209143724050e-01,
+	-2.129071050952745e-01,
+	-2.122932117825986e-01,
+	-2.116792346766842e-01,
+	-2.110651740198714e-01,
+	-2.104510300545331e-01,
+	-2.098368030230750e-01,
+	-2.092224931679358e-01,
+	-2.086081007315869e-01,
+	-2.079936259565321e-01,
+	-2.073790690853077e-01,
+	-2.067644303604827e-01,
+	-2.061497100246581e-01,
+	-2.055349083204673e-01,
+	-2.049200254905756e-01,
+	-2.043050617776806e-01,
+	-2.036900174245117e-01,
+	-2.030748926738300e-01,
+	-2.024596877684285e-01,
+	-2.018444029511318e-01,
+	-2.012290384647960e-01,
+	-2.006135945523087e-01,
+	-1.999980714565888e-01,
+	-1.993824694205865e-01,
+	-1.987667886872831e-01,
+	-1.981510294996911e-01,
+	-1.975351921008537e-01,
+	-1.969192767338453e-01,
+	-1.963032836417708e-01,
+	-1.956872130677660e-01,
+	-1.950710652549970e-01,
+	-1.944548404466606e-01,
+	-1.938385388859841e-01,
+	-1.932221608162248e-01,
+	-1.926057064806704e-01,
+	-1.919891761226387e-01,
+	-1.913725699854772e-01,
+	-1.907558883125638e-01,
+	-1.901391313473060e-01,
+	-1.895222993331408e-01,
+	-1.889053925135351e-01,
+	-1.882884111319853e-01,
+	-1.876713554320172e-01,
+	-1.870542256571857e-01,
+	-1.864370220510753e-01,
+	-1.858197448572995e-01,
+	-1.852023943195007e-01,
+	-1.845849706813505e-01,
+	-1.839674741865493e-01,
+	-1.833499050788260e-01,
+	-1.827322636019384e-01,
+	-1.821145499996729e-01,
+	-1.814967645158442e-01,
+	-1.808789073942955e-01,
+	-1.802609788788982e-01,
+	-1.796429792135519e-01,
+	-1.790249086421843e-01,
+	-1.784067674087512e-01,
+	-1.777885557572360e-01,
+	-1.771702739316501e-01,
+	-1.765519221760326e-01,
+	-1.759335007344502e-01,
+	-1.753150098509970e-01,
+	-1.746964497697946e-01,
+	-1.740778207349920e-01,
+	-1.734591229907651e-01,
+	-1.728403567813172e-01,
+	-1.722215223508787e-01,
+	-1.716026199437066e-01,
+	-1.709836498040850e-01,
+	-1.703646121763246e-01,
+	-1.697455073047628e-01,
+	-1.691263354337635e-01,
+	-1.685070968077171e-01,
+	-1.678877916710403e-01,
+	-1.672684202681761e-01,
+	-1.666489828435936e-01,
+	-1.660294796417880e-01,
+	-1.654099109072804e-01,
+	-1.647902768846179e-01,
+	-1.641705778183732e-01,
+	-1.635508139531447e-01,
+	-1.629309855335566e-01,
+	-1.623110928042583e-01,
+	-1.616911360099247e-01,
+	-1.610711153952561e-01,
+	-1.604510312049777e-01,
+	-1.598308836838400e-01,
+	-1.592106730766186e-01,
+	-1.585903996281137e-01,
+	-1.579700635831505e-01,
+	-1.573496651865790e-01,
+	-1.567292046832735e-01,
+	-1.561086823181331e-01,
+	-1.554880983360812e-01,
+	-1.548674529820656e-01,
+	-1.542467465010582e-01,
+	-1.536259791380550e-01,
+	-1.530051511380763e-01,
+	-1.523842627461660e-01,
+	-1.517633142073921e-01,
+	-1.511423057668461e-01,
+	-1.505212376696433e-01,
+	-1.499001101609227e-01,
+	-1.492789234858463e-01,
+	-1.486576778895999e-01,
+	-1.480363736173924e-01,
+	-1.474150109144557e-01,
+	-1.467935900260450e-01,
+	-1.461721111974383e-01,
+	-1.455505746739366e-01,
+	-1.449289807008636e-01,
+	-1.443073295235656e-01,
+	-1.436856213874117e-01,
+	-1.430638565377932e-01,
+	-1.424420352201241e-01,
+	-1.418201576798404e-01,
+	-1.411982241624004e-01,
+	-1.405762349132846e-01,
+	-1.399541901779953e-01,
+	-1.393320902020569e-01,
+	-1.387099352310154e-01,
+	-1.380877255104387e-01,
+	-1.374654612859161e-01,
+	-1.368431428030587e-01,
+	-1.362207703074988e-01,
+	-1.355983440448900e-01,
+	-1.349758642609073e-01,
+	-1.343533312012466e-01,
+	-1.337307451116251e-01,
+	-1.331081062377806e-01,
+	-1.324854148254720e-01,
+	-1.318626711204789e-01,
+	-1.312398753686014e-01,
+	-1.306170278156603e-01,
+	-1.299941287074967e-01,
+	-1.293711782899723e-01,
+	-1.287481768089687e-01,
+	-1.281251245103878e-01,
+	-1.275020216401518e-01,
+	-1.268788684442025e-01,
+	-1.262556651685018e-01,
+	-1.256324120590313e-01,
+	-1.250091093617921e-01,
+	-1.243857573228051e-01,
+	-1.237623561881107e-01,
+	-1.231389062037685e-01,
+	-1.225154076158575e-01,
+	-1.218918606704758e-01,
+	-1.212682656137407e-01,
+	-1.206446226917883e-01,
+	-1.200209321507738e-01,
+	-1.193971942368711e-01,
+	-1.187734091962729e-01,
+	-1.181495772751902e-01,
+	-1.175256987198529e-01,
+	-1.169017737765091e-01,
+	-1.162778026914251e-01,
+	-1.156537857108857e-01,
+	-1.150297230811936e-01,
+	-1.144056150486695e-01,
+	-1.137814618596522e-01,
+	-1.131572637604982e-01,
+	-1.125330209975817e-01,
+	-1.119087338172946e-01,
+	-1.112844024660463e-01,
+	-1.106600271902637e-01,
+	-1.100356082363909e-01,
+	-1.094111458508894e-01,
+	-1.087866402802377e-01,
+	-1.081620917709314e-01,
+	-1.075375005694832e-01,
+	-1.069128669224222e-01,
+	-1.062881910762949e-01,
+	-1.056634732776639e-01,
+	-1.050387137731086e-01,
+	-1.044139128092250e-01,
+	-1.037890706326250e-01,
+	-1.031641874899374e-01,
+	-1.025392636278066e-01,
+	-1.019142992928934e-01,
+	-1.012892947318745e-01,
+	-1.006642501914424e-01,
+	-1.000391659183055e-01,
+	-9.941404215918778e-02,
+	-9.878887916082889e-02,
+	-9.816367716998389e-02,
+	-9.753843643342330e-02,
+	-9.691315719793289e-02,
+	-9.628783971031363e-02,
+	-9.566248421738159e-02,
+	-9.503709096596787e-02,
+	-9.441166020291843e-02,
+	-9.378619217509405e-02,
+	-9.316068712937026e-02,
+	-9.253514531263712e-02,
+	-9.190956697179929e-02,
+	-9.128395235377577e-02,
+	-9.065830170549993e-02,
+	-9.003261527391936e-02,
+	-8.940689330599573e-02,
+	-8.878113604870479e-02,
+	-8.815534374903618e-02,
+	-8.752951665399340e-02,
+	-8.690365501059365e-02,
+	-8.627775906586781e-02,
+	-8.565182906686025e-02,
+	-8.502586526062883e-02,
+	-8.439986789424472e-02,
+	-8.377383721479235e-02,
+	-8.314777346936929e-02,
+	-8.252167690508617e-02,
+	-8.189554776906657e-02,
+	-8.126938630844693e-02,
+	-8.064319277037646e-02,
+	-8.001696740201698e-02,
+	-7.939071045054294e-02,
+	-7.876442216314122e-02,
+	-7.813810278701108e-02,
+	-7.751175256936403e-02,
+	-7.688537175742378e-02,
+	-7.625896059842611e-02,
+	-7.563251933961877e-02,
+	-7.500604822826139e-02,
+	-7.437954751162539e-02,
+	-7.375301743699386e-02,
+	-7.312645825166150e-02,
+	-7.249987020293450e-02,
+	-7.187325353813041e-02,
+	-7.124660850457812e-02,
+	-7.061993534961768e-02,
+	-6.999323432060024e-02,
+	-6.936650566488800e-02,
+	-6.873974962985402e-02,
+	-6.811296646288217e-02,
+	-6.748615641136703e-02,
+	-6.685931972271382e-02,
+	-6.623245664433823e-02,
+	-6.560556742366640e-02,
+	-6.497865230813477e-02,
+	-6.435171154519001e-02,
+	-6.372474538228892e-02,
+	-6.309775406689830e-02,
+	-6.247073784649491e-02,
+	-6.184369696856531e-02,
+	-6.121663168060581e-02,
+	-6.058954223012235e-02,
+	-5.996242886463042e-02,
+	-5.933529183165492e-02,
+	-5.870813137873013e-02,
+	-5.808094775339953e-02,
+	-5.745374120321579e-02,
+	-5.682651197574060e-02,
+	-5.619926031854460e-02,
+	-5.557198647920731e-02,
+	-5.494469070531697e-02,
+	-5.431737324447051e-02,
+	-5.369003434427339e-02,
+	-5.306267425233957e-02,
+	-5.243529321629133e-02,
+	-5.180789148375924e-02,
+	-5.118046930238206e-02,
+	-5.055302691980657e-02,
+	-4.992556458368757e-02,
+	-4.929808254168772e-02,
+	-4.867058104147744e-02,
+	-4.804306033073485e-02,
+	-4.741552065714567e-02,
+	-4.678796226840307e-02,
+	-4.616038541220761e-02,
+	-4.553279033626717e-02,
+	-4.490517728829679e-02,
+	-4.427754651601860e-02,
+	-4.364989826716178e-02,
+	-4.302223278946233e-02,
+	-4.239455033066311e-02,
+	-4.176685113851366e-02,
+	-4.113913546077012e-02,
+	-4.051140354519515e-02,
+	-3.988365563955780e-02,
+	-3.925589199163346e-02,
+	-3.862811284920371e-02,
+	-3.800031846005626e-02,
+	-3.737250907198482e-02,
+	-3.674468493278903e-02,
+	-3.611684629027438e-02,
+	-3.548899339225203e-02,
+	-3.486112648653879e-02,
+	-3.423324582095703e-02,
+	-3.360535164333452e-02,
+	-3.297744420150435e-02,
+	-3.234952374330488e-02,
+	-3.172159051657959e-02,
+	-3.109364476917699e-02,
+	-3.046568674895055e-02,
+	-2.983771670375859e-02,
+	-2.920973488146414e-02,
+	-2.858174152993492e-02,
+	-2.795373689704318e-02,
+	-2.732572123066561e-02,
+	-2.669769477868329e-02,
+	-2.606965778898153e-02,
+	-2.544161050944981e-02,
+	-2.481355318798166e-02,
+	-2.418548607247460e-02,
+	-2.355740941082998e-02,
+	-2.292932345095293e-02,
+	-2.230122844075228e-02,
+	-2.167312462814039e-02,
+	-2.104501226103312e-02,
+	-2.041689158734970e-02,
+	-1.978876285501262e-02,
+	-1.916062631194759e-02,
+	-1.853248220608338e-02,
+	-1.790433078535173e-02,
+	-1.727617229768730e-02,
+	-1.664800699102751e-02,
+	-1.601983511331249e-02,
+	-1.539165691248496e-02,
+	-1.476347263649013e-02,
+	-1.413528253327562e-02,
+	-1.350708685079133e-02,
+	-1.287888583698938e-02,
+	-1.225067973982399e-02,
+	-1.162246880725138e-02,
+	-1.099425328722969e-02,
+	-1.036603342771885e-02,
+	-9.737809476680528e-03,
+	-9.109581682077993e-03,
+	-8.481350291876036e-03,
+	-7.853115554040859e-03,
+	-7.224877716539998e-03,
+	-6.596637027342201e-03,
+	-5.968393734417347e-03,
+	-5.340148085736343e-03,
+	-4.711900329271026e-03,
+	-4.083650712994060e-03,
+	-3.455399484878849e-03,
+	-2.827146892899431e-03,
+	-2.198893185030383e-03,
+	-1.570638609246720e-03,
+	-9.423834135238031e-04,
+	-3.141278458372346e-04,
+	 3.141278458372346e-04,
+	 9.423834135238031e-04,
+	 1.570638609246720e-03,
+	 2.198893185030383e-03,
+	 2.827146892899431e-03,
+	 3.455399484878849e-03,
+	 4.083650712994060e-03,
+	 4.711900329271026e-03,
+	 5.340148085736343e-03,
+	 5.968393734417347e-03,
+	 6.596637027342201e-03,
+	 7.224877716539998e-03,
+	 7.853115554040859e-03,
+	 8.481350291876036e-03,
+	 9.109581682077993e-03,
+	 9.737809476680528e-03,
+	 1.036603342771885e-02,
+	 1.099425328722969e-02,
+	 1.162246880725138e-02,
+	 1.225067973982399e-02,
+	 1.287888583698938e-02,
+	 1.350708685079133e-02,
+	 1.413528253327562e-02,
+	 1.476347263649013e-02,
+	 1.539165691248496e-02,
+	 1.601983511331249e-02,
+	 1.664800699102751e-02,
+	 1.727617229768730e-02,
+	 1.790433078535173e-02,
+	 1.853248220608338e-02,
+	 1.916062631194759e-02,
+	 1.978876285501262e-02,
+	 2.041689158734970e-02,
+	 2.104501226103312e-02,
+	 2.167312462814039e-02,
+	 2.230122844075228e-02,
+	 2.292932345095293e-02,
+	 2.355740941082998e-02,
+	 2.418548607247460e-02,
+	 2.481355318798166e-02,
+	 2.544161050944981e-02,
+	 2.606965778898153e-02,
+	 2.669769477868329e-02,
+	 2.732572123066561e-02,
+	 2.795373689704318e-02,
+	 2.858174152993492e-02,
+	 2.920973488146414e-02,
+	 2.983771670375859e-02,
+	 3.046568674895055e-02,
+	 3.109364476917699e-02,
+	 3.172159051657959e-02,
+	 3.234952374330488e-02,
+	 3.297744420150435e-02,
+	 3.360535164333452e-02,
+	 3.423324582095703e-02,
+	 3.486112648653879e-02,
+	 3.548899339225203e-02,
+	 3.611684629027438e-02,
+	 3.674468493278903e-02,
+	 3.737250907198482e-02,
+	 3.800031846005626e-02,
+	 3.862811284920371e-02,
+	 3.925589199163346e-02,
+	 3.988365563955780e-02,
+	 4.051140354519515e-02,
+	 4.113913546077012e-02,
+	 4.176685113851366e-02,
+	 4.239455033066311e-02,
+	 4.302223278946233e-02,
+	 4.364989826716178e-02,
+	 4.427754651601860e-02,
+	 4.490517728829679e-02,
+	 4.553279033626717e-02,
+	 4.616038541220761e-02,
+	 4.678796226840307e-02,
+	 4.741552065714567e-02,
+	 4.804306033073485e-02,
+	 4.867058104147744e-02,
+	 4.929808254168772e-02,
+	 4.992556458368757e-02,
+	 5.055302691980657e-02,
+	 5.118046930238206e-02,
+	 5.180789148375924e-02,
+	 5.243529321629133e-02,
+	 5.306267425233957e-02,
+	 5.369003434427339e-02,
+	 5.431737324447051e-02,
+	 5.494469070531697e-02,
+	 5.557198647920731e-02,
+	 5.619926031854460e-02,
+	 5.682651197574060e-02,
+	 5.745374120321579e-02,
+	 5.808094775339953e-02,
+	 5.870813137873013e-02,
+	 5.933529183165492e-02,
+	 5.996242886463042e-02,
+	 6.058954223012235e-02,
+	 6.121663168060581e-02,
+	 6.184369696856531e-02,
+	 6.247073784649491e-02,
+	 6.309775406689830e-02,
+	 6.372474538228892e-02,
+	 6.435171154519001e-02,
+	 6.497865230813477e-02,
+	 6.560556742366640e-02,
+	 6.623245664433823e-02,
+	 6.685931972271382e-02,
+	 6.748615641136703e-02,
+	 6.811296646288217e-02,
+	 6.873974962985402e-02,
+	 6.936650566488800e-02,
+	 6.999323432060024e-02,
+	 7.061993534961768e-02,
+	 7.124660850457812e-02,
+	 7.187325353813041e-02,
+	 7.249987020293450e-02,
+	 7.312645825166150e-02,
+	 7.375301743699386e-02,
+	 7.437954751162539e-02,
+	 7.500604822826139e-02,
+	 7.563251933961877e-02,
+	 7.625896059842611e-02,
+	 7.688537175742378e-02,
+	 7.751175256936403e-02,
+	 7.813810278701108e-02,
+	 7.876442216314122e-02,
+	 7.939071045054294e-02,
+	 8.001696740201698e-02,
+	 8.064319277037646e-02,
+	 8.126938630844693e-02,
+	 8.189554776906657e-02,
+	 8.252167690508617e-02,
+	 8.314777346936929e-02,
+	 8.377383721479235e-02,
+	 8.439986789424472e-02,
+	 8.502586526062883e-02,
+	 8.565182906686025e-02,
+	 8.627775906586781e-02,
+	 8.690365501059365e-02,
+	 8.752951665399340e-02,
+	 8.815534374903618e-02,
+	 8.878113604870479e-02,
+	 8.940689330599573e-02,
+	 9.003261527391936e-02,
+	 9.065830170549993e-02,
+	 9.128395235377577e-02,
+	 9.190956697179929e-02,
+	 9.253514531263712e-02,
+	 9.316068712937026e-02,
+	 9.378619217509405e-02,
+	 9.441166020291843e-02,
+	 9.503709096596787e-02,
+	 9.566248421738159e-02,
+	 9.628783971031363e-02,
+	 9.691315719793289e-02,
+	 9.753843643342330e-02,
+	 9.816367716998389e-02,
+	 9.878887916082889e-02,
+	 9.941404215918778e-02,
+	 1.000391659183055e-01,
+	 1.006642501914424e-01,
+	 1.012892947318745e-01,
+	 1.019142992928934e-01,
+	 1.025392636278066e-01,
+	 1.031641874899374e-01,
+	 1.037890706326250e-01,
+	 1.044139128092250e-01,
+	 1.050387137731086e-01,
+	 1.056634732776639e-01,
+	 1.062881910762949e-01,
+	 1.069128669224222e-01,
+	 1.075375005694832e-01,
+	 1.081620917709314e-01,
+	 1.087866402802377e-01,
+	 1.094111458508894e-01,
+	 1.100356082363909e-01,
+	 1.106600271902637e-01,
+	 1.112844024660463e-01,
+	 1.119087338172946e-01,
+	 1.125330209975817e-01,
+	 1.131572637604982e-01,
+	 1.137814618596522e-01,
+	 1.144056150486695e-01,
+	 1.150297230811936e-01,
+	 1.156537857108857e-01,
+	 1.162778026914251e-01,
+	 1.169017737765091e-01,
+	 1.175256987198529e-01,
+	 1.181495772751902e-01,
+	 1.187734091962729e-01,
+	 1.193971942368711e-01,
+	 1.200209321507738e-01,
+	 1.206446226917883e-01,
+	 1.212682656137407e-01,
+	 1.218918606704758e-01,
+	 1.225154076158575e-01,
+	 1.231389062037685e-01,
+	 1.237623561881107e-01,
+	 1.243857573228051e-01,
+	 1.250091093617921e-01,
+	 1.256324120590313e-01,
+	 1.262556651685018e-01,
+	 1.268788684442025e-01,
+	 1.275020216401518e-01,
+	 1.281251245103878e-01,
+	 1.287481768089687e-01,
+	 1.293711782899723e-01,
+	 1.299941287074967e-01,
+	 1.306170278156603e-01,
+	 1.312398753686014e-01,
+	 1.318626711204789e-01,
+	 1.324854148254720e-01,
+	 1.331081062377806e-01,
+	 1.337307451116251e-01,
+	 1.343533312012466e-01,
+	 1.349758642609073e-01,
+	 1.355983440448900e-01,
+	 1.362207703074988e-01,
+	 1.368431428030587e-01,
+	 1.374654612859161e-01,
+	 1.380877255104387e-01,
+	 1.387099352310154e-01,
+	 1.393320902020569e-01,
+	 1.399541901779953e-01,
+	 1.405762349132846e-01,
+	 1.411982241624004e-01,
+	 1.418201576798404e-01,
+	 1.424420352201241e-01,
+	 1.430638565377932e-01,
+	 1.436856213874117e-01,
+	 1.443073295235656e-01,
+	 1.449289807008636e-01,
+	 1.455505746739366e-01,
+	 1.461721111974383e-01,
+	 1.467935900260450e-01,
+	 1.474150109144557e-01,
+	 1.480363736173924e-01,
+	 1.486576778895999e-01,
+	 1.492789234858463e-01,
+	 1.499001101609227e-01,
+	 1.505212376696433e-01,
+	 1.511423057668461e-01,
+	 1.517633142073921e-01,
+	 1.523842627461660e-01,
+	 1.530051511380763e-01,
+	 1.536259791380550e-01,
+	 1.542467465010582e-01,
+	 1.548674529820656e-01,
+	 1.554880983360812e-01,
+	 1.561086823181331e-01,
+	 1.567292046832735e-01,
+	 1.573496651865790e-01,
+	 1.579700635831505e-01,
+	 1.585903996281137e-01,
+	 1.592106730766186e-01,
+	 1.598308836838400e-01,
+	 1.604510312049777e-01,
+	 1.610711153952561e-01,
+	 1.616911360099247e-01,
+	 1.623110928042583e-01,
+	 1.629309855335566e-01,
+	 1.635508139531447e-01,
+	 1.641705778183732e-01,
+	 1.647902768846179e-01,
+	 1.654099109072804e-01,
+	 1.660294796417880e-01,
+	 1.666489828435936e-01,
+	 1.672684202681761e-01,
+	 1.678877916710403e-01,
+	 1.685070968077171e-01,
+	 1.691263354337635e-01,
+	 1.697455073047628e-01,
+	 1.703646121763246e-01,
+	 1.709836498040850e-01,
+	 1.716026199437066e-01,
+	 1.722215223508787e-01,
+	 1.728403567813172e-01,
+	 1.734591229907651e-01,
+	 1.740778207349920e-01,
+	 1.746964497697946e-01,
+	 1.753150098509970e-01,
+	 1.759335007344502e-01,
+	 1.765519221760326e-01,
+	 1.771702739316501e-01,
+	 1.777885557572360e-01,
+	 1.784067674087512e-01,
+	 1.790249086421843e-01,
+	 1.796429792135519e-01,
+	 1.802609788788982e-01,
+	 1.808789073942955e-01,
+	 1.814967645158442e-01,
+	 1.821145499996729e-01,
+	 1.827322636019384e-01,
+	 1.833499050788260e-01,
+	 1.839674741865493e-01,
+	 1.845849706813505e-01,
+	 1.852023943195007e-01,
+	 1.858197448572995e-01,
+	 1.864370220510753e-01,
+	 1.870542256571857e-01,
+	 1.876713554320172e-01,
+	 1.882884111319853e-01,
+	 1.889053925135351e-01,
+	 1.895222993331408e-01,
+	 1.901391313473060e-01,
+	 1.907558883125638e-01,
+	 1.913725699854772e-01,
+	 1.919891761226387e-01,
+	 1.926057064806704e-01,
+	 1.932221608162248e-01,
+	 1.938385388859841e-01,
+	 1.944548404466606e-01,
+	 1.950710652549970e-01,
+	 1.956872130677660e-01,
+	 1.963032836417708e-01,
+	 1.969192767338453e-01,
+	 1.975351921008537e-01,
+	 1.981510294996911e-01,
+	 1.987667886872831e-01,
+	 1.993824694205865e-01,
+	 1.999980714565888e-01,
+	 2.006135945523087e-01,
+	 2.012290384647960e-01,
+	 2.018444029511318e-01,
+	 2.024596877684285e-01,
+	 2.030748926738300e-01,
+	 2.036900174245117e-01,
+	 2.043050617776806e-01,
+	 2.049200254905756e-01,
+	 2.055349083204673e-01,
+	 2.061497100246581e-01,
+	 2.067644303604827e-01,
+	 2.073790690853077e-01,
+	 2.079936259565321e-01,
+	 2.086081007315869e-01,
+	 2.092224931679358e-01,
+	 2.098368030230750e-01,
+	 2.104510300545331e-01,
+	 2.110651740198714e-01,
+	 2.116792346766842e-01,
+	 2.122932117825986e-01,
+	 2.129071050952745e-01,
+	 2.135209143724050e-01,
+	 2.141346393717165e-01,
+	 2.147482798509684e-01,
+	 2.153618355679537e-01,
+	 2.159753062804987e-01,
+	 2.165886917464634e-01,
+	 2.172019917237413e-01,
+	 2.178152059702597e-01,
+	 2.184283342439796e-01,
+	 2.190413763028963e-01,
+	 2.196543319050388e-01,
+	 2.202672008084703e-01,
+	 2.208799827712883e-01,
+	 2.214926775516246e-01,
+	 2.221052849076452e-01,
+	 2.227178045975509e-01,
+	 2.233302363795770e-01,
+	 2.239425800119934e-01,
+	 2.245548352531050e-01,
+	 2.251670018612513e-01,
+	 2.257790795948071e-01,
+	 2.263910682121820e-01,
+	 2.270029674718210e-01,
+	 2.276147771322042e-01,
+	 2.282264969518471e-01,
+	 2.288381266893008e-01,
+	 2.294496661031518e-01,
+	 2.300611149520223e-01,
+	 2.306724729945703e-01,
+	 2.312837399894895e-01,
+	 2.318949156955097e-01,
+	 2.325059998713966e-01,
+	 2.331169922759521e-01,
+	 2.337278926680144e-01,
+	 2.343387008064578e-01,
+	 2.349494164501932e-01,
+	 2.355600393581680e-01,
+	 2.361705692893660e-01,
+	 2.367810060028080e-01,
+	 2.373913492575514e-01,
+	 2.380015988126906e-01,
+	 2.386117544273567e-01,
+	 2.392218158607183e-01,
+	 2.398317828719809e-01,
+	 2.404416552203874e-01,
+	 2.410514326652178e-01,
+	 2.416611149657900e-01,
+	 2.422707018814591e-01,
+	 2.428801931716180e-01,
+	 2.434895885956973e-01,
+	 2.440988879131654e-01,
+	 2.447080908835287e-01,
+	 2.453171972663317e-01,
+	 2.459262068211568e-01,
+	 2.465351193076248e-01,
+	 2.471439344853948e-01,
+	 2.477526521141643e-01,
+	 2.483612719536691e-01,
+	 2.489697937636840e-01,
+	 2.495782173040221e-01,
+	 2.501865423345355e-01,
+	 2.507947686151152e-01,
+	 2.514028959056910e-01,
+	 2.520109239662320e-01,
+	 2.526188525567463e-01,
+	 2.532266814372813e-01,
+	 2.538344103679238e-01,
+	 2.544420391088000e-01,
+	 2.550495674200757e-01,
+	 2.556569950619562e-01,
+	 2.562643217946867e-01,
+	 2.568715473785522e-01,
+	 2.574786715738777e-01,
+	 2.580856941410278e-01,
+	 2.586926148404078e-01,
+	 2.592994334324629e-01,
+	 2.599061496776786e-01,
+	 2.605127633365807e-01,
+	 2.611192741697358e-01,
+	 2.617256819377508e-01,
+	 2.623319864012735e-01,
+	 2.629381873209923e-01,
+	 2.635442844576364e-01,
+	 2.641502775719764e-01,
+	 2.647561664248235e-01,
+	 2.653619507770301e-01,
+	 2.659676303894901e-01,
+	 2.665732050231385e-01,
+	 2.671786744389519e-01,
+	 2.677840383979483e-01,
+	 2.683892966611875e-01,
+	 2.689944489897708e-01,
+	 2.695994951448415e-01,
+	 2.702044348875846e-01,
+	 2.708092679792274e-01,
+	 2.714139941810390e-01,
+	 2.720186132543307e-01,
+	 2.726231249604565e-01,
+	 2.732275290608123e-01,
+	 2.738318253168366e-01,
+	 2.744360134900106e-01,
+	 2.750400933418580e-01,
+	 2.756440646339455e-01,
+	 2.762479271278823e-01,
+	 2.768516805853207e-01,
+	 2.774553247679563e-01,
+	 2.780588594375273e-01,
+	 2.786622843558156e-01,
+	 2.792655992846462e-01,
+	 2.798688039858875e-01,
+	 2.804718982214515e-01,
+	 2.810748817532938e-01,
+	 2.816777543434135e-01,
+	 2.822805157538538e-01,
+	 2.828831657467016e-01,
+	 2.834857040840878e-01,
+	 2.840881305281873e-01,
+	 2.846904448412193e-01,
+	 2.852926467854472e-01,
+	 2.858947361231787e-01,
+	 2.864967126167661e-01,
+	 2.870985760286060e-01,
+	 2.877003261211399e-01,
+	 2.883019626568538e-01,
+	 2.889034853982787e-01,
+	 2.895048941079904e-01,
+	 2.901061885486096e-01,
+	 2.907073684828025e-01,
+	 2.913084336732802e-01,
+	 2.919093838827990e-01,
+	 2.925102188741607e-01,
+	 2.931109384102127e-01,
+	 2.937115422538479e-01,
+	 2.943120301680048e-01,
+	 2.949124019156676e-01,
+	 2.955126572598665e-01,
+	 2.961127959636775e-01,
+	 2.967128177902228e-01,
+	 2.973127225026708e-01,
+	 2.979125098642357e-01,
+	 2.985121796381784e-01,
+	 2.991117315878063e-01,
+	 2.997111654764728e-01,
+	 3.003104810675785e-01,
+	 3.009096781245702e-01,
+	 3.015087564109418e-01,
+	 3.021077156902339e-01,
+	 3.027065557260343e-01,
+	 3.033052762819775e-01,
+	 3.039038771217455e-01,
+	 3.045023580090675e-01,
+	 3.051007187077198e-01,
+	 3.056989589815264e-01,
+	 3.062970785943588e-01,
+	 3.068950773101359e-01,
+	 3.074929548928247e-01,
+	 3.080907111064396e-01,
+	 3.086883457150432e-01,
+	 3.092858584827460e-01,
+	 3.098832491737066e-01,
+	 3.104805175521317e-01,
+	 3.110776633822765e-01,
+	 3.116746864284443e-01,
+	 3.122715864549870e-01,
+	 3.128683632263051e-01,
+	 3.134650165068477e-01,
+	 3.140615460611125e-01,
+	 3.146579516536464e-01,
+	 3.152542330490448e-01,
+	 3.158503900119524e-01,
+	 3.164464223070629e-01,
+	 3.170423296991194e-01,
+	 3.176381119529139e-01,
+	 3.182337688332882e-01,
+	 3.188293001051334e-01,
+	 3.194247055333901e-01,
+	 3.200199848830488e-01,
+	 3.206151379191496e-01,
+	 3.212101644067824e-01,
+	 3.218050641110873e-01,
+	 3.223998367972541e-01,
+	 3.229944822305231e-01,
+	 3.235890001761845e-01,
+	 3.241833903995791e-01,
+	 3.247776526660978e-01,
+	 3.253717867411823e-01,
+	 3.259657923903248e-01,
+	 3.265596693790682e-01,
+	 3.271534174730059e-01,
+	 3.277470364377827e-01,
+	 3.283405260390941e-01,
+	 3.289338860426865e-01,
+	 3.295271162143577e-01,
+	 3.301202163199566e-01,
+	 3.307131861253835e-01,
+	 3.313060253965902e-01,
+	 3.318987338995799e-01,
+	 3.324913114004074e-01,
+	 3.330837576651794e-01,
+	 3.336760724600542e-01,
+	 3.342682555512420e-01,
+	 3.348603067050052e-01,
+	 3.354522256876579e-01,
+	 3.360440122655668e-01,
+	 3.366356662051505e-01,
+	 3.372271872728802e-01,
+	 3.378185752352794e-01,
+	 3.384098298589241e-01,
+	 3.390009509104432e-01,
+	 3.395919381565181e-01,
+	 3.401827913638829e-01,
+	 3.407735102993249e-01,
+	 3.413640947296842e-01,
+	 3.419545444218540e-01,
+	 3.425448591427808e-01,
+	 3.431350386594643e-01,
+	 3.437250827389576e-01,
+	 3.443149911483671e-01,
+	 3.449047636548529e-01,
+	 3.454944000256288e-01,
+	 3.460839000279621e-01,
+	 3.466732634291743e-01,
+	 3.472624899966404e-01,
+	 3.478515794977896e-01,
+	 3.484405317001054e-01,
+	 3.490293463711250e-01,
+	 3.496180232784404e-01,
+	 3.502065621896977e-01,
+	 3.507949628725975e-01,
+	 3.513832250948949e-01,
+	 3.519713486243999e-01,
+	 3.525593332289770e-01,
+	 3.531471786765455e-01,
+	 3.537348847350800e-01,
+	 3.543224511726095e-01,
+	 3.549098777572188e-01,
+	 3.554971642570473e-01,
+	 3.560843104402901e-01,
+	 3.566713160751975e-01,
+	 3.572581809300753e-01,
+	 3.578449047732848e-01,
+	 3.584314873732433e-01,
+	 3.590179284984233e-01,
+	 3.596042279173535e-01,
+	 3.601903853986186e-01,
+	 3.607764007108590e-01,
+	 3.613622736227716e-01,
+	 3.619480039031091e-01,
+	 3.625335913206808e-01,
+	 3.631190356443523e-01,
+	 3.637043366430457e-01,
+	 3.642894940857395e-01,
+	 3.648745077414691e-01,
+	 3.654593773793267e-01,
+	 3.660441027684609e-01,
+	 3.666286836780777e-01,
+	 3.672131198774400e-01,
+	 3.677974111358678e-01,
+	 3.683815572227381e-01,
+	 3.689655579074856e-01,
+	 3.695494129596021e-01,
+	 3.701331221486370e-01,
+	 3.707166852441972e-01,
+	 3.713001020159473e-01,
+	 3.718833722336097e-01,
+	 3.724664956669645e-01,
+	 3.730494720858499e-01,
+	 3.736323012601622e-01,
+	 3.742149829598554e-01,
+	 3.747975169549422e-01,
+	 3.753799030154933e-01,
+	 3.759621409116380e-01,
+	 3.765442304135639e-01,
+	 3.771261712915172e-01,
+	 3.777079633158028e-01,
+	 3.782896062567843e-01,
+	 3.788710998848843e-01,
+	 3.794524439705843e-01,
+	 3.800336382844246e-01,
+	 3.806146825970048e-01,
+	 3.811955766789837e-01,
+	 3.817763203010794e-01,
+	 3.823569132340694e-01,
+	 3.829373552487905e-01,
+	 3.835176461161394e-01,
+	 3.840977856070720e-01,
+	 3.846777734926045e-01,
+	 3.852576095438124e-01,
+	 3.858372935318317e-01,
+	 3.864168252278578e-01,
+	 3.869962044031466e-01,
+	 3.875754308290142e-01,
+	 3.881545042768368e-01,
+	 3.887334245180513e-01,
+	 3.893121913241546e-01,
+	 3.898908044667045e-01,
+	 3.904692637173194e-01,
+	 3.910475688476785e-01,
+	 3.916257196295216e-01,
+	 3.922037158346496e-01,
+	 3.927815572349245e-01,
+	 3.933592436022691e-01,
+	 3.939367747086678e-01,
+	 3.945141503261658e-01,
+	 3.950913702268702e-01,
+	 3.956684341829491e-01,
+	 3.962453419666324e-01,
+	 3.968220933502115e-01,
+	 3.973986881060398e-01,
+	 3.979751260065323e-01,
+	 3.985514068241658e-01,
+	 3.991275303314794e-01,
+	 3.997034963010742e-01,
+	 4.002793045056132e-01,
+	 4.008549547178221e-01,
+	 4.014304467104886e-01,
+	 4.020057802564631e-01,
+	 4.025809551286585e-01,
+	 4.031559711000502e-01,
+	 4.037308279436764e-01,
+	 4.043055254326381e-01,
+	 4.048800633400993e-01,
+	 4.054544414392868e-01,
+	 4.060286595034905e-01,
+	 4.066027173060636e-01,
+	 4.071766146204225e-01,
+	 4.077503512200470e-01,
+	 4.083239268784802e-01,
+	 4.088973413693288e-01,
+	 4.094705944662630e-01,
+	 4.100436859430170e-01,
+	 4.106166155733886e-01,
+	 4.111893831312393e-01,
+	 4.117619883904949e-01,
+	 4.123344311251451e-01,
+	 4.129067111092437e-01,
+	 4.134788281169088e-01,
+	 4.140507819223230e-01,
+	 4.146225722997330e-01,
+	 4.151941990234502e-01,
+	 4.157656618678505e-01,
+	 4.163369606073745e-01,
+	 4.169080950165278e-01,
+	 4.174790648698805e-01,
+	 4.180498699420678e-01,
+	 4.186205100077901e-01,
+	 4.191909848418127e-01,
+	 4.197612942189661e-01,
+	 4.203314379141465e-01,
+	 4.209014157023149e-01,
+	 4.214712273584983e-01,
+	 4.220408726577890e-01,
+	 4.226103513753450e-01,
+	 4.231796632863901e-01,
+	 4.237488081662140e-01,
+	 4.243177857901721e-01,
+	 4.248865959336860e-01,
+	 4.254552383722434e-01,
+	 4.260237128813982e-01,
+	 4.265920192367705e-01,
+	 4.271601572140468e-01,
+	 4.277281265889801e-01,
+	 4.282959271373900e-01,
+	 4.288635586351625e-01,
+	 4.294310208582506e-01,
+	 4.299983135826739e-01,
+	 4.305654365845192e-01,
+	 4.311323896399398e-01,
+	 4.316991725251567e-01,
+	 4.322657850164574e-01,
+	 4.328322268901973e-01,
+	 4.333984979227986e-01,
+	 4.339645978907513e-01,
+	 4.345305265706128e-01,
+	 4.350962837390080e-01,
+	 4.356618691726297e-01,
+	 4.362272826482382e-01,
+	 4.367925239426621e-01,
+	 4.373575928327976e-01,
+	 4.379224890956089e-01,
+	 4.384872125081288e-01,
+	 4.390517628474578e-01,
+	 4.396161398907650e-01,
+	 4.401803434152879e-01,
+	 4.407443731983323e-01,
+	 4.413082290172728e-01,
+	 4.418719106495524e-01,
+	 4.424354178726833e-01,
+	 4.429987504642461e-01,
+	 4.435619082018905e-01,
+	 4.441248908633351e-01,
+	 4.446876982263679e-01,
+	 4.452503300688457e-01,
+	 4.458127861686950e-01,
+	 4.463750663039112e-01,
+	 4.469371702525596e-01,
+	 4.474990977927747e-01,
+	 4.480608487027609e-01,
+	 4.486224227607920e-01,
+	 4.491838197452119e-01,
+	 4.497450394344343e-01,
+	 4.503060816069429e-01,
+	 4.508669460412913e-01,
+	 4.514276325161035e-01,
+	 4.519881408100735e-01,
+	 4.525484707019658e-01,
+	 4.531086219706154e-01,
+	 4.536685943949274e-01,
+	 4.542283877538780e-01,
+	 4.547880018265137e-01,
+	 4.553474363919521e-01,
+	 4.559066912293812e-01,
+	 4.564657661180604e-01,
+	 4.570246608373198e-01,
+	 4.575833751665608e-01,
+	 4.581419088852559e-01,
+	 4.587002617729490e-01,
+	 4.592584336092552e-01,
+	 4.598164241738612e-01,
+	 4.603742332465253e-01,
+	 4.609318606070772e-01,
+	 4.614893060354185e-01,
+	 4.620465693115227e-01,
+	 4.626036502154350e-01,
+	 4.631605485272727e-01,
+	 4.637172640272250e-01,
+	 4.642737964955536e-01,
+	 4.648301457125920e-01,
+	 4.653863114587464e-01,
+	 4.659422935144953e-01,
+	 4.664980916603896e-01,
+	 4.670537056770528e-01,
+	 4.676091353451814e-01,
+	 4.681643804455442e-01,
+	 4.687194407589831e-01,
+	 4.692743160664130e-01,
+	 4.698290061488216e-01,
+	 4.703835107872699e-01,
+	 4.709378297628920e-01,
+	 4.714919628568953e-01,
+	 4.720459098505606e-01,
+	 4.725996705252420e-01,
+	 4.731532446623675e-01,
+	 4.737066320434383e-01,
+	 4.742598324500297e-01,
+	 4.748128456637905e-01,
+	 4.753656714664434e-01,
+	 4.759183096397854e-01,
+	 4.764707599656872e-01,
+	 4.770230222260937e-01,
+	 4.775750962030242e-01,
+	 4.781269816785723e-01,
+	 4.786786784349058e-01,
+	 4.792301862542671e-01,
+	 4.797815049189733e-01,
+	 4.803326342114159e-01,
+	 4.808835739140614e-01,
+	 4.814343238094510e-01,
+	 4.819848836802008e-01,
+	 4.825352533090020e-01,
+	 4.830854324786209e-01,
+	 4.836354209718988e-01,
+	 4.841852185717523e-01,
+	 4.847348250611736e-01,
+	 4.852842402232300e-01,
+	 4.858334638410646e-01,
+	 4.863824956978959e-01,
+	 4.869313355770182e-01,
+	 4.874799832618015e-01,
+	 4.880284385356916e-01,
+	 4.885767011822105e-01,
+	 4.891247709849561e-01,
+	 4.896726477276022e-01,
+	 4.902203311938992e-01,
+	 4.907678211676734e-01,
+	 4.913151174328277e-01,
+	 4.918622197733415e-01,
+	 4.924091279732706e-01,
+	 4.929558418167474e-01,
+	 4.935023610879812e-01,
+	 4.940486855712579e-01,
+	 4.945948150509405e-01,
+	 4.951407493114687e-01,
+	 4.956864881373595e-01,
+	 4.962320313132069e-01,
+	 4.967773786236822e-01,
+	 4.973225298535339e-01,
+	 4.978674847875880e-01,
+	 4.984122432107480e-01,
+	 4.989568049079948e-01,
+	 4.995011696643871e-01,
+	 5.000453372650614e-01,
+	 5.005893074952317e-01,
+	 5.011330801401903e-01,
+	 5.016766549853071e-01,
+	 5.022200318160306e-01,
+	 5.027632104178867e-01,
+	 5.033061905764804e-01,
+	 5.038489720774942e-01,
+	 5.043915547066897e-01,
+	 5.049339382499067e-01,
+	 5.054761224930634e-01,
+	 5.060181072221569e-01,
+	 5.065598922232631e-01,
+	 5.071014772825366e-01,
+	 5.076428621862109e-01,
+	 5.081840467205986e-01,
+	 5.087250306720913e-01,
+	 5.092658138271597e-01,
+	 5.098063959723542e-01,
+	 5.103467768943040e-01,
+	 5.108869563797178e-01,
+	 5.114269342153841e-01,
+	 5.119667101881709e-01,
+	 5.125062840850256e-01,
+	 5.130456556929758e-01,
+	 5.135848247991285e-01,
+	 5.141237911906710e-01,
+	 5.146625546548703e-01,
+	 5.152011149790738e-01,
+	 5.157394719507088e-01,
+	 5.162776253572832e-01,
+	 5.168155749863848e-01,
+	 5.173533206256821e-01,
+	 5.178908620629242e-01,
+	 5.184281990859407e-01,
+	 5.189653314826418e-01,
+	 5.195022590410187e-01,
+	 5.200389815491430e-01,
+	 5.205754987951677e-01,
+	 5.211118105673267e-01,
+	 5.216479166539348e-01,
+	 5.221838168433882e-01,
+	 5.227195109241644e-01,
+	 5.232549986848219e-01,
+	 5.237902799140012e-01,
+	 5.243253544004237e-01,
+	 5.248602219328929e-01,
+	 5.253948823002939e-01,
+	 5.259293352915931e-01,
+	 5.264635806958394e-01,
+	 5.269976183021633e-01,
+	 5.275314478997774e-01,
+	 5.280650692779761e-01,
+	 5.285984822261367e-01,
+	 5.291316865337180e-01,
+	 5.296646819902616e-01,
+	 5.301974683853914e-01,
+	 5.307300455088139e-01,
+	 5.312624131503179e-01,
+	 5.317945710997753e-01,
+	 5.323265191471407e-01,
+	 5.328582570824510e-01,
+	 5.333897846958270e-01,
+	 5.339211017774717e-01,
+	 5.344522081176714e-01,
+	 5.349831035067957e-01,
+	 5.355137877352976e-01,
+	 5.360442605937130e-01,
+	 5.365745218726616e-01,
+	 5.371045713628467e-01,
+	 5.376344088550548e-01,
+	 5.381640341401562e-01,
+	 5.386934470091053e-01,
+	 5.392226472529398e-01,
+	 5.397516346627818e-01,
+	 5.402804090298371e-01,
+	 5.408089701453958e-01,
+	 5.413373178008319e-01,
+	 5.418654517876039e-01,
+	 5.423933718972548e-01,
+	 5.429210779214114e-01,
+	 5.434485696517856e-01,
+	 5.439758468801735e-01,
+	 5.445029093984562e-01,
+	 5.450297569985995e-01,
+	 5.455563894726535e-01,
+	 5.460828066127539e-01,
+	 5.466090082111209e-01,
+	 5.471349940600603e-01,
+	 5.476607639519624e-01,
+	 5.481863176793034e-01,
+	 5.487116550346443e-01,
+	 5.492367758106316e-01,
+	 5.497616797999977e-01,
+	 5.502863667955600e-01,
+	 5.508108365902219e-01,
+	 5.513350889769724e-01,
+	 5.518591237488865e-01,
+	 5.523829406991246e-01,
+	 5.529065396209338e-01,
+	 5.534299203076467e-01,
+	 5.539530825526822e-01,
+	 5.544760261495455e-01,
+	 5.549987508918279e-01,
+	 5.555212565732074e-01,
+	 5.560435429874481e-01,
+	 5.565656099284009e-01,
+	 5.570874571900033e-01,
+	 5.576090845662794e-01,
+	 5.581304918513402e-01,
+	 5.586516788393835e-01,
+	 5.591726453246941e-01,
+	 5.596933911016437e-01,
+	 5.602139159646915e-01,
+	 5.607342197083833e-01,
+	 5.612543021273526e-01,
+	 5.617741630163203e-01,
+	 5.622938021700944e-01,
+	 5.628132193835708e-01,
+	 5.633324144517325e-01,
+	 5.638513871696509e-01,
+	 5.643701373324845e-01,
+	 5.648886647354801e-01,
+	 5.654069691739719e-01,
+	 5.659250504433827e-01,
+	 5.664429083392231e-01,
+	 5.669605426570918e-01,
+	 5.674779531926759e-01,
+	 5.679951397417508e-01,
+	 5.685121021001801e-01,
+	 5.690288400639162e-01,
+	 5.695453534289999e-01,
+	 5.700616419915606e-01,
+	 5.705777055478167e-01,
+	 5.710935438940751e-01,
+	 5.716091568267317e-01,
+	 5.721245441422714e-01,
+	 5.726397056372681e-01,
+	 5.731546411083850e-01,
+	 5.736693503523742e-01,
+	 5.741838331660775e-01,
+	 5.746980893464255e-01,
+	 5.752121186904390e-01,
+	 5.757259209952277e-01,
+	 5.762394960579913e-01,
+	 5.767528436760188e-01,
+	 5.772659636466895e-01,
+	 5.777788557674720e-01,
+	 5.782915198359253e-01,
+	 5.788039556496982e-01,
+	 5.793161630065295e-01,
+	 5.798281417042483e-01,
+	 5.803398915407741e-01,
+	 5.808514123141165e-01,
+	 5.813627038223754e-01,
+	 5.818737658637416e-01,
+	 5.823845982364961e-01,
+	 5.828952007390108e-01,
+	 5.834055731697482e-01,
+	 5.839157153272616e-01,
+	 5.844256270101952e-01,
+	 5.849353080172843e-01,
+	 5.854447581473551e-01,
+	 5.859539771993250e-01,
+	 5.864629649722024e-01,
+	 5.869717212650875e-01,
+	 5.874802458771712e-01,
+	 5.879885386077365e-01,
+	 5.884965992561573e-01,
+	 5.890044276218996e-01,
+	 5.895120235045209e-01,
+	 5.900193867036704e-01,
+	 5.905265170190892e-01,
+	 5.910334142506103e-01,
+	 5.915400781981588e-01,
+	 5.920465086617517e-01,
+	 5.925527054414983e-01,
+	 5.930586683376000e-01,
+	 5.935643971503508e-01,
+	 5.940698916801367e-01,
+	 5.945751517274366e-01,
+	 5.950801770928215e-01,
+	 5.955849675769552e-01,
+	 5.960895229805946e-01,
+	 5.965938431045887e-01,
+	 5.970979277498799e-01,
+	 5.976017767175034e-01,
+	 5.981053898085872e-01,
+	 5.986087668243527e-01,
+	 5.991119075661144e-01,
+	 5.996148118352800e-01,
+	 6.001174794333505e-01,
+	 6.006199101619204e-01,
+	 6.011221038226776e-01,
+	 6.016240602174039e-01,
+	 6.021257791479742e-01,
+	 6.026272604163576e-01,
+	 6.031285038246167e-01,
+	 6.036295091749082e-01,
+	 6.041302762694827e-01,
+	 6.046308049106847e-01,
+	 6.051310949009531e-01,
+	 6.056311460428205e-01,
+	 6.061309581389146e-01,
+	 6.066305309919565e-01,
+	 6.071298644047625e-01,
+	 6.076289581802429e-01,
+	 6.081278121214029e-01,
+	 6.086264260313422e-01,
+	 6.091247997132553e-01,
+	 6.096229329704315e-01,
+	 6.101208256062549e-01,
+	 6.106184774242048e-01,
+	 6.111158882278556e-01,
+	 6.116130578208763e-01,
+	 6.121099860070317e-01,
+	 6.126066725901815e-01,
+	 6.131031173742811e-01,
+	 6.135993201633810e-01,
+	 6.140952807616276e-01,
+	 6.145909989732623e-01,
+	 6.150864746026228e-01,
+	 6.155817074541422e-01,
+	 6.160766973323495e-01,
+	 6.165714440418697e-01,
+	 6.170659473874236e-01,
+	 6.175602071738281e-01,
+	 6.180542232059965e-01,
+	 6.185479952889378e-01,
+	 6.190415232277577e-01,
+	 6.195348068276584e-01,
+	 6.200278458939379e-01,
+	 6.205206402319914e-01,
+	 6.210131896473101e-01,
+	 6.215054939454825e-01,
+	 6.219975529321934e-01,
+	 6.224893664132245e-01,
+	 6.229809341944544e-01,
+	 6.234722560818590e-01,
+	 6.239633318815107e-01,
+	 6.244541613995793e-01,
+	 6.249447444423321e-01,
+	 6.254350808161332e-01,
+	 6.259251703274444e-01,
+	 6.264150127828247e-01,
+	 6.269046079889308e-01,
+	 6.273939557525169e-01,
+	 6.278830558804349e-01,
+	 6.283719081796344e-01,
+	 6.288605124571628e-01,
+	 6.293488685201655e-01,
+	 6.298369761758859e-01,
+	 6.303248352316652e-01,
+	 6.308124454949430e-01,
+	 6.312998067732569e-01,
+	 6.317869188742429e-01,
+	 6.322737816056353e-01,
+	 6.327603947752669e-01,
+	 6.332467581910689e-01,
+	 6.337328716610711e-01,
+	 6.342187349934020e-01,
+	 6.347043479962887e-01,
+	 6.351897104780575e-01,
+	 6.356748222471330e-01,
+	 6.361596831120392e-01,
+	 6.366442928813989e-01,
+	 6.371286513639342e-01,
+	 6.376127583684662e-01,
+	 6.380966137039153e-01,
+	 6.385802171793015e-01,
+	 6.390635686037437e-01,
+	 6.395466677864607e-01,
+	 6.400295145367708e-01,
+	 6.405121086640917e-01,
+	 6.409944499779412e-01,
+	 6.414765382879364e-01,
+	 6.419583734037948e-01,
+	 6.424399551353334e-01,
+	 6.429212832924693e-01,
+	 6.434023576852200e-01,
+	 6.438831781237028e-01,
+	 6.443637444181353e-01,
+	 6.448440563788356e-01,
+	 6.453241138162220e-01,
+	 6.458039165408133e-01,
+	 6.462834643632289e-01,
+	 6.467627570941888e-01,
+	 6.472417945445136e-01,
+	 6.477205765251247e-01,
+	 6.481991028470445e-01,
+	 6.486773733213960e-01,
+	 6.491553877594034e-01,
+	 6.496331459723920e-01,
+	 6.501106477717880e-01,
+	 6.505878929691189e-01,
+	 6.510648813760137e-01,
+	 6.515416128042025e-01,
+	 6.520180870655170e-01,
+	 6.524943039718902e-01,
+	 6.529702633353569e-01,
+	 6.534459649680534e-01,
+	 6.539214086822178e-01,
+	 6.543965942901900e-01,
+	 6.548715216044119e-01,
+	 6.553461904374268e-01,
+	 6.558206006018809e-01,
+	 6.562947519105217e-01,
+	 6.567686441761993e-01,
+	 6.572422772118661e-01,
+	 6.577156508305765e-01,
+	 6.581887648454875e-01,
+	 6.586616190698585e-01,
+	 6.591342133170516e-01,
+	 6.596065474005313e-01,
+	 6.600786211338647e-01,
+	 6.605504343307221e-01,
+	 6.610219868048763e-01,
+	 6.614932783702031e-01,
+	 6.619643088406812e-01,
+	 6.624350780303924e-01,
+	 6.629055857535217e-01,
+	 6.633758318243571e-01,
+	 6.638458160572902e-01,
+	 6.643155382668158e-01,
+	 6.647849982675319e-01,
+	 6.652541958741403e-01,
+	 6.657231309014463e-01,
+	 6.661918031643587e-01,
+	 6.666602124778901e-01,
+	 6.671283586571570e-01,
+	 6.675962415173797e-01,
+	 6.680638608738823e-01,
+	 6.685312165420929e-01,
+	 6.689983083375439e-01,
+	 6.694651360758719e-01,
+	 6.699316995728172e-01,
+	 6.703979986442250e-01,
+	 6.708640331060445e-01,
+	 6.713298027743295e-01,
+	 6.717953074652384e-01,
+	 6.722605469950339e-01,
+	 6.727255211800837e-01,
+	 6.731902298368598e-01,
+	 6.736546727819396e-01,
+	 6.741188498320048e-01,
+	 6.745827608038423e-01,
+	 6.750464055143441e-01,
+	 6.755097837805073e-01,
+	 6.759728954194340e-01,
+	 6.764357402483315e-01,
+	 6.768983180845127e-01,
+	 6.773606287453957e-01,
+	 6.778226720485040e-01,
+	 6.782844478114667e-01,
+	 6.787459558520185e-01,
+	 6.792071959879997e-01,
+	 6.796681680373566e-01,
+	 6.801288718181410e-01,
+	 6.805893071485107e-01,
+	 6.810494738467295e-01,
+	 6.815093717311673e-01,
+	 6.819690006202999e-01,
+	 6.824283603327094e-01,
+	 6.828874506870840e-01,
+	 6.833462715022185e-01,
+	 6.838048225970140e-01,
+	 6.842631037904778e-01,
+	 6.847211149017240e-01,
+	 6.851788557499733e-01,
+	 6.856363261545528e-01,
+	 6.860935259348967e-01,
+	 6.865504549105459e-01,
+	 6.870071129011480e-01,
+	 6.874634997264579e-01,
+	 6.879196152063372e-01,
+	 6.883754591607547e-01,
+	 6.888310314097865e-01,
+	 6.892863317736159e-01,
+	 6.897413600725333e-01,
+	 6.901961161269369e-01,
+	 6.906505997573318e-01,
+	 6.911048107843312e-01,
+	 6.915587490286556e-01,
+	 6.920124143111331e-01,
+	 6.924658064526997e-01,
+	 6.929189252743991e-01,
+	 6.933717705973832e-01,
+	 6.938243422429112e-01,
+	 6.942766400323510e-01,
+	 6.947286637871781e-01,
+	 6.951804133289765e-01,
+	 6.956318884794384e-01,
+	 6.960830890603639e-01,
+	 6.965340148936620e-01,
+	 6.969846658013498e-01,
+	 6.974350416055530e-01,
+	 6.978851421285062e-01,
+	 6.983349671925522e-01,
+	 6.987845166201426e-01,
+	 6.992337902338380e-01,
+	 6.996827878563078e-01,
+	 7.001315093103302e-01,
+	 7.005799544187925e-01,
+	 7.010281230046911e-01,
+	 7.014760148911316e-01,
+	 7.019236299013287e-01,
+	 7.023709678586063e-01,
+	 7.028180285863980e-01,
+	 7.032648119082464e-01,
+	 7.037113176478038e-01,
+	 7.041575456288321e-01,
+	 7.046034956752030e-01,
+	 7.050491676108973e-01,
+	 7.054945612600062e-01,
+	 7.059396764467304e-01,
+	 7.063845129953807e-01,
+	 7.068290707303778e-01,
+	 7.072733494762524e-01,
+	 7.077173490576453e-01,
+	 7.081610692993077e-01,
+	 7.086045100261007e-01,
+	 7.090476710629962e-01,
+	 7.094905522350758e-01,
+	 7.099331533675325e-01,
+	 7.103754742856691e-01,
+	 7.108175148148991e-01,
+	 7.112592747807469e-01,
+	 7.117007540088477e-01,
+	 7.121419523249470e-01,
+	 7.125828695549018e-01,
+	 7.130235055246797e-01,
+	 7.134638600603593e-01,
+	 7.139039329881305e-01,
+	 7.143437241342941e-01,
+	 7.147832333252624e-01,
+	 7.152224603875585e-01,
+	 7.156614051478176e-01,
+	 7.161000674327856e-01,
+	 7.165384470693205e-01,
+	 7.169765438843912e-01,
+	 7.174143577050789e-01,
+	 7.178518883585761e-01,
+	 7.182891356721871e-01,
+	 7.187260994733282e-01,
+	 7.191627795895276e-01,
+	 7.195991758484250e-01,
+	 7.200352880777730e-01,
+	 7.204711161054355e-01,
+	 7.209066597593891e-01,
+	 7.213419188677223e-01,
+	 7.217768932586360e-01,
+	 7.222115827604437e-01,
+	 7.226459872015712e-01,
+	 7.230801064105568e-01,
+	 7.235139402160512e-01,
+	 7.239474884468180e-01,
+	 7.243807509317336e-01,
+	 7.248137274997869e-01,
+	 7.252464179800799e-01,
+	 7.256788222018273e-01,
+	 7.261109399943569e-01,
+	 7.265427711871096e-01,
+	 7.269743156096394e-01,
+	 7.274055730916135e-01,
+	 7.278365434628121e-01,
+	 7.282672265531291e-01,
+	 7.286976221925717e-01,
+	 7.291277302112604e-01,
+	 7.295575504394294e-01,
+	 7.299870827074263e-01,
+	 7.304163268457126e-01,
+	 7.308452826848633e-01,
+	 7.312739500555673e-01,
+	 7.317023287886273e-01,
+	 7.321304187149602e-01,
+	 7.325582196655964e-01,
+	 7.329857314716809e-01,
+	 7.334129539644724e-01,
+	 7.338398869753439e-01,
+	 7.342665303357827e-01,
+	 7.346928838773906e-01,
+	 7.351189474318837e-01,
+	 7.355447208310921e-01,
+	 7.359702039069612e-01,
+	 7.363953964915505e-01,
+	 7.368202984170342e-01,
+	 7.372449095157014e-01,
+	 7.376692296199557e-01,
+	 7.380932585623160e-01,
+	 7.385169961754157e-01,
+	 7.389404422920033e-01,
+	 7.393635967449426e-01,
+	 7.397864593672121e-01,
+	 7.402090299919059e-01,
+	 7.406313084522330e-01,
+	 7.410532945815180e-01,
+	 7.414749882132009e-01,
+	 7.418963891808368e-01,
+	 7.423174973180967e-01,
+	 7.427383124587669e-01,
+	 7.431588344367495e-01,
+	 7.435790630860623e-01,
+	 7.439989982408387e-01,
+	 7.444186397353285e-01,
+	 7.448379874038966e-01,
+	 7.452570410810245e-01,
+	 7.456758006013096e-01,
+	 7.460942657994651e-01,
+	 7.465124365103207e-01,
+	 7.469303125688224e-01,
+	 7.473478938100321e-01,
+	 7.477651800691283e-01,
+	 7.481821711814062e-01,
+	 7.485988669822770e-01,
+	 7.490152673072688e-01,
+	 7.494313719920261e-01,
+	 7.498471808723104e-01,
+	 7.502626937839996e-01,
+	 7.506779105630886e-01,
+	 7.510928310456892e-01,
+	 7.515074550680302e-01,
+	 7.519217824664572e-01,
+	 7.523358130774332e-01,
+	 7.527495467375380e-01,
+	 7.531629832834688e-01,
+	 7.535761225520400e-01,
+	 7.539889643801834e-01,
+	 7.544015086049483e-01,
+	 7.548137550635011e-01,
+	 7.552257035931262e-01,
+	 7.556373540312252e-01,
+	 7.560487062153177e-01,
+	 7.564597599830407e-01,
+	 7.568705151721492e-01,
+	 7.572809716205159e-01,
+	 7.576911291661316e-01,
+	 7.581009876471049e-01,
+	 7.585105469016625e-01,
+	 7.589198067681494e-01,
+	 7.593287670850284e-01,
+	 7.597374276908808e-01,
+	 7.601457884244062e-01,
+	 7.605538491244224e-01,
+	 7.609616096298657e-01,
+	 7.613690697797909e-01,
+	 7.617762294133714e-01,
+	 7.621830883698992e-01,
+	 7.625896464887849e-01,
+	 7.629959036095578e-01,
+	 7.634018595718662e-01,
+	 7.638075142154772e-01,
+	 7.642128673802767e-01,
+	 7.646179189062697e-01,
+	 7.650226686335804e-01,
+	 7.654271164024518e-01,
+	 7.658312620532463e-01,
+	 7.662351054264455e-01,
+	 7.666386463626502e-01,
+	 7.670418847025809e-01,
+	 7.674448202870773e-01,
+	 7.678474529570986e-01,
+	 7.682497825537233e-01,
+	 7.686518089181502e-01,
+	 7.690535318916973e-01,
+	 7.694549513158023e-01,
+	 7.698560670320230e-01,
+	 7.702568788820369e-01,
+	 7.706573867076414e-01,
+	 7.710575903507539e-01,
+	 7.714574896534122e-01,
+	 7.718570844577739e-01,
+	 7.722563746061166e-01,
+	 7.726553599408387e-01,
+	 7.730540403044583e-01,
+	 7.734524155396144e-01,
+	 7.738504854890662e-01,
+	 7.742482499956934e-01,
+	 7.746457089024962e-01,
+	 7.750428620525955e-01,
+	 7.754397092892330e-01,
+	 7.758362504557710e-01,
+	 7.762324853956925e-01,
+	 7.766284139526015e-01,
+	 7.770240359702231e-01,
+	 7.774193512924031e-01,
+	 7.778143597631086e-01,
+	 7.782090612264275e-01,
+	 7.786034555265693e-01,
+	 7.789975425078643e-01,
+	 7.793913220147645e-01,
+	 7.797847938918430e-01,
+	 7.801779579837943e-01,
+	 7.805708141354345e-01,
+	 7.809633621917014e-01,
+	 7.813556019976541e-01,
+	 7.817475333984736e-01,
+	 7.821391562394623e-01,
+	 7.825304703660448e-01,
+	 7.829214756237675e-01,
+	 7.833121718582983e-01,
+	 7.837025589154275e-01,
+	 7.840926366410673e-01,
+	 7.844824048812521e-01,
+	 7.848718634821380e-01,
+	 7.852610122900040e-01,
+	 7.856498511512509e-01,
+	 7.860383799124019e-01,
+	 7.864265984201028e-01,
+	 7.868145065211217e-01,
+	 7.872021040623491e-01,
+	 7.875893908907985e-01,
+	 7.879763668536056e-01,
+	 7.883630317980289e-01,
+	 7.887493855714499e-01,
+	 7.891354280213726e-01,
+	 7.895211589954242e-01,
+	 7.899065783413545e-01,
+	 7.902916859070366e-01,
+	 7.906764815404663e-01,
+	 7.910609650897631e-01,
+	 7.914451364031692e-01,
+	 7.918289953290500e-01,
+	 7.922125417158946e-01,
+	 7.925957754123152e-01,
+	 7.929786962670474e-01,
+	 7.933613041289503e-01,
+	 7.937435988470067e-01,
+	 7.941255802703229e-01,
+	 7.945072482481287e-01,
+	 7.948886026297779e-01,
+	 7.952696432647477e-01,
+	 7.956503700026396e-01,
+	 7.960307826931787e-01,
+	 7.964108811862142e-01,
+	 7.967906653317192e-01,
+	 7.971701349797907e-01,
+	 7.975492899806504e-01,
+	 7.979281301846436e-01,
+	 7.983066554422402e-01,
+	 7.986848656040343e-01,
+	 7.990627605207443e-01,
+	 7.994403400432132e-01,
+	 7.998176040224083e-01,
+	 8.001945523094217e-01,
+	 8.005711847554697e-01,
+	 8.009475012118937e-01,
+	 8.013235015301596e-01,
+	 8.016991855618580e-01,
+	 8.020745531587047e-01,
+	 8.024496041725399e-01,
+	 8.028243384553291e-01,
+	 8.031987558591627e-01,
+	 8.035728562362562e-01,
+	 8.039466394389503e-01,
+	 8.043201053197107e-01,
+	 8.046932537311285e-01,
+	 8.050660845259202e-01,
+	 8.054385975569275e-01,
+	 8.058107926771174e-01,
+	 8.061826697395826e-01,
+	 8.065542285975416e-01,
+	 8.069254691043377e-01,
+	 8.072963911134405e-01,
+	 8.076669944784454e-01,
+	 8.080372790530730e-01,
+	 8.084072446911702e-01,
+	 8.087768912467096e-01,
+	 8.091462185737898e-01,
+	 8.095152265266352e-01,
+	 8.098839149595967e-01,
+	 8.102522837271510e-01,
+	 8.106203326839008e-01,
+	 8.109880616845755e-01,
+	 8.113554705840305e-01,
+	 8.117225592372476e-01,
+	 8.120893274993348e-01,
+	 8.124557752255269e-01,
+	 8.128219022711852e-01,
+	 8.131877084917972e-01,
+	 8.135531937429774e-01,
+	 8.139183578804670e-01,
+	 8.142832007601335e-01,
+	 8.146477222379718e-01,
+	 8.150119221701031e-01,
+	 8.153758004127760e-01,
+	 8.157393568223659e-01,
+	 8.161025912553749e-01,
+	 8.164655035684327e-01,
+	 8.168280936182959e-01,
+	 8.171903612618483e-01,
+	 8.175523063561010e-01,
+	 8.179139287581922e-01,
+	 8.182752283253879e-01,
+	 8.186362049150812e-01,
+	 8.189968583847926e-01,
+	 8.193571885921704e-01,
+	 8.197171953949905e-01,
+	 8.200768786511562e-01,
+	 8.204362382186987e-01,
+	 8.207952739557769e-01,
+	 8.211539857206774e-01,
+	 8.215123733718150e-01,
+	 8.218704367677321e-01,
+	 8.222281757670993e-01,
+	 8.225855902287150e-01,
+	 8.229426800115059e-01,
+	 8.232994449745269e-01,
+	 8.236558849769609e-01,
+	 8.240119998781192e-01,
+	 8.243677895374414e-01,
+	 8.247232538144955e-01,
+	 8.250783925689779e-01,
+	 8.254332056607133e-01,
+	 8.257876929496554e-01,
+	 8.261418542958859e-01,
+	 8.264956895596158e-01,
+	 8.268491986011842e-01,
+	 8.272023812810595e-01,
+	 8.275552374598384e-01,
+	 8.279077669982469e-01,
+	 8.282599697571397e-01,
+	 8.286118455975005e-01,
+	 8.289633943804420e-01,
+	 8.293146159672062e-01,
+	 8.296655102191641e-01,
+	 8.300160769978159e-01,
+	 8.303663161647910e-01,
+	 8.307162275818482e-01,
+	 8.310658111108755e-01,
+	 8.314150666138908e-01,
+	 8.317639939530408e-01,
+	 8.321125929906023e-01,
+	 8.324608635889812e-01,
+	 8.328088056107135e-01,
+	 8.331564189184645e-01,
+	 8.335037033750294e-01,
+	 8.338506588433335e-01,
+	 8.341972851864314e-01,
+	 8.345435822675079e-01,
+	 8.348895499498779e-01,
+	 8.352351880969858e-01,
+	 8.355804965724067e-01,
+	 8.359254752398456e-01,
+	 8.362701239631375e-01,
+	 8.366144426062477e-01,
+	 8.369584310332719e-01,
+	 8.373020891084361e-01,
+	 8.376454166960966e-01,
+	 8.379884136607403e-01,
+	 8.383310798669843e-01,
+	 8.386734151795767e-01,
+	 8.390154194633960e-01,
+	 8.393570925834510e-01,
+	 8.396984344048818e-01,
+	 8.400394447929590e-01,
+	 8.403801236130839e-01,
+	 8.407204707307888e-01,
+	 8.410604860117370e-01,
+	 8.414001693217227e-01,
+	 8.417395205266711e-01,
+	 8.420785394926384e-01,
+	 8.424172260858123e-01,
+	 8.427555801725111e-01,
+	 8.430936016191849e-01,
+	 8.434312902924149e-01,
+	 8.437686460589134e-01,
+	 8.441056687855246e-01,
+	 8.444423583392237e-01,
+	 8.447787145871176e-01,
+	 8.451147373964447e-01,
+	 8.454504266345751e-01,
+	 8.457857821690105e-01,
+	 8.461208038673843e-01,
+	 8.464554915974617e-01,
+	 8.467898452271397e-01,
+	 8.471238646244472e-01,
+	 8.474575496575449e-01,
+	 8.477909001947258e-01,
+	 8.481239161044145e-01,
+	 8.484565972551680e-01,
+	 8.487889435156751e-01,
+	 8.491209547547572e-01,
+	 8.494526308413678e-01,
+	 8.497839716445925e-01,
+	 8.501149770336492e-01,
+	 8.504456468778887e-01,
+	 8.507759810467936e-01,
+	 8.511059794099795e-01,
+	 8.514356418371940e-01,
+	 8.517649681983179e-01,
+	 8.520939583633643e-01,
+	 8.524226122024791e-01,
+	 8.527509295859408e-01,
+	 8.530789103841608e-01,
+	 8.534065544676835e-01,
+	 8.537338617071861e-01,
+	 8.540608319734786e-01,
+	 8.543874651375042e-01,
+	 8.547137610703390e-01,
+	 8.550397196431924e-01,
+	 8.553653407274068e-01,
+	 8.556906241944577e-01,
+	 8.560155699159544e-01,
+	 8.563401777636388e-01,
+	 8.566644476093866e-01,
+	 8.569883793252069e-01,
+	 8.573119727832419e-01,
+	 8.576352278557678e-01,
+	 8.579581444151941e-01,
+	 8.582807223340639e-01,
+	 8.586029614850540e-01,
+	 8.589248617409749e-01,
+	 8.592464229747711e-01,
+	 8.595676450595204e-01,
+	 8.598885278684351e-01,
+	 8.602090712748607e-01,
+	 8.605292751522773e-01,
+	 8.608491393742986e-01,
+	 8.611686638146728e-01,
+	 8.614878483472816e-01,
+	 8.618066928461415e-01,
+	 8.621251971854027e-01,
+	 8.624433612393499e-01,
+	 8.627611848824022e-01,
+	 8.630786679891129e-01,
+	 8.633958104341697e-01,
+	 8.637126120923948e-01,
+	 8.640290728387451e-01,
+	 8.643451925483118e-01,
+	 8.646609710963207e-01,
+	 8.649764083581325e-01,
+	 8.652915042092424e-01,
+	 8.656062585252804e-01,
+	 8.659206711820114e-01,
+	 8.662347420553350e-01,
+	 8.665484710212860e-01,
+	 8.668618579560337e-01,
+	 8.671749027358826e-01,
+	 8.674876052372725e-01,
+	 8.677999653367781e-01,
+	 8.681119829111090e-01,
+	 8.684236578371104e-01,
+	 8.687349899917626e-01,
+	 8.690459792521812e-01,
+	 8.693566254956169e-01,
+	 8.696669285994563e-01,
+	 8.699768884412209e-01,
+	 8.702865048985681e-01,
+	 8.705957778492905e-01,
+	 8.709047071713166e-01,
+	 8.712132927427104e-01,
+	 8.715215344416715e-01,
+	 8.718294321465352e-01,
+	 8.721369857357728e-01,
+	 8.724441950879913e-01,
+	 8.727510600819336e-01,
+	 8.730575805964783e-01,
+	 8.733637565106402e-01,
+	 8.736695877035703e-01,
+	 8.739750740545552e-01,
+	 8.742802154430179e-01,
+	 8.745850117485175e-01,
+	 8.748894628507493e-01,
+	 8.751935686295450e-01,
+	 8.754973289648722e-01,
+	 8.758007437368354e-01,
+	 8.761038128256750e-01,
+	 8.764065361117680e-01,
+	 8.767089134756281e-01,
+	 8.770109447979053e-01,
+	 8.773126299593864e-01,
+	 8.776139688409945e-01,
+	 8.779149613237897e-01,
+	 8.782156072889686e-01,
+	 8.785159066178647e-01,
+	 8.788158591919484e-01,
+	 8.791154648928267e-01,
+	 8.794147236022436e-01,
+	 8.797136352020803e-01,
+	 8.800121995743549e-01,
+	 8.803104166012223e-01,
+	 8.806082861649748e-01,
+	 8.809058081480416e-01,
+	 8.812029824329893e-01,
+	 8.814998089025217e-01,
+	 8.817962874394798e-01,
+	 8.820924179268420e-01,
+	 8.823882002477239e-01,
+	 8.826836342853789e-01,
+	 8.829787199231975e-01,
+	 8.832734570447079e-01,
+	 8.835678455335759e-01,
+	 8.838618852736048e-01,
+	 8.841555761487354e-01,
+	 8.844489180430466e-01,
+	 8.847419108407546e-01,
+	 8.850345544262138e-01,
+	 8.853268486839163e-01,
+	 8.856187934984918e-01,
+	 8.859103887547084e-01,
+	 8.862016343374718e-01,
+	 8.864925301318258e-01,
+	 8.867830760229524e-01,
+	 8.870732718961716e-01,
+	 8.873631176369415e-01,
+	 8.876526131308587e-01,
+	 8.879417582636576e-01,
+	 8.882305529212112e-01,
+	 8.885189969895306e-01,
+	 8.888070903547657e-01,
+	 8.890948329032043e-01,
+	 8.893822245212730e-01,
+	 8.896692650955368e-01,
+	 8.899559545126994e-01,
+	 8.902422926596029e-01,
+	 8.905282794232280e-01,
+	 8.908139146906945e-01,
+	 8.910991983492604e-01,
+	 8.913841302863230e-01,
+	 8.916687103894181e-01,
+	 8.919529385462204e-01,
+	 8.922368146445436e-01,
+	 8.925203385723403e-01,
+	 8.928035102177021e-01,
+	 8.930863294688597e-01,
+	 8.933687962141830e-01,
+	 8.936509103421806e-01,
+	 8.939326717415008e-01,
+	 8.942140803009310e-01,
+	 8.944951359093974e-01,
+	 8.947758384559663e-01,
+	 8.950561878298428e-01,
+	 8.953361839203714e-01,
+	 8.956158266170362e-01,
+	 8.958951158094610e-01,
+	 8.961740513874087e-01,
+	 8.964526332407821e-01,
+	 8.967308612596232e-01,
+	 8.970087353341143e-01,
+	 8.972862553545770e-01,
+	 8.975634212114724e-01,
+	 8.978402327954020e-01,
+	 8.981166899971067e-01,
+	 8.983927927074675e-01,
+	 8.986685408175051e-01,
+	 8.989439342183804e-01,
+	 8.992189728013940e-01,
+	 8.994936564579868e-01,
+	 8.997679850797400e-01,
+	 9.000419585583742e-01,
+	 9.003155767857510e-01,
+	 9.005888396538717e-01,
+	 9.008617470548781e-01,
+	 9.011342988810521e-01,
+	 9.014064950248163e-01,
+	 9.016783353787332e-01,
+	 9.019498198355062e-01,
+	 9.022209482879787e-01,
+	 9.024917206291352e-01,
+	 9.027621367521003e-01,
+	 9.030321965501392e-01,
+	 9.033018999166582e-01,
+	 9.035712467452038e-01,
+	 9.038402369294634e-01,
+	 9.041088703632651e-01,
+	 9.043771469405780e-01,
+	 9.046450665555120e-01,
+	 9.049126291023177e-01,
+	 9.051798344753867e-01,
+	 9.054466825692519e-01,
+	 9.057131732785867e-01,
+	 9.059793064982059e-01,
+	 9.062450821230654e-01,
+	 9.065105000482622e-01,
+	 9.067755601690344e-01,
+	 9.070402623807613e-01,
+	 9.073046065789636e-01,
+	 9.075685926593035e-01,
+	 9.078322205175839e-01,
+	 9.080954900497499e-01,
+	 9.083584011518874e-01,
+	 9.086209537202241e-01,
+	 9.088831476511291e-01,
+	 9.091449828411131e-01,
+	 9.094064591868285e-01,
+	 9.096675765850690e-01,
+	 9.099283349327704e-01,
+	 9.101887341270098e-01,
+	 9.104487740650066e-01,
+	 9.107084546441213e-01,
+	 9.109677757618569e-01,
+	 9.112267373158579e-01,
+	 9.114853392039109e-01,
+	 9.117435813239443e-01,
+	 9.120014635740286e-01,
+	 9.122589858523763e-01,
+	 9.125161480573422e-01,
+	 9.127729500874227e-01,
+	 9.130293918412570e-01,
+	 9.132854732176261e-01,
+	 9.135411941154532e-01,
+	 9.137965544338043e-01,
+	 9.140515540718869e-01,
+	 9.143061929290516e-01,
+	 9.145604709047910e-01,
+	 9.148143878987404e-01,
+	 9.150679438106772e-01,
+	 9.153211385405218e-01,
+	 9.155739719883368e-01,
+	 9.158264440543274e-01,
+	 9.160785546388419e-01,
+	 9.163303036423706e-01,
+	 9.165816909655470e-01,
+	 9.168327165091471e-01,
+	 9.170833801740901e-01,
+	 9.173336818614374e-01,
+	 9.175836214723937e-01,
+	 9.178331989083067e-01,
+	 9.180824140706667e-01,
+	 9.183312668611073e-01,
+	 9.185797571814051e-01,
+	 9.188278849334793e-01,
+	 9.190756500193928e-01,
+	 9.193230523413516e-01,
+	 9.195700918017045e-01,
+	 9.198167683029438e-01,
+	 9.200630817477049e-01,
+	 9.203090320387668e-01,
+	 9.205546190790515e-01,
+	 9.207998427716244e-01,
+	 9.210447030196947e-01,
+	 9.212891997266146e-01,
+	 9.215333327958800e-01,
+	 9.217771021311303e-01,
+	 9.220205076361486e-01,
+	 9.222635492148613e-01,
+	 9.225062267713386e-01,
+	 9.227485402097947e-01,
+	 9.229904894345868e-01,
+	 9.232320743502167e-01,
+	 9.234732948613292e-01,
+	 9.237141508727136e-01,
+	 9.239546422893026e-01,
+	 9.241947690161729e-01,
+	 9.244345309585456e-01,
+	 9.246739280217849e-01,
+	 9.249129601114000e-01,
+	 9.251516271330434e-01,
+	 9.253899289925122e-01,
+	 9.256278655957471e-01,
+	 9.258654368488335e-01,
+	 9.261026426580008e-01,
+	 9.263394829296225e-01,
+	 9.265759575702167e-01,
+	 9.268120664864454e-01,
+	 9.270478095851155e-01,
+	 9.272831867731776e-01,
+	 9.275181979577272e-01,
+	 9.277528430460042e-01,
+	 9.279871219453931e-01,
+	 9.282210345634226e-01,
+	 9.284545808077662e-01,
+	 9.286877605862421e-01,
+	 9.289205738068129e-01,
+	 9.291530203775861e-01,
+	 9.293851002068136e-01,
+	 9.296168132028927e-01,
+	 9.298481592743647e-01,
+	 9.300791383299162e-01,
+	 9.303097502783786e-01,
+	 9.305399950287282e-01,
+	 9.307698724900861e-01,
+	 9.309993825717185e-01,
+	 9.312285251830366e-01,
+	 9.314573002335966e-01,
+	 9.316857076330998e-01,
+	 9.319137472913925e-01,
+	 9.321414191184665e-01,
+	 9.323687230244583e-01,
+	 9.325956589196500e-01,
+	 9.328222267144688e-01,
+	 9.330484263194871e-01,
+	 9.332742576454229e-01,
+	 9.334997206031392e-01,
+	 9.337248151036449e-01,
+	 9.339495410580937e-01,
+	 9.341738983777853e-01,
+	 9.343978869741646e-01,
+	 9.346215067588222e-01,
+	 9.348447576434942e-01,
+	 9.350676395400621e-01,
+	 9.352901523605536e-01,
+	 9.355122960171415e-01,
+	 9.357340704221445e-01,
+	 9.359554754880273e-01,
+	 9.361765111274001e-01,
+	 9.363971772530187e-01,
+	 9.366174737777855e-01,
+	 9.368374006147480e-01,
+	 9.370569576770998e-01,
+	 9.372761448781810e-01,
+	 9.374949621314770e-01,
+	 9.377134093506195e-01,
+	 9.379314864493863e-01,
+	 9.381491933417012e-01,
+	 9.383665299416342e-01,
+	 9.385834961634013e-01,
+	 9.388000919213649e-01,
+	 9.390163171300335e-01,
+	 9.392321717040619e-01,
+	 9.394476555582512e-01,
+	 9.396627686075486e-01,
+	 9.398775107670481e-01,
+	 9.400918819519898e-01,
+	 9.403058820777601e-01,
+	 9.405195110598923e-01,
+	 9.407327688140656e-01,
+	 9.409456552561064e-01,
+	 9.411581703019871e-01,
+	 9.413703138678271e-01,
+	 9.415820858698919e-01,
+	 9.417934862245942e-01,
+	 9.420045148484932e-01,
+	 9.422151716582947e-01,
+	 9.424254565708514e-01,
+	 9.426353695031628e-01,
+	 9.428449103723752e-01,
+	 9.430540790957815e-01,
+	 9.432628755908219e-01,
+	 9.434712997750833e-01,
+	 9.436793515662996e-01,
+	 9.438870308823516e-01,
+	 9.440943376412673e-01,
+	 9.443012717612216e-01,
+	 9.445078331605364e-01,
+	 9.447140217576810e-01,
+	 9.449198374712717e-01,
+	 9.451252802200718e-01,
+	 9.453303499229921e-01,
+	 9.455350464990906e-01,
+	 9.457393698675722e-01,
+	 9.459433199477897e-01,
+	 9.461468966592428e-01,
+	 9.463500999215787e-01,
+	 9.465529296545921e-01,
+	 9.467553857782249e-01,
+	 9.469574682125668e-01,
+	 9.471591768778547e-01,
+	 9.473605116944730e-01,
+	 9.475614725829541e-01,
+	 9.477620594639775e-01,
+	 9.479622722583705e-01,
+	 9.481621108871081e-01,
+	 9.483615752713130e-01,
+	 9.485606653322555e-01,
+	 9.487593809913537e-01,
+	 9.489577221701736e-01,
+	 9.491556887904289e-01,
+	 9.493532807739810e-01,
+	 9.495504980428393e-01,
+	 9.497473405191613e-01,
+	 9.499438081252521e-01,
+	 9.501399007835650e-01,
+	 9.503356184167012e-01,
+	 9.505309609474099e-01,
+	 9.507259282985883e-01,
+	 9.509205203932819e-01,
+	 9.511147371546841e-01,
+	 9.513085785061366e-01,
+	 9.515020443711292e-01,
+	 9.516951346732998e-01,
+	 9.518878493364348e-01,
+	 9.520801882844686e-01,
+	 9.522721514414841e-01,
+	 9.524637387317124e-01,
+	 9.526549500795330e-01,
+	 9.528457854094737e-01,
+	 9.530362446462111e-01,
+	 9.532263277145696e-01,
+	 9.534160345395225e-01,
+	 9.536053650461916e-01,
+	 9.537943191598472e-01,
+	 9.539828968059081e-01,
+	 9.541710979099416e-01,
+	 9.543589223976638e-01,
+	 9.545463701949395e-01,
+	 9.547334412277819e-01,
+	 9.549201354223533e-01,
+	 9.551064527049643e-01,
+	 9.552923930020747e-01,
+	 9.554779562402927e-01,
+	 9.556631423463757e-01,
+	 9.558479512472298e-01,
+	 9.560323828699098e-01,
+	 9.562164371416195e-01,
+	 9.564001139897119e-01,
+	 9.565834133416888e-01,
+	 9.567663351252010e-01,
+	 9.569488792680482e-01,
+	 9.571310456981793e-01,
+	 9.573128343436923e-01,
+	 9.574942451328343e-01,
+	 9.576752779940014e-01,
+	 9.578559328557391e-01,
+	 9.580362096467420e-01,
+	 9.582161082958538e-01,
+	 9.583956287320676e-01,
+	 9.585747708845258e-01,
+	 9.587535346825200e-01,
+	 9.589319200554912e-01,
+	 9.591099269330299e-01,
+	 9.592875552448756e-01,
+	 9.594648049209177e-01,
+	 9.596416758911948e-01,
+	 9.598181680858948e-01,
+	 9.599942814353556e-01,
+	 9.601700158700641e-01,
+	 9.603453713206571e-01,
+	 9.605203477179209e-01,
+	 9.606949449927915e-01,
+	 9.608691630763543e-01,
+	 9.610430018998445e-01,
+	 9.612164613946470e-01,
+	 9.613895414922966e-01,
+	 9.615622421244776e-01,
+	 9.617345632230241e-01,
+	 9.619065047199201e-01,
+	 9.620780665472993e-01,
+	 9.622492486374457e-01,
+	 9.624200509227923e-01,
+	 9.625904733359230e-01,
+	 9.627605158095709e-01,
+	 9.629301782766195e-01,
+	 9.630994606701021e-01,
+	 9.632683629232021e-01,
+	 9.634368849692528e-01,
+	 9.636050267417378e-01,
+	 9.637727881742905e-01,
+	 9.639401692006947e-01,
+	 9.641071697548842e-01,
+	 9.642737897709431e-01,
+	 9.644400291831055e-01,
+	 9.646058879257559e-01,
+	 9.647713659334288e-01,
+	 9.649364631408095e-01,
+	 9.651011794827330e-01,
+	 9.652655148941850e-01,
+	 9.654294693103015e-01,
+	 9.655930426663687e-01,
+	 9.657562348978235e-01,
+	 9.659190459402530e-01,
+	 9.660814757293948e-01,
+	 9.662435242011371e-01,
+	 9.664051912915185e-01,
+	 9.665664769367280e-01,
+	 9.667273810731055e-01,
+	 9.668879036371413e-01,
+	 9.670480445654762e-01,
+	 9.672078037949018e-01,
+	 9.673671812623603e-01,
+	 9.675261769049446e-01,
+	 9.676847906598982e-01,
+	 9.678430224646155e-01,
+	 9.680008722566416e-01,
+	 9.681583399736722e-01,
+	 9.683154255535542e-01,
+	 9.684721289342850e-01,
+	 9.686284500540129e-01,
+	 9.687843888510372e-01,
+	 9.689399452638081e-01,
+	 9.690951192309266e-01,
+	 9.692499106911447e-01,
+	 9.694043195833655e-01,
+	 9.695583458466429e-01,
+	 9.697119894201819e-01,
+	 9.698652502433388e-01,
+	 9.700181282556205e-01,
+	 9.701706233966854e-01,
+	 9.703227356063429e-01,
+	 9.704744648245532e-01,
+	 9.706258109914284e-01,
+	 9.707767740472313e-01,
+	 9.709273539323758e-01,
+	 9.710775505874274e-01,
+	 9.712273639531025e-01,
+	 9.713767939702692e-01,
+	 9.715258405799466e-01,
+	 9.716745037233053e-01,
+	 9.718227833416671e-01,
+	 9.719706793765052e-01,
+	 9.721181917694444e-01,
+	 9.722653204622607e-01,
+	 9.724120653968817e-01,
+	 9.725584265153864e-01,
+	 9.727044037600052e-01,
+	 9.728499970731203e-01,
+	 9.729952063972650e-01,
+	 9.731400316751248e-01,
+	 9.732844728495360e-01,
+	 9.734285298634872e-01,
+	 9.735722026601181e-01,
+	 9.737154911827206e-01,
+	 9.738583953747377e-01,
+	 9.740009151797646e-01,
+	 9.741430505415479e-01,
+	 9.742848014039859e-01,
+	 9.744261677111290e-01,
+	 9.745671494071790e-01,
+	 9.747077464364898e-01,
+	 9.748479587435670e-01,
+	 9.749877862730680e-01,
+	 9.751272289698023e-01,
+	 9.752662867787311e-01,
+	 9.754049596449673e-01,
+	 9.755432475137763e-01,
+	 9.756811503305751e-01,
+	 9.758186680409326e-01,
+	 9.759558005905701e-01,
+	 9.760925479253604e-01,
+	 9.762289099913286e-01,
+	 9.763648867346522e-01,
+	 9.765004781016602e-01,
+	 9.766356840388339e-01,
+	 9.767705044928072e-01,
+	 9.769049394103654e-01,
+	 9.770389887384464e-01,
+	 9.771726524241404e-01,
+	 9.773059304146895e-01,
+	 9.774388226574883e-01,
+	 9.775713291000833e-01,
+	 9.777034496901738e-01,
+	 9.778351843756108e-01,
+	 9.779665331043983e-01,
+	 9.780974958246920e-01,
+	 9.782280724848004e-01,
+	 9.783582630331841e-01,
+	 9.784880674184562e-01,
+	 9.786174855893822e-01,
+	 9.787465174948803e-01,
+	 9.788751630840207e-01,
+	 9.790034223060264e-01,
+	 9.791312951102729e-01,
+	 9.792587814462879e-01,
+	 9.793858812637520e-01,
+	 9.795125945124984e-01,
+	 9.796389211425126e-01,
+	 9.797648611039327e-01,
+	 9.798904143470497e-01,
+	 9.800155808223070e-01,
+	 9.801403604803007e-01,
+	 9.802647532717799e-01,
+	 9.803887591476457e-01,
+	 9.805123780589525e-01,
+	 9.806356099569075e-01,
+	 9.807584547928700e-01,
+	 9.808809125183529e-01,
+	 9.810029830850212e-01,
+	 9.811246664446932e-01,
+	 9.812459625493398e-01,
+	 9.813668713510848e-01,
+	 9.814873928022048e-01,
+	 9.816075268551293e-01,
+	 9.817272734624409e-01,
+	 9.818466325768750e-01,
+	 9.819656041513199e-01,
+	 9.820841881388168e-01,
+	 9.822023844925601e-01,
+	 9.823201931658971e-01,
+	 9.824376141123280e-01,
+	 9.825546472855061e-01,
+	 9.826712926392380e-01,
+	 9.827875501274830e-01,
+	 9.829034197043537e-01,
+	 9.830189013241158e-01,
+	 9.831339949411881e-01,
+	 9.832487005101426e-01,
+	 9.833630179857042e-01,
+	 9.834769473227515e-01,
+	 9.835904884763157e-01,
+	 9.837036414015817e-01,
+	 9.838164060538875e-01,
+	 9.839287823887242e-01,
+	 9.840407703617362e-01,
+	 9.841523699287213e-01,
+	 9.842635810456307e-01,
+	 9.843744036685688e-01,
+	 9.844848377537930e-01,
+	 9.845948832577148e-01,
+	 9.847045401368985e-01,
+	 9.848138083480619e-01,
+	 9.849226878480764e-01,
+	 9.850311785939665e-01,
+	 9.851392805429106e-01,
+	 9.852469936522400e-01,
+	 9.853543178794399e-01,
+	 9.854612531821489e-01,
+	 9.855677995181592e-01,
+	 9.856739568454161e-01,
+	 9.857797251220192e-01,
+	 9.858851043062207e-01,
+	 9.859900943564271e-01,
+	 9.860946952311984e-01,
+	 9.861989068892479e-01,
+	 9.863027292894428e-01,
+	 9.864061623908039e-01,
+	 9.865092061525056e-01,
+	 9.866118605338760e-01,
+	 9.867141254943966e-01,
+	 9.868160009937034e-01,
+	 9.869174869915852e-01,
+	 9.870185834479851e-01,
+	 9.871192903229998e-01,
+	 9.872196075768798e-01,
+	 9.873195351700292e-01,
+	 9.874190730630062e-01,
+	 9.875182212165227e-01,
+	 9.876169795914443e-01,
+	 9.877153481487906e-01,
+	 9.878133268497351e-01,
+	 9.879109156556050e-01,
+	 9.880081145278814e-01,
+	 9.881049234281996e-01,
+	 9.882013423183484e-01,
+	 9.882973711602711e-01,
+	 9.883930099160642e-01,
+	 9.884882585479788e-01,
+	 9.885831170184199e-01,
+	 9.886775852899461e-01,
+	 9.887716633252704e-01,
+	 9.888653510872598e-01,
+	 9.889586485389351e-01,
+	 9.890515556434714e-01,
+	 9.891440723641978e-01,
+	 9.892361986645972e-01,
+	 9.893279345083072e-01,
+	 9.894192798591191e-01,
+	 9.895102346809784e-01,
+	 9.896007989379848e-01,
+	 9.896909725943920e-01,
+	 9.897807556146080e-01,
+	 9.898701479631951e-01,
+	 9.899591496048694e-01,
+	 9.900477605045018e-01,
+	 9.901359806271171e-01,
+	 9.902238099378942e-01,
+	 9.903112484021663e-01,
+	 9.903982959854213e-01,
+	 9.904849526533008e-01,
+	 9.905712183716012e-01,
+	 9.906570931062728e-01,
+	 9.907425768234204e-01,
+	 9.908276694893032e-01,
+	 9.909123710703346e-01,
+	 9.909966815330825e-01,
+	 9.910806008442692e-01,
+	 9.911641289707711e-01,
+	 9.912472658796194e-01,
+	 9.913300115379995e-01,
+	 9.914123659132512e-01,
+	 9.914943289728688e-01,
+	 9.915759006845011e-01,
+	 9.916570810159512e-01,
+	 9.917378699351770e-01,
+	 9.918182674102904e-01,
+	 9.918982734095585e-01,
+	 9.919778879014022e-01,
+	 9.920571108543973e-01,
+	 9.921359422372742e-01,
+	 9.922143820189177e-01,
+	 9.922924301683670e-01,
+	 9.923700866548164e-01,
+	 9.924473514476143e-01,
+	 9.925242245162640e-01,
+	 9.926007058304231e-01,
+	 9.926767953599043e-01,
+	 9.927524930746744e-01,
+	 9.928277989448553e-01,
+	 9.929027129407233e-01,
+	 9.929772350327095e-01,
+	 9.930513651913996e-01,
+	 9.931251033875340e-01,
+	 9.931984495920079e-01,
+	 9.932714037758712e-01,
+	 9.933439659103285e-01,
+	 9.934161359667391e-01,
+	 9.934879139166171e-01,
+	 9.935592997316314e-01,
+	 9.936302933836056e-01,
+	 9.937008948445183e-01,
+	 9.937711040865025e-01,
+	 9.938409210818464e-01,
+	 9.939103458029928e-01,
+	 9.939793782225393e-01,
+	 9.940480183132387e-01,
+	 9.941162660479983e-01,
+	 9.941841213998803e-01,
+	 9.942515843421018e-01,
+	 9.943186548480351e-01,
+	 9.943853328912067e-01,
+	 9.944516184452986e-01,
+	 9.945175114841477e-01,
+	 9.945830119817456e-01,
+	 9.946481199122388e-01,
+	 9.947128352499289e-01,
+	 9.947771579692725e-01,
+	 9.948410880448810e-01,
+	 9.949046254515209e-01,
+	 9.949677701641138e-01,
+	 9.950305221577358e-01,
+	 9.950928814076186e-01,
+	 9.951548478891488e-01,
+	 9.952164215778677e-01,
+	 9.952776024494718e-01,
+	 9.953383904798129e-01,
+	 9.953987856448975e-01,
+	 9.954587879208874e-01,
+	 9.955183972840993e-01,
+	 9.955776137110051e-01,
+	 9.956364371782318e-01,
+	 9.956948676625614e-01,
+	 9.957529051409312e-01,
+	 9.958105495904334e-01,
+	 9.958678009883155e-01,
+	 9.959246593119800e-01,
+	 9.959811245389847e-01,
+	 9.960371966470425e-01,
+	 9.960928756140213e-01,
+	 9.961481614179445e-01,
+	 9.962030540369904e-01,
+	 9.962575534494926e-01,
+	 9.963116596339400e-01,
+	 9.963653725689764e-01,
+	 9.964186922334012e-01,
+	 9.964716186061688e-01,
+	 9.965241516663890e-01,
+	 9.965762913933265e-01,
+	 9.966280377664015e-01,
+	 9.966793907651896e-01,
+	 9.967303503694215e-01,
+	 9.967809165589830e-01,
+	 9.968310893139156e-01,
+	 9.968808686144157e-01,
+	 9.969302544408352e-01,
+	 9.969792467736811e-01,
+	 9.970278455936161e-01,
+	 9.970760508814578e-01,
+	 9.971238626181795e-01,
+	 9.971712807849096e-01,
+	 9.972183053629318e-01,
+	 9.972649363336853e-01,
+	 9.973111736787648e-01,
+	 9.973570173799199e-01,
+	 9.974024674190559e-01,
+	 9.974475237782336e-01,
+	 9.974921864396690e-01,
+	 9.975364553857333e-01,
+	 9.975803305989536e-01,
+	 9.976238120620119e-01,
+	 9.976668997577459e-01,
+	 9.977095936691487e-01,
+	 9.977518937793688e-01,
+	 9.977938000717101e-01,
+	 9.978353125296320e-01,
+	 9.978764311367492e-01,
+	 9.979171558768322e-01,
+	 9.979574867338065e-01,
+	 9.979974236917534e-01,
+	 9.980369667349095e-01,
+	 9.980761158476671e-01,
+	 9.981148710145737e-01,
+	 9.981532322203326e-01,
+	 9.981911994498023e-01,
+	 9.982287726879969e-01,
+	 9.982659519200862e-01,
+	 9.983027371313952e-01,
+	 9.983391283074048e-01,
+	 9.983751254337510e-01,
+	 9.984107284962256e-01,
+	 9.984459374807759e-01,
+	 9.984807523735048e-01,
+	 9.985151731606706e-01,
+	 9.985491998286873e-01,
+	 9.985828323641244e-01,
+	 9.986160707537068e-01,
+	 9.986489149843153e-01,
+	 9.986813650429861e-01,
+	 9.987134209169111e-01,
+	 9.987450825934373e-01,
+	 9.987763500600682e-01,
+	 9.988072233044618e-01,
+	 9.988377023144328e-01,
+	 9.988677870779507e-01,
+	 9.988974775831408e-01,
+	 9.989267738182843e-01,
+	 9.989556757718179e-01,
+	 9.989841834323336e-01,
+	 9.990122967885794e-01,
+	 9.990400158294589e-01,
+	 9.990673405440310e-01,
+	 9.990942709215108e-01,
+	 9.991208069512686e-01,
+	 9.991469486228305e-01,
+	 9.991726959258782e-01,
+	 9.991980488502492e-01,
+	 9.992230073859366e-01,
+	 9.992475715230891e-01,
+	 9.992717412520110e-01,
+	 9.992955165631625e-01,
+	 9.993188974471594e-01,
+	 9.993418838947731e-01,
+	 9.993644758969308e-01,
+	 9.993866734447152e-01,
+	 9.994084765293649e-01,
+	 9.994298851422743e-01,
+	 9.994508992749930e-01,
+	 9.994715189192268e-01,
+	 9.994917440668371e-01,
+	 9.995115747098408e-01,
+	 9.995310108404106e-01,
+	 9.995500524508754e-01,
+	 9.995686995337189e-01,
+	 9.995869520815813e-01,
+	 9.996048100872582e-01,
+	 9.996222735437010e-01,
+	 9.996393424440169e-01,
+	 9.996560167814686e-01,
+	 9.996722965494749e-01,
+	 9.996881817416099e-01,
+	 9.997036723516038e-01,
+	 9.997187683733426e-01,
+	 9.997334698008677e-01,
+	 9.997477766283768e-01,
+	 9.997616888502225e-01,
+	 9.997752064609142e-01,
+	 9.997883294551163e-01,
+	 9.998010578276494e-01,
+	 9.998133915734896e-01,
+	 9.998253306877691e-01,
+	 9.998368751657757e-01,
+	 9.998480250029530e-01,
+	 9.998587801949006e-01,
+	 9.998691407373738e-01,
+	 9.998791066262838e-01,
+	 9.998886778576976e-01,
+	 9.998978544278384e-01,
+	 9.999066363330852e-01,
+	 9.999150235699730e-01,
+	 9.999230161351929e-01,
+	 9.999306140255922e-01,
+	 9.999378172381750e-01,
+	 9.999446257701015e-01,
+	 9.999510396186888e-01,
+	 9.999570587814121e-01,
+	 9.999626832559038e-01,
+	 9.999679130399564e-01,
+	 9.999727481315230e-01,
+	 9.999771885287215e-01,
+	 9.999812342298391e-01,
+	 9.999848852333429e-01,
+	 9.999881415378994e-01,
+	 9.999910031424144e-01,
+	 9.999934700461274e-01,
+	 9.999955422488499e-01,
+	 9.999972197516868e-01,
+	 9.999985025597460e-01,
+	 9.999993906966838e-01,
+	 9.999998843594127e-01
+};
+
+static int
+gauss_weights(double qr, double **w, double **z)
+{
+    if (qr < 100) {
+        *w = Gauss76Wt; *z = Gauss76Z; return 76;
+    } else if (qr < 750) {
+        *w = Gauss500Wt; *z = Gauss500Z; return 500;
+    } else {
+        *w = Gauss5000Wt; *z = Gauss5000Z; return 5000;
+    }
+}
\ No newline at end of file

From 56630af2897f4de491f6b492dfbef48f6196a65d Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Tue, 29 Jul 2025 09:49:57 -0400
Subject: [PATCH 07/29] add core shell bicelle; fix gpu build errors (mac)

---
 sasmodels/models/core_shell_bicelle.c  | 11 +++++++----
 sasmodels/models/core_shell_bicelle.py |  2 +-
 sasmodels/models/cylinderp.c           |  2 +-
 sasmodels/models/lib/adaptive.c        |  2 +-
 4 files changed, 10 insertions(+), 7 deletions(-)

diff --git a/sasmodels/models/core_shell_bicelle.c b/sasmodels/models/core_shell_bicelle.c
index bddb8d2e..b5d7df9b 100644
--- a/sasmodels/models/core_shell_bicelle.c
+++ b/sasmodels/models/core_shell_bicelle.c
@@ -93,16 +93,19 @@ Fq(double q,
     const double uplim = M_PI_4;
     const double halflength = 0.5*length;
 
+    double qr = q*fmax(radius+thick_radius, 2*halflength+thick_face);
+    constant double *w, *z;
+    int n = gauss_weights(qr, &w, &z);
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
-        double theta = (GAUSS_Z[i] + 1.0)*uplim;
+    for(int i=0;i<n;i++) {
+        double theta = (z[i] + 1.0)*uplim;
         double sin_theta, cos_theta; // slots to hold sincos function output
         SINCOS(theta, sin_theta, cos_theta);
         double form = bicelle_kernel(q*sin_theta, q*cos_theta, radius, thick_radius, thick_face,
                                    halflength, sld_core, sld_face, sld_rim, sld_solvent);
-        total_F1 += GAUSS_W[i]*form*sin_theta;
-        total_F2 += GAUSS_W[i]*form*form*sin_theta;
+        total_F1 += w[i]*form*sin_theta;
+        total_F2 += w[i]*form*form*sin_theta;
     }
     // Correct for integration range
     total_F1 *= uplim;
diff --git a/sasmodels/models/core_shell_bicelle.py b/sasmodels/models/core_shell_bicelle.py
index bca30229..a8f42200 100644
--- a/sasmodels/models/core_shell_bicelle.py
+++ b/sasmodels/models/core_shell_bicelle.py
@@ -152,7 +152,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c",
+source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c",
           "core_shell_bicelle.c"]
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/cylinderp.c b/sasmodels/models/cylinderp.c
index e47ca2c9..862be5d0 100644
--- a/sasmodels/models/cylinderp.c
+++ b/sasmodels/models/cylinderp.c
@@ -69,7 +69,7 @@ Fq(double q,
     double total_F2 = 0.0;
 
     double qr = q*(radius > length ? radius : length);
-    double *w, *z;
+    constant double *w, *z;
     int n = gauss_weights(qr, &w, &z);
     for (int i=0; i<n ;i++) {
         const double theta = z[i]*zm + zb;
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
index bd4a0f50..0f0179da 100644
--- a/sasmodels/models/lib/adaptive.c
+++ b/sasmodels/models/lib/adaptive.c
@@ -11201,7 +11201,7 @@ constant double Gauss5000Z[5000]={
 };
 
 static int
-gauss_weights(double qr, double **w, double **z)
+gauss_weights(double qr, constant double **w, constant double **z)
 {
     if (qr < 100) {
         *w = Gauss76Wt; *z = Gauss76Z; return 76;

From 9bb7d2cea12451c6938dbc07160fa00afc880e8f Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 30 Jul 2025 10:19:16 -0400
Subject: [PATCH 08/29] adaptive integration for most shape models

---
 sasmodels/direct_model.py                     |  20 +-
 sasmodels/generate.py                         |  28 +-
 sasmodels/gengauss.py                         |  13 +-
 sasmodels/model_test.py                       |  40 ++-
 sasmodels/models/barbell.c                    |  23 +-
 sasmodels/models/barbell.py                   |   2 +-
 sasmodels/models/capped_cylinder.c            |  23 +-
 sasmodels/models/capped_cylinder.py           |   2 +-
 sasmodels/models/core_shell_bicelle.c         |   5 +-
 .../models/core_shell_bicelle_elliptical.c    |  29 +-
 .../models/core_shell_bicelle_elliptical.py   |   2 +-
 ...core_shell_bicelle_elliptical_belt_rough.c |  29 +-
 ...ore_shell_bicelle_elliptical_belt_rough.py |   2 +-
 sasmodels/models/core_shell_cylinder.c        |  15 +-
 sasmodels/models/core_shell_cylinder.py       |   2 +-
 sasmodels/models/core_shell_ellipsoid.c       |  12 +-
 sasmodels/models/core_shell_ellipsoid.py      |  12 +-
 sasmodels/models/core_shell_parallelepiped.c  |  24 +-
 sasmodels/models/core_shell_parallelepiped.py |   2 +-
 sasmodels/models/cylinder.c                   |  14 +-
 sasmodels/models/cylinder.py                  |   2 +-
 sasmodels/models/cylinderp.c                  | 104 --------
 sasmodels/models/cylinderp.py                 | 251 ------------------
 sasmodels/models/ellipsoid.c                  |  15 +-
 sasmodels/models/ellipsoid.py                 |   2 +-
 sasmodels/models/elliptical_cylinder.c        |  24 +-
 sasmodels/models/elliptical_cylinder.py       |   2 +-
 .../models/flexible_cylinder_elliptical.c     |  11 +-
 .../models/flexible_cylinder_elliptical.py    |  11 +-
 sasmodels/models/hollow_cylinder.c            |  13 +-
 sasmodels/models/hollow_cylinder.py           |   2 +-
 sasmodels/models/hollow_rectangular_prism.c   |  24 +-
 sasmodels/models/hollow_rectangular_prism.py  |   2 +-
 .../hollow_rectangular_prism_thin_walls.c     |  24 +-
 .../hollow_rectangular_prism_thin_walls.py    |   2 +-
 sasmodels/models/lib/adaptive.c               |  82 +++---
 sasmodels/models/parallelepiped.c             |  24 +-
 sasmodels/models/parallelepiped.py            |   2 +-
 sasmodels/models/pringle.c                    |  20 +-
 sasmodels/models/pringle.py                   |   2 +-
 sasmodels/models/rectangular_prism.c          |  27 +-
 sasmodels/models/rectangular_prism.py         |   2 +-
 sasmodels/models/spherical_sld.c              |   3 +
 sasmodels/models/stacked_disks.c              |  13 +-
 sasmodels/models/stacked_disks.py             |  18 +-
 sasmodels/models/triaxial_ellipsoid.c         |  29 +-
 sasmodels/models/triaxial_ellipsoid.py        |   2 +-
 47 files changed, 434 insertions(+), 578 deletions(-)
 delete mode 100644 sasmodels/models/cylinderp.c
 delete mode 100644 sasmodels/models/cylinderp.py

diff --git a/sasmodels/direct_model.py b/sasmodels/direct_model.py
index 7662e17a..2fad3406 100644
--- a/sasmodels/direct_model.py
+++ b/sasmodels/direct_model.py
@@ -453,14 +453,18 @@ def test_reparameterize():
     except Exception:
         pass
 
-def _direct_calculate(model, data, pars):
+def _direct_calculate(model, data, pars, ngauss=0):
     from .core import build_model, load_model_info
+    from .generate import set_integration_size
+
     model_info = load_model_info(model)
+    if ngauss != 0:
+        set_integration_size(model_info, ngauss)
     kernel = build_model(model_info)
     calculator = DirectModel(data, kernel)
     return calculator(**pars)
 
-def Iq(model, q, dq=None, ql=None, qw=None, **pars):
+def Iq(model, q, dq=None, ql=None, qw=None, ngauss=0, **pars):
     """
     Compute I(q) for *model*. Resolution is *dq* for pinhole or *ql* and *qw*
     for slit geometry. Use 0 or None for infinite slits.
@@ -498,16 +502,16 @@ def broadcast(v):
             else np.full(len(q), v) if np.isscalar(v)
             else _as_numpy(v))
     data.dxl, data.dxw = broadcast(ql), broadcast(qw)
-    return _direct_calculate(model, data, pars)
+    return _direct_calculate(model, data, pars, ngauss=ngauss)
 
-def Iqxy(model, qx, qy, dqx=None, dqy=None, **pars):
+def Iqxy(model, qx, qy, dqx=None, dqy=None, ngauss=0, **pars):
     """
     Compute I(qx, qy) for *model*. Resolution is *dqx* and *dqy*.
     See :func:`Iq` for details on model and parameters.
     """
     from .data import Data2D
     data = Data2D(x=qx, y=qy, dx=dqx, dy=dqy)
-    return _direct_calculate(model, data, pars)
+    return _direct_calculate(model, data, pars, ngauss=ngauss)
 
 def Gxi(model, xi, **pars):
     """
@@ -528,6 +532,8 @@ def main():
     if len(sys.argv) < 3:
         print("usage: python -m sasmodels.direct_model modelname (q|qx,qy) par=val ...")
         sys.exit(1)
+
+    ngauss = 0
     model = sys.argv[1]
     call = sys.argv[2].upper()
     pars = dict((k, (float(v) if not k.endswith("_pd_type") else v))
@@ -542,13 +548,13 @@ def main():
         dq = dqw = dql = None
         #dq = [q*0.05] # 5% pinhole resolution
         #dqw, dql = [q*0.05], [1.0] # 5% horizontal slit resolution
-        print(Iq(model, [q], dq=dq, qw=dqw, ql=dql, **pars)[0])
+        print(Iq(model, [q], dq=dq, qw=dqw, ql=dql, ngauss=ngauss, **pars)[0])
         #print(Gxi(model, [q], **pars)[0])
     elif len(values) == 2:
         qx, qy = values
         dq = None
         #dq = [0.005] # 5% pinhole resolution at q = 0.1
-        print(Iqxy(model, [qx], [qy], dqx=dq, dqy=dq, **pars)[0])
+        print(Iqxy(model, [qx], [qy], dqx=dq, dqy=dq, ngauss=ngauss, **pars)[0])
     else:
         print("use q or qx,qy")
         sys.exit(1)
diff --git a/sasmodels/generate.py b/sasmodels/generate.py
index 7db1c3ec..55f395c6 100644
--- a/sasmodels/generate.py
+++ b/sasmodels/generate.py
@@ -291,13 +291,27 @@ def set_integration_size(info, n):
     Note: this really ought to be a method in modelinfo, but that leads to
     import loops.
     """
-    if info.source and any(lib.startswith('lib/gauss') for lib in info.source):
-        from .gengauss import gengauss
-        path = joinpath(MODEL_PATH, "lib", "gauss%d.c"%n)
-        if not exists(path):
-            gengauss(n, path)
-        info.source = ["lib/gauss%d.c"%n if lib.startswith('lib/gauss')
-                       else lib for lib in info.source]
+    from .gengauss import gengauss
+
+    if not info.source:
+        return
+
+    # Generate the integration points
+    path = joinpath(MODEL_PATH, "lib", f"gauss{n}.c")
+    if not exists(path):
+        # print(f"building Gaussian integration points of size {n} in {str(path)}")
+        gengauss(n, path)
+
+    # Replace adaptive.c or lib/gauss<n>.c
+    try:
+        index = info.source.index("lib/adaptive.c")
+        info.source[index:index+1] = [f"lib/gauss{n}.c", "lib/nonadaptive.c"]
+    except ValueError:
+        for index in range(len(info.source)-1, -1, -1):
+            if info.source[index].startswith("lib/gauss"):
+                info.source[index] = f"lib/gauss{n}.c"
+                break
+    # print("info.source is now", info.source)
 
 def format_units(units):
     # type: (str) -> str
diff --git a/sasmodels/gengauss.py b/sasmodels/gengauss.py
index a9ce027f..2ef06313 100755
--- a/sasmodels/gengauss.py
+++ b/sasmodels/gengauss.py
@@ -21,19 +21,18 @@ def gengauss(n, path):
         array_size = n
 
     with open(path, "w") as fid:
-        fid.write("""\
-// Generated by sasmodels.gengauss.gengauss(%d)
+        fid.write(f"""\
+// Generated by sasmodels.gengauss.gengauss({n})
 
 #ifdef GAUSS_N
 # undef GAUSS_N
 # undef GAUSS_Z
 # undef GAUSS_W
 #endif
-#define GAUSS_N %d
-#define GAUSS_Z Gauss%dZ
-#define GAUSS_W Gauss%dWt
-
-"""%(n, n, n, n))
+#define GAUSS_N {n}
+#define GAUSS_Z Gauss{n}Z
+#define GAUSS_W Gauss{n}Wt
+""")
 
         if array_size != n:
             fid.write("// Note: using array size %d so that it is a multiple of 4\n\n"%array_size)
diff --git a/sasmodels/model_test.py b/sasmodels/model_test.py
index ef9b079b..2a67c9ef 100755
--- a/sasmodels/model_test.py
+++ b/sasmodels/model_test.py
@@ -579,6 +579,31 @@ def _build_test(test):
     for test in tests:
         yield _build_test(test)
 
+def _generate_target_values(modelname, ngauss=0):
+    from .generate import set_integration_size
+
+    model_info = load_model_info(modelname)
+    if ngauss != 0:
+        set_integration_size(model_info, ngauss)
+    model = build_model(model_info, platform="dll", dtype="d")
+
+    for pars, q, Iq in model_info.tests:
+        qin = q
+        if isinstance(Iq, float):
+            q, Iq = [q], [Iq]
+        if isinstance(q[0], tuple):
+            qx, qy = zip(*q)
+            q_vectors = [np.array(qx), np.array(qy)]
+        else:
+            q_vectors = [np.array(q)]
+        kernel = model.make_kernel(q_vectors)
+        target = np.array(Iq)
+        actual = call_kernel(kernel, pars)
+        if True or (actual != target).any():
+            print("Test:", modelname, pars)
+            print(f"  q = ", qin)
+            print(f"  current => [{', '.join(f'{v:.15g}' for v in target)}]")
+            print(f"  ngauss={ngauss} => [{', '.join(f'{v:.15g}' for v in actual)}]")
 
 def main():
     # type: () -> int
@@ -601,6 +626,11 @@ def main():
                         help="Engines on which to run the test.  "
                         "Valid values are opencl, cuda, dll, and all. "
                         "Defaults to all if no value is given")
+    parser.add_argument("-t", "--targets", action="store_true",
+                        help="Generate target values for test.")
+    parser.add_argument("--ngauss", type=int, default=10000,
+                        help="Number of gauss points to use in integration for "
+                        "target values. Warning: this is very slow the first time.")
     parser.add_argument("models", nargs="*",
                         help="The names of the models to be tested.  "
                         "If the first model is 'all', then all but the listed "
@@ -630,9 +660,13 @@ def main():
         print("unknown engine " + opts.engine)
         return 1
 
-    runner = TestRunner(verbosity=opts.verbose, **test_args)
-    result = runner.run(make_suite(loaders, opts.models))
-    return 1 if result.failures or result.errors else 0
+    if opts.targets:
+        for model in opts.models:
+            _generate_target_values(model, ngauss=opts.ngauss)
+    else:
+        runner = TestRunner(verbosity=opts.verbose, **test_args)
+        result = runner.run(make_suite(loaders, opts.models))
+        return 1 if result.failures or result.errors else 0
 
 
 if __name__ == "__main__":
diff --git a/sasmodels/models/barbell.c b/sasmodels/models/barbell.c
index 87f1553e..c1344d0f 100644
--- a/sasmodels/models/barbell.c
+++ b/sasmodels/models/barbell.c
@@ -19,13 +19,18 @@ _bell_kernel(double qab, double qc, double h, double radius_bell,
     const double m = radius_bell*qc; // cos argument slope
     const double b = (half_length+h)*qc; // cos argument intercept
     const double qab_r = radius_bell*qab; // Q*R*sin(theta)
+
+    const double qr_max = fmax(qab_r, m);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total = 0.0;
-    for (int i = 0; i < GAUSS_N; i++){
-        const double t = GAUSS_Z[i]*zm + zb;
+    for (int i = 0; i < n; i++){
+        const double t = z[i]*zm + zb;
         const double radical = 1.0 - t*t;
         const double bj = sas_2J1x_x(qab_r*sqrt(radical));
         const double Fq = cos(m*t + b) * radical * bj;
-        total += GAUSS_W[i] * Fq;
+        total += w[i] * Fq;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double integral = total*zm;
@@ -110,21 +115,25 @@ Fq(double q,double *F1, double *F2, double sld, double solvent_sld,
     const double h = sqrt(square(radius_bell) - square(radius));
     const double half_length = 0.5*length;
 
+    const double qr_max = q*fmax(radius, half_length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i = 0; i < GAUSS_N; i++){
-        const double theta = GAUSS_Z[i]*zm + zb;
+    for (int i = 0; i < n; i++){
+        const double theta = z[i]*zm + zb;
         double sin_theta, cos_theta; // slots to hold sincos function output
         SINCOS(theta, sin_theta, cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double Aq = _fq(qab, qc, h, radius_bell, radius, half_length);
         // scale by sin_theta for spherical coord integration
-        total_F1 += GAUSS_W[i] * Aq * sin_theta;
-        total_F2 += GAUSS_W[i] * Aq * Aq * sin_theta;
+        total_F1 += w[i] * Aq * sin_theta;
+        total_F2 += w[i] * Aq * Aq * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double form_avg = total_F1 * zm;
diff --git a/sasmodels/models/barbell.py b/sasmodels/models/barbell.py
index d7f3d307..4f3fbcb7 100644
--- a/sasmodels/models/barbell.py
+++ b/sasmodels/models/barbell.py
@@ -117,7 +117,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "barbell.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "barbell.c"]
 valid = "radius_bell >= radius"
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/capped_cylinder.c b/sasmodels/models/capped_cylinder.c
index c792574c..80c23a18 100644
--- a/sasmodels/models/capped_cylinder.c
+++ b/sasmodels/models/capped_cylinder.c
@@ -26,13 +26,18 @@ _cap_kernel(double qab, double qc, double h, double radius_cap,
     const double m = radius_cap*qc; // cos argument slope
     const double b = (half_length+h)*qc; // cos argument intercept
     const double qab_r = radius_cap*qab; // Q*R*sin(theta)
+
+    const double qr_max = fmax(qab_r, m);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total = 0.0;
-    for (int i=0; i<GAUSS_N; i++) {
-        const double t = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i<n; i++) {
+        const double t = z[i]*zm + zb;
         const double radical = 1.0 - t*t;
         const double bj = sas_2J1x_x(qab_r*sqrt(radical));
         const double Fq = cos(m*t + b) * radical * bj;
-        total += GAUSS_W[i] * Fq;
+        total += w[i] * Fq;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double integral = total*zm;
@@ -114,21 +119,25 @@ Fq(double q,double *F1, double *F2, double sld, double solvent_sld,
     const double h = -sqrt(square(radius_cap) - square(radius));
     const double half_length = 0.5*length;
 
+    const double qr_max = q*fmax(radius_cap, half_length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i=0; i<GAUSS_N ;i++) {
-        const double theta = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i<n ;i++) {
+        const double theta = z[i]*zm + zb;
         double sin_theta, cos_theta; // slots to hold sincos function output
         SINCOS(theta, sin_theta, cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double Aq = _fq(qab, qc, h, radius_cap, radius, half_length);
         // scale by sin_theta for spherical coord integration
-        total_F1 += GAUSS_W[i] * Aq * sin_theta;
-        total_F2 += GAUSS_W[i] * Aq * Aq * sin_theta;
+        total_F1 += w[i] * Aq * sin_theta;
+        total_F2 += w[i] * Aq * Aq * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     const double form_avg = total_F1 * zm;
diff --git a/sasmodels/models/capped_cylinder.py b/sasmodels/models/capped_cylinder.py
index a0a3e498..d3a14336 100644
--- a/sasmodels/models/capped_cylinder.py
+++ b/sasmodels/models/capped_cylinder.py
@@ -137,7 +137,7 @@
              ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "capped_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "capped_cylinder.c"]
 valid = "radius_cap >= radius"
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/core_shell_bicelle.c b/sasmodels/models/core_shell_bicelle.c
index b5d7df9b..3517c41f 100644
--- a/sasmodels/models/core_shell_bicelle.c
+++ b/sasmodels/models/core_shell_bicelle.c
@@ -93,9 +93,10 @@ Fq(double q,
     const double uplim = M_PI_4;
     const double halflength = 0.5*length;
 
-    double qr = q*fmax(radius+thick_radius, 2*halflength+thick_face);
+    const double qr_max = q*fmax(radius+thick_radius, 2*halflength+thick_face);
     constant double *w, *z;
-    int n = gauss_weights(qr, &w, &z);
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total_F1 = 0.0;
     double total_F2 = 0.0;
     for(int i=0;i<n;i++) {
diff --git a/sasmodels/models/core_shell_bicelle_elliptical.c b/sasmodels/models/core_shell_bicelle_elliptical.c
index 0264c7dc..29282565 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical.c
@@ -82,35 +82,44 @@ Fq(double q,
     const double dr2 = vol2*(sld_rim-sld_solvent);
     const double dr3 = vol3*(sld_face-sld_rim);
 
+    const double qr_max = q*(halfheight+thick_face);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     //initialize integral
     double outer_total_F1 = 0.0;
     double outer_total_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
+    for(int i=0;i<n;i++) {
         //setup inner integral over the ellipsoidal cross-section
-        //const double cos_theta = ( GAUSS_Z[i]*(vb-va) + va + vb )/2.0;
-        const double cos_theta = ( GAUSS_Z[i] + 1.0 )/2.0;
+        //const double cos_theta = ( z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_theta = ( z[i] + 1.0 )/2.0;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double si1 = sas_sinx_x(halfheight*qc);
         const double si2 = sas_sinx_x((halfheight+thick_face)*qc);
+
+        const double qr_max_inner = qab*fmax(r_minor, r_major);
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
         double inner_total_F1 = 0;
         double inner_total_F2 = 0;
-        for(int j=0;j<GAUSS_N;j++) {
+        for(int j=0;j<n_inner;j++) {
             //76 gauss points for the inner integral (WAS 20 points,so this may make unecessarily slow, but playing safe)
-            //const double beta = ( GAUSS_Z[j]*(vbj-vaj) + vaj + vbj )/2.0;
-            const double beta = ( GAUSS_Z[j] +1.0)*M_PI_2;
+            //const double beta = ( z_inner[j]*(vbj-vaj) + vaj + vbj )/2.0;
+            const double beta = ( z_inner[j] +1.0)*M_PI_2;
             const double rr = sqrt(r2A - r2B*cos(beta));
             const double be1 = sas_2J1x_x(rr*qab);
             const double be2 = sas_2J1x_x((rr+thick_rim)*qab);
             const double f = dr1*si1*be1 + dr2*si2*be2 + dr3*si2*be1;
 
-            inner_total_F1 += GAUSS_W[j] * f;
-            inner_total_F2 += GAUSS_W[j] * f * f;
+            inner_total_F1 += w_inner[j] * f;
+            inner_total_F2 += w_inner[j] * f * f;
         }
         //now calculate outer integral
-        outer_total_F1 += GAUSS_W[i] * inner_total_F1;
-        outer_total_F2 += GAUSS_W[i] * inner_total_F2;
+        outer_total_F1 += w[i] * inner_total_F1;
+        outer_total_F2 += w[i] * inner_total_F2;
     }
     // now complete change of integration variables (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.25;
diff --git a/sasmodels/models/core_shell_bicelle_elliptical.py b/sasmodels/models/core_shell_bicelle_elliptical.py
index ad780d86..51b48542 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical.py
+++ b/sasmodels/models/core_shell_bicelle_elliptical.py
@@ -144,7 +144,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c",
+source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c",
           "core_shell_bicelle_elliptical.c"]
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
index 83b89b58..cbe57c1b 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
@@ -93,36 +93,45 @@ Fq(double q,
     const double dr2 = vol2*(rhor-rhosolv);
     const double dr3 = vol3*(rhoh-rhosolv);
 
+    const double qr_max = q*(halfheight+thick_face);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     //initialize integral
     double outer_total_F1 = 0.0;
     double outer_total_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
+    for(int i=0;i<n;i++) {
         //setup inner integral over the ellipsoidal cross-section
         // since we generate these lots of times, why not store them somewhere?
-        //const double cos_theta = ( GAUSS_Z[i]*(vb-va) + va + vb )/2.0;
-        const double cos_theta = ( GAUSS_Z[i] + 1.0 )/2.0;
+        //const double cos_theta = ( z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_theta = ( z[i] + 1.0 )/2.0;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double si1 = sas_sinx_x(halfheight*qc);
         const double si2 = sas_sinx_x((halfheight+thick_face)*qc);
+
+        const double qr_max_inner = qab*fmax(r_minor, r_major);
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
         double inner_total_F1 = 0;
         double inner_total_F2 = 0;
-        for(int j=0;j<GAUSS_N;j++) {
+        for(int j=0;j<n_inner;j++) {
             //76 gauss points for the inner integral (WAS 20 points,so this may make unecessarily slow, but playing safe)
-            //const double beta = ( GAUSS_Z[j]*(vbj-vaj) + vaj + vbj )/2.0;
-            const double beta = ( GAUSS_Z[j] +1.0)*M_PI_2;
+            //const double beta = ( z_inner[j]*(vbj-vaj) + vaj + vbj )/2.0;
+            const double beta = ( z_inner[j] +1.0)*M_PI_2;
             const double rr = sqrt(r2A - r2B*cos(beta));
             const double be1 = sas_2J1x_x(rr*qab);
             const double be2 = sas_2J1x_x((rr+thick_rim)*qab);
             const double f = dr1*si1*be1 + dr2*si1*be2 + dr3*si2*be1;
 
-            inner_total_F1 += GAUSS_W[j] * f;
-            inner_total_F2 += GAUSS_W[j] * f * f;
+            inner_total_F1 += w_inner[j] * f;
+            inner_total_F2 += w_inner[j] * f * f;
         }
         //now calculate outer integral
-        outer_total_F1 += GAUSS_W[i] * inner_total_F1;
-        outer_total_F2 += GAUSS_W[i] * inner_total_F2;
+        outer_total_F1 += w[i] * inner_total_F1;
+        outer_total_F2 += w[i] * inner_total_F2;
     }
     // now complete change of integration variables (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.25;
diff --git a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
index 002e8879..1b180b20 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
+++ b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
@@ -157,7 +157,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c",
+source = ["lib/sas_Si.c", "lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c",
           "core_shell_bicelle_elliptical_belt_rough.c"]
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/core_shell_cylinder.c b/sasmodels/models/core_shell_cylinder.c
index 38ab439a..84c76fcf 100644
--- a/sasmodels/models/core_shell_cylinder.c
+++ b/sasmodels/models/core_shell_cylinder.c
@@ -75,20 +75,25 @@ Fq(double q,
     const double shell_r = (radius + thickness);
     const double shell_h = (0.5*length + thickness);
     const double shell_vd = form_volume(radius,thickness,length) * (shell_sld-solvent_sld);
+
+    const double qr_max = q*fmax(shell_r, shell_h);
+    constant double *z, *w;
+    int n = gauss_weights(qr_max, &w, &z);
+
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i=0; i<GAUSS_N ;i++) {
+    for (int i=0; i<n ;i++) {
         // translate a point in [-1,1] to a point in [0, pi/2]
-        //const double theta = ( GAUSS_Z[i]*(upper-lower) + upper + lower )/2.0;
+        //const double theta = ( z[i]*(upper-lower) + upper + lower )/2.0;
         double sin_theta, cos_theta;
-        const double theta = GAUSS_Z[i]*M_PI_4 + M_PI_4;
+        const double theta = z[i]*M_PI_4 + M_PI_4;
         SINCOS(theta, sin_theta,  cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double fq = _cyl(core_vd, core_r*qab, core_h*qc)
             + _cyl(shell_vd, shell_r*qab, shell_h*qc);
-        total_F1 += GAUSS_W[i] * fq * sin_theta;
-        total_F2 += GAUSS_W[i] * fq * fq * sin_theta;
+        total_F1 += w[i] * fq * sin_theta;
+        total_F2 += w[i] * fq * fq * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     //const double form = (upper-lower)/2.0*total;
diff --git a/sasmodels/models/core_shell_cylinder.py b/sasmodels/models/core_shell_cylinder.py
index 84d08cc6..938a0bcb 100644
--- a/sasmodels/models/core_shell_cylinder.py
+++ b/sasmodels/models/core_shell_cylinder.py
@@ -133,7 +133,7 @@
                "rotation about beam"],
              ]
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "core_shell_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "core_shell_cylinder.c"]
 have_Fq = True
 radius_effective_modes = [
     "excluded volume", "equivalent volume sphere", "outer radius", "half outer length",
diff --git a/sasmodels/models/core_shell_ellipsoid.c b/sasmodels/models/core_shell_ellipsoid.c
index bfc5248a..7c2356d0 100644
--- a/sasmodels/models/core_shell_ellipsoid.c
+++ b/sasmodels/models/core_shell_ellipsoid.c
@@ -104,20 +104,24 @@ Fq(double q,
     const double equat_shell = radius_equat_core + thick_shell;
     const double polar_shell = radius_equat_core*x_core + thick_shell*x_polar_shell;
 
+    const double qr_max = q*fmax(equat_shell, polar_shell);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate from [-1, 1] => [0, 1]
     const double m = 0.5;
     const double b = 0.5;
     double total_F1 = 0.0;     //initialize intergral
     double total_F2 = 0.0;     //initialize intergral
-    for(int i=0;i<GAUSS_N;i++) {
-        const double cos_theta = GAUSS_Z[i]*m + b;
+    for(int i=0;i<n;i++) {
+        const double cos_theta = z[i]*m + b;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         double fq = _cs_ellipsoid_kernel(q*sin_theta, q*cos_theta,
             radius_equat_core, polar_core,
             equat_shell, polar_shell,
             sld_core_shell, sld_shell_solvent);
-        total_F1 += GAUSS_W[i] * fq;
-        total_F2 += GAUSS_W[i] * fq * fq;
+        total_F1 += w[i] * fq;
+        total_F2 += w[i] * fq * fq;
     }
     total_F1 *= m;
     total_F2 *= m;
diff --git a/sasmodels/models/core_shell_ellipsoid.py b/sasmodels/models/core_shell_ellipsoid.py
index 7f0415a9..5ab10cce 100644
--- a/sasmodels/models/core_shell_ellipsoid.py
+++ b/sasmodels/models/core_shell_ellipsoid.py
@@ -149,7 +149,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/sas_3j1x_x.c", "lib/gauss76.c", "core_shell_ellipsoid.c"]
+source = ["lib/sas_3j1x_x.c", "lib/adaptive.c", "core_shell_ellipsoid.c"]
 have_Fq = True
 radius_effective_modes = [
     "average outer curvature", "equivalent volume sphere",
@@ -194,10 +194,10 @@ def random():
       'sld_solvent': 6.3,
       'background': 0.001,
       'scale': 1.0,
-     }, 1.0, 0.00189402],
+     }, 1.0, 0.00199393783025264],
 
     # Additional tests with larger range of parameters
-    [{'background': 0.01}, 0.1, 11.6915],
+    [{'background': 0.01}, 0.1, 11.6915291814002],
 
     [{'radius_equat_core': 20.0,
       'x_core': 200.0,
@@ -208,13 +208,13 @@ def random():
       'sld_solvent': 6.0,
       'background': 0.0,
       'scale': 1.0,
-     }, 0.01, 8688.53],
+     }, 0.01, 8688.52423647087],
 
     # 2D tests
     [{'background': 0.001,
       'theta': 90.0,
       'phi': 0.0,
-     }, (0.4, 0.5), 0.00690673],
+     }, (0.4, 0.5), 0.00690673646263621],
 
     [{'radius_equat_core': 20.0,
       'x_core': 200.0,
@@ -227,5 +227,5 @@ def random():
       'scale': 0.01,
       'theta': 90.0,
       'phi': 0.0,
-     }, (qx, qy), 0.01000025],
+     }, (qx, qy), 0.010000250020321],
 ]
diff --git a/sasmodels/models/core_shell_parallelepiped.c b/sasmodels/models/core_shell_parallelepiped.c
index 00295d36..12b5ee28 100644
--- a/sasmodels/models/core_shell_parallelepiped.c
+++ b/sasmodels/models/core_shell_parallelepiped.c
@@ -131,22 +131,30 @@ Fq(double q,
     const double drB = (brim_sld-solvent_sld);
     const double drC = (crim_sld-solvent_sld);
 
+    const double qr_max = q*0.5*tC;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // outer integral (with gauss points), integration limits = 0, 1
     // substitute d_cos_alpha for sin_alpha d_alpha
     double outer_sum_F1 = 0; //initialize integral
     double outer_sum_F2 = 0; //initialize integral
-    for( int i=0; i<GAUSS_N; i++) {
-        const double cos_alpha = 0.5 * ( GAUSS_Z[i] + 1.0 );
+    for( int i=0; i<n; i++) {
+        const double cos_alpha = 0.5 * ( z[i] + 1.0 );
         const double mu = half_q * sqrt(1.0-cos_alpha*cos_alpha);
         const double siC = length_c * sas_sinx_x(length_c * cos_alpha * half_q);
         const double siCt = tC * sas_sinx_x(tC * cos_alpha * half_q);
 
+        const double qr_max_inner = mu*fmax(tA, tB);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         // inner integral (with gauss points), integration limits = 0, 1
         // substitute beta = PI/2 u (so 2/PI * d_(PI/2 * beta) = d_beta)
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            const double u = 0.5 * ( GAUSS_Z[j] + 1.0 );
+        for(int j=0; j<n_inner; j++) {
+            const double u = 0.5 * ( z_inner[j] + 1.0 );
             double sin_beta, cos_beta;
             SINCOS(M_PI_2*u, sin_beta, cos_beta);
             const double siA = length_a * sas_sinx_x(length_a * mu * sin_beta);
@@ -166,13 +174,13 @@ Fq(double q,
                 + drC*siA*siB*(siCt-siC);
 #endif
 
-            inner_sum_F1 += GAUSS_W[j] * f;
-            inner_sum_F2 += GAUSS_W[j] * f * f;
+            inner_sum_F1 += w_inner[j] * f;
+            inner_sum_F2 += w_inner[j] * f * f;
         }
         // now complete change of inner integration variable (1-0)/(1-(-1))= 0.5
         // and sum up the outer integral
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * 0.5;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * 0.5;
+        outer_sum_F1 += w[i] * inner_sum_F1 * 0.5;
+        outer_sum_F2 += w[i] * inner_sum_F2 * 0.5;
     }
     // now complete change of outer integration variable (1-0)/(1-(-1))= 0.5
     outer_sum_F1 *= 0.5;
diff --git a/sasmodels/models/core_shell_parallelepiped.py b/sasmodels/models/core_shell_parallelepiped.py
index 22a59ec7..8f9655ac 100644
--- a/sasmodels/models/core_shell_parallelepiped.py
+++ b/sasmodels/models/core_shell_parallelepiped.py
@@ -224,7 +224,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "core_shell_parallelepiped.c"]
+source = ["lib/adaptive.c", "core_shell_parallelepiped.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume",
diff --git a/sasmodels/models/cylinder.c b/sasmodels/models/cylinder.c
index 2744e467..8d060c5e 100644
--- a/sasmodels/models/cylinder.c
+++ b/sasmodels/models/cylinder.c
@@ -51,6 +51,7 @@ radius_effective(int mode, double radius, double length)
     }
 }
 
+
 static void
 Fq(double q,
     double *F1,
@@ -60,20 +61,23 @@ Fq(double q,
     double radius,
     double length)
 {
+    const double qr_max = q*fmax(radius, 0.5*length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
-
     double total_F1 = 0.0;
     double total_F2 = 0.0;
-    for (int i=0; i<GAUSS_N ;i++) {
-        const double theta = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i<n ;i++) {
+        const double theta = z[i]*zm + zb;
         double sin_theta, cos_theta; // slots to hold sincos function output
         // theta (theta,phi) the projection of the cylinder on the detector plane
         SINCOS(theta , sin_theta, cos_theta);
         const double form = _fq(q*sin_theta, q*cos_theta, radius, length);
-        total_F1 += GAUSS_W[i] * form * sin_theta;
-        total_F2 += GAUSS_W[i] * form * form * sin_theta;
+        total_F1 += w[i] * form * sin_theta;
+        total_F2 += w[i] * form * form * sin_theta;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     total_F1 *= zm;
diff --git a/sasmodels/models/cylinder.py b/sasmodels/models/cylinder.py
index 37a9d458..ae9ba4ff 100644
--- a/sasmodels/models/cylinder.py
+++ b/sasmodels/models/cylinder.py
@@ -142,7 +142,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "cylinder.c"]
 valid = "radius >= 0.0 && length >= 0.0"
 have_Fq = True
 radius_effective_modes = [
diff --git a/sasmodels/models/cylinderp.c b/sasmodels/models/cylinderp.c
deleted file mode 100644
index 862be5d0..00000000
--- a/sasmodels/models/cylinderp.c
+++ /dev/null
@@ -1,104 +0,0 @@
-static double
-form_volume(double radius, double length)
-{
-    return M_PI*radius*radius*length;
-}
-
-static double
-_fq(double qab, double qc, double radius, double length)
-{
-    return sas_2J1x_x(qab*radius) * sas_sinx_x(qc*0.5*length);
-}
-
-static double
-radius_from_excluded_volume(double radius, double length)
-{
-    return 0.5*cbrt(0.75*radius*(2.0*radius*length
-           + (radius + length)*(M_PI*radius + length)));
-}
-
-static double
-radius_from_volume(double radius, double length)
-{
-    return cbrt(M_PI*radius*radius*length/M_4PI_3);
-}
-
-static double
-radius_from_diagonal(double radius, double length)
-{
-    return sqrt(radius*radius + 0.25*length*length);
-}
-
-static double
-radius_effective(int mode, double radius, double length)
-{
-    switch (mode) {
-    default:
-    case 1:
-        return radius_from_excluded_volume(radius, length);
-    case 2:
-        return radius_from_volume(radius, length);
-    case 3:
-        return radius;
-    case 4:
-        return 0.5*length;
-    case 5:
-        return (radius < 0.5*length ? radius : 0.5*length);
-    case 6:
-        return (radius > 0.5*length ? radius : 0.5*length);
-    case 7:
-        return radius_from_diagonal(radius,length);
-    }
-}
-
-
-static void
-Fq(double q,
-    double *F1,
-    double *F2,
-    double sld,
-    double solvent_sld,
-    double radius,
-    double length)
-{
-    // translate a point in [-1,1] to a point in [0, pi/2]
-    const double zm = M_PI_4;
-    const double zb = M_PI_4;
-
-    double total_F1 = 0.0;
-    double total_F2 = 0.0;
-
-    double qr = q*(radius > length ? radius : length);
-    constant double *w, *z;
-    int n = gauss_weights(qr, &w, &z);
-    for (int i=0; i<n ;i++) {
-        const double theta = z[i]*zm + zb;
-        double sin_theta, cos_theta; // slots to hold sincos function output
-        // theta (theta,phi) the projection of the cylinder on the detector plane
-        SINCOS(theta , sin_theta, cos_theta);
-        const double form = _fq(q*sin_theta, q*cos_theta, radius, length);
-        total_F1 += w[i] * form * sin_theta;
-        total_F2 += w[i] * form * form * sin_theta;
-    }
-    // translate dx in [-1,1] to dx in [lower,upper]
-    total_F1 *= zm;
-    total_F2 *= zm;
-    const double s = (sld - solvent_sld) * form_volume(radius, length);
-    *F1 = 1e-2 * s * total_F1;
-    *F2 = 1e-4 * s * s * total_F2;
-}
-
-
-
-static double
-Iqac(double qab, double qc,
-    double sld,
-    double solvent_sld,
-    double radius,
-    double length)
-{
-    const double form = _fq(qab, qc, radius, length);
-    const double s = (sld-solvent_sld) * form_volume(radius, length);
-    return 1.0e-4 * square(s * form);
-}
-
diff --git a/sasmodels/models/cylinderp.py b/sasmodels/models/cylinderp.py
deleted file mode 100644
index 7f1ac3b5..00000000
--- a/sasmodels/models/cylinderp.py
+++ /dev/null
@@ -1,251 +0,0 @@
-# cylinder model
-# Note: model title and parameter table are inserted automatically
-r"""
-
-For information about polarised and magnetic scattering, see
-the :ref:`magnetism` documentation.
-
-Definition
-----------
-
-The output of the 2D scattering intensity function for oriented cylinders is
-given by (Guinier, 1955)
-
-.. math::
-
-    I(q,\alpha) = \frac{\text{scale}}{V} F^2(q,\alpha) + \text{background}
-
-where
-
-.. math::
-
-    F(q,\alpha) = 2 (\Delta \rho) V
-           \frac{\sin \left(\tfrac12 qL\cos\alpha \right)}
-                {\tfrac12 qL \cos \alpha}
-           \frac{J_1 \left(q R \sin \alpha\right)}{q R \sin \alpha}
-
-and $\alpha$ is the angle between the axis of the cylinder and $\vec q$,
-$V =\pi R^2L$ is the volume of the cylinder, $L$ is the length of the cylinder,
-$R$ is the radius of the cylinder, and $\Delta\rho$ (contrast) is the
-scattering length density difference between the scatterer and the solvent.
-$J_1$ is the first order Bessel function.
-
-For randomly oriented particles:
-
-.. math::
-
-    P(q)=F^2(q)=\int_{0}^{\pi/2}{F^2(q,\alpha)\sin(\alpha)d\alpha}
-
-
-The output of the 1D scattering intensity function for randomly oriented
-cylinders is thus given by
-
-.. math::
-
-    I(q) = \frac{\text{scale}}{V}
-        \int_0^{\pi/2} F^2(q,\alpha) \sin \alpha\ d\alpha + \text{background}
-
-
-NB: The 2nd virial coefficient of the cylinder is calculated based on the
-radius and length values, and used as the effective radius for $S(q)$
-when $P(q) \cdot S(q)$ is applied.
-
-For 2d scattering from oriented cylinders, we define the direction of the
-axis of the cylinder using two angles $\theta$ (note this is not the same as
-the scattering angle used in q) and $\phi$. Those angles are defined in
-:numref:`cylinder-angle-definition` , for further details see
-:ref:`orientation`.
-
-.. _cylinder-angle-definition:
-
-.. figure:: img/cylinder_angle_definition.png
-
-    Angles $\theta$ and $\phi$ orient the cylinder relative to the beam line
-    coordinates, where the beam is along the $z$ axis. Rotation $\theta$,
-    initially in the $xz$ plane, is carried out first, then rotation $\phi$
-    about the $z$ axis. Orientation distributions are described as rotations
-    about two perpendicular axes $\delta_1$ and $\delta_2$ in the frame of
-    the cylinder itself, which when $\theta = \phi = 0$ are parallel to the
-    $Y$ and $X$ axes.
-
-.. figure:: img/cylinder_angle_projection.png
-
-    Examples for oriented cylinders.
-
-The $\theta$ and $\phi$ parameters to orient the cylinder only appear in the
-model when fitting 2d data.
-
-Validation
-----------
-
-Validation of the code was done by comparing the output of the 1D model
-to the output of the software provided by the NIST (Kline, 2006).
-The implementation of the intensity for fully oriented cylinders was done
-by averaging over a uniform distribution of orientations using
-
-.. math::
-
-    P(q) = \int_0^{\pi/2} d\phi
-        \int_0^\pi p(\theta) P_0(q,\theta) \sin \theta\ d\theta
-
-
-where $p(\theta,\phi) = 1$ is the probability distribution for the orientation
-and $P_0(q,\theta)$ is the scattering intensity for the fully oriented
-system, and then comparing to the 1D result.
-
-References
-----------
-
-#.  J. Pedersen, *Adv. Colloid Interface Sci.*, 70 (1997) 171-210
-#.  G. Fournet, *Bull. Soc. Fr. Mineral. Cristallogr.*, 74 (1951) 39-113
-#.  L. Onsager, *Ann. New York Acad. Sci.*, 51 (1949) 627-659
-
-Authorship and Verification
-----------------------------
-
-* **Author:**
-* **Last Modified by:** Paul Butler (docs only) November 10, 2022
-* **Last Reviewed by:**
-"""
-
-import numpy as np  # type: ignore
-from numpy import pi, inf  # type: ignore
-
-name = "cylinder"
-title = "Right circular cylinder with uniform scattering length density."
-description = """
-     f(q,alpha) = 2*(sld - sld_solvent)*V*sin(qLcos(alpha)/2))
-                /[qLcos(alpha)/2]*J1(qRsin(alpha))/[qRsin(alpha)]
-
-            P(q,alpha)= scale/V*f(q,alpha)^(2)+background
-            V: Volume of the cylinder
-            R: Radius of the cylinder
-            L: Length of the cylinder
-            J1: The Bessel function
-            alpha: angle between the axis of the
-            cylinder and the q-vector for 1D
-            :the ouput is P(q)=scale/V*integral
-            from pi/2 to zero of...
-            f(q,alpha)^(2)*sin(alpha)*dalpha + background
-"""
-category = "shape:cylinder"
-
-# pylint: disable=bad-whitespace, line-too-long
-#             [ "name", "units", default, [lower, upper], "type", "description"],
-parameters = [
-    ["sld",         "1e-6/Ang^2",   4, [-inf, inf], "sld",         "Cylinder scattering length density"],
-    ["sld_solvent", "1e-6/Ang^2",   1, [-inf, inf], "sld",         "Solvent scattering length density"],
-    ["radius",      "Ang",         20, [0, inf],    "volume",      "Cylinder radius"],
-    ["length",      "Ang",        400, [0, inf],    "volume",      "Cylinder length"],
-    ["theta",       "degrees",     60, [-360, 360], "orientation", "cylinder axis to beam angle"],
-    ["phi",         "degrees",     60, [-360, 360], "orientation", "rotation about beam"],
-    ]
-# pylint: enable=bad-whitespace, line-too-long
-
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "cylinderp.c"]
-valid = "radius >= 0.0 && length >= 0.0"
-have_Fq = True
-radius_effective_modes = [
-    "excluded volume", "equivalent volume sphere", "radius",
-    "half length", "half min dimension", "half max dimension", "half diagonal",
-    ]
-
-def random():
-    """Return a random parameter set for the model."""
-    volume = 10**np.random.uniform(5, 12)
-    length = 10**np.random.uniform(-2, 2)*volume**0.333
-    radius = np.sqrt(volume/length/np.pi)
-    pars = dict(
-        #scale=1,
-        #background=0,
-        length=length,
-        radius=radius,
-    )
-    return pars
-
-
-# Test 1-D and 2-D models
-qx, qy = 0.2 * np.cos(2.5), 0.2 * np.sin(2.5)
-theta, phi = 80.1534480601659, 10.1510817110481  # (10, 10) in sasview 3.x
-tests = [
-    [{}, 0.2, 0.042761386790780453],
-    [{}, [0.2], [0.042761386790780453]],
-    [{"scale": 1., "background": 0.}, [0.01, 0.05, 0.2],
-     # these numerical results NOT independently verified
-     [3.01823887e+02, 5.36661653e+01, 4.17613868e-02]],
-    [{"scale": 1., "background": 0.},
-     # the longer list here checks  F1, F2=I(Q)*V, R_eff, volume, volume_ratio
-     0.05, 2214.9614083, 26975556.88749548, 73.34013315261608,
-     502654.8245743669, 1.0],
-#2345678901234567890123456789012345678901234567890123456789012345678901234567890
-    [{"@S": "hardsphere",         # MONODISPERSE
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "structure_factor_mode": 0,  # normal decoupling approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [7.35571916e+01, 5.78147797e+01, 4.15623248e-2]
-     ],
-    [{"@S": "hardsphere",
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "structure_factor_mode": 1,  # beta approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [8.29729770e+01, 5.44206752e+01, 4.17598382e-2]
-     ],
-    [{"@S": "hardsphere",         # POLYDISPERSE
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
-      "structure_factor_mode": 0,  # normal decoupling approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [87.50350037, 63.95202427, 0.27889988]
-     ],
-    [{"@S": "hardsphere",
-      "scale": 5., "background": 0., "volfraction": 0.2,
-      "radius_pd": 0.2, "radius_pd_n": 15, "length_pd": 0.1,
-      "structure_factor_mode": 1,  # beta approx
-      "radius_effective_mode": 1,  # Reff "excluded volume"
-     }, [0.01, 0.05, 0.2], [132.2101165, 59.89948174, 0.28048784]
-     ],
-    #
-    [{'theta': theta, 'phi': phi}, (qx, qy), 0.03514647218513852],
-    [{'theta': theta, 'phi': phi}, [(qx, qy)], [0.03514647218513852]],
-]
-del qx, qy, theta, phi  # not necessary to delete, but cleaner
-
-def _extend_with_reff_tests(radius, length):
-    """Test R_eff and form volume calculations"""
-    # V and Vr are the same for each R_eff mode
-    V = pi*radius**2*length  # shell volume = form volume for solid objects
-    Vr = 1.0  # form:shell volume ratio
-    # Use test value for I(0.2) from above to check Fsq value.  Need to
-    # remove scale and background before testing.
-    q = 0.2
-    scale, background = V, 0.001
-    Fsq = (0.042761386790780453 - background)*scale
-    F = None  # Need target value for <F>
-    # Various values for R_eff, depending on mode
-    r_effs = [
-        0.,
-        0.5*(0.75*radius*(2.0*radius*length
-                          + (radius + length)*(pi*radius + length)))**(1./3.),
-        (0.75*radius**2*length)**(1./3.),
-        radius,
-        length/2.,
-        min(radius, length/2.),
-        max(radius, length/2.),
-        np.sqrt(4*radius**2 + length**2)/2.,
-    ]
-    tests.extend([
-        ({'radius_effective_mode': 0}, q, F, Fsq, r_effs[0], V, Vr),
-        ({'radius_effective_mode': 1}, q, F, Fsq, r_effs[1], V, Vr),
-        ({'radius_effective_mode': 2}, q, F, Fsq, r_effs[2], V, Vr),
-        ({'radius_effective_mode': 3}, q, F, Fsq, r_effs[3], V, Vr),
-        ({'radius_effective_mode': 4}, q, F, Fsq, r_effs[4], V, Vr),
-        ({'radius_effective_mode': 5}, q, F, Fsq, r_effs[5], V, Vr),
-        ({'radius_effective_mode': 6}, q, F, Fsq, r_effs[6], V, Vr),
-        ({'radius_effective_mode': 7}, q, F, Fsq, r_effs[7], V, Vr),
-    ])
-
-# Test Reff and volume with default model parameters
-_extend_with_reff_tests(parameters[2][2], parameters[3][2])
-del _extend_with_reff_tests
-
-# ADDED by:  RKH  ON: 18Mar2016 renamed sld's etc
diff --git a/sasmodels/models/ellipsoid.c b/sasmodels/models/ellipsoid.c
index b91b0b51..6ac42a18 100644
--- a/sasmodels/models/ellipsoid.c
+++ b/sasmodels/models/ellipsoid.c
@@ -64,18 +64,23 @@ Fq(double q,
     //     u = sin, du = cos dT
     //     i(h) = int_0^1 Phi^2(h a sqrt(1 + u^2(v^2-1)) du
     const double v_square_minus_one = square(radius_polar/radius_equatorial) - 1.0;
+
+    const double qr_max = q*fmax(radius_polar,radius_equatorial);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, 1]
-    // const double u = GAUSS_Z[i]*(upper-lower)/2 + (upper+lower)/2;
+    // const double u = z[i]*(upper-lower)/2 + (upper+lower)/2;
     const double zm = 0.5;
     const double zb = 0.5;
     double total_F2 = 0.0;
     double total_F1 = 0.0;
-    for (int i=0;i<GAUSS_N;i++) {
-        const double u = GAUSS_Z[i]*zm + zb;
+    for (int i=0;i<n;i++) {
+        const double u = z[i]*zm + zb;
         const double r = radius_equatorial*sqrt(1.0 + u*u*v_square_minus_one);
         const double f = sas_3j1x_x(q*r);
-        total_F2 += GAUSS_W[i] * f * f;
-        total_F1 += GAUSS_W[i] * f;
+        total_F2 += w[i] * f * f;
+        total_F1 += w[i] * f;
     }
     // translate dx in [-1,1] to dx in [lower,upper]
     total_F1 *= zm;
diff --git a/sasmodels/models/ellipsoid.py b/sasmodels/models/ellipsoid.py
index 00969bcd..a8fc282e 100644
--- a/sasmodels/models/ellipsoid.py
+++ b/sasmodels/models/ellipsoid.py
@@ -153,7 +153,7 @@
 # pylint: enable=bad-whitespace, line-too-long
 
 
-source = ["lib/sas_3j1x_x.c", "lib/gauss76.c", "ellipsoid.c"]
+source = ["lib/sas_3j1x_x.c", "lib/adaptive.c", "ellipsoid.c"]
 have_Fq = True
 radius_effective_modes = [
     "average curvature", "equivalent volume sphere", "min radius", "max radius",
diff --git a/sasmodels/models/elliptical_cylinder.c b/sasmodels/models/elliptical_cylinder.c
index 2ab87e11..22ae7824 100644
--- a/sasmodels/models/elliptical_cylinder.c
+++ b/sasmodels/models/elliptical_cylinder.c
@@ -82,22 +82,30 @@ Fq(double q, double *F1, double *F2, double radius_minor, double r_ratio, double
     const double rA = 0.5*(square(radius_major) + square(radius_minor));
     const double rB = 0.5*(square(radius_major) - square(radius_minor));
 
+    const double qr_max = q*0.5*length;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
+    const double qr_max_inner = q*fmax(radius_minor, radius_major);
+    constant double *w_inner, *z_inner;
+    int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
     //initialize integral
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0;i<GAUSS_N;i++) {
+    for(int i=0;i<n;i++) {
         //setup inner integral over the ellipsoidal cross-section
-        const double cos_val = ( GAUSS_Z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_val = ( z[i]*(vb-va) + va + vb )/2.0;
         const double sin_val = sqrt(1.0 - cos_val*cos_val);
         //const double arg = radius_minor*sin_val;
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0;j<GAUSS_N;j++) {
-            const double theta = ( GAUSS_Z[j]*(vbj-vaj) + vaj + vbj )/2.0;
+        for(int j=0;j<n_inner;j++) {
+            const double theta = ( z_inner[j]*(vbj-vaj) + vaj + vbj )/2.0;
             const double r = sin_val*sqrt(rA - rB*cos(theta));
             const double be = sas_2J1x_x(q*r);
-            inner_sum_F1 += GAUSS_W[j] * be;
-            inner_sum_F2 += GAUSS_W[j] * be * be;
+            inner_sum_F1 += w_inner[j] * be;
+            inner_sum_F2 += w_inner[j] * be * be;
         }
         //now calculate the value of the inner integral
         inner_sum_F1 *= 0.5*(vbj-vaj);
@@ -105,8 +113,8 @@ Fq(double q, double *F1, double *F2, double radius_minor, double r_ratio, double
 
         //now calculate outer integral
         const double si = sas_sinx_x(q*0.5*length*cos_val);
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * si;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * si * si;
+        outer_sum_F1 += w[i] * inner_sum_F1 * si;
+        outer_sum_F2 += w[i] * inner_sum_F2 * si * si;
     }
     // correct limits and divide integral by pi
     outer_sum_F1 *= 0.5*(vb-va)/M_PI;
diff --git a/sasmodels/models/elliptical_cylinder.py b/sasmodels/models/elliptical_cylinder.py
index 87ec33bc..cad0370f 100644
--- a/sasmodels/models/elliptical_cylinder.py
+++ b/sasmodels/models/elliptical_cylinder.py
@@ -123,7 +123,7 @@
 
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "elliptical_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "elliptical_cylinder.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume",
diff --git a/sasmodels/models/flexible_cylinder_elliptical.c b/sasmodels/models/flexible_cylinder_elliptical.c
index e4fff8dc..44167b0c 100644
--- a/sasmodels/models/flexible_cylinder_elliptical.c
+++ b/sasmodels/models/flexible_cylinder_elliptical.c
@@ -14,15 +14,18 @@ double form_volume(double length, double kuhn_length, double radius)
 double
 elliptical_crosssection(double q, double a, double b)
 {
-    double sum=0.0;
+    const double qr_max = q*fmax(a, b);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
 
-    for(int i=0;i<GAUSS_N;i++) {
-        const double zi = ( GAUSS_Z[i] + 1.0 )*M_PI_4;
+    double sum=0.0;
+    for(int i=0;i<n;i++) {
+        const double zi = ( z[i] + 1.0 )*M_PI_4;
         double sn, cn;
         SINCOS(zi, sn, cn);
         const double arg = q*sqrt(a*a*sn*sn + b*b*cn*cn);
         const double yyy = sas_2J1x_x(arg);
-        sum += GAUSS_W[i] * yyy * yyy;
+        sum += w[i] * yyy * yyy;
     }
     sum *= 0.5;
     return(sum);
diff --git a/sasmodels/models/flexible_cylinder_elliptical.py b/sasmodels/models/flexible_cylinder_elliptical.py
index ae72622d..924585d9 100644
--- a/sasmodels/models/flexible_cylinder_elliptical.py
+++ b/sasmodels/models/flexible_cylinder_elliptical.py
@@ -117,7 +117,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "lib/wrc_cyl.c",
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "lib/wrc_cyl.c",
           "flexible_cylinder_elliptical.c"]
 
 def random():
@@ -146,7 +146,8 @@ def random():
     #  'background':    0.0001,
     # }, 0.001, 3509.2187],
 
-    # Additional tests with larger range of parameters
+    # Tests with a range of parameters
+    # Values computed with 10000 integration points
     [{'length':     1000.0,
       'kuhn_length': 100.0,
       'radius':       20.0,
@@ -154,7 +155,7 @@ def random():
       'sld':           1.0,
       'sld_solvent':   6.3,
       'background':    0.0001,
-     }, 1.0, 0.00223819],
+     }, 1.0, 0.002238188259406479],
     [{'length':        10.0,
       'kuhn_length': 800.0,
       'radius':        2.0,
@@ -162,7 +163,7 @@ def random():
       'sld':           6.0,
       'sld_solvent':  12.3,
       'background':    0.001,
-     }, 0.1, 0.390281],
+     }, 0.1, 0.39028135615503373],
     [{'length':        100.0,
       'kuhn_length': 800.0,
       'radius':       50.0,
@@ -170,5 +171,5 @@ def random():
       'sld':           0.1,
       'sld_solvent':   5.1,
       'background':    0.0,
-     }, 1.0, 0.0016338264790]
+     }, 1.0, 0.001848640535039348],
     ]
diff --git a/sasmodels/models/hollow_cylinder.c b/sasmodels/models/hollow_cylinder.c
index 409b504f..ed1dd98a 100644
--- a/sasmodels/models/hollow_cylinder.c
+++ b/sasmodels/models/hollow_cylinder.c
@@ -70,18 +70,21 @@ static void
 Fq(double q, double *F1, double *F2, double radius, double thickness, double length,
     double sld, double solvent_sld)
 {
+    const double qr_max= q * fmax(radius + thickness, 0.5*length);
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     const double lower = 0.0;
     const double upper = 1.0;        //limits of numerical integral
-
     double total_F1 = 0.0;            //initialize intergral
     double total_F2 = 0.0;
-    for (int i=0;i<GAUSS_N;i++) {
-        const double cos_theta = 0.5*( GAUSS_Z[i] * (upper-lower) + lower + upper );
+    for (int i=0;i<n;i++) {
+        const double cos_theta = 0.5*( z[i] * (upper-lower) + lower + upper );
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double form = _fq(q*sin_theta, q*cos_theta,
                                 radius, thickness, length);
-        total_F1 += GAUSS_W[i] * form;
-        total_F2 += GAUSS_W[i] * form * form;
+        total_F1 += w[i] * form;
+        total_F2 += w[i] * form * form;
     }
     total_F1 *= 0.5*(upper-lower);
     total_F2 *= 0.5*(upper-lower);
diff --git a/sasmodels/models/hollow_cylinder.py b/sasmodels/models/hollow_cylinder.py
index 27096f94..78903097 100644
--- a/sasmodels/models/hollow_cylinder.py
+++ b/sasmodels/models/hollow_cylinder.py
@@ -98,7 +98,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "hollow_cylinder.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "hollow_cylinder.c"]
 have_Fq = True
 radius_effective_modes = [
     "excluded volume", "equivalent outer volume sphere",
diff --git a/sasmodels/models/hollow_rectangular_prism.c b/sasmodels/models/hollow_rectangular_prism.c
index 4fc4bc4d..d2727227 100644
--- a/sasmodels/models/hollow_rectangular_prism.c
+++ b/sasmodels/models/hollow_rectangular_prism.c
@@ -72,6 +72,10 @@ Fq(double q,
     const double vol_total = length_a * length_b * length_c;
     const double vol_core = 8.0 * (a_half-thickness) * (b_half-thickness) * (c_half-thickness);
 
+    const double qr_max = q*c_half;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
@@ -80,20 +84,24 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
+    for(int i=0; i<n; i++) {
 
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
+        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
         double sin_theta, cos_theta;
         SINCOS(theta, sin_theta, cos_theta);
 
         const double termC1 = sas_sinx_x(q * c_half * cos(theta));
         const double termC2 = sas_sinx_x(q * (c_half-thickness)*cos(theta));
 
+        const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
+        for(int j=0; j<n_inner; j++) {
 
-            const double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+            const double phi = 0.5 * ( z_inner[j]*(v2b-v2a) + v2a + v2b );
             double sin_phi, cos_phi;
             SINCOS(phi, sin_phi, cos_phi);
 
@@ -108,14 +116,14 @@ Fq(double q,
             const double AP1 = vol_total * termA1 * termB1 * termC1;
             const double AP2 = vol_core * termA2 * termB2 * termC2;
 
-            inner_sum_F1 += GAUSS_W[j] * (AP1-AP2);
-            inner_sum_F2 += GAUSS_W[j] * square(AP1-AP2);
+            inner_sum_F1 += w_inner[j] * (AP1-AP2);
+            inner_sum_F2 += w_inner[j] * square(AP1-AP2);
         }
         inner_sum_F1 *= 0.5 * (v2b-v2a);
         inner_sum_F2 *= 0.5 * (v2b-v2a);
 
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin(theta);
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin(theta);
+        outer_sum_F1 += w[i] * inner_sum_F1 * sin(theta);
+        outer_sum_F2 += w[i] * inner_sum_F2 * sin(theta);
     }
     outer_sum_F1 *= 0.5*(v1b-v1a);
     outer_sum_F2 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/hollow_rectangular_prism.py b/sasmodels/models/hollow_rectangular_prism.py
index 31b65464..fc758b46 100644
--- a/sasmodels/models/hollow_rectangular_prism.py
+++ b/sasmodels/models/hollow_rectangular_prism.py
@@ -146,7 +146,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "hollow_rectangular_prism.c"]
+source = ["lib/adaptive.c", "hollow_rectangular_prism.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent outer volume sphere",
diff --git a/sasmodels/models/hollow_rectangular_prism_thin_walls.c b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
index 2d5956de..17204b8c 100644
--- a/sasmodels/models/hollow_rectangular_prism_thin_walls.c
+++ b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
@@ -64,6 +64,10 @@ Fq(double q,
     const double b_half = 0.5 * length_b;
     const double c_half = 0.5 * length_c;
 
+    const double qr_max = q*c_half;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
@@ -72,8 +76,8 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
+    for(int i=0; i<n; i++) {
+        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
 
         double sin_theta, cos_theta;
         double sin_c, cos_c;
@@ -84,10 +88,14 @@ Fq(double q,
         const double termAL_theta = 8.0 * cos_c / (q*q*sin_theta*sin_theta);
         const double termAT_theta = 8.0 * sin_c / (q*q*sin_theta*cos_theta);
 
+        const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            const double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+        for(int j=0; j<n_inner; j++) {
+            const double phi = 0.5 * ( z_inner[j]*(v2b-v2a) + v2a + v2b );
 
             double sin_phi, cos_phi;
             double sin_a, cos_a;
@@ -104,14 +112,14 @@ Fq(double q,
             const double AT = termAT_theta
                 * ( cos_a*sin_b/cos_phi + cos_b*sin_a/sin_phi );
 
-            inner_sum_F1 += GAUSS_W[j] * (AL+AT);
-            inner_sum_F2 += GAUSS_W[j] * square(AL+AT);
+            inner_sum_F1 += w_inner[j] * (AL+AT);
+            inner_sum_F2 += w_inner[j] * square(AL+AT);
         }
 
         inner_sum_F1 *= 0.5 * (v2b-v2a);
         inner_sum_F2 *= 0.5 * (v2b-v2a);
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin_theta;
+        outer_sum_F1 += w[i] * inner_sum_F1 * sin_theta;
+        outer_sum_F2 += w[i] * inner_sum_F2 * sin_theta;
     }
 
     outer_sum_F1 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/hollow_rectangular_prism_thin_walls.py b/sasmodels/models/hollow_rectangular_prism_thin_walls.py
index b2628331..352c09eb 100644
--- a/sasmodels/models/hollow_rectangular_prism_thin_walls.py
+++ b/sasmodels/models/hollow_rectangular_prism_thin_walls.py
@@ -107,7 +107,7 @@
                "Ratio sides c/a"],
              ]
 
-source = ["lib/gauss76.c", "hollow_rectangular_prism_thin_walls.c"]
+source = ["lib/adaptive.c", "hollow_rectangular_prism_thin_walls.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent outer volume sphere",
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
index 0f0179da..170afecb 100644
--- a/sasmodels/models/lib/adaptive.c
+++ b/sasmodels/models/lib/adaptive.c
@@ -1,15 +1,51 @@
-// Created by Andrew Jackson on 4/23/07
+// From gauss20.c created by Andrew Jackson on 4/23/07
+constant double Gauss20Wt[20]={
+	.0176140071391521,
+	.0406014298003869,
+	.0626720483341091,
+	.0832767415767047,
+	.10193011981724,
+	.118194531961518,
+	.131688638449177,
+	.142096109318382,
+	.149172986472604,
+	.152753387130726,
+	.152753387130726,
+	.149172986472604,
+	.142096109318382,
+	.131688638449177,
+	.118194531961518,
+	.10193011981724,
+	.0832767415767047,
+	.0626720483341091,
+	.0406014298003869,
+	.0176140071391521
+};
 
-#ifdef GAUSS_N
-# undef GAUSS_N
-# undef GAUSS_Z
-# undef GAUSS_W
-#endif
-#define GAUSS_N 76
-#define GAUSS_Z Gauss76Z
-#define GAUSS_W Gauss76Wt
+constant double Gauss20Z[20]={
+	-.993128599185095,
+	-.963971927277914,
+	-.912234428251326,
+	-.839116971822219,
+	-.746331906460151,
+	-.636053680726515,
+	-.510867001950827,
+	-.37370608871542,
+	-.227785851141645,
+	-.076526521133497,
+	.0765265211334973,
+	.227785851141645,
+	.37370608871542,
+	.510867001950827,
+	.636053680726515,
+	.746331906460151,
+	.839116971822219,
+	.912234428251326,
+	.963971927277914,
+	.993128599185095
+};
 
-// Gaussians
+// From gauss76.c created by Andrew Jackson on 4/23/07
 constant double Gauss76Wt[76] = {
    .00126779163408536,		//0
    .00294910295364247,
@@ -169,16 +205,6 @@ constant double Gauss76Z[76] = {
 };
 
 // Generated by sasmodels.gengauss.gengauss(500)
-
-#ifdef GAUSS_N
-# undef GAUSS_N
-# undef GAUSS_Z
-# undef GAUSS_W
-#endif
-#define GAUSS_N 500
-#define GAUSS_Z Gauss500Z
-#define GAUSS_W Gauss500Wt
-
 constant double Gauss500Wt[500]={
 	 2.962364450557860e-05,
 	 6.895707281791116e-05,
@@ -1185,16 +1211,6 @@ constant double Gauss500Z[500]={
 };
 
 // Generated by sasmodels.gengauss.gengauss(5000)
-
-#ifdef GAUSS_N
-# undef GAUSS_N
-# undef GAUSS_Z
-# undef GAUSS_W
-#endif
-#define GAUSS_N 5000
-#define GAUSS_Z Gauss5000Z
-#define GAUSS_W Gauss5000Wt
-
 constant double Gauss5000Wt[5000]={
 	 2.967708115050575e-07,
 	 6.908266104348143e-07,
@@ -11203,7 +11219,11 @@ constant double Gauss5000Z[5000]={
 static int
 gauss_weights(double qr, constant double **w, constant double **z)
 {
-    if (qr < 100) {
+	// *w = Gauss5000Wt; *z = Gauss5000Z; return 5000; // max precision
+	// *w = Gauss76Wt; *z = Gauss76Z; return 76; // default
+	if (qr < 10) {
+        *w = Gauss20Wt; *z = Gauss20Z; return 20;
+	} else if (qr < 100) {
         *w = Gauss76Wt; *z = Gauss76Z; return 76;
     } else if (qr < 750) {
         *w = Gauss500Wt; *z = Gauss500Z; return 500;
diff --git a/sasmodels/models/parallelepiped.c b/sasmodels/models/parallelepiped.c
index 7b5262b6..7ee90563 100644
--- a/sasmodels/models/parallelepiped.c
+++ b/sasmodels/models/parallelepiped.c
@@ -75,34 +75,42 @@ Fq(double q,
     const double a_scaled = length_a / length_b;
     const double c_scaled = length_c / length_b;
 
+    const double qr_max = mu*c_scaled;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // outer integral (with gauss points), integration limits = 0, 1
     double outer_total_F1 = 0.0; //initialize integral
     double outer_total_F2 = 0.0; //initialize integral
-    for( int i=0; i<GAUSS_N; i++) {
-        const double sigma = 0.5 * ( GAUSS_Z[i] + 1.0 );
+    for( int i=0; i<n; i++) {
+        const double sigma = 0.5 * ( z[i] + 1.0 );
         const double mu_proj = mu * sqrt(1.0-sigma*sigma);
 
+        const double qr_max_inner = mu_proj*fmax(a_scaled, 1.0);  // = qab*max(len)/2
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         // inner integral (with gauss points), integration limits = 0, 1
         // corresponding to angles from 0 to pi/2.
         double inner_total_F1 = 0.0;
         double inner_total_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            const double uu = 0.5 * ( GAUSS_Z[j] + 1.0 );
+        for(int j=0; j<n_inner; j++) {
+            const double uu = 0.5 * ( z_inner[j] + 1.0 );
             double sin_uu, cos_uu;
             SINCOS(M_PI_2*uu, sin_uu, cos_uu);
             const double si1 = sas_sinx_x(mu_proj * sin_uu * a_scaled);
             const double si2 = sas_sinx_x(mu_proj * cos_uu);
             const double fq = si1 * si2;
-            inner_total_F1 += GAUSS_W[j] * fq;
-            inner_total_F2 += GAUSS_W[j] * fq * fq;
+            inner_total_F1 += w_inner[j] * fq;
+            inner_total_F2 += w_inner[j] * fq * fq;
         }
         // now complete change of inner integration variable (1-0)/(1-(-1))= 0.5
         inner_total_F1 *= 0.5;
         inner_total_F2 *= 0.5;
 
         const double si = sas_sinx_x(mu * c_scaled * sigma);
-        outer_total_F1 += GAUSS_W[i] * inner_total_F1 * si;
-        outer_total_F2 += GAUSS_W[i] * inner_total_F2 * si * si;
+        outer_total_F1 += w[i] * inner_total_F1 * si;
+        outer_total_F2 += w[i] * inner_total_F2 * si * si;
     }
     // now complete change of outer integration variable (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.5;
diff --git a/sasmodels/models/parallelepiped.py b/sasmodels/models/parallelepiped.py
index 91a9ebf1..7a473986 100644
--- a/sasmodels/models/parallelepiped.py
+++ b/sasmodels/models/parallelepiped.py
@@ -231,7 +231,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "parallelepiped.c"]
+source = ["lib/adaptive.c", "parallelepiped.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent volume sphere",
diff --git a/sasmodels/models/pringle.c b/sasmodels/models/pringle.c
index 802ca066..6607350a 100644
--- a/sasmodels/models/pringle.c
+++ b/sasmodels/models/pringle.c
@@ -24,17 +24,21 @@ void _integrate_bessel(
     const double zm = 0.5*radius;
     const double zb = 0.5*radius;
 
+    const double qr_max = fmax(q_sin_psi*beta*radius*radius, q_cos_psi*radius);
+    constant double *w, *z;
+    int n_outer = gauss_weights(qr_max, &w, &z);
+
     // evaluate at Gauss points
     double sumS = 0.0;		// initialize integral
     double sumC = 0.0;		// initialize integral
     double r;
-    for (int i=0; i < GAUSS_N; i++) {
-        r = GAUSS_Z[i]*zm + zb;
+    for (int i=0; i < n_outer; i++) {
+        r = z[i]*zm + zb;
 
         const double qrs = r*q_sin_psi;
         const double qrrc = r*r*q_cos_psi;
 
-        double y = GAUSS_W[i] * r * sas_JN(n, beta*qrrc) * sas_JN(2*n, qrs);
+        double y = w[i] * r * sas_JN(n, beta*qrrc) * sas_JN(2*n, qrs);
         double S, C;
         SINCOS(alpha*qrrc, S, C);
         sumS += y*S;
@@ -80,19 +84,23 @@ double _integrate_psi(
     double alpha,
     double beta)
 {
+    const double qr_max = q*0.5*thickness;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate gauss point z in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
 
     double sum = 0.0;
-    for (int i = 0; i < GAUSS_N; i++) {
-        double psi = GAUSS_Z[i]*zm + zb;
+    for (int i = 0; i < n; i++) {
+        double psi = z[i]*zm + zb;
         double sin_psi, cos_psi;
         SINCOS(psi, sin_psi, cos_psi);
         double bessel_term = _sum_bessel_orders(radius, alpha, beta, q*sin_psi, q*cos_psi);
         double sinc_term = square(sas_sinx_x(q * thickness * cos_psi / 2.0));
         double pringle_kernel = 4.0 * sin_psi * bessel_term * sinc_term;
-        sum += GAUSS_W[i] * pringle_kernel;
+        sum += w[i] * pringle_kernel;
     }
 
     return zm * sum;
diff --git a/sasmodels/models/pringle.py b/sasmodels/models/pringle.py
index d086245a..d7207ef5 100644
--- a/sasmodels/models/pringle.py
+++ b/sasmodels/models/pringle.py
@@ -76,7 +76,7 @@
 
 
 source = ["lib/polevl.c", "lib/sas_J0.c", "lib/sas_J1.c",
-          "lib/sas_JN.c", "lib/gauss76.c", "pringle.c"]
+          "lib/sas_JN.c", "lib/adaptive.c", "pringle.c"]
 radius_effective_modes = [
     "equivalent cylinder excluded volume",
     "equivalent volume sphere",
diff --git a/sasmodels/models/rectangular_prism.c b/sasmodels/models/rectangular_prism.c
index b75a7470..140cb3ac 100644
--- a/sasmodels/models/rectangular_prism.c
+++ b/sasmodels/models/rectangular_prism.c
@@ -36,6 +36,8 @@ radius_effective(int mode, double length_a, double b2a_ratio, double c2a_ratio)
     }
 }
 
+// TODO: why is there a separate Iq and Fq?
+/*
 static double
 Iq(double q,
     double sld,
@@ -98,6 +100,7 @@ Iq(double q,
 
     return answer;
 }
+*/
 
 static void
 Fq(double q,
@@ -115,6 +118,10 @@ Fq(double q,
     const double b_half = 0.5 * length_b;
     const double c_half = 0.5 * length_c;
 
+    const double qr_max = q*c_half;
+    constant double *w, *z;
+    int n = gauss_weights(qr_max, &w, &z);
+
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
@@ -123,17 +130,21 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
+    for(int i=0; i<n; i++) {
+        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
         double sin_theta, cos_theta;
         SINCOS(theta, sin_theta, cos_theta);
 
         const double termC = sas_sinx_x(q * c_half * cos_theta);
 
+        const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);
+        constant double *w_inner, *z_inner;
+        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+        for(int j=0; j<n_inner; j++) {
+            double phi = 0.5 * ( z_inner[j]*(v2b-v2a) + v2a + v2b );
             double sin_phi, cos_phi;
             SINCOS(phi, sin_phi, cos_phi);
 
@@ -141,13 +152,13 @@ Fq(double q,
             const double termA = sas_sinx_x(q * a_half * sin_theta * sin_phi);
             const double termB = sas_sinx_x(q * b_half * sin_theta * cos_phi);
             const double AP = termA * termB * termC;
-            inner_sum_F1 += GAUSS_W[j] * AP;
-            inner_sum_F2 += GAUSS_W[j] * AP * AP;
+            inner_sum_F1 += w_inner[j] * AP;
+            inner_sum_F2 += w_inner[j] * AP * AP;
         }
         inner_sum_F1 = 0.5 * (v2b-v2a) * inner_sum_F1;
         inner_sum_F2 = 0.5 * (v2b-v2a) * inner_sum_F2;
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin_theta;
+        outer_sum_F1 += w[i] * inner_sum_F1 * sin_theta;
+        outer_sum_F2 += w[i] * inner_sum_F2 * sin_theta;
     }
 
     outer_sum_F1 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/rectangular_prism.py b/sasmodels/models/rectangular_prism.py
index 5ea236c4..05a6fd51 100644
--- a/sasmodels/models/rectangular_prism.py
+++ b/sasmodels/models/rectangular_prism.py
@@ -144,7 +144,7 @@
                "rotation about c axis"],
              ]
 
-source = ["lib/gauss76.c", "rectangular_prism.c"]
+source = ["lib/adaptive.c", "rectangular_prism.c"]
 have_Fq = True
 radius_effective_modes = [
     "equivalent cylinder excluded volume", "equivalent volume sphere",
diff --git a/sasmodels/models/spherical_sld.c b/sasmodels/models/spherical_sld.c
index 696cf8e8..41cf2f6b 100644
--- a/sasmodels/models/spherical_sld.c
+++ b/sasmodels/models/spherical_sld.c
@@ -57,6 +57,8 @@ static double f_linear(double q, double r, double contrast, double slope)
     return vol*(bes*contrast + fun*slope);
 }
 
+// TODO: why both Iq and Fq ?
+/*
 static double Iq(
     double q,
     double fp_n_shells,
@@ -114,6 +116,7 @@ static double Iq(
     const double f2 = f * f * 1.0e-4;
     return f2;
 }
+*/
 
 static void Fq(
     double q,
diff --git a/sasmodels/models/stacked_disks.c b/sasmodels/models/stacked_disks.c
index 25cb1ed2..a97bfa1b 100644
--- a/sasmodels/models/stacked_disks.c
+++ b/sasmodels/models/stacked_disks.c
@@ -75,13 +75,16 @@ stacked_disks_1d(
 /*    StackedDiscsX  :  calculates the form factor of a stacked "tactoid" of core shell disks
 like clay platelets that are not exfoliated
 */
-    double summ = 0.0;    //initialize integral
-
     double d = 2.0*thick_layer+thick_core;
     double halfheight = 0.5*thick_core;
 
-    for(int i=0; i<GAUSS_N; i++) {
-        double zi = (GAUSS_Z[i] + 1.0)*M_PI_4;
+    const double qr_max = fmax(halfheight+thick_layer, radius);
+    constant double *w, *z;
+    int n = gauss_weights(q*qr_max, &w, &z);
+
+    double summ = 0.0;    //initialize integral
+    for(int i=0; i<n; i++) {
+        double zi = (z[i] + 1.0)*M_PI_4;
         double sin_alpha, cos_alpha; // slots to hold sincos function output
         SINCOS(zi, sin_alpha, cos_alpha);
         double yyy = stacked_disks_kernel(q*sin_alpha, q*cos_alpha,
@@ -94,7 +97,7 @@ like clay platelets that are not exfoliated
                            layer_sld,
                            solvent_sld,
                            d);
-        summ += GAUSS_W[i] * yyy * sin_alpha;
+        summ += w[i] * yyy * sin_alpha;
     }
 
     double answer = M_PI_4*summ;
diff --git a/sasmodels/models/stacked_disks.py b/sasmodels/models/stacked_disks.py
index 036df24f..487d7828 100644
--- a/sasmodels/models/stacked_disks.py
+++ b/sasmodels/models/stacked_disks.py
@@ -146,7 +146,7 @@
     ]
 # pylint: enable=bad-whitespace, line-too-long
 
-source = ["lib/polevl.c", "lib/sas_J1.c", "lib/gauss76.c", "stacked_disks.c"]
+source = ["lib/polevl.c", "lib/sas_J1.c", "lib/adaptive.c", "stacked_disks.c"]
 
 def random():
     """Return a random parameter set for the model."""
@@ -173,7 +173,7 @@ def random():
 # april 6 2017, rkh added a 2d unit test, assume correct!
 qx = q*cos(pi/6.0)
 qy = q*sin(pi/6.0)
-# Accuracy tests based on content in test/utest_extra_models.py.
+# Test values based on stacked disk calculation with 10000 integration points.
 # Added 2 tests with n_stacked = 5 using SasView 3.1.2 - PDB;
 # for which alas q=0.001 values seem closer to n_stacked=1 not 5,
 # changed assuming my 4.1 code OK, RKH
@@ -190,7 +190,7 @@ def random():
       'phi': 0.0,
       'scale': 0.01,
       'background': 0.001,
-     }, 0.001, 5075.12],
+     }, 0.001, 5075.11570493149],
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
       'radius': 3000.0,
@@ -207,7 +207,7 @@ def random():
       # check other cpu types
       #}, 0.001, 5065.12793824],
       #}, 0.001, 5075.11570493],
-     }, 0.001, 25325.635693],
+     }, 0.001, 25325.6356930102],
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
       'radius': 100.0,
@@ -220,7 +220,7 @@ def random():
       'phi': 20.0,
       'scale': 0.01,
       'background': 0.001,
-     }, (qx, qy), 0.0491167089952],
+     }, (qx, qy), 0.0491167089952473],
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
       'radius': 3000.0,
@@ -237,7 +237,7 @@ def random():
       # check other cpu types
       #}, 0.164, 0.0127673597265],
       #}, 0.164, 0.01480812968],
-     }, 0.164, 0.0598367986509],
+     }, 0.164, 0.0592213685787702],
 
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
@@ -253,7 +253,7 @@ def random():
       'background': 0.001,
       # second test here was at q=90, changed it to q=5,
       # note I(q) is then just value of flat background
-     }, [0.001, 5.0], [5075.12, 0.001]],
+     }, [0.001, 5.0], [5075.11570493149, 0.00100000482962961]],
 
     [{'thick_core': 10.0,
       'thick_layer': 15.0,
@@ -267,7 +267,7 @@ def random():
       'phi': 0.0,
       'scale': 0.01,
       'background': 0.001,
-     }, ([0.4, 0.5]), [0.00105074, 0.00121761]],
+     }, ([0.4, 0.5]), [0.00104871450175645, 0.00131279870340243]],
     #[{'thick_core': 10.0,
     #  'thick_layer': 15.0,
     #  'radius': 3000.0,
@@ -297,6 +297,6 @@ def random():
       'phi': 0.0,
       'scale': 0.01,
       'background': 0.001,
-     }, ([1.3, 1.57]), [0.0010039, 0.0010038]],
+     }, ([1.3, 1.57]), [0.00100223756201264, 0.00100209845708764]],
     ]
 # 11Jan2017   RKH checking unit test again, note they are all 1D, no 2D
diff --git a/sasmodels/models/triaxial_ellipsoid.c b/sasmodels/models/triaxial_ellipsoid.c
index 075edf65..19b9cfcb 100644
--- a/sasmodels/models/triaxial_ellipsoid.c
+++ b/sasmodels/models/triaxial_ellipsoid.c
@@ -100,30 +100,41 @@ Fq(double q,
 {
     const double pa = square(radius_equat_minor/radius_equat_major) - 1.0;
     const double pc = square(radius_polar/radius_equat_major) - 1.0;
+
+    // TODO: check that c_length dominates the outer loop, and a_length, b_length inner
+    // const double qr_max = q*fmax(fmax(radius_equat_minor, radius_equat_major), radius_polar);
+    const double qr_max = q*radius_polar;
+    constant double *z, *w;
+    int n = gauss_weights(qr_max, &w, &z);
+
     // translate a point in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
     const double zb = M_PI_4;
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for (int i=0;i<GAUSS_N;i++) {
-        //const double u = GAUSS_Z[i]*(upper-lower)/2 + (upper + lower)/2;
-        const double phi = GAUSS_Z[i]*zm + zb;
+    for (int i=0;i<n;i++) {
+        //const double u = z[i]*(upper-lower)/2 + (upper + lower)/2;
+        const double phi = z[i]*zm + zb;
         const double pa_sinsq_phi = pa*square(sin(phi));
 
+        const double qr_max_inner = q*fmax(radius_equat_major, radius_equat_minor);
+        constant double *z_inner, *w_inner;
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
         const double um = 0.5;
         const double ub = 0.5;
-        for (int j=0;j<GAUSS_N;j++) {
+        for (int j=0;j<n_inner;j++) {
             // translate a point in [-1,1] to a point in [0, 1]
-            const double usq = square(GAUSS_Z[j]*um + ub);
+            const double usq = square(z_inner[j]*um + ub);
             const double r = radius_equat_major*sqrt(pa_sinsq_phi*(1.0-usq) + 1.0 + pc*usq);
             const double fq = sas_3j1x_x(q*r);
-            inner_sum_F1 += GAUSS_W[j] * fq;
-            inner_sum_F2 += GAUSS_W[j] * fq * fq;
+            inner_sum_F1 += w_inner[j] * fq;
+            inner_sum_F2 += w_inner[j] * fq * fq;
         }
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1;  // correcting for dx later
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2;  // correcting for dx later
+        outer_sum_F1 += w[i] * inner_sum_F1;  // correcting for dx later
+        outer_sum_F2 += w[i] * inner_sum_F2;  // correcting for dx later
     }
     // translate integration ranges from [-1,1] to [lower,upper] and normalize by 4 pi
     outer_sum_F1 *= 0.25;  // = outer*um*zm*8.0/(4.0*M_PI);
diff --git a/sasmodels/models/triaxial_ellipsoid.py b/sasmodels/models/triaxial_ellipsoid.py
index 4919c8cf..464efe7b 100644
--- a/sasmodels/models/triaxial_ellipsoid.py
+++ b/sasmodels/models/triaxial_ellipsoid.py
@@ -158,7 +158,7 @@
                "rotation about polar axis"],
              ]
 
-source = ["lib/sas_3j1x_x.c", "lib/gauss76.c", "triaxial_ellipsoid.c"]
+source = ["lib/sas_3j1x_x.c", "lib/adaptive.c", "triaxial_ellipsoid.c"]
 # Equations do not require Ra <= Rb <= Rc so don't test for it.
 #valid = ("radius_equat_minor <= radius_equat_major"
 #         " && radius_equat_major <= radius_polar")

From c6d9666dccb27c5e02a099630e6f60d8fb8833d5 Mon Sep 17 00:00:00 2001
From: "pre-commit-ci-lite[bot]"
 <117423508+pre-commit-ci-lite[bot]@users.noreply.github.com>
Date: Wed, 30 Jul 2025 16:19:23 +0000
Subject: [PATCH 09/29] [pre-commit.ci lite] apply automatic fixes for ruff
 linting errors

---
 sasmodels/model_test.py | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/sasmodels/model_test.py b/sasmodels/model_test.py
index 2a67c9ef..4d0ca340 100755
--- a/sasmodels/model_test.py
+++ b/sasmodels/model_test.py
@@ -601,7 +601,7 @@ def _generate_target_values(modelname, ngauss=0):
         actual = call_kernel(kernel, pars)
         if True or (actual != target).any():
             print("Test:", modelname, pars)
-            print(f"  q = ", qin)
+            print("  q = ", qin)
             print(f"  current => [{', '.join(f'{v:.15g}' for v in target)}]")
             print(f"  ngauss={ngauss} => [{', '.join(f'{v:.15g}' for v in actual)}]")
 

From 615df7145463540bd8a2e0f2958e8810dd5d3dd4 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 30 Jul 2025 14:54:04 -0400
Subject: [PATCH 10/29] use sasmodels.compare -seed=<n> for reproducibile -sets

---
 sasmodels/compare.py | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/sasmodels/compare.py b/sasmodels/compare.py
index 081e2589..57370c75 100755
--- a/sasmodels/compare.py
+++ b/sasmodels/compare.py
@@ -80,7 +80,7 @@ def __call__(self, **par: float) -> np.ndarray: ...
 
     === model parameters ===
     -preset*/-random[=seed] preset or random parameters
-    -sets=n generates n random datasets with the seed given by -random=seed
+    -sets=n generates n random datasets using -seed=seed
     -pars/-nopars* prints the parameter set or not
     -sphere[=150] set up spherical integration over theta/phi using n points
     -mono*/-poly suppress or allow polydispersity on generated parameters
@@ -1023,7 +1023,7 @@ def plot_models(opts, result, limits=None, setnum=0):
     '2d', '1d', 'sesans',
 
     # Parameter set
-    'preset', 'random', 'random=', 'sets=',
+    'preset', 'random', 'random=', 'sets=', 'seed=',
     'nopars', 'pars',
     'sphere', 'sphere=', # integrate over a sphere in 2d with n points
     'poly', 'mono',
@@ -1227,6 +1227,7 @@ def parse_opts(argv):
         elif arg.startswith('-res='):      opts['res'] = arg[5:]
         elif arg.startswith('-noise='):    opts['noise'] = float(arg[7:])
         elif arg.startswith('-sets='):     opts['sets'] = int(arg[6:])
+        elif arg.startswith('-seed='):     opts['seed'] = int(arg[6:])
         elif arg.startswith('-accuracy='): opts['accuracy'] = arg[10:]
         elif arg.startswith('-cutoff='):   opts['cutoff'] = arg[8:]
         elif arg.startswith('-title='):    opts['title'] = arg[7:]

From 40df89041fb5c4e95838cae1d8a0573d5b5270ab Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Thu, 9 Apr 2026 21:09:42 -0400
Subject: [PATCH 11/29] improve accuracy of large triaxial ellipsoids

---
 sasmodels/models/triaxial_ellipsoid.c | 16 +++++-----------
 1 file changed, 5 insertions(+), 11 deletions(-)

diff --git a/sasmodels/models/triaxial_ellipsoid.c b/sasmodels/models/triaxial_ellipsoid.c
index 19b9cfcb..00a32de2 100644
--- a/sasmodels/models/triaxial_ellipsoid.c
+++ b/sasmodels/models/triaxial_ellipsoid.c
@@ -101,9 +101,7 @@ Fq(double q,
     const double pa = square(radius_equat_minor/radius_equat_major) - 1.0;
     const double pc = square(radius_polar/radius_equat_major) - 1.0;
 
-    // TODO: check that c_length dominates the outer loop, and a_length, b_length inner
-    // const double qr_max = q*fmax(fmax(radius_equat_minor, radius_equat_major), radius_polar);
-    const double qr_max = q*radius_polar;
+    const double qr_max = q*fmax(fmax(radius_equat_minor, radius_equat_major), radius_polar);
     constant double *z, *w;
     int n = gauss_weights(qr_max, &w, &z);
 
@@ -117,21 +115,17 @@ Fq(double q,
         const double phi = z[i]*zm + zb;
         const double pa_sinsq_phi = pa*square(sin(phi));
 
-        const double qr_max_inner = q*fmax(radius_equat_major, radius_equat_minor);
-        constant double *z_inner, *w_inner;
-        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
-
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
         const double um = 0.5;
         const double ub = 0.5;
-        for (int j=0;j<n_inner;j++) {
+        for (int j=0;j<n;j++) {
             // translate a point in [-1,1] to a point in [0, 1]
-            const double usq = square(z_inner[j]*um + ub);
+            const double usq = square(z[j]*um + ub);
             const double r = radius_equat_major*sqrt(pa_sinsq_phi*(1.0-usq) + 1.0 + pc*usq);
             const double fq = sas_3j1x_x(q*r);
-            inner_sum_F1 += w_inner[j] * fq;
-            inner_sum_F2 += w_inner[j] * fq * fq;
+            inner_sum_F1 += w[j] * fq;
+            inner_sum_F2 += w[j] * fq * fq;
         }
         outer_sum_F1 += w[i] * inner_sum_F1;  // correcting for dx later
         outer_sum_F2 += w[i] * inner_sum_F2;  // correcting for dx later

From dea77dd5bdc526718de85eabdc63e17af135d444 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Thu, 9 Apr 2026 21:12:03 -0400
Subject: [PATCH 12/29] add missing lib/nonadaptive.c which is used for
 sasmodels.compare accuracy tests

---
 sasmodels/models/lib/nonadaptive.c | 11 +++++++++++
 1 file changed, 11 insertions(+)
 create mode 100644 sasmodels/models/lib/nonadaptive.c

diff --git a/sasmodels/models/lib/nonadaptive.c b/sasmodels/models/lib/nonadaptive.c
new file mode 100644
index 00000000..993121ba
--- /dev/null
+++ b/sasmodels/models/lib/nonadaptive.c
@@ -0,0 +1,11 @@
+// To force a fixed rather than adaptive integration scheme, replace [..., "lib/adaptive.c", ...]
+// with [..., "lib/gauss<n>.c", "lib/nonadaptive.c", ...] in your source lists.
+
+#define GAUSS_76 0.0 // Doesn't matter since qr is ignored
+#define GAUSS_500 0.0 // Doesn't matter since qr is ignored
+
+static int
+gauss_weights(double qr, constant double **w, constant double **z)
+{
+    *w = GAUSS_W; *z = GAUSS_Z; return GAUSS_N;
+}
\ No newline at end of file

From 5881ff7f470f9ef2ce3612de7ab870d5bddfffac Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Thu, 9 Apr 2026 21:14:19 -0400
Subject: [PATCH 13/29] remove merge conflict

---
 sasmodels/direct_model.py | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/sasmodels/direct_model.py b/sasmodels/direct_model.py
index 2fad3406..03732a89 100644
--- a/sasmodels/direct_model.py
+++ b/sasmodels/direct_model.py
@@ -547,7 +547,7 @@ def main():
         q, = values
         dq = dqw = dql = None
         #dq = [q*0.05] # 5% pinhole resolution
-        #dqw, dql = [q*0.05], [1.0] # 5% horizontal slit resolution
+        dqw, dql = [q*0.05], [1.0] # 5% horizontal slit resolution
         print(Iq(model, [q], dq=dq, qw=dqw, ql=dql, ngauss=ngauss, **pars)[0])
         #print(Gxi(model, [q], **pars)[0])
     elif len(values) == 2:

From 26a5f8d294437357951d2e7dd29e3c2eaaeb2d9a Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Mon, 13 Apr 2026 15:58:43 -0400
Subject: [PATCH 14/29] improve accuracy of long rectangular prism models

---
 sasmodels/models/core_shell_parallelepiped.c | 6 +++---
 sasmodels/models/hollow_rectangular_prism.c  | 6 +++---
 sasmodels/models/parallelepiped.c            | 6 +++---
 sasmodels/models/rectangular_prism.c         | 6 +++---
 4 files changed, 12 insertions(+), 12 deletions(-)

diff --git a/sasmodels/models/core_shell_parallelepiped.c b/sasmodels/models/core_shell_parallelepiped.c
index 12b5ee28..55e3bd78 100644
--- a/sasmodels/models/core_shell_parallelepiped.c
+++ b/sasmodels/models/core_shell_parallelepiped.c
@@ -131,9 +131,9 @@ Fq(double q,
     const double drB = (brim_sld-solvent_sld);
     const double drC = (crim_sld-solvent_sld);
 
-    const double qr_max = q*0.5*tC;
+    const double qr_max_outer = q*fmax(sqrt(tA*tA + tB*tB), tC)/2;
     constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    int n = gauss_weights(qr_max_outer, &w, &z);
 
     // outer integral (with gauss points), integration limits = 0, 1
     // substitute d_cos_alpha for sin_alpha d_alpha
@@ -147,7 +147,7 @@ Fq(double q,
 
         const double qr_max_inner = mu*fmax(tA, tB);  // = qab*max(len)/2
         constant double *w_inner, *z_inner;
-        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
         // inner integral (with gauss points), integration limits = 0, 1
         // substitute beta = PI/2 u (so 2/PI * d_(PI/2 * beta) = d_beta)
diff --git a/sasmodels/models/hollow_rectangular_prism.c b/sasmodels/models/hollow_rectangular_prism.c
index d2727227..3f420a44 100644
--- a/sasmodels/models/hollow_rectangular_prism.c
+++ b/sasmodels/models/hollow_rectangular_prism.c
@@ -72,9 +72,9 @@ Fq(double q,
     const double vol_total = length_a * length_b * length_c;
     const double vol_core = 8.0 * (a_half-thickness) * (b_half-thickness) * (c_half-thickness);
 
-    const double qr_max = q*c_half;
+    const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
     constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    int n = gauss_weights(qr_max_outer, &w, &z);
 
     //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
@@ -95,7 +95,7 @@ Fq(double q,
 
         const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);  // = qab*max(len)/2
         constant double *w_inner, *z_inner;
-        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
diff --git a/sasmodels/models/parallelepiped.c b/sasmodels/models/parallelepiped.c
index 7ee90563..81e20f17 100644
--- a/sasmodels/models/parallelepiped.c
+++ b/sasmodels/models/parallelepiped.c
@@ -75,9 +75,9 @@ Fq(double q,
     const double a_scaled = length_a / length_b;
     const double c_scaled = length_c / length_b;
 
-    const double qr_max = mu*c_scaled;
+    const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
     constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    int n = gauss_weights(qr_max_outer, &w, &z);
 
     // outer integral (with gauss points), integration limits = 0, 1
     double outer_total_F1 = 0.0; //initialize integral
@@ -88,7 +88,7 @@ Fq(double q,
 
         const double qr_max_inner = mu_proj*fmax(a_scaled, 1.0);  // = qab*max(len)/2
         constant double *w_inner, *z_inner;
-        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
         // inner integral (with gauss points), integration limits = 0, 1
         // corresponding to angles from 0 to pi/2.
diff --git a/sasmodels/models/rectangular_prism.c b/sasmodels/models/rectangular_prism.c
index 140cb3ac..d5f88d47 100644
--- a/sasmodels/models/rectangular_prism.c
+++ b/sasmodels/models/rectangular_prism.c
@@ -118,9 +118,9 @@ Fq(double q,
     const double b_half = 0.5 * length_b;
     const double c_half = 0.5 * length_c;
 
-    const double qr_max = q*c_half;
+    const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
     constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    int n = gauss_weights(qr_max_outer, &w, &z);
 
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
@@ -139,7 +139,7 @@ Fq(double q,
 
         const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);
         constant double *w_inner, *z_inner;
-        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;

From da3b5337a511200603cf4cb6ab5028b72f900e1c Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Mon, 13 Apr 2026 16:00:44 -0400
Subject: [PATCH 15/29] improve accuracy of long rectangular prism models

---
 sasmodels/models/hollow_rectangular_prism_thin_walls.c | 6 +++---
 1 file changed, 3 insertions(+), 3 deletions(-)

diff --git a/sasmodels/models/hollow_rectangular_prism_thin_walls.c b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
index 17204b8c..279365de 100644
--- a/sasmodels/models/hollow_rectangular_prism_thin_walls.c
+++ b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
@@ -64,9 +64,9 @@ Fq(double q,
     const double b_half = 0.5 * length_b;
     const double c_half = 0.5 * length_c;
 
-    const double qr_max = q*c_half;
+    const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
     constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    int n = gauss_weights(qr_max_outer, &w, &z);
 
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
@@ -90,7 +90,7 @@ Fq(double q,
 
         const double qr_max_inner = q*sin_theta*fmax(a_half, b_half);  // = qab*max(len)/2
         constant double *w_inner, *z_inner;
-        int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+        int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;

From 10c9f31ca00eafca0c837e4140598a797b44f2fe Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Mon, 13 Apr 2026 16:45:09 -0400
Subject: [PATCH 16/29] improve accuracy of elliptical cylinder model

---
 sasmodels/models/elliptical_cylinder.c | 19 ++++++++++---------
 1 file changed, 10 insertions(+), 9 deletions(-)

diff --git a/sasmodels/models/elliptical_cylinder.c b/sasmodels/models/elliptical_cylinder.c
index 22ae7824..28da822f 100644
--- a/sasmodels/models/elliptical_cylinder.c
+++ b/sasmodels/models/elliptical_cylinder.c
@@ -82,21 +82,22 @@ Fq(double q, double *F1, double *F2, double radius_minor, double r_ratio, double
     const double rA = 0.5*(square(radius_major) + square(radius_minor));
     const double rB = 0.5*(square(radius_major) - square(radius_minor));
 
-    const double qr_max = q*0.5*length;
-    constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    constant double *w_outer, *z_outer;
+    const double qr_max_outer = q*fmax(0.5*length, fmax(radius_minor, radius_minor*r_ratio));
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
-    const double qr_max_inner = q*fmax(radius_minor, radius_major);
     constant double *w_inner, *z_inner;
-    int n_inner = gauss_weights(qr_max, &w_inner, &z_inner);
+    const double qr_max_inner = q*fmax(radius_minor, radius_major);
+    int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
     //initialize integral
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0;i<n;i++) {
+    for(int i=0;i<n_outer;i++) {
         //setup inner integral over the ellipsoidal cross-section
-        const double cos_val = ( z[i]*(vb-va) + va + vb )/2.0;
+        const double cos_val = ( z_outer[i]*(vb-va) + va + vb )/2.0;
         const double sin_val = sqrt(1.0 - cos_val*cos_val);
+
         //const double arg = radius_minor*sin_val;
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
@@ -113,8 +114,8 @@ Fq(double q, double *F1, double *F2, double radius_minor, double r_ratio, double
 
         //now calculate outer integral
         const double si = sas_sinx_x(q*0.5*length*cos_val);
-        outer_sum_F1 += w[i] * inner_sum_F1 * si;
-        outer_sum_F2 += w[i] * inner_sum_F2 * si * si;
+        outer_sum_F1 += w_outer[i] * inner_sum_F1 * si;
+        outer_sum_F2 += w_outer[i] * inner_sum_F2 * si * si;
     }
     // correct limits and divide integral by pi
     outer_sum_F1 *= 0.5*(vb-va)/M_PI;

From 8a492738da4b40b3eb618062560de036912be638 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Mon, 13 Apr 2026 16:56:28 -0400
Subject: [PATCH 17/29] Tag gaussian integration variables n,z,w with _outer

---
 sasmodels/models/core_shell_bicelle_elliptical.c   | 14 +++++++-------
 sasmodels/models/core_shell_parallelepiped.c       | 12 ++++++------
 sasmodels/models/hollow_rectangular_prism.c        | 12 ++++++------
 .../models/hollow_rectangular_prism_thin_walls.c   | 12 ++++++------
 sasmodels/models/parallelepiped.c                  | 12 ++++++------
 5 files changed, 31 insertions(+), 31 deletions(-)

diff --git a/sasmodels/models/core_shell_bicelle_elliptical.c b/sasmodels/models/core_shell_bicelle_elliptical.c
index 29282565..a3f38f80 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical.c
@@ -83,16 +83,16 @@ Fq(double q,
     const double dr3 = vol3*(sld_face-sld_rim);
 
     const double qr_max = q*(halfheight+thick_face);
-    constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max, &w_outer, &z_outer);
 
     //initialize integral
     double outer_total_F1 = 0.0;
     double outer_total_F2 = 0.0;
-    for(int i=0;i<n;i++) {
+    for(int i=0;i<n_outer;i++) {
         //setup inner integral over the ellipsoidal cross-section
-        //const double cos_theta = ( z[i]*(vb-va) + va + vb )/2.0;
-        const double cos_theta = ( z[i] + 1.0 )/2.0;
+        //const double cos_theta = ( z_outer[i]*(vb-va) + va + vb )/2.0;
+        const double cos_theta = ( z_outer[i] + 1.0 )/2.0;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
@@ -118,8 +118,8 @@ Fq(double q,
             inner_total_F2 += w_inner[j] * f * f;
         }
         //now calculate outer integral
-        outer_total_F1 += w[i] * inner_total_F1;
-        outer_total_F2 += w[i] * inner_total_F2;
+        outer_total_F1 += w_outer[i] * inner_total_F1;
+        outer_total_F2 += w_outer[i] * inner_total_F2;
     }
     // now complete change of integration variables (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.25;
diff --git a/sasmodels/models/core_shell_parallelepiped.c b/sasmodels/models/core_shell_parallelepiped.c
index 55e3bd78..19a280bc 100644
--- a/sasmodels/models/core_shell_parallelepiped.c
+++ b/sasmodels/models/core_shell_parallelepiped.c
@@ -132,15 +132,15 @@ Fq(double q,
     const double drC = (crim_sld-solvent_sld);
 
     const double qr_max_outer = q*fmax(sqrt(tA*tA + tB*tB), tC)/2;
-    constant double *w, *z;
-    int n = gauss_weights(qr_max_outer, &w, &z);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
     // outer integral (with gauss points), integration limits = 0, 1
     // substitute d_cos_alpha for sin_alpha d_alpha
     double outer_sum_F1 = 0; //initialize integral
     double outer_sum_F2 = 0; //initialize integral
-    for( int i=0; i<n; i++) {
-        const double cos_alpha = 0.5 * ( z[i] + 1.0 );
+    for( int i=0; i<n_outer; i++) {
+        const double cos_alpha = 0.5 * ( z_outer[i] + 1.0 );
         const double mu = half_q * sqrt(1.0-cos_alpha*cos_alpha);
         const double siC = length_c * sas_sinx_x(length_c * cos_alpha * half_q);
         const double siCt = tC * sas_sinx_x(tC * cos_alpha * half_q);
@@ -179,8 +179,8 @@ Fq(double q,
         }
         // now complete change of inner integration variable (1-0)/(1-(-1))= 0.5
         // and sum up the outer integral
-        outer_sum_F1 += w[i] * inner_sum_F1 * 0.5;
-        outer_sum_F2 += w[i] * inner_sum_F2 * 0.5;
+        outer_sum_F1 += w_outer[i] * inner_sum_F1 * 0.5;
+        outer_sum_F2 += w_outer[i] * inner_sum_F2 * 0.5;
     }
     // now complete change of outer integration variable (1-0)/(1-(-1))= 0.5
     outer_sum_F1 *= 0.5;
diff --git a/sasmodels/models/hollow_rectangular_prism.c b/sasmodels/models/hollow_rectangular_prism.c
index 3f420a44..dd2de7ff 100644
--- a/sasmodels/models/hollow_rectangular_prism.c
+++ b/sasmodels/models/hollow_rectangular_prism.c
@@ -73,8 +73,8 @@ Fq(double q,
     const double vol_core = 8.0 * (a_half-thickness) * (b_half-thickness) * (c_half-thickness);
 
     const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
-    constant double *w, *z;
-    int n = gauss_weights(qr_max_outer, &w, &z);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
     //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
@@ -84,9 +84,9 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<n; i++) {
+    for(int i=0; i<n_outer; i++) {
 
-        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
+        const double theta = 0.5 * ( z_outer[i]*(v1b-v1a) + v1a + v1b );
         double sin_theta, cos_theta;
         SINCOS(theta, sin_theta, cos_theta);
 
@@ -122,8 +122,8 @@ Fq(double q,
         inner_sum_F1 *= 0.5 * (v2b-v2a);
         inner_sum_F2 *= 0.5 * (v2b-v2a);
 
-        outer_sum_F1 += w[i] * inner_sum_F1 * sin(theta);
-        outer_sum_F2 += w[i] * inner_sum_F2 * sin(theta);
+        outer_sum_F1 += w_outer[i] * inner_sum_F1 * sin(theta);
+        outer_sum_F2 += w_outer[i] * inner_sum_F2 * sin(theta);
     }
     outer_sum_F1 *= 0.5*(v1b-v1a);
     outer_sum_F2 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/hollow_rectangular_prism_thin_walls.c b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
index 279365de..c973b856 100644
--- a/sasmodels/models/hollow_rectangular_prism_thin_walls.c
+++ b/sasmodels/models/hollow_rectangular_prism_thin_walls.c
@@ -65,8 +65,8 @@ Fq(double q,
     const double c_half = 0.5 * length_c;
 
     const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
-    constant double *w, *z;
-    int n = gauss_weights(qr_max_outer, &w, &z);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
@@ -76,8 +76,8 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<n; i++) {
-        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
+    for(int i=0; i<n_outer; i++) {
+        const double theta = 0.5 * ( z_outer[i]*(v1b-v1a) + v1a + v1b );
 
         double sin_theta, cos_theta;
         double sin_c, cos_c;
@@ -118,8 +118,8 @@ Fq(double q,
 
         inner_sum_F1 *= 0.5 * (v2b-v2a);
         inner_sum_F2 *= 0.5 * (v2b-v2a);
-        outer_sum_F1 += w[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += w[i] * inner_sum_F2 * sin_theta;
+        outer_sum_F1 += w_outer[i] * inner_sum_F1 * sin_theta;
+        outer_sum_F2 += w_outer[i] * inner_sum_F2 * sin_theta;
     }
 
     outer_sum_F1 *= 0.5*(v1b-v1a);
diff --git a/sasmodels/models/parallelepiped.c b/sasmodels/models/parallelepiped.c
index 81e20f17..876dce3b 100644
--- a/sasmodels/models/parallelepiped.c
+++ b/sasmodels/models/parallelepiped.c
@@ -76,14 +76,14 @@ Fq(double q,
     const double c_scaled = length_c / length_b;
 
     const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
-    constant double *w, *z;
-    int n = gauss_weights(qr_max_outer, &w, &z);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
     // outer integral (with gauss points), integration limits = 0, 1
     double outer_total_F1 = 0.0; //initialize integral
     double outer_total_F2 = 0.0; //initialize integral
-    for( int i=0; i<n; i++) {
-        const double sigma = 0.5 * ( z[i] + 1.0 );
+    for( int i=0; i<n_outer; i++) {
+        const double sigma = 0.5 * ( z_outer[i] + 1.0 );
         const double mu_proj = mu * sqrt(1.0-sigma*sigma);
 
         const double qr_max_inner = mu_proj*fmax(a_scaled, 1.0);  // = qab*max(len)/2
@@ -109,8 +109,8 @@ Fq(double q,
         inner_total_F2 *= 0.5;
 
         const double si = sas_sinx_x(mu * c_scaled * sigma);
-        outer_total_F1 += w[i] * inner_total_F1 * si;
-        outer_total_F2 += w[i] * inner_total_F2 * si * si;
+        outer_total_F1 += w_outer[i] * inner_total_F1 * si;
+        outer_total_F2 += w_outer[i] * inner_total_F2 * si * si;
     }
     // now complete change of outer integration variable (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.5;

From 6d0d448e24b1cb7997429cdec287fac793c4ee4d Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Mon, 13 Apr 2026 17:06:17 -0400
Subject: [PATCH 18/29] improve accuracy of elliptical bicelle models

---
 .../models/core_shell_bicelle_elliptical.c     |  6 +++---
 .../core_shell_bicelle_elliptical_belt_rough.c | 18 +++++++++---------
 2 files changed, 12 insertions(+), 12 deletions(-)

diff --git a/sasmodels/models/core_shell_bicelle_elliptical.c b/sasmodels/models/core_shell_bicelle_elliptical.c
index a3f38f80..c554e7c9 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical.c
@@ -82,9 +82,9 @@ Fq(double q,
     const double dr2 = vol2*(sld_rim-sld_solvent);
     const double dr3 = vol3*(sld_face-sld_rim);
 
-    const double qr_max = q*(halfheight+thick_face);
+    const double qr_max_outer = q*fmax(halfheight+thick_face, fmax(r_minor, r_major)+thick_rim);
     constant double *w_outer, *z_outer;
-    int n_outer = gauss_weights(qr_max, &w_outer, &z_outer);
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
     //initialize integral
     double outer_total_F1 = 0.0;
@@ -99,7 +99,7 @@ Fq(double q,
         const double si1 = sas_sinx_x(halfheight*qc);
         const double si2 = sas_sinx_x((halfheight+thick_face)*qc);
 
-        const double qr_max_inner = qab*fmax(r_minor, r_major);
+        const double qr_max_inner = qab*(fmax(r_minor, r_major)+thick_rim);
         constant double *w_inner, *z_inner;
         int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
diff --git a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
index cbe57c1b..132fb8cd 100644
--- a/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
+++ b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.c
@@ -93,25 +93,25 @@ Fq(double q,
     const double dr2 = vol2*(rhor-rhosolv);
     const double dr3 = vol3*(rhoh-rhosolv);
 
-    const double qr_max = q*(halfheight+thick_face);
-    constant double *w, *z;
-    int n = gauss_weights(qr_max, &w, &z);
+    const double qr_max_outer = q*fmax(halfheight+thick_face, fmax(r_minor, r_major)+thick_rim);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
     //initialize integral
     double outer_total_F1 = 0.0;
     double outer_total_F2 = 0.0;
-    for(int i=0;i<n;i++) {
+    for(int i=0;i<n_outer;i++) {
         //setup inner integral over the ellipsoidal cross-section
         // since we generate these lots of times, why not store them somewhere?
-        //const double cos_theta = ( z[i]*(vb-va) + va + vb )/2.0;
-        const double cos_theta = ( z[i] + 1.0 )/2.0;
+        //const double cos_theta = ( z_outer[i]*(vb-va) + va + vb )/2.0;
+        const double cos_theta = ( z_outer[i] + 1.0 )/2.0;
         const double sin_theta = sqrt(1.0 - cos_theta*cos_theta);
         const double qab = q*sin_theta;
         const double qc = q*cos_theta;
         const double si1 = sas_sinx_x(halfheight*qc);
         const double si2 = sas_sinx_x((halfheight+thick_face)*qc);
 
-        const double qr_max_inner = qab*fmax(r_minor, r_major);
+        const double qr_max_inner = qab*(fmax(r_minor, r_major)+thick_rim);
         constant double *w_inner, *z_inner;
         int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
@@ -130,8 +130,8 @@ Fq(double q,
             inner_total_F2 += w_inner[j] * f * f;
         }
         //now calculate outer integral
-        outer_total_F1 += w[i] * inner_total_F1;
-        outer_total_F2 += w[i] * inner_total_F2;
+        outer_total_F1 += w_outer[i] * inner_total_F1;
+        outer_total_F2 += w_outer[i] * inner_total_F2;
     }
     // now complete change of integration variables (1-0)/(1-(-1))= 0.5
     outer_total_F1 *= 0.25;

From 0899275b08c81cdeefb421b78665e14ef297cce5 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Mon, 13 Apr 2026 19:51:32 -0400
Subject: [PATCH 19/29] improve accuracy of barbell and capped cylinder

---
 sasmodels/models/barbell.c         |  9 +++++++--
 sasmodels/models/capped_cylinder.c | 23 +++++++++++++++++++----
 2 files changed, 26 insertions(+), 6 deletions(-)

diff --git a/sasmodels/models/barbell.c b/sasmodels/models/barbell.c
index c1344d0f..f0b4c5c5 100644
--- a/sasmodels/models/barbell.c
+++ b/sasmodels/models/barbell.c
@@ -20,7 +20,7 @@ _bell_kernel(double qab, double qc, double h, double radius_bell,
     const double b = (half_length+h)*qc; // cos argument intercept
     const double qab_r = radius_bell*qab; // Q*R*sin(theta)
 
-    const double qr_max = fmax(qab_r, m);
+    const double qr_max = fmax(qab_r, m+b);
     constant double *w, *z;
     int n = gauss_weights(qr_max, &w, &z);
 
@@ -115,7 +115,12 @@ Fq(double q,double *F1, double *F2, double sld, double solvent_sld,
     const double h = sqrt(square(radius_bell) - square(radius));
     const double half_length = 0.5*length;
 
-    const double qr_max = q*fmax(radius, half_length);
+    // The term h comes from solving the right triangle with diagonal
+    // equal to the bell radius and horizontal equal to the bar radius.
+    // The result is the height of the equator above the end of the rod.
+    // To get the total length of bar+bell use bar length + 2*(bell radius + h).
+    // We want the radius, so divide that by two.
+    const double qr_max = q*(half_length + radius_bell + h);
     constant double *w, *z;
     int n = gauss_weights(qr_max, &w, &z);
 
diff --git a/sasmodels/models/capped_cylinder.c b/sasmodels/models/capped_cylinder.c
index 80c23a18..3c369c86 100644
--- a/sasmodels/models/capped_cylinder.c
+++ b/sasmodels/models/capped_cylinder.c
@@ -7,7 +7,7 @@
 //   length is the cylinder length, or the separation between the lens halves
 //   theta is the angle of the cylinder wrt q.
 static double
-_cap_kernel(double qab, double qc, double h, double radius_cap,
+_cap_kernel(double qab, double qc, double h, double radius_cap, double radius,
     double half_length)
 {
     // translate a point in [-1,1] to a point in [lower,upper]
@@ -27,7 +27,14 @@ _cap_kernel(double qab, double qc, double h, double radius_cap,
     const double b = (half_length+h)*qc; // cos argument intercept
     const double qab_r = radius_cap*qab; // Q*R*sin(theta)
 
-    const double qr_max = fmax(qab_r, m);
+    // m+b = qc*(half_length + radius_cap + h). With h in [-radius_cap, 0] depending
+    // on cylinder radius, that means m+b is in qc*[length/2, length_2 + radius_cap].
+    // The qab_r term will be very large for mostly flat caps. Since the bj term will
+    // oscillate at this frequency, it seems like we should increase the number of
+    // gauss points to accomodate. However, if we use the radius of the cylinder
+    // we seem to get good results, so use that to set the number of integration points.
+    //const double qr_max = fmax(qab_r, m+b);
+    const double qr_max = fmax(qab*radius, m+b);
     constant double *w, *z;
     int n = gauss_weights(qr_max, &w, &z);
 
@@ -48,7 +55,7 @@ _cap_kernel(double qab, double qc, double h, double radius_cap,
 static double
 _fq(double qab, double qc, double h, double radius_cap, double radius, double half_length)
 {
-    const double cap_Fq = _cap_kernel(qab, qc, h, radius_cap, half_length);
+    const double cap_Fq = _cap_kernel(qab, qc, h, radius_cap, radius, half_length);
     const double bj = sas_2J1x_x(radius*qab);
     const double si = sas_sinx_x(half_length*qc);
     const double cyl_Fq = 2.0*M_PI*radius*radius*half_length*bj*si;
@@ -119,7 +126,15 @@ Fq(double q,double *F1, double *F2, double sld, double solvent_sld,
     const double h = -sqrt(square(radius_cap) - square(radius));
     const double half_length = 0.5*length;
 
-    const double qr_max = q*fmax(radius_cap, half_length);
+    // The term h comes from solving the right triangle with diagonal
+    // equal to the cap radius and horizontal equal to the bar radius.
+    // The result is the (negative) height of the equator above the end of the rod.
+    // To get the total length of bar+cap use bar length + 2*(cap radius + h).
+    // We want the radius, so divide that by two.
+    // For a lentil with length=0, the radius will be the dominant term, hence
+    // the fmax in the calculation below. This isn't needed for the barbell shape
+    // since the bell length is always greater than the bar radius.
+    const double qr_max = q*fmax(half_length + radius_cap + h, radius);
     constant double *w, *z;
     int n = gauss_weights(qr_max, &w, &z);
 

From 2766c1ecdf02be683f7c84026eea79b0d32c6c78 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Tue, 14 Apr 2026 17:17:40 -0400
Subject: [PATCH 20/29] Tag gaussian integration variables n,z,w with _outer

---
 sasmodels/models/rectangular_prism.c | 12 ++++++------
 1 file changed, 6 insertions(+), 6 deletions(-)

diff --git a/sasmodels/models/rectangular_prism.c b/sasmodels/models/rectangular_prism.c
index d5f88d47..04919b32 100644
--- a/sasmodels/models/rectangular_prism.c
+++ b/sasmodels/models/rectangular_prism.c
@@ -119,8 +119,8 @@ Fq(double q,
     const double c_half = 0.5 * length_c;
 
     const double qr_max_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
-    constant double *w, *z;
-    int n = gauss_weights(qr_max_outer, &w, &z);
+    constant double *w_outer, *z_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
    //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
@@ -130,8 +130,8 @@ Fq(double q,
 
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
-    for(int i=0; i<n; i++) {
-        const double theta = 0.5 * ( z[i]*(v1b-v1a) + v1a + v1b );
+    for(int i=0; i<n_outer; i++) {
+        const double theta = 0.5 * ( z_outer[i]*(v1b-v1a) + v1a + v1b );
         double sin_theta, cos_theta;
         SINCOS(theta, sin_theta, cos_theta);
 
@@ -157,8 +157,8 @@ Fq(double q,
         }
         inner_sum_F1 = 0.5 * (v2b-v2a) * inner_sum_F1;
         inner_sum_F2 = 0.5 * (v2b-v2a) * inner_sum_F2;
-        outer_sum_F1 += w[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += w[i] * inner_sum_F2 * sin_theta;
+        outer_sum_F1 += w_outer[i] * inner_sum_F1 * sin_theta;
+        outer_sum_F2 += w_outer[i] * inner_sum_F2 * sin_theta;
     }
 
     outer_sum_F1 *= 0.5*(v1b-v1a);

From 962c0c0fbe7fd15d550db243dca447249b7e6ea4 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 15:12:15 -0400
Subject: [PATCH 21/29] compare sin(arccos(x)) to sqrt(1 - x**2)

---
 explore/precision.py | 15 +++++++++++++++
 1 file changed, 15 insertions(+)

diff --git a/explore/precision.py b/explore/precision.py
index fdc009b7..05880f76 100755
--- a/explore/precision.py
+++ b/explore/precision.py
@@ -803,6 +803,21 @@ def np_2J1x_x(x):
     ocl_function=make_ocl("return sas_2J1x_x(q);", "sas_2J1x_x", ["lib/polevl.c", "lib/sas_J1.c"]),
 )
 
+add_function(
+    name="sin_arccos",
+    mp_function=lambda x: (mp.sin(mp.acos(x))),
+    np_function=lambda x: (np.sin(np.arccos(x))),
+    ocl_function=make_ocl("return sin(acos(q));", "sas_sin_arccos"),
+    limits=(0, 1),
+)
+add_function(
+    name="sin_from_cos",
+    mp_function=lambda x: (mp.sqrt(1 - x*x)),
+    np_function=lambda x: (np.sqrt(1-x*x)),
+    ocl_function=make_ocl("return sqrt(1.-q*q);", "sas_sin_from_cos"),
+    limits=(0, 1),
+)
+
 ALL_FUNCTIONS = set(FUNCTIONS.keys())
 ALL_FUNCTIONS.discard("loggamma")  # use cephes-based gammaln instead
 ALL_FUNCTIONS.discard("3j1/x:taylor")

From d0b431049e8a6e1baaac02cb385efb469f9109fc Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 15:14:07 -0400
Subject: [PATCH 22/29] add notes about gaussian cutoffs

---
 sasmodels/models/lib/adaptive.c | 8 ++++++++
 1 file changed, 8 insertions(+)

diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
index 170afecb..cc8c7e95 100644
--- a/sasmodels/models/lib/adaptive.c
+++ b/sasmodels/models/lib/adaptive.c
@@ -11219,6 +11219,14 @@ constant double Gauss5000Z[5000]={
 static int
 gauss_weights(double qr, constant double **w, constant double **z)
 {
+	// TODO: add more stages (150, 1500) so the n^2 model slowdown is a little less brutal
+	// TODO: adjust cutoff for n=500
+	//     For the pringle model I get npoints = 0.365 qr_max + 43
+	//     and empirical values 14 => 20, 120 => 76, 1200 => 500, 14500 => 5000
+	//     The error threshhold is abrupt: if n is too low the result is bad, but
+	//     there is little benefit for having too large an n.
+	//     These results are specific to the pringle inner integral and may not hold in general.
+	//     Check that all models have reasonable cutoff.
 	// *w = Gauss5000Wt; *z = Gauss5000Z; return 5000; // max precision
 	// *w = Gauss76Wt; *z = Gauss76Z; return 76; // default
 	if (qr < 10) {

From 86d9125c9d96f500749e6c3d4386077f4cf0b888 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 15:16:18 -0400
Subject: [PATCH 23/29] improve qr_max estimates for the pringle model

---
 sasmodels/models/pringle.c | 8 +++++---
 1 file changed, 5 insertions(+), 3 deletions(-)

diff --git a/sasmodels/models/pringle.c b/sasmodels/models/pringle.c
index 6607350a..dc9e6780 100644
--- a/sasmodels/models/pringle.c
+++ b/sasmodels/models/pringle.c
@@ -24,7 +24,7 @@ void _integrate_bessel(
     const double zm = 0.5*radius;
     const double zb = 0.5*radius;
 
-    const double qr_max = fmax(q_sin_psi*beta*radius*radius, q_cos_psi*radius);
+    const double qr_max = fmax(q_cos_psi*radius*radius*fmax(alpha, beta), q_sin_psi*radius);
     constant double *w, *z;
     int n_outer = gauss_weights(qr_max, &w, &z);
 
@@ -84,9 +84,11 @@ double _integrate_psi(
     double alpha,
     double beta)
 {
-    const double qr_max = q*0.5*thickness;
+    const double qhalf_thickness = q*0.5*thickness;
+    const double qr_max = fmax(qhalf_thickness, q*radius);
     constant double *w, *z;
     int n = gauss_weights(qr_max, &w, &z);
+    //printf("qr_max=%.1f n=%d\n", qr_max, n);
 
     // translate gauss point z in [-1,1] to a point in [0, pi/2]
     const double zm = M_PI_4;
@@ -98,7 +100,7 @@ double _integrate_psi(
         double sin_psi, cos_psi;
         SINCOS(psi, sin_psi, cos_psi);
         double bessel_term = _sum_bessel_orders(radius, alpha, beta, q*sin_psi, q*cos_psi);
-        double sinc_term = square(sas_sinx_x(q * thickness * cos_psi / 2.0));
+        double sinc_term = square(sas_sinx_x(qhalf_thickness * cos_psi));
         double pringle_kernel = 4.0 * sin_psi * bessel_term * sinc_term;
         sum += w[i] * pringle_kernel;
     }

From 504642bdf3e89db3dd7d162e081bc25ba31c9418 Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 15:53:33 -0400
Subject: [PATCH 24/29] math.h is included in kernel header; mac opencl
 complains when it is present

---
 sasmodels/models/octahedron_truncated.c | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/sasmodels/models/octahedron_truncated.c b/sasmodels/models/octahedron_truncated.c
index 679abeff..ed119511 100644
--- a/sasmodels/models/octahedron_truncated.c
+++ b/sasmodels/models/octahedron_truncated.c
@@ -1,5 +1,5 @@
-#include <math.h>
-#include <stdio.h> 
+//#include <math.h>
+//#include <stdio.h>
 
 //truncated octahedron volume 
 // NOTE: needs to be called form_volume() for a shape category

From 2484e0452b713e24cdbbc81917d3312efef7201f Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 21:36:15 -0400
Subject: [PATCH 25/29] modify truncated octahedron for adaptive integration

---
 sasmodels/models/octahedron_truncated.c  | 225 ++++++++++-------------
 sasmodels/models/octahedron_truncated.py |   4 +-
 2 files changed, 96 insertions(+), 133 deletions(-)

diff --git a/sasmodels/models/octahedron_truncated.c b/sasmodels/models/octahedron_truncated.c
index ed119511..e8c9722a 100644
--- a/sasmodels/models/octahedron_truncated.c
+++ b/sasmodels/models/octahedron_truncated.c
@@ -12,95 +12,10 @@ form_volume(double length_a, double b2a_ratio, double c2a_ratio, double t)
 // b2a_ratio is length_b divided by Length_a
 // c2a_ratio is Length_c divided by Length_a
 // t varies from 0.5 (cuboctahedron) to 1 (octahedron)
-    return (4./3.) * cube(length_a) * b2a_ratio * c2a_ratio *(1.-3*cube(1.-t));
+    const double tinv = 1.0 - t;
+    return (4./3.) * cube(length_a) * b2a_ratio * c2a_ratio *(1.-3*cube(tinv));
 }
 
-// remark: Iq() is generally not used because have_Fq is set to True in the Python file
-static double
-Iq(double q,
-    double sld,
-    double solvent_sld,
-    double length_a,
-    double b2a_ratio,
-    double c2a_ratio,
-    double t)
-{
-    const double length_b = length_a * b2a_ratio;
-    const double length_c = length_a * c2a_ratio;
-
-
-   //Integration limits to use in Gaussian quadrature
-    const double v1a = 0.0;
-    const double v1b = M_PI_2;  //theta integration limits
-    const double v2a = 0.0;
-    const double v2b = M_PI_2;  //phi integration limits
-
-    double outer_sum = 0.0;
-    for(int i=0; i<GAUSS_N; i++) {
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
-        double sin_theta, cos_theta;
-        SINCOS(theta, sin_theta, cos_theta);
-
-        double inner_sum = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
-            double sin_phi, cos_phi;
-            SINCOS(phi, sin_phi, cos_phi);
-
-            //HERE: Octahedron formula
-            // q is the modulus of the scattering vector in [A-1]
-            // NOTE: capital QX QY QZ are the three components in [A-1] of the scattering vector
-            // NOTE: qx qy qz are rescaled components (no unit) for computing AA, BB and CC terms
-            const double Qx = q * sin_theta * cos_phi;
-    	    const double Qy = q * sin_theta * sin_phi;
-    	    const double Qz = q * cos_theta;
-    	    const double qx = Qx * length_a;
-    	    const double qy = Qy * length_b;
-    	    const double qz = Qz * length_c;
-
-            const double AA = 1./((qy*qy-qz*qz)*(qy*qy-qx*qx))*((qy-qx)*sin(qy*(1.-t)-qx*t)+(qy+qx)*sin(qy*(1.-t)+qx*t))+
-                                1./((qz*qz-qx*qx)*(qz*qz-qy*qy))*((qz-qx)*sin(qz*(1.-t)-qx*t)+(qz+qx)*sin(qz*(1.-t)+qx*t));
-
-            const double BB = 1./((qz*qz-qx*qx)*(qz*qz-qy*qy))*((qz-qy)*sin(qz*(1.-t)-qy*t)+(qz+qy)*sin(qz*(1.-t)+qy*t))+
-                                1./((qx*qx-qy*qy)*(qx*qx-qz*qz))*((qx-qy)*sin(qx*(1.-t)-qy*t)+(qx+qy)*sin(qx*(1.-t)+qy*t));
-
-            const double CC = 1./((qx*qx-qy*qy)*(qx*qx-qz*qz))*((qx-qz)*sin(qx*(1.-t)-qz*t)+(qx+qz)*sin(qx*(1.-t)+qz*t))+
-                                1./((qy*qy-qz*qz)*(qy*qy-qx*qx))*((qy-qz)*sin(qy*(1.-t)-qz*t)+(qy+qz)*sin(qy*(1.-t)+qz*t));
-
-
-	    // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
-            const double AP = 6./(1.-3*(1.-t)*(1.-t)*(1.-t))*(AA+BB+CC);
-
-            inner_sum += GAUSS_W[j] * AP * AP;
-
-
-        }
-        inner_sum = 0.5 * (v2b-v2a) * inner_sum;
-        outer_sum += GAUSS_W[i] * inner_sum * sin_theta;
-    }
-
-    double answer = 0.5*(v1b-v1a)*outer_sum;
-
-    // The factor 2 appears because the theta integral has been defined between
-    // 0 and pi/2, instead of 0 to pi.
-    answer /= M_PI_2; //Form factor P(q)
-
-    // Multiply by contrast^2 and volume^2
-    // contrast
-    const double s = (sld-solvent_sld);
-    // volume
-    // s *= form_volume(length_a, b2a_ratio,c2a_ratio, t);
-    answer *= square(s*form_volume(length_a, b2a_ratio,c2a_ratio, t));
-
-    // Convert from [1e-12 A-1] to [cm-1]
-    answer *= 1.0e-4;
-
-	if (isnan(answer) || isinf(answer)) {
-        return 0.0;
-    }
-
-    return answer;
-}
 
 // Fq() is called because option "have_Fq = True" is set to True in the Python file
 static void
@@ -116,9 +31,29 @@ Fq(double q,
 {
     const double length_b = length_a * b2a_ratio;
     const double length_c = length_a * c2a_ratio;
+    const double tinv = 1.0 - t;
+    // Because we are integrating over the entire surface, the orientation is arbitrary. Sort
+    // the lengths Lc > Lb > La so that the integration will go faster.
+    const double maybe_min = fmin(length_a, length_b);
+    const double maybe_max = fmax(length_a, length_b);
+    const double maybe_mid = fmax(maybe_min, length_c);
+    const double La = fmin(maybe_min, length_c);
+    const double Lb = fmin(maybe_max, maybe_mid);
+    const double Lc = fmax(maybe_max, maybe_mid);
+
+    // Find the circumradius by truncating the line from Lc to Lb. This chops of
+    // the similar triangle with sides (1-t)Lc, (1-t)Lb, leaving coordinate (tLc, (1-t)Lb).
+    // The distance to the origin then follows.
+    const double qr_max_outer = q*sqrt(square(t*Lc) + square(tinv*Lb));
+    constant double *z_outer, *w_outer;
+    int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
+
+    const double qr_max_inner = q*sqrt(square(t*Lb) + square(tinv*La));
+    constant double *z_inner, *w_inner;
+    int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
+
+    //printf("La=%g Lb=%g Lc=%g npoints = %d x %d = %d\n", La, Lb, Lc, n_outer, n_inner, n_outer*n_inner);
 
-
-   //Integration limits to use in Gaussian quadrature
     const double v1a = 0.0;
     const double v1b = M_PI_2;  //theta integration limits
     const double v2a = 0.0;
@@ -127,15 +62,19 @@ Fq(double q,
     double outer_sum_F1 = 0.0;
     double outer_sum_F2 = 0.0;
 
-    for(int i=0; i<GAUSS_N; i++) {
-        const double theta = 0.5 * ( GAUSS_Z[i]*(v1b-v1a) + v1a + v1b );
-        double sin_theta, cos_theta;
-        SINCOS(theta, sin_theta, cos_theta);
+    for(int i=0; i<n_outer; i++) {
+        // Do a u=cos(theta) substitution for the outer loop
+        const double cos_theta = 0.5*(z_outer[i] + 1.0); // [-1, 1] => [0, 1]
+        const double sin_theta = sqrt(1.0 - square(cos_theta)); // = sin(acos(cos_theta))
+        const double qc = q * cos_theta;
+        const double qz = qc * Lc;
+        const double qz2 = square(qz);
 
         double inner_sum_F1 = 0.0;
         double inner_sum_F2 = 0.0;
-        for(int j=0; j<GAUSS_N; j++) {
-            double phi = 0.5 * ( GAUSS_Z[j]*(v2b-v2a) + v2a + v2b );
+        for(int j=0; j<n_inner; j++) {
+            // 8-fold symmetry, so we only need one quadrant.
+            const double phi = M_PI_4*(z_inner[j] + 1.0); // [-1, 1] => [0, pi/2]
             double sin_phi, cos_phi;
             SINCOS(phi, sin_phi, cos_phi);
 
@@ -143,37 +82,47 @@ Fq(double q,
             // q is the modulus of the scattering vector in [A-1]
             // NOTE: capital QX QY QZ are the three components in [A-1] of the scattering vector
             // NOTE: qx qy qz are rescaled components (no unit) for computing AA, BB and CC terms
-            const double Qx = q * sin_theta * cos_phi;
-    	    const double Qy = q * sin_theta * sin_phi;
-    	    const double Qz = q * cos_theta;
-    	    const double qx = Qx * length_a;
-    	    const double qy = Qy * length_b;
-    	    const double qz = Qz * length_c;
-            const double AA = 1./(2*(qy*qy-qz*qz)*(qy*qy-qx*qx))*((qy-qx)*sin(qy*(1.-t)-qx*t)+(qy+qx)*sin(qy*(1.-t)+qx*t))+
-                                1./(2*(qz*qz-qx*qx)*(qz*qz-qy*qy))*((qz-qx)*sin(qz*(1.-t)-qx*t)+(qz+qx)*sin(qz*(1.-t)+qx*t));
+            const double qa = q * sin_theta * cos_phi;
+            const double qb = q * sin_theta * sin_phi;
+            const double qx = qa * La;
+            const double qy = qb * Lb;
 
-            const double BB = 1./(2*(qz*qz-qx*qx)*(qz*qz-qy*qy))*((qz-qy)*sin(qz*(1.-t)-qy*t)+(qz+qy)*sin(qz*(1.-t)+qy*t))+
-                                1./(2*(qx*qx-qy*qy)*(qx*qx-qz*qz))*((qx-qy)*sin(qx*(1.-t)-qy*t)+(qx+qy)*sin(qx*(1.-t)+qy*t));
+            // TODO: test for q=0 and return the limiting value.
+            // From the equations, lim q -> 0 seems to be O(1/q^2), so it diverges. And indeed,
+            // for q < 1e-8 the function begins to rise.
+            // TODO: calculation is unstable for small q.
+            // PAK: reordered the equations and moved factor of 1/2 to normalization.
+            const double qx2 = square(qx);
+            const double qy2 = square(qy);
+            const double AA =
+                ((qy-qx)*sin(qy*tinv-qx*t) + (qy+qx)*sin(qy*tinv+qx*t)) / ((qy2-qz2)*(qy2-qx2)) +
+                ((qz-qx)*sin(qz*tinv-qx*t) + (qz+qx)*sin(qz*tinv+qx*t)) / ((qz2-qx2)*(qz2-qy2));
 
-            const double CC = 1./(2*(qx*qx-qy*qy)*(qx*qx-qz*qz))*((qx-qz)*sin(qx*(1.-t)-qz*t)+(qx+qz)*sin(qx*(1.-t)+qz*t))+
-                                1./(2*(qy*qy-qz*qz)*(qy*qy-qx*qx))*((qy-qz)*sin(qy*(1.-t)-qz*t)+(qy+qz)*sin(qy*(1.-t)+qz*t));
+            const double BB =
+                ((qz-qy)*sin(qz*tinv-qy*t) + (qz+qy)*sin(qz*tinv+qy*t)) / ((qz2-qx2)*(qz2-qy2)) +
+                ((qx-qy)*sin(qx*tinv-qy*t) + (qx+qy)*sin(qx*tinv+qy*t)) / ((qx2-qy2)*(qx2-qz2));
 
-	    // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
-            const double AP = 6./(1.-3*(1.-t)*(1.-t)*(1.-t))*(AA+BB+CC);
+            const double CC =
+                ((qx-qz)*sin(qx*tinv-qz*t) + (qx+qz)*sin(qx*tinv+qz*t)) / ((qx2-qy2)*(qx2-qz2)) +
+                ((qy-qz)*sin(qy*tinv-qz*t) + (qy+qz)*sin(qy*tinv+qz*t)) / ((qy2-qz2)*(qy2-qx2));
 
+	        // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
+            const double AP = 3./(1. - 3.*cube(tinv)) * (AA+BB+CC);
 
-            inner_sum_F1 += GAUSS_W[j] * AP;
-            inner_sum_F2 += GAUSS_W[j] * AP * AP;
+
+            inner_sum_F1 += w_inner[j] * AP;
+            inner_sum_F2 += w_inner[j] * AP * AP;
 
         }
-        inner_sum_F1 = 0.5 * (v2b-v2a) * inner_sum_F1;
-        inner_sum_F2 = 0.5 * (v2b-v2a) * inner_sum_F2;
-        outer_sum_F1 += GAUSS_W[i] * inner_sum_F1 * sin_theta;
-        outer_sum_F2 += GAUSS_W[i] * inner_sum_F2 * sin_theta;
+        // Note: moving the pi/2 scaling outside the sum. No sin(theta) term because of u=cos(theta)
+        // TODO: With the u=cos(theta) substitution should the F1 integral be negative?
+        // TODO: check for this in all models.
+        outer_sum_F1 += w_outer[i] * inner_sum_F1;
+        outer_sum_F2 += w_outer[i] * inner_sum_F2;
     }
-
-    outer_sum_F1 *= 0.5*(v1b-v1a);
-    outer_sum_F2 *= 0.5*(v1b-v1a);
+    // sum(w) = 2, so scaling
+    outer_sum_F1 *= 0.5*M_PI_4;
+    outer_sum_F2 *= 0.5*M_PI_4;
 
     // The factor 2 appears because the theta integral has been defined between
     // 0 and pi/2, instead of 0 to pi.
@@ -182,14 +131,16 @@ Fq(double q,
 
     // Multiply by contrast and volume
     // contrast
-    const double s = (sld-solvent_sld);
+    const double s = (sld-solvent_sld) * form_volume(length_a, b2a_ratio,c2a_ratio, t);
     // volume
     // s *= form_volume(length_a, b2a_ratio,c2a_ratio, t);
-	
+
     // Convert from [1e-12 A-1] to [cm-1]
-    *F1 = 1e-2 * s * form_volume(length_a, b2a_ratio,c2a_ratio, t) * outer_sum_F1;
-    *F2 = 1e-4 * square(s * form_volume(length_a, b2a_ratio,c2a_ratio, t)) * outer_sum_F2;
+    const double
+    *F1 = 1e-2 * s * outer_sum_F1;
+    *F2 = 1e-4 * square(s) * outer_sum_F2;
 
+    // TODO: inf and NaN shouldn't occur, but if they do they shouldn't be replaced by zero.
     if (isnan(*F1) || isinf(*F1)) {
         *F1 = 0.0;
     }
@@ -210,25 +161,35 @@ Iqabc(double qa, double qb, double qc,
 {
     const double length_b = length_a * b2a_ratio;
     const double length_c = length_a * c2a_ratio;
-
+    const double tinv = 1.0 - t;
 
     //HERE: Octahedron formula
-    // NOTE: qa qb qc are the three components in [A-1] of the scattering vector
+    // NOTE: qa qb qc are the three components in 1/Ang of the scattering vector
     // NOTE: qx qy qz are rescaled components (no unit) for computing AA, BB and CC terms
     const double qx = qa * length_a;
     const double qy = qb * length_b;
     const double qz = qc * length_c;
-    const double AA = 1./(2*(qy*qy-qz*qz)*(qy*qy-qx*qx))*((qy-qx)*sin(qy*(1.-t)-qx*t)+(qy+qx)*sin(qy*(1.-t)+qx*t))+
-                                1./(2*(qz*qz-qx*qx)*(qz*qz-qy*qy))*((qz-qx)*sin(qz*(1.-t)-qx*t)+(qz+qx)*sin(qz*(1.-t)+qx*t));
 
-    const double BB = 1./(2*(qz*qz-qx*qx)*(qz*qz-qy*qy))*((qz-qy)*sin(qz*(1.-t)-qy*t)+(qz+qy)*sin(qz*(1.-t)+qy*t))+
-                                1./(2*(qx*qx-qy*qy)*(qx*qx-qz*qz))*((qx-qy)*sin(qx*(1.-t)-qy*t)+(qx+qy)*sin(qx*(1.-t)+qy*t));
+    // TODO: calculation is unstable for small q.
+    // PAK: reordered the equations and moved factor of 1/2 to normalization.
+    const double qx2 = square(qx);
+    const double qy2 = square(qy);
+    const double qz2 = square(qz);
+    const double AA =
+        ((qy-qx)*sin(qy*tinv-qx*t) + (qy+qx)*sin(qy*tinv+qx*t)) / ((qy2-qz2)*(qy2-qx2)) +
+        ((qz-qx)*sin(qz*tinv-qx*t) + (qz+qx)*sin(qz*tinv+qx*t)) / ((qz2-qx2)*(qz2-qy2));
+
+    const double BB =
+        ((qz-qy)*sin(qz*tinv-qy*t) + (qz+qy)*sin(qz*tinv+qy*t)) / ((qz2-qx2)*(qz2-qy2)) +
+        ((qx-qy)*sin(qx*tinv-qy*t) + (qx+qy)*sin(qx*tinv+qy*t)) / ((qx2-qy2)*(qx2-qz2));
+
+    const double CC =
+        ((qx-qz)*sin(qx*tinv-qz*t) + (qx+qz)*sin(qx*tinv+qz*t)) / ((qx2-qy2)*(qx2-qz2)) +
+        ((qy-qz)*sin(qy*tinv-qz*t) + (qy+qz)*sin(qy*tinv+qz*t)) / ((qy2-qz2)*(qy2-qx2));
 
-    const double CC = 1./(2*(qx*qx-qy*qy)*(qx*qx-qz*qz))*((qx-qz)*sin(qx*(1.-t)-qz*t)+(qx+qz)*sin(qx*(1.-t)+qz*t))+
-                                1./(2*(qy*qy-qz*qz)*(qy*qy-qx*qx))*((qy-qz)*sin(qy*(1.-t)-qz*t)+(qy+qz)*sin(qy*(1.-t)+qz*t));
+    // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
+    const double AP = 3./(1. - 3.*cube(tinv)) * (AA+BB+CC);
 
-	    // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
-    const double AP = 6./(1.-3*(1.-t)*(1.-t)*(1.-t))*(AA+BB+CC);
 
     // Multiply by contrast and volume
     // contrast
diff --git a/sasmodels/models/octahedron_truncated.py b/sasmodels/models/octahedron_truncated.py
index d2f3c454..ad63b88d 100644
--- a/sasmodels/models/octahedron_truncated.py
+++ b/sasmodels/models/octahedron_truncated.py
@@ -253,7 +253,9 @@
                "rotation about c axis"],
               ]
 
-source = ["lib/gauss20.c", "octahedron_truncated.c"]
+valid = "t >= 0.5 && t <= 1.0"
+single = False
+source = ["lib/adaptive.c", "octahedron_truncated.c"]
 # change to "lib/gauss76.c" or "lib/gauss150.c" to increase the number of integration points
 # for the orientational average. Note that it will increase calculation times.
 

From 2d6af81a9efe6ea94a6740ee6529d2bfac4d05bb Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 21:48:26 -0400
Subject: [PATCH 26/29] tweak comments

---
 sasmodels/models/octahedron_truncated.c | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/sasmodels/models/octahedron_truncated.c b/sasmodels/models/octahedron_truncated.c
index e8c9722a..76c92a7e 100644
--- a/sasmodels/models/octahedron_truncated.c
+++ b/sasmodels/models/octahedron_truncated.c
@@ -92,6 +92,7 @@ Fq(double q,
             // for q < 1e-8 the function begins to rise.
             // TODO: calculation is unstable for small q.
             // PAK: reordered the equations and moved factor of 1/2 to normalization.
+            // PAK: verified that t=1 matches Wei-Ren Chen et al. for a regular octahedron.
             const double qx2 = square(qx);
             const double qy2 = square(qy);
             const double AA =
@@ -106,10 +107,9 @@ Fq(double q,
                 ((qx-qz)*sin(qx*tinv-qz*t) + (qx+qz)*sin(qx*tinv+qz*t)) / ((qx2-qy2)*(qx2-qz2)) +
                 ((qy-qz)*sin(qy*tinv-qz*t) + (qy+qz)*sin(qy*tinv+qz*t)) / ((qy2-qz2)*(qy2-qx2));
 
-	        // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
+            // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
             const double AP = 3./(1. - 3.*cube(tinv)) * (AA+BB+CC);
 
-
             inner_sum_F1 += w_inner[j] * AP;
             inner_sum_F2 += w_inner[j] * AP * AP;
 

From 963fbc8d76f2a7c15f6f95d6991922f450fc49bb Mon Sep 17 00:00:00 2001
From: Paul Kienzle <pkienzle@nist.gov>
Date: Wed, 15 Apr 2026 22:03:36 -0400
Subject: [PATCH 27/29] oops... test before pushing

---
 sasmodels/models/octahedron_truncated.c | 4 ----
 1 file changed, 4 deletions(-)

diff --git a/sasmodels/models/octahedron_truncated.c b/sasmodels/models/octahedron_truncated.c
index 76c92a7e..098ce97c 100644
--- a/sasmodels/models/octahedron_truncated.c
+++ b/sasmodels/models/octahedron_truncated.c
@@ -130,13 +130,9 @@ Fq(double q,
     outer_sum_F2 /= M_PI_2;
 
     // Multiply by contrast and volume
-    // contrast
     const double s = (sld-solvent_sld) * form_volume(length_a, b2a_ratio,c2a_ratio, t);
-    // volume
-    // s *= form_volume(length_a, b2a_ratio,c2a_ratio, t);
 
     // Convert from [1e-12 A-1] to [cm-1]
-    const double
     *F1 = 1e-2 * s * outer_sum_F1;
     *F2 = 1e-4 * square(s) * outer_sum_F2;
 

From 862aced299b623e30c46d85dc2b641bf0953a0de Mon Sep 17 00:00:00 2001
From: marimperorclerc <95975874+marimperorclerc@users.noreply.github.com>
Date: Fri, 24 Apr 2026 12:51:52 +0200
Subject: [PATCH 28/29] Add files via upload

updated figure octa-truncated.png for truncated_octahedron model with the convention t=0 for no truncature.
---
 sasmodels/models/img/octa-truncated.png | Bin 126501 -> 127428 bytes
 1 file changed, 0 insertions(+), 0 deletions(-)

diff --git a/sasmodels/models/img/octa-truncated.png b/sasmodels/models/img/octa-truncated.png
index a268f37fae592af89b9e198fa4d4d2c06af34d5f..a9f23b9339ff97dcee203d85024766a8161c6b03 100644
GIT binary patch
literal 127428
zcmeFZg;$hq*FHRSmxOdl4oG)P4-!&R(k0R*DGZGuHFSf7bV^B$Af<%T-QC^sU3fq5
z^WML|;d|GT<ytetT<5v>vG+cX<2)B1U#TkKV3K2kKp-55qO1l8gsu$&Ay%WK0<Wa_
zB76q^!*Ej6a|MBv*B*Zm+y@U6ffvc#<aFIM9j)9vOkFHN9v&VXHV(F~=B7@T9F8v5
z>HA{jAP_AGBKtziGh=toD}&NK^WjKGo5s~*Uzr0@7@{bRNQZ_2L06z<_>T2MTgQ;d
zgZRDk*xgpi<>Z-(+<2lPo)%HE%!{K%T{(gYq#^C5BPppT(yC7e8RCVTw=Wc|6`>3x
z{3GIXyk6ooF@C>!H5V$>+(V1EOFTZb(L!Jh|M&0zBJh6^_`eAJ|2qPq5n4@HvH5hn
z#!&r5&NU9%e>KM9C;3oL5ch9Xb`D43f4vS_BSdtUB0hY691t<z^WMb!N-6$d?GzjX
z@+5OYbHd}q);g7-M(Iu{miSkY^Iz~HG$ME+IWZkFm^QX^b+yGT#2r}C{p%xqc80z4
zRkE`9r^H2@A7)W4eyUgf>jA?im&TY_>bnQdI9IGP|9S%!nkb)>ejf%lTZFx+)c@C#
zi-R@b?Yvb|atAA!L2sJ>^*b7nV0fR!ussp8RvgkG*{n+Jzup8_09#QxOYgOcAOKe4
zhRBBM{_<b%!y*_^GGxu?UMKZOu^8oizBpoc+NE`f`PWA@)XV76$6cqFDSMPT<%;N0
z1rP~QozwsI2^i`sdP%KEwVP2imeGVvXLyJ76E?LN^v?Y65erBvK~2v8+6d&18@Dlv
zaO1-1-uUcrdQ2D-M{(9e4e!C(#{ZlCEp`$0*XIfU{qj*q)5q-cq$<0g%O`Q__GQ?_
zDt-SJ6%v)f%WSobEOhXk;HgopTkEd?M^JG-661f9fWsj}48xUMfqbd7_`Vy`pZ0_h
z`RYKTo|Wb8={E221CFNCpBr-{AJq(}yGjs;nvnc|7dcGJt3|i<iZ?`gT_mYrJVbZ|
zQNxE^{%c)l{TD1O?J~VOL0NTes-urF-;0@<ab9QOwMZ_J{`bj{px##@`7(W`TG}5%
z<Xn?@Y~Lw24rRmZD6p`!K2f0cP&Nxn5fsuIpgi1#q@bL@P}w*T=3!2s{=4h^7iLA$
z!?|YkFP!)zH!|S6Hgv^L@2=R~wqy89FI1lnvt>s0Ss_(4gUx=fGVr6op9W|{Q2%!U
z<dmUc1}e<x9FZIMqyf=HJ%w&g3@x_{c%gkr2>5lSw~b(g784VCZZYd(Xyq#DSXzEP
zw$rmJp}v3diUMn34Nii%mrt-ZD2M)NB6ZwZFjFs3#{N3HQ+g&3|M<&@yaYYaw~9Uj
zkx3<Zr!tyUJw3l$f3X>U$`JJ5y)Yyu<zhlQr!083DD-$d7+nirfa@L##)*Z_dbYlF
zS=8P<=oNyQqUoYd_p7-l{DkS_AsV)9P83{B|Icd7A6GM`NNUva!x<~p-9p(3Ix9=r
zdHwt@`#Mjj%>YGK{k|@VGxF+`IS;AA<Dn4Lfaw13pn!1zK!oNI1TXod^4!;D`1(qX
zy%3SNo1*^xXX=8jP{V231`Ssmp2aG)+{zl^Iv8;U_sNrvoHs`}l!PPbn<@SmAmr>o
zd~pQp@;mXky>6R@ZA@jgX{LgK1luw?cPytQtp{<&5B@-=TXpd<J~4dSeLH7>OWo~R
ztQk-mAZyR@zri6+ehd!e`Qbwf-@SOo*PMv$k~Rgg`X+d><m;y-pL#7;Hokzi+>gTO
zjoO%Os+KDQVi+l({WsOc;n>=W<Q(rHUpTF{320VFy9oHlKE!xhp@}urR_Pem)l|Kb
zeW%tC;hEjliC=MP_v7QscvLnCPz&$B5i9qIH>X!fE$J95^WTqAY<RXh<jdz?=_W_$
z@tPMZv+nW-(bAM{_O%`!*fJqaydiTw?FXv+0eKMeufowFAT5dI8;zpPycaB_K2lee
zq|2{|;u5!x+k@G)s<%H`5L?z<Ey~`0zLotz<-0c>-r2+KRfpe5ts7T{{@+bOkSu}a
zyb=iH^5rD#F@ztZaBpcXJ)03VnHl+uU)6C#dUQJF7euY6XFX9NmB#6L#jJg7Rsj?N
z=7eMa+lXzX9-~ttj~_~7^7GPvEn%hhqlgx$Y=*QYKmN!4Co-gy4aUqGBp&S}KN(_>
zf=U>G;-X^6aYPjS0*dj`HtxTf8s&UUx!nJga)B$hvY9tPjCfynBZoY{Ml5zyP6>VE
z@DTKLFs5m_mY^7Uj^9MgiQ;!g%fAW>LiQM>QN)Ls^}>rPHzVRP?LOmNW;BWhlB5LP
zTCi7ggi&#SK(jWe%!tf&t4qB@Clh5Bk-=`@e|N^p`UvK<+P4mu3aSQ_n#pgkKeY<j
zVQluDwZ5@`p5g2AAVZvLhmC*+w5OZy6#v_s{2g6fUnIrRb?N`&ScB(rQ;c6mW)C5%
z!fhc*-S;ZL5ULzBO_9{Z84F8jGP%wZ2fKfKuwat7Yzv=geMBHJeC_V}%m4k3h2b?0
zDH!IdNE!u)^}w-J+V;(YIDNF~-Fk;Kap~aZgSWS34L8*sowM&Ez9K%{@`1YA-ltb>
zUlB$mOrwkUMr2Wh5u(9pyBwnFA2qXal_DNvjGzV*MXToc2NE`uI~(@%Fuu3ai^}o>
zAEM)*MqAtMzyom&valPs{BQP$<CVV4`2XZ~S%tnvlTt81S62qRA5PEAER9v-HSJ_E
z_@|pMmcz%8Sk+++iEnUTHE(!<_zpW_Z;m(G9g6H3(<PYNEkJcsNBDe*zjcwq>iQYx
zPxSV~$5U>`QFq@hbZd$}^jDl8jLe@PnIIi1ZwdY<0Oa!k!b;q%{|tLFe#!o=Y<mJ1
zRk*!wi}j(|y>VPv?&5BkBggUl0BXvD4%S1J3lAoIu5EN(Uq{sKz{+ydZ{27mH?2cp
z48>e@S0=KKQoLANdndIkP~Xek`jP<UZJ}lH7aynlb(c+){j`|6PMtM-<*s78HoH@t
zpZiP<YoJBdU9Dtkp_`}E`NT2>%^4yzaZI*7TmNH^a3Mb4MI&$@Fqi4^d)$ln5d8`&
zHw0Zk_$R1a_&`V1D8Pj3@YZbcs2aKn<)z_?eUN`*d}9=0{r<FdRzZ^TC>jfmdKr3~
z@Qliyj*i=O^1@c4o_bJ>t?QgQzRXgv3h`1!vNVBV>lMt>k&Axv#Qh+k+Z6t3Be|?R
zOMy}l2_Ka|zay{LBLO`{<UO`_>N8+trsqFeZ?3wheRV%iEIrF*GDs``_-u2Q3Wj-s
zD&$IV>n8(mjX{~Mb>J0!zwp9fVxpIZZ5Q#IlIDK~Bwq{AWweT412Gr>!tu_mzjry9
zB5MX^;)9^}?;4MLrk*$j63aT!sT+!$JF>-ah<khE!9BFrh+?>2v`;?^ISCQ(B2O9u
z3k@30QsBR;AmG0`D3mAsQJZZH#<qSEkEg^JRkRd7p7(LZciFUq<!!}`&n~y??feE#
zoztWQ6(bm8?E@kR{(c{mE+B!^?kBXWMlqw?yqD~@?!c6MLw5L-R<Ni}>7N>r2?tty
z;^x^`zI!xlb}9u|8E2pe&EA;6D-W=4-Z)J2UCuoaKP*e%490S?lo_DFhy2M7uU%!n
zH3K1jUWM%WnTA*i#+NV_H(>M<ER>!_*)JkyHBP`?jL#GuI$hFwv!JISCDbp0x#of}
z*Nmi5+=i4PI=xg;hu|SWet0<U<K=Ks32lZp2dqm_kF9osTa9Co@5vjhFDd@Rml79V
zFs&!%*9c{<hd!*XhUD4Uu&ahe80`oUzdy4$D_O2+&;b+1?_gr$YO@=YoNTGd-*z@j
zF9*I%L!8CTkZ!AMV1R^0;PGA*>2UkMj($FaM6E}2SQ>^%LPf^g#%Oih>oTE3ZYW+=
ziuAs|lXs|Ne-K))`gRApPrbQ|F<G~<Q?Gh1HpE$5i{$Nc0`)>FTNW{)IE)N%{12Pe
z(hHs1(}RUJPN?hn2v-Ufq^^f9qf&^7EN!Q2%A&OFUN}YxnK~Z@5j!LAHFpF8L-VZo
z7ZS&n>;jd5(Pj^vJcH8^=JxiI>%<yBS1oV;MgJ*r*Y7bDg9fxRfYn5po)c897KI-@
zW7TIa3-FY{|3mP5JnrFJspvy%J?`Wbwb+BNj>5r3(5;L3;VuV@3ei`|EF@LLeNGR$
ze=@DXtqo6=h0uf6H8WcS<a(6XH=jict|?SXR^nV9Io{wheXZ}ven@$i2;RT;asL{E
z-<7Y?#}VLrC_|@XlzFPsMD0nK=+-0$%U{012iEz35)kn;l74eHuv`t*Zk9YY+H^2D
z<x0~G*D*wEcz2mvbjGyD;q4Cg<Xqng75y<?`0a%^O=~9o`vblAItmXBjV|`|k~mW<
z|CL2xk}nUjS{Tv!B0j>*l)R~WBT9rI7Jyd*Ba9JC3uICHOyqsYM;YR${w!v{#$yc}
zUp^`GM5>~`H2Lfff${ML!{z$Z&k#uZRcW|hA>fC;(!`0!i%Ip=RrX;PtC3jT&kp6Y
zSh}>~9>I$wTY!}Xviad3|3bqlIpC+hB&hlXG`xR;H5{wc!4?M7iX|J>GX8#4o6J>;
zOa%tH5X?GTD{8^ZC=Pra`%i7UDsy%4rPVzAp2geQ;=|Llxjp8o4lhF)9EU%`YvGRZ
z39Jx}ke5gY=7XpHOTp&2)J2}vv`{<L?)r`;b94F89<dhT#RqE4rkyxwv_o%xPHz3d
z#5YGnc%A`{cFS+Y;}PgAbR_malZNyVIVazRT+Mx*iKJf-UagSm5D{^fj_7dbweX>}
zv~=lDnCmEs6M-eI_cz3EB8WU&h#J(KHRjAM#~HDbOyAf95RI^WMUSo-ASGgSRj{Kx
zN2`Hj>?vhuBmSq~T}4et2oXfzBad2|+>fSsX_}?U@A~)iOJX!#3HlXIw;v!?B76Td
z4F89A@ZqaI&=tS2(lk8tN}_ItZpFWRS_INHSRAEcejf9Zx(K9LU>-<I8-dutHB~P-
z+Bs1XC3I3oL?K8l0!FSt%R=zWDAR?&z)Ff~iJz!kpMT+GHOfJxC6<2q>?>dQ59fYD
zHI!Q`@!Q+)v7KpVg`WbRt97!v0_YluAyX$de|0A{4$?u~KqwF&|BpUadXzRUq%s00
zjOzn$etaq}knC&ob2WV``nr-jgYf<Z`j)bCMYI3PKeTLRZ6n|Fd`eouGJvA5VWq9z
zpDl@@xJ-I@YlLjV8;6Y~Ccplhn=K|H=?pn<J+Ze7x0(c@)2}%Mih5Mvn}?h_1QL~)
zt=)~b+uui4ix`V{mK8Gpz-POmZD#4EhVuY@`W5c44bJ7p)B-$iJ0EaPdF#Pi2mb49
zZch(&s}ge;b*b4QZEAk1iguCDg-m@#@{2z3;QMkdSbj~PM-l0S_j5Lq1|Ir9_l_pR
z#lG;*w%MSrc+o{450u+Yzh<q|y$^8FUxvZ|q-50iJwV=c5l!g%wX@CV`%#p$`GgQc
z0p{O4$$ik6@+a@*oBqiBVSG7+Vy%by$dD8BN7C)(h}XA<NySgyh@&g-CxQ>mo<L19
z-fMkT12Ne23&3W0XB)<xMQ(%;5sLcO4jOu$a(#VEWPWybbucC<WiF#EBhDwVf2XHu
zexI@ywNaqk%+WV}PdJI{+lp*J{||T*6M#Vzw5C{6YixOx0VrMpPbxa<nKzRzr8+qG
zZx*)flqdE9ZvphW@>A34a`=T&LjK8b_C=CK?3}!Xog@YuC*|DgdkvBy`+|C_!;1+}
zj6+eGl$<v4=;-Rh%qY5w3U^f0@6oRtf6!G1xZU{?#<aP|#(df)Kv62(dHQtX(3n6$
zKk=Sa>w?Lag5LymPR|edoO~X1*#B7|js!qjQ9H5Ul}HYC<UQpv-(EDto|-~c6E~QY
zi{-cdiC?1FbDEF%nS~bnrv2V^fwb1tyx&?Pdo^&#Wsw3tCH4JLJCR$&7gaWY98pW@
zOo>~=(2`opti;sTu2Z`-&6bjN=l4OvA2`a&-e{KN6O?f^SN^5gYlUT?rY7jNhudrM
z`SZBsJ=f)R9YLk1O0Vk>P%22X$Ymfu%~9`va-9F9q)fDe0Y_maAU#FYobF`|+djr!
z+w8>#)Oc>j11$^^zc}CglaRgF9nFno$xMN=Q*?pQrLzHcZ`h95Xd(rKvY3x)ME626
zqx$r%d|d+Pt3OjHI&%s1;GE!zb`GoSuR@Y_^5%X&Kh1AMopDF0aGA+&+4>n_H+zIy
z3>OHa-mFz38TmUXT3f@^XP^aeV<nCM6rh#`06;CJsNf~J{*0PfuUb^WR|tobg^0~s
z38vdIMy4X6CW~|6KoG~xMY#QpjGv1F%%tlI?!7qdS7`tYmS1S#*BqJJ<5DQ_Z&5E^
z1OR}$9QBv8;4P>uHbJl`F>^6QN_W_mN_zhBYIuWw(8ouyV$pZ|?P3`GiHYqW+keUr
z7EyK}+Q?Y^Akm%BxzGV?BH-5!YF;1Ym^`*HT?!nt#MVYe$gkygCQ$0lU)tuBXHQ8!
z?E-8Lo<l?i2sq-8#c+euG)67yoW{QX;vd8>_d@2DZ}b8p#D`N;Sipv19b;_f9IZk&
zp6_|COyo2%!2k2ypFjiBc#GTy=N?%YWbLv3<q`l$4QLVc<Yqvn%G25F0IFhb{#l4c
zsp@kf>VGVfJjBIFcuBxhTF5Z;6K#4^#@b1YRX@N<5a-0JoNY}5f|E1#=2t!<VMwEo
zB=G4v?^BrHZ_&g%JWwuLnZ(97{PXm`dWqP8-}I88P)#IxWdqr=+1%AIK+`|N&s+Ih
zKQCPfUH(W{bL7_o6o*TtX!UZ4yd{((pi8d!1uTDcyVt7iM~#=Y>*%Vl;1?GkUsowL
zgb{r$olYAzFs~NE6|0mISqaGV!H0hECO!Y)dmkJ}s^k*opXz~hnF55JI|_6knX1XL
zn2(}YQnOY}A7LUB;E|Z*x*hYOpr)%e$Zc4*@qRm;pbjEGhPZ%I__Q1s0>d0p6gUx1
z8u&oPTc{<UgNT`ZZQfPPUH9?4DTpmG`Xkzs_}!!e{otF-)5&dZ_*wyr!aq9(qXH!x
zQIO?!>DZrfO+rEy58laGPOnFCdk+Xr0Rv%=#L(gtTJ2eru32;QiaQrsra$d+kM2$3
zTX#j6o0E!`wPY7YPg`87LbsM;R^Xe2Y}GRSM3J+eHlC@JHx*wG9Ka|#zD#C+I`R*C
zuHa}d0g3i^!+fs*aY`&heu=EfoHbOlGCZ2#^=`KgWnTN+?T?gi-<~|x%%O$46<$6S
z{g3Sv>~X7#;D7>N9f)JVF(>OdG!{B9YBxRq`V*7MZuZIVvAGMERO}3AdCRdjNuV3@
zq3?l9N*1qe>7%m}PsN)^FK09W>v5Rt6&7XlMm4@J#@B?p$L6|)599DafQ7cmcN{+J
zPrH5{olTfjCnHxWeE>GpHhn6^qs=XziJ(q|AKF#Amr-jb;1JQcN(c#b!-5(>`K1u-
zB^e+}>@uWA@G{m7UJonFy?BIi2k@?^+0<~#dLghC<QJf&tP0&OvBAmgQ18oWegaNW
z(XP;_kZ4RO8}v&+y3%XFat*RwXjVPXeCCcCD+w(s7lE-jpwPx=Av?FZuBH?+kt_6r
zax7(gi@I+wL#LrQGsC-YX9n&l{2)3P9$TCDWQU}`^?pV@x*E9JkJ5j%C&lH`E5pgo
z5*b`CNmx}|ey|n@daa{dgh;C_Gm2yyM}g70(~+__V_wlB(nnRo1}%jOA|zfI0TZl-
z&-C)5Kg|W><%V{gYGQNN(+G229g`w67UjD?Z1GWB?>IjcA)3tUUXD+=wCt7<sYz&W
z77;m7IiVg#!p4{&8V{pL{61MRCXOCG+;9fa_Pdhe$}}t~Z2>v$Yf{j=(%icH#tmbe
zY15;V>>K8<-4^GRSWz?>+9(+YTU)rBTXwW2{CIY{oigc5ZD;<=TbT<R#q|dW{;2gU
z)?Pr~idn#x-DVIOwP#MOyi5<znFsN}^gz38UI?4L3Tu0)AIPLQ8KIF2dZo^zjw>=P
z&9k*UK_Yk9@HBYV+hDl;E_qRG1L&C$g3yD-&En*$)keE66fj7@5v%d4=L0ikC;q*s
ze{}T<YHks|%>pqD6Q+tY?td}+^l*D3<m;X)&$jR)!{Yrg5hLUYoztp>vD(7M6(X&Q
zI|;6>a1w11s)_Q7Vn-DM)OkR~LUZ71<5{k$+W2P?ES0(|S{ZHBH2H+WYoXA=`dF>T
zi`f?*xb<R4{?n9)zYE>VX8a^6vfGF+pC97KvZ-(bRWp1DShgDe`B4AQ)%STV%d6Np
z?jLYT`4%o;^u`aJ-ZktY9mHI2TxhLRQ2=^gmb+N%XlG|XbmC5>m(wrt^x#1>V2G%d
z8Zw-_IoF?hULAp>1-f0{k42;2_c8Xm?MRt%ENzKh|L*32vMR#b=iD7IdlU&3Y!S|H
z7VRrifoqt2u!(>%;PBS=dc=T8+cyxnlIA&{D13TXkn0Tw<&h($$*;-~@avJzWcV8;
z27Jt0zWu6)F#38=+(%y%rI_9$kutm@8su{17X(ws7M)p&V@A9`ymS?-T2d3cUyTWv
z0Yt2<sO4i#zIxoOhRq_Se1mU*=F>6Wn!t5@N82!42iD!~{-J~L6y9bY8Db!>??Wtj
z3Yrva|HINHQY>ij5h_vI3}I=Hs&#_P=2l0@+@{bBi5O&jry4<pqRf2$2T!48rQ@eq
zmQbuvXmlps))Tibkrc-TqC>m`+>eB<hB2{tukAQh)M0E|dmI0A7a*Uf)bwEV2idu5
z`5)wdkcq52)zqjRsH6s;Cp(2tn~ZcK<A6R+^?R^7U8<JEDOWB(ZS96-Pu=bwJpnSO
z7@>%+VY(7y^toH9;#sR&jM?Nh`)n)6`UOROt-}n}S9jm!irLD50n(aBS&aKG+}}Hv
zuXi}#llb|7j??yMEB$n~9r}&~8r;jPxep5hE<cu>9$K3sBm#!pcp0#lVFO-mmRM!N
zY+Z!|5P5e5TPRI(J`-fvsUh$vuX5v*vHVlfmd}>U)VUkH!GUvEVAN;7pWDmjBNjNI
z;v6cZ&=<{%yIO0E-gvnJaXh-Cast1S`Y8v~dZE9GBM-OBiFQLbH?YD-RSA|F2|vOY
zK;){f3z*-3QXa)sBOzH+L9V}jd{YW|77IE?3I=}qmHG7t!3y=LVuzj-I}LZCDnqxQ
z<_sI+vzaWc|Li=T1BEtXwtZ$P?m&hc|CzodQ#IhJ`7EM!dOfHnBVf08b1*$~&#}HB
zX*5;-tyvW5n`j`+y%glRY3g|;%$oH<ppRukD4F4`2eUh-DQkqJK|{x2Umtg0@FHyX
z?n_$?bF_rWda`8cE-?H1&XC>qaeJ{{8Ze>$S8sctwr8BWZeBoj5X2da6k%Gv<$V0U
zQR9UpllNNizFPBjwJ0)moG5;0Kg=i)xh<QmNK|go7tx$Agc?ZbO7-p?N!CdBRk@L9
zf|Y9lXC5P&HzH1Whq8a(B|dJe3Uj}StvJvEs>5Tos-5wz=;Qdh%fyL>;oM<uGo~%;
z-S<c{CN;3T91>w6?L=n#;;WKq^73b<-^CiQL=l?a<mQzGB*$l?t~L!5F+s?!LRE7R
z7dJe@+}zGvXT2Oh>eYWeJxh=#U60{KJeS1tVa==&TR*~i(P7hDh@=TMP|`|dDE8bY
zRrjGPP0AX~*y0{x>JqD^@VhgS@<HR9K%pE*d{#ntYE+4UCEe>Dg0wA>s3P-{s$Yn`
z3qzsarJLJT$ZXZNxYCPasIELG4E1vnj%U*CXwG9JqU%xPgkd@h;J9b6^snW;wPE*o
zesht0hS2cv?ZDs-Ir(B-n2QB((5q39dmY;9w;<S%m){H?62LZ7Xmt?|nN7$JmH)O9
z!Y^EYrxU_^!MOxQp6{98_}iL(KQX=+Ti(=5<R{jD@@ROfDi)ynQ+)GTjB>=d+8ToS
zQQrwUsj~w98?hX}JAbytR0~#$$Wp;gGF7w5Tp=`b2!&FR)oR}&<v00Exf%4E$hq<k
zae`I$eOMI2MMaQ8y#%~|V}G&FZ~=iDxjv5FLLJ8~Az%J+qWl2-UXc`RClYf7qfXYy
z8e)nf(B*=0m{?2OLA#B0Hu1@V4sMhv+cN32M{xd#dfx$k>-je*ptVkw$A<!V5A(wr
zY#wl}W%tBeZu8?l*^!ek1vTH39?qa$&(o-8VPDLqvP9`RFOvdoD_?U>nB$#em`=OI
zYK0Gsdi9p@(71pF@L_1RN3}i##*@5hT#)K&b0HABQihwSBW{m4jW*t%(&n*UX2>x9
zT0{IcgC>BYX#CB4v1#sbG9CfXAy}b7yldQ=dL^}9690(d>I5-L>O>;uU5?ezi8|cd
zgjJOlpgj3>EQb4t4BBNxhe~PW5}kcLI`4DnBTVm-I#hcr^~Cu&wxuM_NebyA0$~es
z-T++|u={k?zY+gt^6`{Gh=O$bX%YjZOCaES+OfuE>o>;Zv5W4c-=U>7Zl=9REG-l`
zfSfSAUioxaTpX}d5g~N4OB7R~!gI{C2w5yGU{!{Vsy%ccqxdgaKUx+YDRJE9^4)H3
z-^Z<yDlVNBWk}XlKI(Dt7uLVSSE6RpC{D?uMLvI+_c)U>VBXzDf4dV5xOR0L?Q`P4
zrwGL!+zqS`h7iBGUR4j(?;Rv6?0K;(zuM9QWDR8X%acb+6pAgXtvH>{=Y*SQ&;~D#
z+$NjS+V{qF04$q^+x&xOC0;Vm)gfVWHX+($Gx0eD!##x5Cu#_YSE8>MuCih&+7jIs
zoKT!zJOU2~692a7Mud%oX2>)zRQ1wi!lCipA2a=W<$Q)d+E~b~eox9p93itAZ9`~9
zYFrZck?j%Az&>rG8sW|wrF~|AU<6xqH1PTlTK1=>?s+74k#6pX0#1~GJx+=U*y>&@
z#miH93_qo<mgt+e$wbzojDlJ$p3K*c_K9%>(U~Ce-0)lH{=xU>!A!?X9}TH~8^&Eo
z-V*8JxFt0M{sTktBfW0bO(UxOTyTY{YB;KF>$+ylb=fsXhbK0Bu}~YI)HCZc@;l|)
z+;~q^rh}G=-IQ&}XiogF@I)F=mBV+PXwa9BY~4mNRas{4tW3A%ts+2<_WfBFlP^xG
zhABl!?k}aHol^QA=BwElOq?EPhZ-Jg%Q8Qm=z9jTIzl0`#xD%~fINxsdjr4KOLm_9
zWT$=+B|5YC2M3{P5XxG91?|fJ!@bpU9Ah~_5k5H;hbQ57*20JX=cc99`rz1}>gwRY
zE-WhoTbAh8bGY#2nFi2)WP(Th6{mGTEosVQ)_MYtZ;`<u>KQFvkjYs|ZnZdPQgOuA
zJ3Q1iGX*9b9e?ia9?Fg6*zBig+fTHaASJ$Gn#Mj<Y$Q0XfJB~tRHm*fVs?ncpskXW
ztmxx$E?cX9e&YzwyC%9!l!dSQc()*3RIxWT(+m)_6V&wqcE23N96#j#OoI4Gvn+3c
z#TgG75zJHx4y&pDl%#LV6^_O?sPx{=GHx3=wKoL;;f6zMxz&RB)#ie$q4Rf?LA%=U
z4d}_Qzb>E_`XeSM)JL@ze%3T;rU<a^d&~@eKOL<_5S)EIIhF2nFvx9V_Bfw~0;2(%
zNQyJv-Z!GwnO3V&W|(ZDC3uK={8R{_IZ56%Q=C<&lM}o<y}3_|HaCMy9aRa4UtJFf
z%4hfv|DNea0**TxBHT)Db^P1>ec%Q|czulDY}}t$5l!kp0urq%m^EynpX`_X6WrmA
z(FzC8<znc70a6K)F3&Toqf_6>>ewgyKJ1HG3P|rgc2k-12;X}=8vS#bzvnTi<`@^S
zTj2^&yyWJ`quydpnZ=0W{1-e?TH9b%aX$<NRZ<ZTlliMK=)zswfmzJo!OZs16?ngG
zhxgIjY`FM)bNI=m_oKr(lda72?(gZ-<B-tK(J$dit~NQJ0qmN$p*Z)a$<XZisf#07
z^Jikm8<eT00u4So3R0su#V^DLg<@^n$Pb5Tl)Y)MeN2Q8?H;{_)>l#@tr>kQ?R~{P
zF${)<OpTd_hnMTnC<7#>ukhhKvuMhvng;HR+za>Z(8_za@Qhud{1%E!t)|GoOspI4
z2@Di%CVN(1Cgg`P!i<v%fX6%?3oEQ#PkUKfiQRyhKmp;1)@Ub%j{tBY&1CIi>UD6B
zfUN?cU1*uU>$8yP>=2d#%$zEL?^<S^&tD<L_I1lTTO#i-+!m&I7^a+h*x))5I>oZt
z!1C$!0NbVgdmq*>zz{C_+3^*^&CD6`mW<-4Gi-5068&nM3c-Jh{C913g#sGZo1zR3
zBqM`;dZ5YW2a!qZs4^z@D)VfW>WMglHJP!?BkAn-s`iRII0LaQU!a>}etzr3>DezX
zus+SHfWb*yhuDB%uB4g3P%J$P8+bDaGhgVhR=}CNv-7~S^Zi_PxASX|^4p9T*O~|r
zUAz{-Wt>WtYolz$H<8)SjKvAK)>^+3*~Kdo?LvaFgFtB%iz!>&Jp<8-{P2N`4o1O{
zS#KS<rsz3`LHcv!Opz4)OH3#4Cak|Ql|dUALy2ST?@HT%VQ`Wv5Jxwbi@3PdgE;>5
zcd^;7ZsTPh!3)bb%$p6g!C4h1zYSc~GGhIGAI=#ZO?aJn4&8G~8Gw_EpT$Xb>#iA2
zyXivLy(WqW<`WXshsixR^UySM!2e>xA;+bA;T6q$ZlDDEQW@@bm<v_7hpi^t3UHBM
z8hr%E=gUknbbs{?8)F_ckyUB3ooc6rPLq?)V4j_EFI++*vc*Y{o5N0ez*~H`*F!Rw
zIhMLF5v&m;5e1T)NFMbH<Il-2Y8t5np9`<`lPCq#pE3WCIW|+w)$}hj;^%8P=<3i?
zj>YU<LwyMB5w`BKn<aAYV}>y}l7JdOwp_Y&kj{ZCO8zVN{uG|CfKZ8XV7Eh3m3&@U
zD9uSvECZ$@48AJv1}`n}B?hud5FVuo2H&0!GN2fO>_8GmpML^^i7%v6ey%ry&<eON
z;N5$y*Up&JN;oaL)Ccg?7FJsE9}Wzx4b%EXl|k3uMU{~@MPYy$T@?1s`>kF0#g*`=
zpp+)ksNfI2@y^T(<lDU~x;gQXit1=zu4CE7T$p__0IyNJP;kD?h;q$Tsji3z^$1gU
zFtO9JSTRHSx3KF`n$|$j@KnnF`SGmWbp@7ry<<$%@is#{*FUyG=gPth*lA3E>b)rm
zO+20W4~m5~dQab9x#DLEm46AtcEu+LV$j%_(;YuSr5N*S3?7s4{UvD?&gH>l?+%0M
zlgs-CSe``Zn#x-4(qLBa%jNcEQL|i5-*f$@aC=)6b27AZfy$6Zev&D+y>o%guzmbc
zUK!Ngol+R;`<7lDKGI#P)9rg5Pw@0!Q;~>R<Q<WdD9`};ssP&(a00ls=%~D-Ki6Ly
zu!}pOjxgcQ;o?%%Bd@xA;1o1NW|wr{%(&co$rO*LEvqg?ihKXw@HRL6xq*yB>+?R&
zK?>*@U~mD%+vcz(Xlg{Fd)fRQ*oxyUV6sY>Wplqz8TECRgl{x6E<=2j%>gzW6W|F(
ziWxTxEce%H*s)(uD}j6oJjolIEb0KUuOp*!HkR?e!{*bw;*1Y6#v;uoC+BqDHAqDz
zfrW*@1%hJM!f)Q$2WNim!t*DtSr1;WynKS)pX^Xv5Y+K3g&nIZT?eD5s(F|19$@(@
zy|TyOBi2?g)_@7BF$LUF!F@iWSkTr#ykdnr#VYAtKBuL7#HJcmTmp9H4q}D6X)BK!
zW{ri>`5qmI|HndDeY!~x9MkYJmMFut^y!==YGYaw7+p(yvEyS1LR9aZhmTXby8*ik
zArN1K>?g^*Sgf=8l7aEBqvKjlu`8|IJPr66Txl_xu~Y>XTFFGd)7EdpoY6Ho{&R|%
z$n0*N_JwuuvbQtsXXori8TYf7NCZ()z!Bsa|CQ8_qCZ!xRj6Rq9yhlT;%Z6BgV~hl
z2IdlXO$;0O(Wq@|Z8w$%Hkgk-I;NoVV5kxpuC8U--dVE}ZE>A{>|aD3E;N|U!1}`}
z6`(x8F_yKCB4si&X?!1i%y?UkZT|sL0BM0k-4d2Rj1FzL+75m&*>cuKazHU;T_&Yw
zJM=VbRJ*ILbQ377Ew7O#25B;P>QqK}p6$rIKj3iF!f|4|5;de@(X)r~-R2knyk(1w
zA@dHvgw~;iGF@nEqww?lNE2{k%8JoM6nWdwer^zzbyvCHQEKvHM5k3;i}3*G7DnC+
zFZX?su4t!&a7O~(B5y#&qx=JuP9b7+2_sIRGxGODN^y7om(h`7w{rys^=PxFd2I#?
zg&K#ygM{Vlv8C06%JQBEvvAn@>_0a!8PH=Duvg_N!O}&#ZRC@Kz#`Z|B)s0Mf_klX
zl<swF6<<6B#0i{!sa;ECq04w4;t9*gPzQeo%L2C*+)9)iF3*?3Br!ct7D7&mxNv5T
z(tC#n+S-6G8s>^u^$%V<nIHPZS{%_xn=Q)`Sn8nkM_bCH=hywSW$nrcn<DGUVEK#0
z9o)_R9J9i+pKFUPCo&Gr;#-_!IsvW$KPLg}nt=)i>$hgMdHaqw{#y!J{Djl;Z7xj_
zwBtZTuZ4v=2?(IFwlY!T#qM~cvs0&z3&u>Y_2WgbmyZK09Jt}j{jB|aNkJzYVEk={
zcAV!$l5~Y><scr<fnAz@wnWq)e@#&{CSh#p70mL*Ix_V(VS&iS(`VjuF%QtB0bj3T
z5EO_=JjH%HW^1OO7WODd5<h-q+YJ4th1qs{6&|0&h@;SgacTER`~h$Qm)FSW^%V;^
z){6QZ0qq&?lyb}YFj?54idjY;s_B1<smc99aVm%yxNl}#`KhQxiKm3%lA0^`Z}@3x
zibzF|(}9yCu5E>c=B#A{oyDUcxqLtibgREz8VK?lnBsnV=Q^xPUfYYt7P`b)3&>nW
zuscW3&^<gBaO}#SJ3X}hk426!oceS6i#3naSTg;3zpA(I86Nyb>95DG6>jPhqCM=#
z7pwFkc#Ckzy3g6BCe>v^lX7SmYVAQ%zq`#FdLS1|+v`!<s}1jqV~jL!J8cTr0{0ai
z!R@77{|a>YJgeku4k|%*Bw{r&;woDY(_a;O;=VCJ6GNv>WcBwv0XQ8Vx1*2kuz$K7
z90$(T%BTlJrA_qaca3iOWM0U8ZKC5m?#N-c;9j)5pgEP&*db8YhTC>E7GA6gi@p^)
z9Dkw(#FgQ!?^Ot&7(Wd1AtE(?q5JsiPgTls-o!V6qNg}(^^X=aauoJ!Y~7~DDK#!u
zdt3GwJiXY6{$l{$e*FFI_B=q536v(|3`wC7Nu2dm_jD_#=`NdrwMsgGyLNAGD+wxv
zMYj?^CnM;*K&g{S&Oi1+dB|?P!L2O?Kb5>UY|h|mZAeHx&5ETSrl3Q4MH}n@s*DJa
zn9nw1*U@S*31Hicz<Be-o1ldr6C6SB$*H7C5SxTN?33v?Xw)uwj*YCy<1>^YzLD`^
ze(2;7j%_{E;yT!`XIptzaY4nuDNq>2cACnbt=Gb&0!CrZiZx9|Mc~GU_qK3XwovZ3
zibLuuNo+B7Q8K8NUrD3W1>;LoW-@4_6G)(tc2AIvJ|GrG@ybk4jM^6OcSR!MG9a;Z
zJ|D_t{i6Ch>&w+FqhC-e&McnA(a%hL>0l))6t4zu|93bjUR%+OLPqg?uGMD>%)f@o
zvORK$-grcH&Q8s34ft8&(_zrblIX*$LVZ&CxwFPFh(SAI(FcUxw%gapl**{p^l276
zC#Ywk-i;5cVasNcI;n8OMqA(@?Qwyp<d714`Zt)>1L<VrhjQy`?&0#oRBG?|8ycC_
zT6AlK1O;C3ly6*3+z%|3@!m>Yd;tlf5JclkqZ?npO1S`G6{_T_X?ynk5x+^?cx~2{
zp@l$I-p%7gxb9Ss(opU~D%yQud&a+5Lo5A6I-H#+F0`#QMVKyaUrM9HcG#lg>;0yM
z9(iVND(soU+kK-I{Fs|2Fsc~hCp;#W$MvDpNhrg>!RRqhuvZMQ?S&%AR`|iZ2gyDb
zomOkbU>QqB<+K!vNQO{^P`Pe9PZpF3zai86H|;|YUGTLR!3@Fp9q|%G>vKc5HY1yw
znftndXXEmYF%*30p?FvVNy^sK<O<f^lq<TJ$IUb8clsuBAOaws0;Dfxve8lmn*wyv
zUBKrwfvspQ;_tVHXLUI}lebAncsHfGmkO1K%f9t}Kh|a~K))pB;!DZ-yWn6?$;X&d
zMpO;ZaFyNjSgC2`mcIJa=eiR^ST`fcr!YzOy1b*_WB?onA-v_#GDLYpDys<WG<vHl
zIHKg!!R2prqnAP1z8cZ?jg$czCYFax{YyW8&d%>@C;C<JKt%)Oz9TaR<CB%rjIG5~
zndpmqRlD`T$ae(1DN0eXdk69%qCxs$)P2i@d=rK%mtwS9C}NnS$b<=x@eIa4=*u-!
zpp!1e9=YY{M9moL|ET&l9^(mQ@~fe~KjlXo+k_YL_MSghoF?pXk<c!iln_dxU4Ngr
zjJ~Wp-b(5JMnPI`9h)&gXcE2o-1~;kwH1Ko$Y7apcQxN=Cz6LS5%E<M7*Pye8T~Ph
zy+U;f#0y;=HXp)6Hl;!*WJsIFuk+%0dM`iDM~v_rU%^&RN?yPnp)e5rlfO$`Hl&;T
zKum8<gs@OpcxzS|RU1CJ70oP^UJsroG?e6^4r_9Cag1Xi^vOz2{QkiMxU+KTnusHY
ztc>*+H(?)5(<iv>`;V}<laF?GS&x!>G|TGhxJ-Tb2biOOeC4yyJzlT=M47ACJWaQ3
zn^%R;O2-l0i&LkSFxT~Yi<jjn5t=lmuWvfT0V&yxAnt2%55oJlt1-}(eRxA2g>a9C
z4w)kU3(&Zafb0t2wFI#h7mLL-X}Y~N@N?5|@0y8vXlY9G6k9amiM44O1M{fJh|jim
z(@72uX?ww+^>&BiOCz&J+uuW3%_X}gO~GFiD<pc=c4FQr@*IIjUWWSr?%zrq6BJHq
z^RCsQXZ#U@zeJKtdw@WqnknPei+kocStb^xX<5MKu0(?Kmep#SJQF2qzU|CCtakA5
zMq~hGAFXT@4XA*}hyraWZXiih?>(a{6S0N{>AoC7`JCJnPM2~ZbC!+bL%c_$ea<U<
z4GY^QHzoNR2x6#OXpewd{pxGC17?b93wG{w&67rv(u};&EE~RFxf2mItzoS;+cF!_
zUf5Q}I5I}+LXZU>w?)KA(wyoQ|0Rqg7qNv|g+uT22d3GONR9n~Ps)`N1w?Od#KTZd
zZdJvA!{88hMM{FdDc4f~>bzGqSwp)m&9WA&h^6oI*q+05o57#a;j<NNB-J-W_Zus3
z%fgwqEY?GNc2m=KDxG~DW^s`H5QzR_do>@??na3z`j(PV-l|itYgDh{&kgJN$`{K;
zlQelHcZS!SyVp@ohvsQR{y<j}CTR%v<b#F><I__e_eRda16gVE{0%R=8)TmdIK+?B
z7^TMTzTL7ksIp4zOn~?q*CxUng3uw4B_zEn@L1!`DR8~f1pi2{c&xsmIDw}-;#nf8
zVh~L|GAAxFWik`})MlxgTde_|w$+Otn+%KAQoT1b=ybA`TwI?bNoNmun4*8Ss-RS!
zd@Oj$m!uVakN<1%Hojcpc#Kmt!?kc>;lc~9zv`!l9(QMVyrRQveH_Af+ShjB#3|sQ
z%>V-mfy8wtWL;#WzkfVe;Ys9o@dnXP<VzRsHzJ22j~(}Mtxaq%t^P=d<I;So+3jIZ
zQ&*O=*=I*BOCG1m(u?b#KWqeG&CGFnBk~;NAfx1oNhhmDnv&6z<EO)I`*{JmVRvF2
zH~qchPD~b;vS0vj{05oAXCQ}$VFhg)AFUAtQ3+tc9C;FA?;FT1!)Yb8a9Hu+Wq-%*
zSizL_3{CT!nH*28`(_*wafi4q)%Dq#&strhHrqe2RQz~2uZ2Ot0o>Sg*IqFF{#6?D
zWQ0oXV9Fo;oci!w7g7THHB4${<>>jwE2I<B_NyWb%a=La3CNj(@23}Ml4kP>r0;QG
zn@(0imOOhI`-Z}rTq4ej%HCQrJ5op4bi_Dr0?>R3^~a)TpbJJ%`Dp*9|HmIe9_M_r
z=~K7zrOfi->rPI#U;5r-;~i@I5DmSh4KQ$-pB>|GAE7sAv8dDuH;NM{d`sstqg3*<
z!hGpSE`eliTpAu(3BJFmG*rVx#fCo3I(v1(i^ecbWIup8GdLUHySL{w-h-WW9lzkb
zc>>4zJB#SfIk6oZv!>$ngi{}H1!;zUi7)%&r{y|Ro+|2Bm_Gj7r5Daqdm=32gs&<*
zx0vXEo$CK~(b%cf>TxJ>Rqv_sI<H=&3h~U^6E*B>-JUiWRz6K(YB^Ve9UmK^gI|6X
zAY<9fsd;O28PX0`mHd@c-8ZDI0;gY8``f^!^Ocdqm-lB#-uqTa;^&p+ApT-!e%Hf2
z;P->Qh=VFnT0KLj$9Q66MW`}XQKE1BgBoHb;&Yp8;b8P~N<(d8dRtO>*XZjHkyn}#
zEUf+I!I)4SgO<4^PJ=X`p@Bas^`RsoD=gU0c(b3*gz}eCNz}|PuIb#BE#Kl#B8ri|
zvXDk65XiRp0k;K6fCnKM7&?tA`u_QW8vA0M5Q}|a5JzAx&CgIJWm?tP)J~KVRgq6(
z-Kv>X1N-0ZH+O1h6L!#TBm~2Kc4GSC>ln0rp;Yc~Z8cJ?&OdDsMvu(;m39h0CH-3G
z)e6S*Buxov{{Gkjkq3}VMDClPc+k{8VJWEL%I>&rlVxZ5golz-n9qspm9R>TUya!p
z!%F`eCkaElYyX3%sj|5NejT0U^}NUMw77}a_csH%h2Ou{Wp{*TrcE@Incr1ddzt^z
z+_m?9;)!)A1{6*-d*pCjNH2t~h}~e|wm3v9!D1-Nq2z1*cY8^GXR+JOcHbYS*GEkk
zlvFCVwE-izNr_X;kOqg4f-h-y^UE70B(w2MYABCwH@F*dyJUaq2ie+c*D%$~>#~_5
z&)uyGwQ70#!*yE-CRVfWTUA%e2K|uCCD%{pUVH9BUQK;%AN(rbp{h!$e#4~WnGp-c
z^9-Mgk8q(+J>EA?*%h5UTdBBB>MY2PI}5~nCt+biHYJ$#aLnD+{>Ci!RJ+WLmkY^L
z^e>GGjz!!?pkP4(JF!7V&B;(ZZv=Ac<WwNfL)B$XjR=zTWcptxkPv}hX=jAxsem#0
zxhdEQ?S82wginb_R`BN1o9%e8snvaDahi>x!U@w~JS)c-KbZYln(o*0iz1t$k0$Qu
zRk%Z3KCsXUYgX28u$VzkTFI<^-QktGvxo(WkuxSmJ=T`{A%?;!tQVFT%oycS^4-kZ
z(B^9A;Vq_{i<_o*l3Wy*K3p#VXpE=Jt8~q=r|7Fe)W4ZSDi`jvzuQuLYdg?$3tYeV
z;q{;GN48hN+>7;nZvgy7fq(ukK;jr!MEoMq>`E9_rA;aPK>lyoCJ;mM8ncDtUsky+
z&U+5|b+yKL@6g=u@<LGYaD{T%N9Riv>*KV6-z{&FIdU|<n3254F=48D_BctTEpSnO
zh}=_kl~bzYCdAW364u=yp{h3{e3g@Nr$R*`+DOK)E)CZwFpEP?2%OgNC@W?OEGl66
zBxBlR6!oXNKQ{WczP^l4<O{y*rPoH!RZx{ac-qU@PA(u<+KrdZR0jw)NcM&9wJ*Jz
z(S)ng{$Z=eitBQrwKohe%Y&w_c2$^cZ%QApOnJDbgLedc(&I8bKPLr8;BhH)v8(W;
zUag6R;e^aMIt!in293Y2)FDQSK^zJ2K#WvDr>lu)&~kI3JShK>e-`Euy2td|!d0Uy
zALEgPyg9@O3f_pXSc9+h-pZiIc>x#8tJ6{mU7qD4n#?f)j9NnZrF56NE`iGD0Z@&j
zSUWIg_eA*~yn?bb%jn?G;E0Q_xB@Wff)%TIW<T^J&L*h}a6uK3uM@DPcF^Unv`OVL
zx{eT+|A>69hd3MID6vK?YqLC))<gL548N8ig_{e9<+<Vx-uQ=14B|LEW-XBH3U2vx
z%(H+aLspi)uq_$lkuY2kYL(XzN=s8~W>mA$N|e37$=u+Vw+=VFi_V`JW&eTOkgQo8
z4Y!8|E7G;)LX>?81Jz{X*v!BYtgGopj4IMb#=vKtSsSFBU8r|wjQjM%Pc@7oiN=q_
zwN5t~SaiWq)={n5&cNb3R|#P2C%AH@VfDF%7%!78?mbgkm0#vzhm3CtC&q&#N#0eo
zk1q{#lD-|{^xwEO7pP*cngj$%GwM4qjoF{0GudZb(FGS}7oO<meald!J~O4JFz&DM
znJZUo4?|0Egdl^7YYackLtYcI#Vf5aeCcp%wr-W!aL@-)2|;u&vNxJR_D|JeI<o8<
zGCyiqKM9(!1RZ~t##W9vS<$un6iAw|YKx6>RCJ@gOdtqZ-t2I%T$nGM4UWjW?N@ri
zS7>ANnsj?o(kGi|Q_~7555k~Od$L&2QqvTNBWko%XRlV{a6=Pd9qVIE2eNsflVwte
zlVTn_T2H4`W844M^U_QQAK0mj9p^XPZ#cGQ<<lDQzC_CB|H?;Bx>+U+`F5__mE6AG
z5WGPXKp2qp$nC@Jcs?G((DZm}IlDptUCVpBq!*ODu<I?&?;5%u7glf<Ml<z>=QhaC
zGjDmD<}%a&mh2+m*8EYF1?%99YD)}$CPQ*5v43mMTXvV)0Hcg~m^K~$u}f1L2vcU6
zPOtS4^Ps%^!H60ow(WtiXS66LweByC?rbNp-xe};q(-?JgCo0g_V)9SekE9fx>2lx
zm#Hy5NdgfzN)BH;UaXpP8^mao){0H(<he3ZiP9`GXvC>K$h2ibLxxh%r<C4oE00Nw
zQdRW#@UXjC*B=I0l{?L?t1X+O!;L7XqxYu|VOfQYN7%oWCt=#bhf-jGcMHoC#LRbn
za?T@t!-)i&7^iVve+wxR!YqK-@b5jJ(#*OEJmF6luyweM%O*RuTl8DxgS(~zP(x3}
zT>kT5HU7ho=&4nYkKgaF=YA2|`u>;JQ)%a~k$91@SdA~stR@@=o;O^j`YWUCBdN-H
z4`I>`=LHAe)(IyAhgE*@4Hr9U<S9aQH$BC)sY!)VyLJeO`>3-qj&4FuzZd(y+<scI
zUU}Vet1J}<bkf3)h*waA1UFv?5Poi9KIRCRj#D3Me@aK9o<NL^kn^n(RV5+N6QfXF
z+Gx~1-4x8i>4q1QL>$Yz*E8IwCXE8+p?wlkKfcfST9@gREzECCU6oWk^?cQ0e!jrd
z{@087sS`0ryANp|@5M212`3M3cCg|?9wpSNCY%BD*uiui2-KvcsH27Eo_);SP_oia
zjCoC7nyl^n#EtvucH!Mg8>a=eTV!8MC&I%m=w|>`%C8~p-kexpq6*a#KSgHN@4e>Z
z_qY=(FqzWun!nXRC1ny)1<sqOe|c0mO*T&~et$UPeGtL`F8f339po|SYP1QuP#UUD
zraxu8ECL-s;v?1i_b_ve^a!FxvRYS~>^sxOaA^!p4=<8$TNaZ+2G9p|79Jo$fjFb@
zZ#}3S&cexaQqqQ5<c_?}>R&+okfQ5ZI7>Qnpr2bvs}<?gXJ{o~qe?CCTzrt^+;+%O
zunV8+xt^aARt*kV2#!!KEUwOrICo%rO*trF>Qrat<c`1<RyZzfH+jZCZoe>io$0?e
z_T1m3=l%<{9Z5y}+DO`hrKuL5{top?<ZTAoiUOB!j<Pc7{jU1$>V)ACenMdKLsEWy
z#nZr_X5}iVs?z3qQztiLS<n+s9?xYwzn<bs&;rgQCGLHtz1p>Jbw7GFI$=3<<Lh`i
z5{c@6XFajf8+??uAkI;c-P{S0{zZp0gWGd5kp*>qeJ#F)>BM*#_1DsQ#*$xjNUfSu
zADkB9)-!xFO?bE<$q(^n(YS<vz-4AnxKh{o8oC~YTAw(#a+M`swaXXZFn-mfgp`fw
z@RwvOrjoOtpj_*8>50%u_lIsTqvsT{godxx|KY;%7?@4^Ns#+zE;yo-@kzwFfOm$j
zGava|o1g{{;g%MgrxfqSJF#~BU)tVi!b=t16$qYaJVGf=$!J$#U4=|lhNkJy!D?N?
zM(~mT6R=oS9`5sxyWkC*zoKr-nnLU%Fgq%$6uJjbgVGZMNYdD1(o&8Kj(Bz?k{vrv
zGiObD`qq?rWHQNT`0SZAY0D{|<VlP_+Iyr4G@?{|X}6k>a<91^k2T(bU0iRyts{>U
zUd3hO)mpEuyRPb3@4VWxPz(9>jFl}2?Eq4<s}=v;pw*}Vn(k~6AV#WdCyo9`^Xe!u
zL#&y6Bv_|GCYzpgUO`hYW4~86RwM2ef{7k^k2(XPc%`m017^5_iD%~b!*Ae4qO@t%
zrMmJ6_Zg4lq37*ZBm2x#UWYb|R5^@m+~|L>{+81#xXH131CM(dK$3r756n|H=<54>
znx*VZ_T_i*)out!_AFJ*P$p%)t8r+3WZIaMn781^2}OVR^P}8><^8A^?3FWe^EvA|
z&GDla+eBDP!d9!docQaPEd_`IG=1Ir9^o*%k@1KB6J--=^Z*rxW1PYm$)L8eCC{O~
zXm@IW(drg`lt;p4l2xVv8nnOIfhO9;{QhAaG3w2^SL;vY{q8-q2hYD0|6&UJ|6}Sc
z*y`w-rqK|b;2s=;Zd`-AOK>N+yK8Xw;10n(xCM8I;O_43_6@n8_gv=}>^(iJyQ`|J
z*VwSf{Q=1+#^o4>6yzfixXZ`bbmaLm<k&d3dxs-QDGQ1eiVIJP+J<5f#$)+j+@xOI
zV3>{>-E}&sH%#euN8OYyy~0=6yx>D?yh5~KxY7vbiDMQLeu|kPM+q;}dyS8Q-={#!
z?8dhY;PN^x=UvFkw8!QU%;cl5ZsNWRYS3FKCg*Z_XexnK`@oI%F673j$kQB2_94Bg
z7DU9@or}L-#&*^afDqsb3m)3}jMnCp%~Eeo_JE+UwIEOc#KoX6t8~#P?kB=$fV8L!
zmr*BkYz)H_8txvOXKr;^y%|g{&fXZPzRhn$>@dk*=I;FTH48A{_P%xN{k(_6@?d`8
z^&uI$1^NBQC#)1X3?>K<RIOsAK^jXPwJVHt2OUu>VFfP?B}gOKzZr#;WEfQQIkPuy
z%gf<1rp?N~?XXuCqO2~j4&iEkJ@2b8bTzt~YP_3Vn!-v(?oTXj&=brH|JbMSvpvzw
zppU7RxYb{k{Bg-5tWam)z5Z`I;q!?I5-VSCb1D)Jwxj{}LPO>CTsze_o~d6GbAAJK
zx=`ot|4_F^Pi6TTgWk50G+xRIS*pL|ngLYvozu(qb346x+wF|4B|)B|MI6{S=P|~p
z9l{Dq-alRI9bkN__#bvZ(nF!fA(LQH!EaHIq}!4i1O*&<&Q{1QVIc8M+_?K%bstrb
zQ&AlR{u0b<Ro<vYOTBoWYgg8~2XJUber`qw&3c`#A5i<P_ccAK3uzlaly2eaOND>D
z>VATQM(hlV3?oip@CYcV{WT|qL4|AxoSQ_<z{wQW)ibMr_V%qx>wc-0ww-9pr6*{_
zdLIAgKKdtqk}m_GGUQeZ7F#6dzUa-yjTBZ>qp;vChWXmoqq~A|zT&1w&;rCoZmaUd
zYEJbn=>cJuN_y+$uhx}u<s+X1@t{&b`PHAFRhGtcquLU~!DdR}%XtZ2|1H*{-0FVm
zf@sh`m|j*`-9)0I3TOjdZ>Cqaphq4qJ2bAfcdb-7iX%8Q*IMs#-*haC`(^72ioSLA
z2Ez1~X0-bat&Ne&bkTRV@7M;+zA@`r$?gCP{`myA9Nc)b9s@%##F5(IG%qQIA?I>s
z+!R4(6pq?{`)k9l%6zr5ylH1GF+-)s@S{NDeq;dL2bNkET*`!$E3$rH+NbqMtMZnb
zBMj}eTZjrPH@thU$}cM$q02`3Tpx(-#Ubk-5JZviM+XE_IMnhrHMuMo4y=M23?*Ex
zFFnFBCIHzZD!2M_d+<M1?ta9`3sV^CV|xefh8yL-isFh7i;>IQeZK)z6dIe>t&_on
zHKe|X(Y6Z)w9n+7^pAOiWuH@V-=;REvY2hTWjCmO`)$#vNvjlLCeZen^m?L`nK;8x
zChyewR#%U$B6L7UkSjUx9df4lnI$DA=>-e*D;q<lFVA3r9*8gkb_<1;j4bFHPpC8E
z!<%sSl&*kWMHHiiEhZiiE~Y2vPaYFcxTeB=QLXQ&lguq{Fr28{cUT961#+TMNUEkw
zF6FBY6a2m=l;?0xhpWa?e~r^x`(@wlOH1pOllJ00d)nPILBoxUL%*^JKdan@uQ#AC
zynxPMwBOW)iw3xgkXyT<ew+0CQcUJvj2Rr3Z)sI`(<q~(3j*ZGRo$$E_>WVQ?4gcg
zlb*w}GnR|TwljAxBXksCeBg<jx13l2Qg$Rm6VvXp>y}wiI_UZ%v+4|%NQ*EYBtTx7
zlWJ(u_^rX2^9Fr%wG}bxtvQRYO`tI}<I2~+6M{SdrYR1aXIo7Aa~iz?U!_IGCVy^2
zf2OPceP7P1z6eWbqHW|})=RDN9Np+>!+pwqB$yX04aAQdV&Dj&D_obpvgeBszVbN>
z$C)bFMvz1%!a6DAe1}X!>bjDpJRH`YwKYSCHFIap&hb}34nK;JDKoVUTnR>xEdM+I
zF<2wJstF>$fT_|PByv$vbM&kGwSa9A6(#DS|3e3wxI*AQ@xlTIiE9FOAA&S?lV9i;
zmc-`;{2BM?!f%)vzp74r{9&oM3e0$Qb+H$kV;mRqQ!}_&8_F)Oz-c~MgO5Qo*~C%?
zAothDX5U~j8y6*98MQZ0&ck!vy5bUk(;(jx04>y$Pv|4h+TG?Pq>gH`d|f>@d9`!Z
zH?eqUpn~R1{*SN8W(HSA$7k!TX7(f4GD4mmodL;4W{a?EuCJpNT*pf`wrAj8eHUB4
zPd-yVG`txk0R#Fs@P}MUxvdmpIe!-m7)}h@O{jl0B8Poq9WA$=V-CB-9>Fd+&=HvZ
zjS?)PStCHYnV0{VtAHG7rlIKv#7L@90u@?wnKZODvhofY&s^TRTKLnkm0v5q1o~52
z#|3&6Y!8p9{KAb;06W{l3I>T9qx2Q0C_HxpERZ$QQQ&8mS8V>8G=<;($bbbwM#ZgA
z$o_8W(mP`F*WunZnf0bSXFIR^2Z)J&MCc*#8SVzKqexI5PyUG<QVcH|l1%1g_2}=6
z$Xn(RWlC8AbfbsI9mM84>}7}ctcU&|y0oX<!Wtjoh+C2eI@<V*R;O`tVt~mK$E?lm
zExXyvgb*B!<`!vnjn)1HCFI)!Pw)#gJi$vsmff@AGB^%3tY%IqGRai}dYPeadv5z(
zazURG+=;7AKX!CirGT}?&$X5UIr`4VR|YSizQe;`?cz<hDuGr<wJK!H@RhmNG}>s?
zi>TK6J(;36+8CjjcU!H&%MfsP4q-fzf8$Y1;LUCCddTDz9Mg`^;ZV};*WLS&_~Kx{
z#3T}apKlSGILv1Dx9awLu>Z1THAK6&Fk8k@<0{a>pgSXjXyQ4tUd;EPj{E?!wz<On
z7$yxvtZ={`G`-d_5(?R4sMw2EQK*(gGn-tk8*lGCot-~1a0tw^-Y1H4dS|@;{az=)
zA;PSLzW+y*x(p~0oRF$?HOfg933hdJmtMQWjewypIW!=FNTs2a<iUNI3Lsotx9w|!
z^7fh?XZPZ*gmvK&fFX953dp|Mb80F?4mD3r!!Yhy^Qbox^dyX&J>T_m-E{#Pm+doy
zjGZ=87iMN%0~JkNEuo~TREID5Xr_PI_a_7#O;+gCb^h>8ezaqoAR$`YU+Q+1pAp$i
zOj5HI5+d;a_%?i98_E`1lXhVz;Toi?K<=dMWUDagS!X8A?)p+u&SyM2jgAG4Cq1BE
zU(hPD!M@;m*;B7KY91U-^VRi1neP(`A4L5JB&c_YdmaB#g`sh6bR-2mNwI{WuD&xd
zWAgD!2K<!Fk7>>pGD8_Om6iR<XFUIQ?!CR>7KjG@#A{m&K|C4!1fvFK2SFW)qWcdO
z5^*n&UHgnoeRuIp{DCYFESUbybDTf6;r)|zE|{adA?FdaaNh;u3$H}hEaDr4@4Vlr
zTq0S3qP;Sot_n9K^{b`F3ZZ(}OvH&`1n>8OCc)|xu$yk9s3yt)ivgXsa{C!N6$3hT
z1Bi-6z>AEvLXR&w`(OAcoRw(JMZSBCu7?~81Po;-%asSR_3@6Wj!qUavg(NAYq%J9
zk&eg+f<JzPxd;+P=lfRC5*SjL!yhF;^YRTEB5Z&h^xyd69W1+r&y~Wje_Ia2kcGrd
z11LcBN8knkFY2qpUL%5y?jRYsej%5@9Fk;aist@yX=72A!P)cr4`41ryO~S)|C9CA
zZ6E0>(bUj@2M#$_7E)diqT%*}>kZuSd^@JA2xds6nW%n<BT)fLFzlY|YEzW$<pKGb
z<+Z~Ok}b9DAUj<EjP_gVRT1S4ThV*9%lj1!Yj;5zfwx%?^)SPSQGyUv>Z0kNY-TBo
z!sdkvT8wj43g0innV7z?6Z7k7i;6~aB$sFLMQh9EGRpiR3Fg+3%a7Vf*q~g9oH+n0
zM=n<OwbJfS)}u~lS3m`|EY_*o{i-_Zr-BTZjaL@{CD)7AmB^)&mX`-Uor>H4Q)E3_
z-zWDYP_G2<#AYM<qo{($^%@PgHY(`ZeRzv%R)oTo0}PL7c$QQHzPg5}$VDX3_Uyz9
zjSHg^?rYW6M29|_pkbOhNRnVXV5?A00sZuD?9|lCznp+tp7uM*xK2rOVnN1v)LtFy
zd0cZ`x?}3#*mv!USUWA42~Ch$(f4EO7-H0!+IlMK=Do9};07o+&#cXqH4v0)XL?L(
zBXA{0Odq+36fR3$_o`4BPw?_A4s;quu!im#F(>bySIe24n%Jha?k0gdau>6DF$Ref
zNykkDwj*bpsDxl3;n7zQkL6^>)HYB5NHSGQ$RNnUfG)Vs!8kpkjayB;G48crbu&lG
zy^WuU|4&nG!IdzZ7+2?P&W!B>D(UzC4Ll4#<}Xi`58m2lTJva`=<f{<%iNw^xhF&}
z`B@U5xBK>z2Ml1^U6QOBJl>lD#UI_q=2j)Nq!GJ-kbYdRgmQ<V&lYt-XXDZoilyVl
zh2w`~V5cv*cEurHKh{Pf0stSTsX^@Foi9>9z8j?KQvQuv>Z8Jl_X|^y5usvX>y~L(
zga-u|`?EM1EqKe(V<6UboC<~YVX{vjd$ly6I1}#QYxVPaAW=CJI?mAvlRvaOLK9Vo
zA3wsy;3#AF-9&t@_A@hJO?)<c*lda~tbG+P7N5>;8s*2`pp4=4Of|mo=FqyP^3U6Y
zH78u|2~+P_eSf(jzatB3_w^)-_6r)mQp<*;Rbi)B%I%^FFw=<FQrT}vk5*<|!(Qy{
zVY9FT102L>JeSuC^LJ**^qn{G;VYBL=EHR<?Aw!(OZio!cI7@qByB>G!cds$;-XNc
znk{^;nE7m(J-bJ~fM(iU>1GGL4@bw^ySN=wDve`4o=r6VmM~FN(4?*>s=!w<5Z&Fl
zk$Ma9ylEt&)D5(yg7&^cy`>oGiNyC**(4V}=7I1)^lA(fHW0%IeTkej|MJ8Wcltrt
zIVMAg*nO;rp-o!k!b}>E3KqkQm92Y>hd|0L6Wf-7L-ez5@;dtlAc7jk>>k>1{dlnO
zQm7UK;N3R}4L?|*`9zuFVUY3d^rXbfO?=nZ^d8A796ajVj6d(MWf_uV|K=*&Kwv!y
zF<O#_NB11Cv9&GFagMtjrrw70=M%9Yv82~(<Va>?>?7}nch>RmJOCUd%n}~xV>{vr
zA>KJ~Sp*s1$RHBF)n<X?WF*j=e8BaC1Hup&H1*d+q2ad@oFy)*L?FsvjS8zyA1@rS
z?qLt~@iImD5}%ZAR<{ZMHlqepg#U`EjS8NnpJyaK;a4g|=ht?irse@<^#lN~w12wm
zvs>VYBw2TMeoA+}@opKtHUcB0{d3{Qfzt|P9yGAA!rz+?BWdQy(fM4N$2Hcu4Un;I
zp1LFRwrc~0{`fPsY=IQTAJ+i|6!)u{b<4tdXzD`8ONW`yv>uw^b%7W9_Db)w8A3dI
z&|YifR}Nk_t-Kqtv#Olb+uddHk`L^5*}H!%@OYm@z)v2;PCs!6DUG0#V0k8ne&G}K
zCso3m+O-;*f)XSB_z7#k;WGqvjzoQ+H@D6owW}3s{I+XlK4_LhpMKwzj$7T2XoB16
zC9%=Wzhv)9Ar^qnC?U`>^93GK*(kMy$<*9;##?S0qa$5DwFFh%DI@n50*_l1Bh-b@
zW#HwWKQ1kus#=x>j;z<(q9GL|qden5m=tenUXuL>PBQFQqp;%lnHZSGji}~?{=Bdo
z-xqk2+IOAiw1zPvyojbX^<fJB-|*Xcv9fmw-Qr@?wzg=1B`9CMfFuQ8Rlj$R-etaN
zc)cy_{vn?OvJv*)kzXE`xCdG}hETJ&EVR3r5_a6f)@G?z1^_}@HCD}6uoGO;Qd7Ut
zHTJ$$tY8#cuvt0ZpR#&U8}q=?eBi!ALJ>5iMH~JTVP;Tac)bpkr-zpM*JK_kMLA^P
z2)}2QM#NvB_my$W))*9aBYEwc;1R+DB_0|P5};Qk!P|_Dukg}*HbP>^;pQ5P=mjfW
zXDe=u*c?hzvxrD9$}ttXoBY@lVuUv)2bOhJdq4HZ1y*Gu*yqbut!g&BPFrVjNw`FE
z0fVrz@}f)tr8D2}-?L|AQs_c5bp^j?WfD(9O|tITylLpn^xoPsJ?Uc{{)Mc{H$f@M
zI}1|riZnYXZ4s@~Ex19zI@Hn+LXfJ`QpQ87F%}f>XVJb_X;9dS=6zlh=fG&aP;vGT
z&p4Kl@Yx{LP-J%a@PbU(GW^%;Zu%n*QYT}5{87#h(+x<Mx>@`8hp_kx7g{wPhH?13
zr>A_LY^jYUM%9VChKbBQeFuSv9m{F<c_Fd6N|yjSVP`c74h71qIk2Go=x4m<^{&W2
zfM>vS!_z=&_yhSK^97SJudTjcr<b8q=@)*(i-S$*JVT@Q7W?_L3V=N+oljMIECC+n
zFY^xPe!-@nBT;3?CqWzK%c*BmQ9Hafm%$GWvtaDtzkP?>*+~s!qNF-`!PdDiZD9N{
zun)@g;9S=go(K39@~a4A#HXU-#zaU(1N1?&5Ni)Wmz=Jsu0%E-i%(IJI}S-xLaA@t
ztB15u;YjzY?{uKQS4VDwYjE8APXz^CUd>7hioltkcy^0ucwh4}=Sb9k4rs-Cg8mNp
zFmCao_}=of_)g<|3Bj`9DM7@-e^Sy1em$Ns7#EQlv_mhsP~)UEd!;K>y2@KeGPg=t
z*rJvgP>x6LJq+2fAJ6NZpVL1-XOBUjLXPokguxO2u@HX?r=*q~oeL9Y9UX;Zo_so6
z2?DE2NL`eie<69^$!bkrAm(O{xT6q>PZAP=RElqwK-n>p(}qgGkdxnd^&VELZHTGz
zfO)#>OtW!%VW0A=iYswDJ%H0yUAGJU`x6*6KQsDV711=MJ}3gGrm!XPQj1*&tqOqb
zNmLDIO;eeGCy|~YxY^o4&AnuhbKGk3|0jtymH0g;lPcv6&3+FnNc>G`f?X;7t?HJu
z`-2hcpPtd**ig$q{JURYpk#SZ_M)HBIxyGM-l@2FZXi6q?bjL#4Q!@ckLoc4vJ%)W
z);cFJ=(yZiSP_qK5=@uBQ91bw9o1cHzg8L6#lEuRv74ShQM^2NX2LDQXraDCMB7pm
z+qVTO%`b98R=z3Xpa>Qf#B@gOIC1mWiy&zqKg>u$iO?m<+`JyEa(TtA`o;a{#ykjf
zi(mB`it@0DXSDi}qA{k!BOcEtI<}fWo%8i7jpz4Kby?1XeR5HWNhB}?U9lilCJPV6
zXp)0!pZAI1tuX|e-UH;~>(ZZGnDU(V+3tsi*4wyZX}D$#3-@{yaa~~=+8>zzVHH*s
zfT{K&==AvT2AsaI;m=xK-;#byEh;{6!%&_;uofwE6q|Um#I@EuIiJ9QqJQZgCw#)_
zAXpE2SKY7a0?p|3)Lwu)4YWdtp;>t}&lrmZHM}9V&I91OKfue-d>bQGna3>qege>p
zZU-CZxk6v7js|dm#G$Adi4@A~07W3ZzFdNZib3(w$TN*+BD-qgoV)&$s!6P{Rb9cK
z$MXQ#qVj`#EynmnL9?oYKLswccBN$E|K|lrvDEZeAzfsquj;a>JIv1gRS;e9wr<vP
zwM*!SAQ=z}_~$kvL-n-yMFy2ek^;iw=c^SbHnV5)j5=XIF<aOoewmuYE?D|V8sRyP
zd$@7RiddLw_IG~!ri6PP<y|m+2Ql^{5W|m9{Ro<!je4<iF(7R$BcPc*Vke3k{1QrT
zTuA8p=(_$b*r+hIY-xROh;UP7<WYji4wl$`it^AxmDwVPRO!Cz4f&X7{iI4NX$U*Z
zd@z7yq9kOG;|#Z1MhY!dz{7%l4uO}FAeifIX(Mk+MmE1^?TS{HFqVia;C!q==Ol2u
zSK%!omr+Klw5xXNuB{w>BxSqOE=__Yrk-IEq%Wl2v}Bx{lRGNvrY@Eic{!Gdd)iJt
z#A;-;QcN=8aU3Gb6=uj(gG!z0J+ZVE6g9hzCHV3yrRB=Fk}*_naJ^lUm`N0!J^D`=
zZpzo0U*f1Bg{~v=fr}{?GBPmeFCQvNQtJ!O>7wwyesg##M>MHmF}+(p%=_pHpNwdU
zM8ifbJTFoiQNiTAubRv)Dz$KizR)CQ_iJLwAc+QXZ$1$r{v*I2mb$t6*%L4A8}Fh>
zDKd5o^%KFC1DlDj{!J15*nD`E`HW`sQX{m{$Az`2<q@zybO%G?Nk<(>7lrg@d?6QF
ztQWOtICi0nI5ILiU+1yj86MSq)_M>ESRE3?dv8;su|VxU6ay>v)?tNbz%YeYN=4;H
zleizvijX5y!do@Z{iC6%xT6w5NoA*LH9gDkG~=O6T2cc0-Oq}&z|2bi^h^b+%z*>3
z<^HRUFFfwaYxxWkcE92_Sf;FA*fP0`lOSGNq@I?r(Sh<vma%wX82Vx*P-_iwrY0$c
z0{@&n{C`?%P~ofjZ(jh*x^-l~qv!x-^x?;^eeka?QG{4yce9Re!&^baMKP(J{@{qB
zcyaG~EWDo@=?D}!4geSnGmLBp3`mfLeV~1teEPT81ViANA{K|TYFu~u^(TO~?>TFe
z2w=y*|7I)Ot<`HyKh@+_Ki&OyVmAuxZ1dEv08GbrXr$g~0I>_PEuz(turjheD~$OM
zNxQ%CEZMEA%Hmosq<}S__9I6M${<WDS%h(ESWZv#%S3uL?1<ViPS2Ph9ulG2RY=uR
z!7uwmG*RMA)v}aE6iGiU9)*DufHE+W1eL`+=3o7fZ0BCzPz+5;xZm4-ZjEmOdQaPU
z`k)*7?%r+(b^y;4#uJjeM_D?}36Eq`8o>$ehD^x^HLnumDdXVMwlfMIS5&|?LG>3C
zm`Q~oS2IS?GrOOEP2uHzZY}g!;*3_V0JKzg<Own(A0}9*O=DHWisYGHH;_EUGin3I
z!sC0G^EB`=$nI)PABh0I5|pSiUoRC4a!;EB=Cv_JeRlA%680oj`uDb@fUPkx%i!<!
z1A~Q$-!}L9!#^I|%#CxHXaJ?w%TLwtBJ3fkr`CFxS<cG+>J4S%!L5}73RaDwq?!N%
z<mA-fpKl!-kjAi~5>r(6aq9Zb)1D_gN0DZi{G^D5FvoRF>?ryhc(CaZsG!Cq38+P~
z|KgG+p#99bD;=dMAG-u@P*T3MePWj@YL0X0A1Tt3Wn{6a+5Nrz<9f9eE0>G8wfdHc
zLi>kC1okW~9y98IbBoWOC2hU%5=G)op3tp#8hj6iZsTJR&caiR=%)`Ns>Y*#mu<_t
z$+EuMa<|h?Z`OZE@vS96Bf*VV&~W_ZP#BR-MDMb8=C1!jzEfPHD*`E<K{9R!0%ie&
z&S$U~8Txj?yW}p?!+{r`0F7A$_;G88tki_yx@w2?dfmSm(NA&v>w){7d0GL62In0*
zvs;Cz?z1=j^Ifju7h{J#)5D|e9K0cFmK`JO(t;AWqN2a?2|_f9lQwR`04v6ZtZFQ1
z8th=1Y<RtS{<P{f7Zl}w#!5{U{3yV@P-EdFrx$AbZZV6p<i6N<8p*&e)UkS$!U`OP
ziq7Z8%EGoK+7yc4s0Xt{-B`PByo3ubUxN3#NY3IrckpfSt$;*NKqle-R+w##Kp_nj
zeWI2fJH3K7z6b)0(+e8S<itLPmB?zXOwFuYl+iZNe?ok&ssB$ELqS9TA8=P^dK(wv
zMWDE<!sb~wEqZplnA6!}g$u6}E4V`3|3#>8S)weNYuJj){Q&EkR9xj;+i$z?UvLWb
zZm2!VcU<3nItLkSM6&I==ZAl$*X~oupVvJQ>oYFtPf~!{Zn6S$G*>N4p^fZ@TSWp$
zwDoN(h<M8NV!Sw7EI`4BH85a6BaUjoBOq|9pW#;)0Ae&0KON6+ok)Bq$>*NxiZYX>
z@UPC$>j0Rh@#y(ew-?5}*85h8;1)d8ZEHec{~n6OR-{)lVCp4S1~G+vWX`d}OVQG)
zRRAu(_VWHp0fq!VDa9W$f=;ZzGCZjc5L&cQQp-j1az1w{k2FCF^oy2LG9~_ga>+LT
zS&&KJ{Z66z>sFc<THzB|^hcw2*Z6>TH}<@VxeZ2C2g7n61pfI#^xIQu=bHAX-NMHe
zv@j_;*2#KjT38IRLimurDTi@yUA~qJ<GHmt7QOS3yLRUnD3%XSzCC1u?>2JR_Trx0
z(iE=Z#I_kG1}HuMeud1L83w(U7N`SVY+bdV(m~z={|TP*U!GrozaXm-04o?FWiFWh
zPb(wKRDti-EV6W*v{nk!%v$MP)RdlTvf`YncJJPeV+=2EzCCb@pHHsDOfvDV*XFy@
z>e3>`5nMb~cHty3$B%YZ*duAw<4&@U<Vro8JZtKTAkQ?)gUgFgEWp@hZLM>ngWgx0
zGZxr5a7{4UlV2-zi7WVm(jaIjm-!OB8L0Z=={dZo7Y|LSp!Kq{+D;K05cc~slyJ`V
zWBPg%Rze}1!i_)c1X6AAXU4IPa&j`^Btu5gkUQyLz<R*0EWQ+=CC6~x`L&w2?#&V^
zkdbDT;c-f6D8by7Iqh#z6VH4&g)n}%nUY9l^sYbRCbJd?G~$sXMa*TEDJwI$#nLz%
zqULwhdU*Sip;7%4`g_BlU!yV+mXY7XWGydzQkueXQ3HQKZ(+%^1MsJ3w|}b+f;0)h
zxt3N$8=fLXZMt$fzZu3K<C!{R=S65lG8?1~@L>l(N<=%^IZTuk=pp~v6PBc{`n*Ht
zy~R(1h~+h?_gCEetdOr!#qP-aZq+lNRLRvu1BYv}`R-+$_w2+2;q$}Bc!FvtuwP!t
zPJ*J)#5{qqIbRTm^?kU7%5z_b0^C6EeUW9wfNH$=k~1&P$Ra+5D~+J8&UOu7A}stx
z3j>@0tPkq_*@q)?bGG@CIsZhosLe%Vt~9I~97V?^n!z`%46>^T?+LTg&`YDKtZh4f
zdDvs_c>Cudr-$oq^!tp)JN(mK2odu7=j{0{rr8ThEfFe+GX=QdZ8)O`E`L4sjFaZ-
z<;fM*dWXtw3YjEHef9!=pNoZOZE5!BrXD~z!wR*}?_O=h*3-v1uW^ewu26$hy<S&k
z>EB8^=?M{DTa^IOw8k=WCL9{{AJU3^IJYpxW^m1WFaP!ivD7_PGI>N^xDMpeIXbio
z*(ChhQf|9@-RT@m5)utsOV`+J=+^DM#D_<YZj9DC)35Ia@B!2<Kx&A4P{gIAl60Zj
zn4N^vbO8)jmier;4Iub0Ul$|XP{KREH*ms#KE4||1INnaB_a+GgQ{<ez36Tm3GtPz
z7gf|<q7!kjn2TnXX{gRWuc#Y@p~=pPGXnO%0?oQc=eVTPHt$?6xz|13P45G!o~3*e
zRw9pmHKx*Wrc$Hu#w((|Xx?nxb<d}U8n&}!hzLR};rfj1XIF@1JFD%YOt4w^@tr!E
z2-f7}uox>QVk`w1KlB4<&o|dvJfrn;qn<etad^?sFNP`Xm93?11KIx^pl`2rw-oz-
z{;N7HDBkfLe|g<dMeFxhy__WJe@4!NgT0b>8)yE%IM^BhaR_%)6qQ#e|GFTc*$%7^
zxTc1O>-E9A@i2wXo*GA4nO$Du$7hpP<p`O5e%?OK8&@%eQ$zT-8PLOsJ-^$J{q-5D
zAR;o4EBUY5UKQ%h_F$^L`qgcD-9iVG(=Q+qXfzG>{t`#3!Jld$F+5V@vWnf2<z2=j
zH<hIOdM4)A4JGLL82O!UR005e^Xr?1>mOOZXAk-}tYG5YHE(%&*mM{5Sl7(EikW5j
zy>yH7S<Tgo3rSRvJ00o_HhCMW^|Sj6!hC!CQ9l5koU*>WwZHmH{xqNN^2b}EMcef3
zLyKM=Ilk~eQ1y>LgioG5A5*cBtxo40gdh6QJ<=MNCxvPD`?Y?JD@?v)+*Z>MhS<KJ
za!Bgb;B`6%sNzzqmyH|MhE?Q~!>wk$6J`ijz!cwE*xyfWS->KJxxDX>!atNqNp<nQ
zd<7%@zO>halCrxH@!1(IPIONqtr%V7>;gIHP32S0dsI04*0oVX{}{D981ZCRejsR^
z(p&$~uIfeDNcnD`P8ng7H8J(%UeQAiHBA@3TPtihQQ*Ff7ntm4DgnO#(T^{RpAV_8
zOq=dm?7y?+<#k7(=2bBG`}=Cefn<(Mb}i7{1X&8?B_R{lE|vj65F8xA?f${(g#|&#
zBp*bIqHTXiVLxLCcj-0Ob&&h{udI}y2t5Go{_Pk^qkW6d3yVMr<zWA28<#2V)cKG)
z?zMP^#Dm*Nc&@w)IDzV*6q4VNKNTVr=CJgyl1}CEfTh(-0r``Q-yj%h*6PhHMl~>;
z)DzZ?K=`}KBT{I2?$Mm!oPmM+-BnM>kP@^ATrdI(qLMPFsxfKTe-p5Y{$8!t=gK!3
zBR4?>yj9WDh${>XU@Rh00(#M!QFlA6eYd$7=4FG^k<f#W8Bsx^;Kr_qm(5pcUR<r=
z)>1tG5Mn>z4z5y+<{@W=2QD0l*|Hcn?uJscOB7Iyi*}77nfTp7Olx4GCZdn?u>|dH
z`D(T8^zVe2H_w*a-*!Fo5<%1rG8Z2btjK;QYrW}p&PSEuj(N>l4{mi%qp*S&nswa(
zlc5hrP-{;#Xr3?j|MtrW?BHw_kvCw7nIysLojx%~;R?Eij*z(z2aSdqRv-2EZdp?^
z#&|`6(?(hch7F)#=EZ|uv@A=nbEgiXv6fofSN_;BRrwGN{^AEK2{WMw<^S{&|1c$4
zRqoi2N_WKO=CORPmnz`z7fB{PnF7QH$Ay3An|`kkl<PWOa1P18HCCVWpBN-xr43Er
zwkGj=nrSq1e;}eY-%$~`O_~ToR_;3n4?47X)=b2)hL4@AO5FFhgXo?cH_TSnO=DpL
z?U#G_V>l%RXnsp@7O%y5y@~)fcFx23H}8(h3!e%wt!)Be$*ZX#KIBFQaK8-a$>V(a
zdV0X*H>Z#(wKFZzSCz|Yg2|6q_-~`ljez3mtO>i3JLD&@nwkA!_)j>b;vQ2`yHfL^
zjJ8KPz1A<!%xf$GTfBxHF&gLNQ9Pr@9sW28AyjHk8eV~`*0=Meurm5{N;w>UVL=#d
zNud=UKo6ll$^W?S)T;Y#5QqJAq7o|UA_(bdox{$5N~-d|1xB132W320h=KG-6=Goq
zbI@3hjgzsFiD+)BVOqo8K43rE^JXwLySd}p&Ddm^+WYesA(CqL>E-)XT0h3yWB%!h
z2RRyCEYL$34qJsVitW#lTP{@QbjBHU&qEB_e|sL4`o2<yNe9G}Du-w(1Y50k%<By&
zGxeR3<nM>R1nXu2_$oaAMy#)jCZlEsWcg|Kw{tT4>e<<ja!25M6A&-`NOSZJQ<@`1
z;KiurP(}iJbpce)R~<Mtarp&jCRt^!BG||xhfxOjFx9HlD@Q85_rw{`uqm)H2Q`g~
zNn)s9wZqT1O$)lgNn1hP)Ta3ks^C|xbuJZFH-1C|aZ*86aYKvkeKRUanPM${8@Aag
z)?ZKR@cEZIK7vrU-(&1BD&V`V2FsfpU)ZN1kofc_r;pE$WHTyKTqN(He8@~VBhvSQ
z+X~O*v|L)-oh$*;hYy(KGyj06kGHOu=a{_-q^e;B+dv^sDb0;aNof6(@3+GgET4jb
z5g}b%|4%!#q)HEq-2OHdA>H$JKuvz7a;f=(6$k2|{o;Lx6YSeI%L-_UKXa7?1H@2J
zjtDTn@dS3>*vG9bv02O4)&Z8~r63WCfup!@QQ+l~P>j+4dPp-xUaWoe;=$YZf`^_!
zFYhc9@H=q(?k~cJ!jyx2Nhw>bR<uoSvgo80<$@OGx|<N6x1vRk?qYG6trW$9a^xb;
z*%Zg$1Pr2r`D}lv)R%T!9Vp`i=E9KLp>P^q+xE5t#I2AVl*l;tM_d($PtVVH<j}Y;
zo-11g7KxcFFW|o=I}hGA|9V%pcWy1MF*e@u+Sqge{h=BDi&H2DeO}QGG`}6y^iA4w
zjgRpBpkKlOq?6jLc^?8#<W{sp-i{cK<+<9BLsjkTfSQVM?%*gOlN%YmBQg;6vz8G!
z64=zgA`pIAb)r0yTB`(7${W-q_^M?*J{cbmffvDEV%Tht2GV~8P}Ty93mRq2&!_2c
zs@fa2)n{=Fg&*E9gxLkRizFhj8PZFbWaPE`yPCy613m}LEJ~}ns2#vQEPmIwzWNKj
zN53h7-)+}^bm#5Rh1m}I9G9QGPB0)m$L2(GD4h9<2M01{AZCxF+{$`5x)u7_b1(*t
zg|M~5#(p7qfi3;XE%=akHH)i!<4T9Yb@Q(Obr%rw2!g<z^Y%Ot0El|Qa7JlUan`X>
zV~ZpOXD8gm9E#CYf<D!f8UrqCvPrp9bDSw2_%0?4TX-v_v>1W_oIQ|&MkY2XccxM{
zFn;BrOaP#@?01y14~ar^6dplPo34id(2=iZ2sSn`vxF&h69uL=@&L0~8VMC9tJ<^;
z0^@6&&>NF(A3vb*rS^l72uU~4EM%;#c>0PRX%>6ZG}T39dICG&(hWddvdcU|88%?m
zhly5(B~x?j8H=~@VY~mOjn2R~>*K`xnns=&{!N_}6Q{u6Y8J`vjh8XN)jdps;Cym}
zbzf<hx|3zkpm6O>7~Sob#DSjR-d@m(PuDoGp5IQ$;SA^r^ux1i&Ua|kwLw^KyC;i!
z1}&|9PA^a3$}3@F+X2fd9bsBZ5<P$Xw}LYIM_|34u)~xVDi@ag6aft(lN2pk+E@&~
zc5FSxo1Wb|efL%q-*RbO8Kc8M{NWpMwLHY|pY$rBwxMY|P%ai<m*w!c|G+5xf~`c7
za5Kq7LC79gvhlbMI9Cp%v^e=rG~#lcdPBK0_Q{3gs7D*@4>ka643LRjm%n272A+yZ
z3TQ89w<^z0DQujKu0HDS?KRI7^#mI!3W@;tEm-?0AVyxPdUfmd9(d_wxpjE@(3rxZ
zKm|USFqaWuX<m!uT7RVCCjorpmN%}t)l)tjsTf#=UVH_O=wnYULNuo@ss7M<y&O=u
zUt8a<faCJ{SR4q>ss^;jo%2g$7fI2<)`>+_$}h&zhc*Kg4k7E0B5KNdscR<N>-o}n
zWMm{$gAP>VA~=etXw0d4AA>AyM>30>UUAy<k6!saObE#Pl{25#IFwgrhL3S*Ys7Ou
zpOmUftYWz(&@Q=xMFe715|;(7S1$jAKy92O9v&t0g*f&ZMZ|)EfPwXhO<R|#r{6&R
z=&BQl)gqpIaFhPje=r+iD51zY#oFrGzE><(ucZ9qr0SBPxYx4h+3#ZmhJS%h1|tX$
zasS%9(74HCx%jgq&e~z6@omEP>+)zC?I%Nl&U8f(NYYJ&li5Ra4kRf6vXaxN^K8$R
zG=Y9T8^`WT6y>?}21}Z0BN8yht*>^j^=NOu_#u9;qR(&M0Z!ciX^e9Ub-?c>Nsg|x
z08L5h0xeOv+OrQU-mm>$v3qtZN4qeII7Zv=FPy0gFw-&26VbR4usG+YOj^%+l?ir^
zFJa;~ZrUuD$I1&dnW)^k{EFKG^BDiVd3~qi-1XJ%?v13#lm=BId`}EZB_QfmjnK=h
z(uNm4+B!@r_^-;qe&ye=>)30)&L9j`hfVoJ;jK^nnu*oEVlIIZuRjy=Wduknli6HK
zKQtce4|{u<OlwUW_*Q@qVuMg2vg=7NUR)e{!ruA{5G3rHOPG;($tMUSCGq^iK+1ZM
zMe2KH^>8mQ=Yg_GDQko~ln6f%*_ktQAhLT0A-J%$uP3AUk<}u4d`935)?+Bh9t{fO
zhr>1l%q0ax5*Et7S&5?ZE??R)gD1_dbv4Pt`u%OO)LXE<5(cM0OFUaE5bC#8QD?Vw
zyIGPx796OWNetI9AQE(Izb89xlw___g}{guXR3_J)puS+Q&2*gxUhSXFBGO0Hl+|&
zBCf^pCv9mr+$yoMTt#;3QY>PP<}Id7ELfvY@SFNldK2ir{_t&KfzF>Gc<aQbs^yeb
zzP-WZLl&t*g${B6=ef#kR9moth@8Ajrn^d&iA|&DIG^kzs)GbER@SeaFomB(*bx|d
zA_)`u=L?#^hgafrV>?uRzid%TAZsMct3+lB-x6U?NeXaUQDJPavM6S{YQ)e>x9gB>
zq=Nz^q}Am|s3y&(YJo@&c8GY@NpWR;>o$3tt+W@J{;~$#(h(E}A&~qj2&*lq6LOTf
z@w}Cb<t|WbS<YznW8)!ykThFC4x;WB=J0HI&gk3oeSg^3R&`d-rG*j*v+zg;W3M|N
zz{}IbtAXz?)#tNn3JrVW7Xk`U$-%n+lo)-idj-{#odX7g`(n3Poah)p!;<Yq3F$RC
z6jlaD=$fVHv8}Ag<%85GA4LSix<MiuygE2>BrG=p6A<}2-#Ah2NV=;Z;E8Szrx~Rx
zCof_#U<ltAQkgR(FQ&$O(-34xdR0odPUw?gHBAar9<pa;bg-W7kk7rg=^+k30PjX*
zi0j>Tk(im89BxKZ=Gzs3rc{Lac@{wdQ|YPps@3y+XFTyUV#*osU>0~qL^g>4@}?2N
za1gzDs`!NWLh*z5ok%mG%U!4P*Z70uu;L;i+ePQ$-KpHjVXv38Fuwb4@+NF6@t@W6
z$aD)HeH&Qqsa|~fdJl)DYcZ^1j$mnD@W0d|*k2)Q1b(;&7loqN8}7S@b_ui%sDp{y
zkKWC}0VC;x`#N!T5sm$gm+>(8qPgS7E}j&otE|yyB0G)4N%2iUH6PAl931s!!WIa_
z$TAG5gz`kCJbrlct;l{zA`$5=CDb&A6XpjJ`!#755sdQ3M-T1Mj_2+*M^Y%mU2b&y
z7XBPQa;hYZ2Uwm$t8=Xh>lhtyaNx<44zjS`a|w$5E09Y9A%T|WxCY%ZUdK*bYiBdd
zFIT2_8&Pz?Auw`3y2c#$NYJ~9nRtZrzL^Vae|7b!{W=<?aJu0A=e1+yj&f+{V7$R_
zIyP!QlgXQyhJc4{Q9!VnC<iWE*%jaa)9;;lg9K?m7MOM~6-Hjh7cY(OCX-<ziJI(}
z+p4|vDB+LRO@o!zGSg=lIv<jH<ztCpnDud`psaVUM?EK#Op(2={5Bs}Hf~qEyjtpD
zqDp>s$^00hZL^Wcr_HZU92|yAY8$y+TO+*Dpn-0KbnKCfA*w|US7)jWoMwq)c(12a
zyM{k#;l{ZO=XnUM*Br)T(s<bgL>LRj3pHfrz~W+b>LW32X>c<n@>D-!9XS2q7J>DX
zGhmSl))qR$<6<8PX!icyxb-Gtq05ACdxH@45UvjbL1=UvwHv8%W0qgIo)Mb9zT(o(
z|Em8m^Ln$fOK{rsb-799clhh$0S%3ggXA@Mpff+gV}NmgKZnxt00)KferoOrot`@Z
zd{gyxaxTyZs<ftJ;3Gmn1%GE?v)X4ESg?1B4nc8oTU3(B0Y53%X@ao4VrstalV_B;
z@CYV65h66K&108^n(k2w7iI!U?$w0~k!Y`;X;7-=5xFB%5&ihG2Jr(wB%Y82#!3X#
z<X@FdG~EWo?LN_7J~O%tbvD$z8)|qU7RZo~k|H8iy(D~yqRMLWY_!khNbCDwXd71X
zSSP8$e}Jpu%gXx^P5)#}M9fq>BPrOSXqS5)9y7gLC4y9KTdA}ydL7>!gwV2U)m!a4
z@5ctO@QB;(Z;*H^N0G;gEf%6bY&psVF3H(>O!4Fk7E}H52_?Y)FK>oYHpYeT9COQl
zM!KV8Py}#F(2;lvtlO>jX4|*OgvBiWW@^%YVTXcR56_~TTEX8bLO++$HF$qN$bKkH
z#TAt&+sCz~@_|ic#{t8TOZoID6tjZXT65p!<jG=c?_s5iNyn>|SMRjDcj%)Zx!A!Q
zAwQ!b2l!9Twfbj6Zg{H-4Czb4X}&EPDxR+!Y~04}BT*DlV(qdymu8wGq(qpNI=@cG
znV=rbM2BCa&cqP0F!6k^Ft(hpaQPg(vxh|K<*HiiVNC+d_4_M4tyQ`+=Mq?jmq&`F
z$-Tj)+q_-fZc=+#1)bimYbM#}79}-3+GPiu#%~iPpTj_XDv02v#*SrwCu?P)l}$xf
zyU)9j>~3Mr+&OUz!LZhQdB&=_;P)~p=6+Mj|CA2b?DZ|vfX(`|fE=JXt&)v<&&GsJ
z0&}Aq5H-@!bbd`UDBNm+Qc&%&tnMGI_w+EC6!OV}nD4j5eLXP*hO%Eg40S;c`tw6D
zyryjUqh{mB`z>}!)By55h`u1PFZkK$c~gn{+NV-eRUUYmZoFE!-mh+qSX1lqVQ`9N
z>`Jv0xeb$avaK0}-iF-&=LJ}NkkT=JAoRwrt6+`5mD&$~ucOA%<3ll}5-gPko3CQ%
zYY%p{t|H^Xs%;aMjz(KN!Q*LXJp`dJTh;Auh;+@%Tg8Q&rBcZpnKlxncUUUi=RcdR
zr(#Y5e0!NaRyI(E{d{GZxztRJ77HCfwWw6<RuPD8X;W-Q;$o>S=(~QE)KW=wPH}$)
z9dda1@fU+izjJJ`56cj;x@yPg2HE-(x4r|gE&;V~s{IWMUWbyqH`C3S8~mr<ELuxU
z4C^^P0gE-Vaxt}}v5|M5p{b~Ut1F7%+Ya|5q(z0gm#@MuBa2D+{q1RqtsBl+)8q~X
zgB6*-@ayfa^!mP4$LAnY3>+5>fuY9QKWyE1v;rlq0T>mni<k8c!Y^YL-H~MC1l2?=
z1e)r++*)TOh=X5bL2WlSIA|O7xhz`l8G1WGeO6h}Vl+u@eWLbnZucmS$M&Q5u0Nb$
znfqnco_n_Odd8ZCM7_&um@)HjZ@XiS3P+B0vlGm+qKf}YYK^b^A=xe_vaD>%P5k7(
zb`?*8tGcvwNA=C8$q7rUJh2>(^hS3|806GyYcl){EBIWNQ+QRH?y+f(qQpX}N1;`p
z#dj5KxbgRxqDY*@+M70kjWS<YO`bR-Xxyu-@`w8LmpAmrf?G&fLB+}L%U-Ow480_7
zaSr*w9v{3^XrU-9%ca>itLL_XXf}r;c4R(138?z=#fQ7LVcU}#`6q2nTLaiwBTAUa
zp8dZGH0g86cNG*_D$g%`7DGGd{gjYcr<G+^>mmq!K2(&mga(beVzp!QvR);Phjpn6
zR0W#>>M`OP+-tDZ006VO7E6e!%Jqe+PenQO1)zp8$%oa^{c{hFt48?GDK3`cmymOe
zpSs=l*sLj}VS<w?DMJj==IFE>@^{K@A|5-_KmLFXF?1k?5hR`cJNF_o#_7d#^|ZY^
z6LLJ-`P+o_F;`n{3eOMD7Tlva0xZ9Wqg2p_@W;-T5fpR|9<Yk)<M3XLQ^T0m+YBcn
zD5?|uq($}l5k>MY{Mfz+$U7B@n+T_XTch^M)+RB}K(E;}64@)ArgYE_sI?QZz=dPu
zFR%XWYAnoB{BaVTst<ADqhLFc5QH|ykPPLtT>=M+^=<aH=Iph%?`aA?dy~5eY7h<=
zLfMTnTwexthk;anr>z`C(&&H*yH{dr5FVJqj`kdV);ibz#>pvF*tp0_gT(h+a3SdC
zwj+^tQpn7?*0~EVWq_T%{f^*Y0pw{%z8A;af$`%<DqgSPxEP3}Nv5!p%f0+-0GcKe
z)uB(fZPDu2&>#AVJ4cEdNnccy6Yo&Qpb~(g3<V9;U?xWwF%A&e4-9tRcMLAEf7+NF
z<GT=<AOSy+?RIY$2%C+ue`-C>)|Tvoh*2C511i`gmtX8p8M<0G@HS$<$t!C2rS@r$
z$R!m(CYg+BO5Ty;Jo?@z<$5Y|e|X2*Bv`vO);ePQtl}aIe1PV|yf_|ZQIY*ES<sg+
zw-jy9%Ds`^Bv%EIk_&2H7sCg4ia3cC8Q*p6EfdHxR+&m2U}%Gv@dAuHpkIArI&nGn
zdf>kU+{Kgt#%#y!b^%joIZne*cqkMk-20>u@5lG{bK_bu*Nffe!z%uJmhZL%_kNPq
zcjdQMiyV0&&gHAOifa?5rAk5%gp~mqNsy);ea&IbV<ss}9y**!9A7gRFU-YD0BZv)
z3oE1)Fm>(2)^=oD5N}WOuc3#^YqBn^LUV6fr;#E-abQFcWvq}3s*iqVM=y>SIJh<2
zLxa8FmI*?LDIZ>ohyYk(>xEjqD>QzJ`&<>@_*oFW_nd(Z-J+c)ePudZFY%<TTCEk{
z+@=sLs3US%`$t_UchhS&pW^cK;H{}mYGm`NN;Zi`kQhyh`q&pb9KYV-Zz(Gh0V+bm
z7=pREJ{E%oYrO?GW}(lfwh`~#EFC6hKRQtWY!Tcdzs8LL;7RUr8_BsjUVApem!pu`
ziPuwePGGa{z~1+A1x|t>3c*vIFz|)Po!FdYMF`*CtF$YJ861U!+oA7SQ8N8%yss$!
zgjC99g!crM?C+<;SHe|Oopn+*&VdRtr7WL;c*|OO2#UZ>AqRjNKrAq0sg4LL1Cw&n
zeI_S)yTZm0@7J;zX>h~cw<A017?nt21lidbI4hf0MUMM3ThC|CJdRUBoR=?5)W({w
z^G_uNh7{<g-?V=KSPo;{e|XJQt(IM5ZF8l)^kKH)=#3!oWx>s*@kQl##pqGF7WFrb
zF0X;^jKBNo-^6ymr+W&f2I^0(0M<7tdCG6?I!v%8mI+4-OqAzwOrdt{lV<nJv_Vx9
zlwuNXO+?d)aq5grLkDRznF$HGkwZenR-HBK>@O@$A$7knfcDBg9xJICM&>qFZhxwt
z$oHzNg!|Cj(crrZu-pLA-ooZ9W%%p4Q{H{IL_-CA{u1unJh+6lOzEx^6BZW_^gvI)
zux@D>*tk4qs3p-crK{aeEM8^f4L?dTs`ago{C`bMPkp-GpUgk<ikm6Mzv9Q*Rv^zr
z6xSofut){(y+gq4x`*yjvI>SMfPE7DN`HU79{J?`YXAAShyU(a^I~qR8D^JuwDOVp
zR0WR4AIy;RUKEXtzNV&6U9YYk#_pVaz=iQNMz+4(T5RA*yePlrxpvT{#KcB=VI0D;
zDk)`_;4Mc2+Ia6b3x`L}qV1Jf*Pa_)!%zd*Na9vIt2cbc%JLhA6^4diN>E?{(s!GZ
zNEFhP%=Syk5+8U$KxfFO>CNFjQfV>|-pOdkcj|HAIcMcB`xxk~N0lo?fktZKF-ugL
z92>$x{Nq}TD-tW@7YQ(P;5;H}UkuFua-Khq{iit>ZwD+3vZr1Pc^5M}-(OYCF)Td#
z2TI!`_^6FGa5(-L(9pM^p4%zS6xFyR1Kc{l6#BQjW{P8gT4E@y>r6uG(`lAKj3CXj
zr;WILZ_wg(xr&uInAq&LmY@_7xQt+~{l|mpJ$9=p{Y1p!ZljuWxdDM#tGxkMD-Lwh
zk9MWWQNUk$r{m&HVV~F2I)>guP_G*x;+eL8W_Kb>V%7;7B5N{XMa^g8#+k%?em<E@
zN~X>C%bC{y2hwB3H6%CHs-j(9>v#TG<Y@0H`qFQZ8$)E*NjxT1{*X9n2kuEW&C&mM
zDuxuS6=3I;ChU!FPg0aj1yGq8?UUz4*2M7@{eP9GE0PQk;~kpg1%#{D)w0R!*W@et
zRlLbvP21!|dX%Y|G;Kyg;csH5NpohuYB8Y!st6>wZEqSv8{uoRNoL?M-JR=W$^bpZ
zbTTwSKw(y<SGy%N{4C|D{lqW*!DJZVVAjg+DVk!k*uu4b&)OZKHGrp$4<0t&I9Q{+
zJ<b3)@A`7h&YyacO!|ikJ@!MG;lkJ1pW?zCC4~24x_SUo7aXn$%?=E|<zc6WOo_-=
z`U&JuPp)i010>&*bdzmOwvt@@r!dFa+Vo#Jl0U2OLvK@UQ=*XC)+%`}4R-=N#I`8K
zka0ptTURPd&93{EeyqiwFL6O_&y9ongti+SdR=`3m$f5BAuwt>ufA`qa@Ad>Mb|x#
z>ZFEHuQ&T7^(w^>!9Z8*4<?L+Z-dZ~jKJ6Ku|~IKMUFfo$||*-JY6RQNc1KWIdD}O
zp(NdSN^cz;^LHla2v!5P_z8Z%XxjxE+k`YB5%YEdFidR^ug*e%$){?je{R=Mkoqq#
zzHGKSd#d9hTDt2tY9jnlw-NINzj*WMm*`4(#9plkIjndnJ}PSrJ@y^a;ovtK4QPTs
zKp3>z45Wr(6^emd9l7j%ism&(nxvA_6MXEB6rA6Wp88hj=-j6z{Yeo-DG4b8LaW0!
z=k<#hvB<Mg5U{wv7lSWM$G+h>YVcW$270L}GFz3gBm1msk%r+Mvqwv206snYBjs?8
zZ*q7s1?DAMYMu>{3*g*qv6jsJVOL{S&j*q6PquHEsvLeq$NdV4w7jjWBD(NDu5?(C
z0v$t2s$Hk;PY{9(dy+?qjHs|Sy;rND!Z>6=$(|<W-Q>d@NupfiJa?eqP2Uvh#vgYA
zKikiZ*{;<j9GNfmYy7dq|CUDyLsEi_0|l8bAlt7Bv|>ilpzV$71=syh+b1gvH0p7c
zUJVALhJ-NlwH|5fXz~UzgRn3K2}Qc$!?T0`lM11I-=#uUL=Vh>L}SQstn&OPBKJJu
z$xSm-s5~%+puhgSOXEpU#sx}CCyuy)K$6D<6_2VX68NqvEL2)sO|MN5g4u)uF)HHH
z&>5@ljj`M&QFIyv?Jhasop%1r3A@tx(L(e!TjG99LZS#EGyturHm*{?e<#sp4cVC{
z8)6yL1c;H+{y|H8zJJW6mqk?FdGy<Fq43Y8G&uDwyDsnophpXHAfwJ2!|LRQs3)lu
znUl8T#;WkVMQd;Gxz_$4QC}HVRkXG%DJ`{WL6Gi7kdW@~mXhx7kdRFy-QC^Y-67rG
zC9!F~<vI6^I|l!OHP@W;$#*HY?dYD(uCo)ko}n~ufSv1K7#Ve|5kmKHXopb0nZaV)
zv8N}ea&HwG1mg?=M^3dV6YsT7(}2ZFGYjtLF_f>(OCxHuv|x8YvKWf8bl6FGZYro!
zZ;fB02x0{X23Md-tA|j4G`uErKu>+3o^1CgZTd=2**~7^_+3;nWgtO>QMfX#8Q&q^
zDW?I2kudbKb>7!FGW{eUfl133#Kb1*-DN-su_0q)=mEbRp85gEMuW)R;PnlfF#@1;
zMO4?C+z!O)OZWQ2*XE;m(YSYAj!eNTkY_cJoEn)xELqX7Ad#6^Gq!~>6C(pi8}1^O
z5k<hKFR|gM`l3JJa{{&g{`|_`=|;WWZU=~qcj>{W^p8S<->X@;zo@{01QnhZkFNF1
zHC&zQTps4->0TG~>*YOXsbyrkCVlu{4l1zAv}{=#To%l(icIY815?uF%`5-~mK|FA
zXv`~_EsDgzNrRX%HKyu#0ib3b19#Fw?01eS)G8ua?)`nl<9)<bY1As5*4X^uu8_#G
zd^XFY6PB?HuCYwh!!wo}CqkZ@gilrEzj2JPJ4_`h%W92k!9s#*bZCR`*SUUsU4QI)
z|L+*mii|uBLLm~XD&{b*!Guw=C3a)i(cf-jNN~S4WGsLiKAT%~ctQkpI=JGxZml2|
z>w74oK!4GHlG}ge>ks$zb`JjzMcu`|p)SK4qBVkmxc<0hI(Tv`LIF<rQZ0Lo&A6ct
z7%F|@tW|D4Pa-~RKH`gz2VcW-VRYD#3)>%7Zq~Y%_Y18YZ&#&ekgjw7rgL4BmKM{u
z$Ktqrl^wij07@92!GSh2u=IV>4UFCE?jBx9ro3Lm&ZgJdk-lCi#!1ayaJ6B3Jn5pC
zmG6_acp8}9+%Koen7J5VY7|isEQ-h<P<`1;!hrA3&M|jCyozQ7)zq+ao??d}TCS?m
zQX_GT8VJP@x?T|l*~_vN((JJlM^B;OPpw$5%^Mw_IBUBmW|xjekMq0-t9-v|>s?Tw
z{dv%QQU-$cCza4Di`R%2RvhON;CASExPV?51SG#YbgF8n%_MX6u=|dFNYTSPKXf$9
zt?p=V#L(AYayFF%3k}wAAk{jTNYH;o;6<hTF)Gw03C4aJ;0})YrvW>LiOU~2)8i+#
zR#%sJ%6;wk3$)(Ro(>&RBcdh$Yh;6<gp<FVo8I{{QRVq+nP!3zpkVNQy%b+dq0@6R
z$~R}}A#+-<GZ(qS(=@q5g6u?i$K9r(P;IBf9+|e}9&zysNBAwrtX}sGZTy4ppT{%V
z+^XwyyQlK?!wx?HiAvAi9D<Gfvwj?4r6k<B|H2}O!SbJUTrTLR2ZewO@)evC)(jS1
zDs&FC6lhDlr->dAWqo=ODIGj@c*TKdC}-w{O+%t2c{rlg(wf#P;+tupmziBUJF{dk
z{DVF;aK&p<mWODB^34tpW{>sB*$K4inc(zYf|6baLmlBaIi}sHY_PLs&a2ofbQ67K
zENr&umoU}OG;QdRI$+Z?(#jB)6Io;Xyp$Pw89u(mSr}+vCJg}w$M83Pu6JjEO1ffL
zLqRW2V%~iFLzoO>ugK<q>bm2gPy#(q=mdA90E8DI_6!3Cz@NI4b%jMeTEKY}i-@5z
zMgb6JEp3gfZJYZ_{a|-roO}D#e?0Sju5cv+$2t0Y$g7V1ldnkYK|br{G9d~wyoI(j
ztqIM-_v#THV8a;KT&B3j9UY_k%2Xq$>y|zo$!j;Zo0Ffn(XAe|dGs1*(jm|{i0Nl-
z<r{VNq@+pzXaD~RgNhAJU1~E({-VOp{Xqc32D+paS?-Hq#cg)dF|#5g%?M~(#GukK
z1^7Gvf(j9}RTgu4gk$8iW+X@3*1;M%3sdU$sfVXdj95!D6d9kp4bmxpNM{#K9Zz}d
zZaBt#671nt#}3=pVTrGhOSI(&MA?6`dG!`f;Ln(X*6Tfbq~>EG8eABq5p%9r>M?vs
zNFAKOUxd-^EkIRODl7j*C@trvNlWeE$*vWewf&8E!<#ZcmKRx_`_>ph17jlCb7;^T
zFgSh6ai7MZG8)tKVQz=xq~L*v{C8?+D+BWQWN=+DZ(dnu-!q`H{42{aQgH;4uFQI^
zI{53kijClC-7}FJ&%On$;AI=KCd-U!;==2aH<;us{7wfeZ>wd41tsFoD`heJJ%6oM
znIS`*gCkW@(aajMx~{E6elJO_Czp;((0=tGpu*Xmwo$Dn8q5t0zp0gAwws#1iE4EW
z%*;8@ludqS=VOf~|MQc7)AozSIBTTV>^f&(`8N%^$=V60-;V*ciA*3`IV{imu>GPw
z$K3&ry|y0U^i9S#hCV#5a&jf~Xn{l>4E;zm>q*^a&c=3r(A{&i(7zenx-9sju3=xX
z808Q3k6Sp2kFb_4+u5eshzpvr$^CG$qgPtld77v%q-Oc#D7A=J?Go`?gv2C^KO#!i
zMlYk%(4NwxC(B*P;vT^ntq}c}G~MB>>{1C+5<`t>$OKoL|NgZoH*?e<Fk}Cb$}51@
zn&|4Xv00<T{QWk>`I=VyfrMj8Mgs=ek+dMyGRi;TlByglCut-)n@%>XxAV6?t&mR$
zk)W{3{8qHJEq%VS`}4DDf)o+VijMUvH~NlLBXo^1l(nWiL|P?Bx}u^Qv&Fw9Tm-xV
z&n&Gj-T8@@8NQ?)Ez9X4#KDCbDL$PtI0@nBZ)<8L+iKjS)iH1|Rd)AHn(4x3h<UC|
zV;sHYFHCklF}QYr2!b}qK8&A%SuTfu19F7c*vR#_GUwkP3&uJ?IdiHxPdVJQgeF0>
zbeIG+=F;K=GaHr~%o|l%8={UXqF6_D6zL7*zY_vUDrftwnBhm@c|X4Ls2d3eNYP8o
zHRr5p)?@NJ*OLCio}EYaBGkYHn8Z|^&PYnNh;fW2U~Sd(4854ixdFqru3LN0R$_C&
zFzF>yU_&{@A?_^`gUW(9$5a|K-ZZnE&pQnnj5`g)xL0#?=0`&<9m3-Cu~J$NSbxV{
znK31)axe}0$rp5u+<Q-QUMD!A^r1!g7}yDW>GkUJD~vFge;OkX`o)c0E>_%uU#l9n
z6-WcXExGkrjPax8uB0}dbf*~rnhd<x90gMhPCk^bza?#xyfUQNja`2qOhp|f6aOGi
zg|M2_Lwy?dTvR)|UBi(eT@l%Ue&6Yn-Lx$w+kvjHdnN-QYgIz}<4@y0<wSI96}W|F
zf+C=vw3)C2@9@tHX%oTm4L00HLT7H<=Ae?=Xo;?5?Nq1eJ~^9)8r58GusiN(4B^7=
z;98%!fsn9dcDQ2-@NQ3-<jl^@vT+|x&l(+`R^=(%Sl&S;8cO=7CkqFwhr&t9g~FNd
zJ<l?y*`@6jM5X*9OCe3GA`^O-^{I|t5@*5_AK4?fkxxpH(uihHdx5nn2JlR)Ehx%#
z@EuuL6wbZ^OWEIsC5v5}6N>onx>ePo<UJuOsi8SMa)KUR2TQBk=3hjQYX#)3@J^ye
zemqtl`@xVAAk@*mGAA4()12msp(gV;q|?-G&qUGI=K!ivA#u+*fZ1rhtHtD2z3ja|
zmSck<%22L6wG=5C(v10+m%9B6Cry|Kd)$ZV(@98qz>E!Me*E%-5Y+2Vp~1?EZ&*E!
zAbM8i0Vo`W^5BMpWG(+b#CI-+jI%CS9oQ55znaZ$y*F}5Z<0p%1^bD_eTcxHBWtbN
zKWQDDZrCb6&!^_-;*t^pfEbdm(fm5~R=`0H{ez+mk3cg*dy%@11;fh<)<6wq$DPDz
zG}zioXNjjF@@(Q~RFGw$9B;Q+I9t(&0-YB}2eNXNG;Cy*4eOrw`u=zHKB9al<`Q-G
zY8L#J3KlLG8xZ;qQ<`{Cer%40nwhn*D7cPnWujsAUOd>foonRX6wl^K7xy>Dj2_r*
znlG6YVUMO>Z<k)utcd*qWQqr>nB@~Nq_yIN)A@!Q?-chY|HesHd&^P9^NXm;q)9D$
z+v{qz&N10T!dhEVCp)ufaMHg1tP%iBrHC9IG+d+kV_^8twLFTvK<>kqfH=P0GVry4
zHmZUV*z5#y{It&W2R3y50l>h=+bESR(6+?px4IcTD%708_&a(M!J*onN65uI5CMt<
zgX<7z3D7!O<$h0^dv!ke8o92O4;>V4FvZX-(esk{3I<Hg=V>(G$2$_ZzU;DrE8iqS
zFd5Vokr+Fc?fMd$&meg-30Lj2QN`>jSvey|xEd~<X3cCpY|{&`dev?k*ZxD*;GV4}
zOVg&80xZ;rjG(+64TVGeF{85e=y#FtUuphU3ylJ%t^woW=j3Nt@d_SYSP+BQBFYV5
z*4bB$oTr{F+RpUGt-TS}cJ>B9W4`98s)!dl2OwEb$9o$`8~c_8DaE8TPu^!>DaDm;
zgL6`Mr!aCvwSp`w>UbZM_9|Z~N0j?%z7U>E`yt3{228QKQP=;>RhvA|z<^EICYEhR
z&?5}n-`?%F$9=;HMm{DjNty{^7Bd))Z>p5q$bO8PyJL!}azkvSow-i?o`aEd9v6^d
z(|bK>Db+tb3}+Dg$vO$owG_Nu-D&>`k;LW!NNm%wyRLoA|M1sllV;O*KqdLpA235W
z8b{<y%-ttIrxBfF^#*Y07F7z{V=iq<5n}^0MG#z_gAr7Q3!_5IHqM^AP1&c+kkB?V
zbbr0xEh_qXo^GdFWa<k9{1+DH)2ktvpIyk+^PdsU!Y?uhX0qdD@ZBThO)~%k;C+fA
z&9ePL=S<bZpXN>o&0Yqb%u;>w`(7>TJ=z!&RC3@Rc~K3<&76H+knh2TB$BA2pwX`1
zKknPu5(Md>`P^mB`o2nam)y?!?sr_I)kyar_JF%7s=iPE$XKSx0dtB0%I_*Y^lPxu
zd<IPb7-whc0K^m-vI0qS+%Lc~kOCo7odjYrCo5Ob!hF);y2QB03DS-zqYFUPw+UtI
z(Mn8AE!jF&5Bj36^3V=xn#<9Dc8DtsL-vn)XB%EjD`;k{M4#e{^D$X7L#&x-|H?k%
z4lQGpdMxsZ7|~T<n-_&}r;4Wjw{ILBi`sx+JrXSztycA<ESV;T?&Er1Z=Z}|<*~og
z)ZAVmNUHfYiaAs%dIDT!2z++XYac84EYV}t)i>_*8;Tpwy$Wv-q7bUY`%1&J#Z@h5
zd4L>YyEMvW?hKn^W09)OdJ?C7#od8ZUiPxeUo%zW^>^NZd&1GAzQhET9tLV#^XR5#
z%C*iBU~!8^$GYTAOOR7hDW<r~Y&CrCapqqj$#t_>7~Z{m<=qFvX6q`_YdTTDyf``v
zxchK<-M&xJ`Gt30oaR`(wadfkf&x8y-y}q`+tE6io#VeEQ@#bN<XZiEkRnck@OJsu
z+F6ND#H`~axYN=2W9uBycDHYyP$RyHt2a4P(qioHDX|*_T>!(63jhAJ4dxdy<1>a=
z{Pi0uV7Hv8{s*0SSq+DFKO;N5!CA{fWn(yf^25m@4V@sQ90hKq|F~2BRd-HM$WlU`
z^8V-d83V)PPZG6&Zw?cbBZRSGss&O9@=u0@JiyEy-&fM!%FLPPL;W1DA=`Jv(EQl)
z1_4u9ZaO_F(`XjeS|Xm&Qko7A^R>G+uss96tOYhE+9HZ&(lojf((fHgHfNM4G|7^y
zvbyD4G|)C|+dBdd1m&Z!)cg?W(DG=@@HWb;6ACiyib3B0(lqhhZ-!A+87Q7{&^GWc
zP#dA;oPtT**Z5j)l*#bnsYAwERPek0;=LR>sa)Fo<Ebwvs)MLy&PK4xpLx30lIv=y
z_W~b_1F_`PGU+V$#FFJS8$V@bkvo(^Nx}n`nhK5;JK<hUst!^w%>mx|!<CE6Sv$>s
z39wv8CRS!oX}oOb#37YllSW=-%l1?mCQHljem@GndkE;soMF^L{^#J#-Fs&kW9q%A
z^~!R2@II+D8HM{VbV}BK@7TKEIrc?ONlu3ZuGr26n`Jt(nh$FqND%C~^77W;9KO2~
z@!-ogL01ey$Mx>ou-iQ@C#seT&B}rMCv~qkZ%t|fq)u(6AdeP?%nypzeRodhuZ(Da
zNuf*y)oy|sF1Wur+3k|H`cpo*DJR8yJ^UxBqU62ZiEOYm;{u>X$5Ay9`s>3q4k#ym
zVkd$cS?ON1J3B`X4a`@tD_th%%m!lc-IbZBOeJ5im3P|8?0r*4gze`{$hLke;Rx9I
zQexJp@|tt<erRc-XKE{waIZx#t@{LIAu3(COTSeYt;~>~d<%x(Le6B>xpx>x&i>ek
z)wKa-3f<VRmilQd97}`04W$w)leF#t-ffftfW`_a(<HzZt9<t4YdL3}8ilo63YM5@
zmP(dfkowL@zx=f(flu^gSnGdT0MERO#UfaL6T=+t^kSdKH*8O#F9R+vy)~-LydFrc
z#8I7$f@b2Z-FxAvrbfQ$?cDbxkoGB?Y1POTi)K4<BLp0;4JG;}d!PJw$U$jXD(s`z
zW(_bE9-hgmHaB=1AJ3C?&?=gwuGef6HLH2oAGMOdULZjzG}~D`Qi)*`bmUYivwEtn
zoCT_In%MrHATkK1Mp7cNu*uB4K~oXALy4CwqQ+1#{7JY%bUWtSBB*nmtWT;Tyaep~
z{D2h)&zlYg{UvG|70oSeQBLclA&o~*ROEd^oEyUZTl_~4)U~x>r{!2V?SMRrt+1>d
zJv`(f?g@%pK4~6iSi~?Eu%Y5bn5VhP|M!h(HYq;^v`C_-q!=WiW=g7yqskY5N@s~f
zwwci@LWKzA2=O)EL3&xlg;^@8cd@bJJA?s9&0LXPq$q}UA1x{9T4?afE9|>r+?icF
zJ2ed$C}oaS7T4lgB0V!P^}Bb+)JE?aBI=o0Dz4%vlI^s4n9XEYZrIQUQ|1!1ZCPOj
z<8oQMxcpTAnMZ6wY?V(SdVI6hRDJYCZ)B8|_>HzKH`3j}-Uga!lKCcyNhLwWF}nYX
zi%sgvX;Wsomx_6q(TG`%qcaQEhbNpjE&z$s^~@Y^y5moF!l-jxJEw#D_z_20?a5Fq
z5I$$7v9aO7$JBKdWYalEm~Q7X9xS){N5c{`(8c6oNVPVKC_Olo*XzME<v=goWmR!d
zThGPB2vrY2CJx;U1@!x%;w*Q-OWPk0p#!W{F*nM`aYwr&I=&2~BRkTzxOCEwDQdP!
zOApF4Vf9;I!-PMB-H{`cm%<RszokY|Be6t_7DusEZ8~w5#SKNNQIzRIazv{<k{z%}
zun4r3sB<qBoLn?oc<9&C6EcWvH|FO|Bns(|;$*zodG=}upJ$v85j-;};@Qc)!^(fr
zg`3w9yNf(N{>vV*bqb6qB5sy;+5dZ(s3JnPrdCCF5U6s}-__U-Gt_h7_d<6R4e6-n
zBr}pj1zDYqWC@4K*jg^m1gz%Lv{fK=@O;>L5l3+xMQZ&n<?dHqkji~Ve<o&V4mP<r
zRmCNHoYWaZ#g{9$|72HUV6R`g1fXI5{j!+k$$*Y9!%Wy@hUBvB#Xj%ID#h$l_3mxa
zl$pR470nn0u*|#kcsQIFkiW5hRCX;{l0@O^Hd47RNjb)fSAJIEiUMP3RgR*hDe3_G
z0$z``YjCOa8AgRb?So2~W5mA@u9dOXVUdP@wnAX%lmGtGLGD`aJh8QV{|SM7m4b8h
zn7mo+@V>JQ5wUZoZQKJmgv39wQ;Lmv+FHa<oH$6g6^Oj1`%{emsE9+EffsIKGEx6f
zrs4V+t}kuokpdx=H4~XJd!ZDApD;SXVL$^h^!dwS8C)weE&ez<YZ$w5EfoXC#T~~~
z$O+RX>F{lPZh8h<wFHXgsHkKeH?|4Wn0`)_!^iaT{Gv|((SLH?a7c^*rJ@2y7yln)
zMZejksxUC7&hU)Y*KF6Ltvi3oPmnqL8W#rc38d^?;FbyR%yQp8vdi3|V`MR|wSlHk
zwNEY@@L)grCX*X2r>P_<-4PK4aD)_W6`~&JQPg)l_CXi2V7e4*XG?}fmxjG40d(iN
z73#~6SyVu1mXrX|_N(Q<%q^plR$XuwCd|yChPHhYHJwZ`j~;r3ZnIgdiC!il)nWNB
zO4ejau8|+M2k`+FjKam#Hl`83lt2bS){#sp^;-;63q)J5M0mlXKMVUb;y=|<T|eoK
z4t@8+BFV=DA|gCaIzQs~EE&G8V_Wz5G8T(@aD6R}s?tGc(b{`^4cRVPu#n160$V8d
zG<ec2OxhS!DA{aDCh_|N(}a%1KE+1lPVv-r>B^X)$C`P=^dkFYmTRLVtF)hB6!Zf_
z_Gy29n*Y|kYsDG%FtR(?l=@7)w<f0P?@yJ1xRBL;3Z1CUSjX7hW|4$u-(yR10M3o9
zTJ@+Ujrry9$7^$?tLLBd*-{&B61LF4{2o!sCZM;j%8m|YKm`_yf+~r64-|xWAfvi^
zqL!-Upgr?5@BP}xgmp%$3a?}LFhmyk=`}dhG{%=-Uxt6AYZQG179b}qPVznkM}_Fu
zg{Bh7UbMMPyQR{ey27V^@8g2_i>}SP4)`JA90mQEqXp)+D(>ZY<IU~Q1O}|HU7|P-
z?I}ufifL0xLURT^^$-oW$7Z_&?<Kf#dxjrB3)8D|q7#S8#qxMUm1sG91P(i%wvtT&
z{uCcP9sgUufkV6;7N=i5=~Lau^fH2G@`mcE8h_j8u>GsT96lp@%^%H=*6^MFJJquI
z9xXDngK1D!Ku+f`_w;%n#J9+81vO%0ogMQZpZ%)A(R&zGOuaYo+=D<TmJkKiTkETs
zjUPi&t$?i5m8#ix=$+O<A*?kpLV%{6l6FtM%N~?Q>6>LnR+ycK;3e@e6;tixOwjTb
z_1a@?pHfI?x7W$Zc&ko1r7eV9M!I@YgYH)Wk2<+G7y44k1gJ2>>ftg|to}wD-V6Eg
z7m!0K`dqx*U#5XsDVv}aJ*)+GPlQ_rs{|#?5nU=NDvoh)iP-m;q^txC;BX+qA)+p^
zJGp*y6=k1Zvpzg`(5AE=&eJUmIA|UY(hqWKTXu=0NDhBMZRD2XHV7)rUKC@b&(Fz;
zb`3z17k^@*qwEI_2RaVZ)+Yn?hEAiVyW=9R?pZ%3XhT!#KVhn61l%RXL>z49!Ym}S
zP3a~M*`g-?qRpEkSV5s9U%CSe(q`|eF^jwvb*?>7_;eH2ZG`33`whs>bn=Nk$W})`
z&<7Yr*-TITfx0I)W;>(#ZUqmRm=h_%xN57!tdB-}JgxdF3njPL{yYD&S<BH*f9b_S
z;ElK&|G9Jp?uVgflOPyr`bzH*(xoosgYxw7)8o@B?68)jL6wP)KX$wJz!I7YR5o47
zFCR49H>@_Zt@>DU&hL-ragf6lfYj*mXPuk|38Bc@=~3x*u~GuDJA9~qBCq!*57H^I
zUh<hPj(qy{bTLfm-F*1EzO6&y=Y1!xCCqb#CPhgv)#|@h{JUmWcIx#w#t!w3+f*|E
z{(KCvwosuucMgN<^F9)nzbOr&XmuVn4k*KvuwgyfZiymcFoXFyN+6W=ofG|~^CoW=
zI)L1n55}l|uTM+`-1}~H*doT-D9y`rF1+L|yH>rMFGpiBS-`D|N8GZYyP%>+y5zlt
zfqc;7CS9<y0)<hy9S&bcstY|+!=<MO<LdvxMvgYCxo}oNa;L&c3C%L3RkaT~&>S%l
zEzYCH51KEZTlj)a;?-%epq%1+KS=#E02hh`Y8_8mHNfr*qv@>~_y<AvLWZXe6D~+k
z<oyuL%Cm*1KFE&-nffv=RYlGt3+sGo;`&F1GqKti_pOKV)Ixr&fG*umzMT}60;p5*
zz?Z4zTX$)SwW_mwYuCW1?lL}yx8<l+=%cYCnbQ|7A`?WR)NDM0rr6gcrLzvt)cwQ{
z;+90XXqtKuMqwU8dD;3L4HZ~Wqi%jyYwzVY@!X%u45{w^1w5C|tme0at;&^<R~a^5
z<0c33>kdfsCw;%n7kV9{!I9hgCwjigSP5D%ToAv=?!%^`2CEC@oBM^j#a)Zg>_3Hr
zliZ(+wP}+N*rn)#qTzTj4K*_zI`u;(Wz^ZR;%e!;67Ov=MLcm-o3EbqtXE;nf}Ti_
zU2~8pen$$HD%1NFGDPs=6sVZ=2)80e2}vq4(s>D#^a}6%y=&CS@L6`aW>8$80-RZY
zI`aa56TvU+gUp<DF~){A@WsFV^Q*Ltco)_=kyOJjOBQG1if?f5ItA|IhcU}ZV*tOX
z&i>{7$4Z!Km?%0hse_0z4b>F(KD=%<mG3K@Z1JH8N4bQm0tUJ4_#+drrWcx0*5nnJ
zy!VUx1bQ99A$oi#ZZMZ$F1wRxu>c3dz-=r4#+hTomQ_OY?sT5|B42ZQph})x(>X<H
z<QAr`WHr+Z(zgG8j^*bPGWiG5Y}gMMNK7SWTmfB5jKcht67Xk`SHk4yzySgY3fX)H
zTVDJAkED)!>b9$IZ(qLxb%^ojn~Zlu3mwdYW^_2UR`;tK8Hv7jA^WBf@vm2HaCT>3
zQI{y0b2%s^@~AF~wS-OQYdqVUgFqSYD}gwg?VCs~U0&56E#QDn>EQ2uSV@7j503Le
zsQ;4AL!;3LR}dhldu<rnquGRDs+DOt(!aUeTI;KuApz#_SRA|78=5pudlXw#$TwIJ
zTaStn`>An)M)4PO8a-<;U*$G+HmT~7pBn+DBk$(RqB1xXee!$80ex%Ge81L#%Cy8!
zl#pBk<n5;fB}qm4R+$ww`-=OnClvYf885mSi|LPDy<MJ0B~s}7NV1%c_@jwqYqpv+
zL&o$wJ7D7<HfmbuqeSJ;<|Dt!q>bWE*i_WhEvAqH@=C{N<*c{nB#gNUeJ~vM#x=DW
z(q);y{E;$4)dhB^-W2uO@{n4$7Ot(5rC`555p@N1g7zeZC9UAQ%+@)(Et8bY7t=WT
z+bBQXu8n`9715B`Kybo^Y3PQGaZT`A>um?8j{364WUU$8awTJ4(T!x>(^K<)M~Esg
z7HA^!E&^%XnBHYoQ~`j6EJLzparLnAlI?wQ_CJ*rb7{{RZg)eewx$OQHYVk}!1YfH
z1bGGzE%m@kDsFae(<q=X2d+<y;uA{!d2V|<ARd?Z!7txBKMy)tS1tHTxe%`9$jnlB
zAV>-4={U|%CXv5ca)L_IIlU9K5%{%0C)m<g`Z}VLfYa7u9YRd?^#Tp}k}83yFOft~
zqsES*{Rhf24fZySL#T|Xz1yJR{OarNKrxEYd7vh+nV#052@85}V!>bR3}7TFesdq8
z-y0{aQV^5hiP$4e<!nYrfZ61%l_;q<PI18rT%$_<6re?JT$OM4hf%-fs>V*jn(?wL
z@OF6oZi#i05P>=b1*+sm%f=5$c{w#s8m-<z0mCm3eMPpruKp+gs#g2aa83n{Rav$+
zzC#(dh)M|#**IznzrEotyW(hHg4;$pnB<mZ1dYN{x_&xA*O;58FU^`9o^agUHu(Uf
z6eiKh89F|6==%zaE(N-_wMgU$90yzoyEbM=E8D<1(S2VF45h&;1&&}KcmNk{++!G?
z8pl#FA<&idpCE=I9x>P<4*C_o=@SsDG!Vc}{^LxqKhp+-D<wD+@~S8N7T3`6*>c!;
z_1-Ux-)R!=7F{K7^fI@#H-e?XQ^kzaa(V>uCGgRJK_>jGplHuV=SH#JZ<?dH?#jM^
zxY65IJ%J9sRZAvq6GSDZm!~<x8n^WX0(A<6vtUExL#Y`Kn@*dz5B<8NWM~DkXMvU*
zss)vu4fTDZ)mak6IfMx^S~F0x8<Z}$U30cfzb66(ei%aQIp^=czTYk_O>Q<al?W+7
zy^8oq@f+vNe#-r)>IsLPj#VWCJ3V0N<iv`dG*%mLicRqH3v=pTcpQh(w3h3nkfq=)
z><*;c<*;YdoX;sJ-8YqgHaQyO*%Eo<6$XCfRliJ|AV5pAnoCmBcc`}>MrzsVOAyk9
zzM6SUQS6<Xoahdr6!WMz31Uh&m(g%O1d5YEHLe<KG*TX4Trl~KZvR`@U$uCIdSUt@
zbA^J;#X17?%6$n1D0?}C5=;OhqcI$Hm<XlBL{j1h9L$mb2glUT*npaZO394=<xcfg
z1xM5=lIh0b(@bI!RmTV2^n_KB>o7DZN=kMD>6y%@A=ZuBJQ!hgysDC;CxQ^e@9#Qp
zl3Bgm6(j%pV;Po6pcl*xUiK&-Sr|fc4HaW7zN`N<M0|xnI9egWD{rf{gpl?zkZ$^%
zOZM$DkZRT%I-9$H%nty=6gTX3yx#*i8CE=rvjJ`>kk+dCzG<A|3JXN#{IN8ejb&vg
z?|t8-uXZv4l}|o@>!0QR-a<>NEQyu;L+uxK1bWGh2o5ebWcW=m7vVF)*1Jhw<V4-`
ztFc<Z!Yey%`??A-m?K^8(87Sl*=w&m(`SXhelHgZ=?@aiLln~wf+q`|=VET#ge<iz
zMf3l9Y*tNb(fUI`l|sEwr#*p4h2+VR-?n0<7&8?;H8p1d@Vpx*O^+7TcD@ONoZ6av
zC7U@jzBI}oy=;@cwt6Uy7k7@SC+&#SG}tM#`P<*g0fdXkwKZM#TS7Pe@<AI__@`pz
zOqc1qBLt-JUpZ`!q(;5BPt!kGgAMg$@9@DRp_H_YSgO?~EC(W3aqN-+5pQ7)K1UPw
z&0O*DOfw_<T@5T85b?oeFV}tWf8Nfv`_NC7Ngb(vOPTCMwz;~#Z;e$R)b5#<W!QrF
zyUE_3H~0qIUX)M0ZJ-;x_b>68j8Iy;+0ZnC5lEBPH{)O3(!})#Y^WDwrJ#Lkh}iKL
zX1rHE_{~q?k)=Q53NOq8I?ka7Nm+?ufta0V;7bUSfMJ>VToCP+e=+??QYrt;nQQQh
z?ODuwrXpWb6h>~4*>${q05dZDW2K>);MoKu6GG=x$F{txLx#BU++bj4Zghu;7F@rD
z<Ciy!qtEsd5D#zqpQK`n1hO%S8@k>r?RcMvmoo=plmMDMKlh7IF?%?D*c${L_AX1!
zjxdUk|84<?01ZPG!9Wtq_J_~K6Suc?feE0vB!+tbCgE<>Vi!1XFqBgs;VumA0!Vo+
z4dn8x^PHJ&RPFld5KkgvXKZ&-{mB=0FyJTuGbwE%OdkFwg<%}aWf!G*eE<9Hj$0j8
zPDhb({Opq?13sP~lTV9`t7}}YQWuwh(q4Ojf}<Ks=Y<>2AA4v$&uAq2pmtCqBC6yE
zz`Zt|zs1_0bW~ew2eqEd3^dD-V~S|?PmO6HcOo6RIaiDLvcnd~oviFr);VgMla&O3
z1J!*6`&Is6+Xv;`_JIb8tshQ4gp5a2|0)vtMIx#XQ4MFXNqhRHBGYU?hz+K={|m`Q
zq<we(61p9){*O2#Sz`Wkh=hwj^?;ju@D2djG!~8<>IN{+=(_K^X=Z7RDw6{5J6miY
zujx=r=SiOV%u(s)BcO~pD&)|YgNW7W-8ILTx1WgBydVu`Mv)mG)H~*wTWXpg+4FPA
zFdW7{r&bq@kS+Z90YoO362&~RAgiTK`#iGEM9PY?Vj3X@@h4|#3_`#V9++N{#PEvu
zJO>5uvK9Zy%n4zKL(i^qYk7yi>K=>GWbBjdu85G7UC^-l5k>#$gy#(o-OVxzYOshB
zR15&K?kLg7@pOPDPqlZ?7yK^SFikEIUo}m#G8xv4o_&tD!&#nM`k4f0BXdm9c3vY|
zm2OL!EA^LV{~C}|r}!r{RaYfX`#(PE;e=Uaj*4&^0W?sbG}&xSGTP(vUKxCaPRA4%
z5GJBB&77w+0p`fG%{UM<`hL+wc_gmw&y!eJ(`2Z3h!FkcS7=lwg8q(2ll{VqRkn>f
zPcc{EFWh~PD|^&w%2N9Y5Qx<A6~3-xu+Qdja#hutB)DL0#0DN1*EuYx{xH*Xx&Jah
zmQu~W-`bT%=2vqwMQ%c5h49-`$t}9ET)8gbVTk1^F&Xs_wWXw;Y*B&UE-whML>0EW
zOE;`E>a!mRkc@uq&aW+*vpE0KEa9NaG~#{@H?!T&>?m#8TASg5ZgMmoI*hty!DR*Q
z4Tu*Y(TS<wLDxsXVG<BO#2^`bNv=30sdbj_dR`x}m@ZhhQfC`3<dKa-CQw#TP|Eua
zNV7oHV$S67I0ai4$PTiab0Nk`XtaTQMVv(?TIK(>iLfREpU@fOP;L^aGF>-<)LwO|
zRjVN~1c1iP$fZv|ggB^a^H>yGwD_?Hk&Y}V2U#dxVtVZXJ^^JO5@H_i2!&!~zBKW?
zy=50Muy17Dhwz!yrlkc1aWZz2<2A8OMMWmuGFEQ~iMD`MRcFimE|e~%7_c>6HwaxO
zS9a)y(ceuy5~xLSK9)rHDl>BF-H3Mp^R_GYLkmqI-`r-YK)#Q-49^Pqn3F#%<fMIa
znlrdkLk*|<9|{7Nf!2<a^{BGsPc;SFIW=ncr;l3`^&SMX!yrrgHC@w%EHXheF5U!G
zJwf%s)5)8@S+MQ1BRdy#{wAoBt&FeafdD~UQs$S(#@T6ATv*A`D&~jXHg$q|;*V#t
ztAA<wLj=gYb6Z`2)9-em`6ZTG)xNCioPa^IAgNP<?Avnq00|z}@wmH_t533{oL0}a
zsH5v|R%IQ^lAO?D!%%NIEcXanx;jPU*?B}t9{QJSl<Ox*<FZ^Ka8aUbVDghc&u3s)
zP(b)FZR}jTp%<O3enZ>>&1tZ)eZpD*ZAmG*tS{g`BVWaW@c?XXs%`U}Th!rx;#avt
zCJ37yquIOpym#|w$-GiSfgDrq5qtJ>G@8W_SAUWCOuBY@+CZ`C!ZTNimKMofl$P63
z`obd{o1FFqRbF0hh<#^wIo&nnCGz>pJP#~X7M&-HG<?csh)Q={`c!MoBOaFf{j<Q)
zR2XByj_XF@!znJoA?kdnNROz^9+h!g!#wt1#&fRZ@CEsf<%Gi6r^db7y~x&{v&Orj
z-i;F_e2s=X@~q~d9|6n|dXuB6;jz1gwiC_%jhAoA;ppD^*g9VITSGf3wM@#iK~b+s
zU?n*XMS4!xw{J9V{m#KLd(#ygPp=Z!K};MF&rH+@=;xb4Qo~AYXM0<qrc1-D7IWrj
zVkw_?O%T{ZmhQZzK)s35!oxpyl)Aq#k=@fWuEwdX7Kdb0$|H+?X94!)=tqp8p^dZG
z7GFlBY~f)5ERu7Z1Lo<qGaagbxLYH3c!0pk49*9i^>HV_T21Y^;mg3cVwqW4wK1H0
zyZMax;m98j6;1n6quLvI^;61zOi+&4GE_hT{Of4&{#^Sw6Ar;_LTk+ZZ7mr0E^q~s
zbG=t<B@*Xww>w`HjID<K7c3+<H#XC%_m3oT0ZE?>&t5&hm49K`@1IA5qr|wb__9@$
z$gyrK3}f55sfzAzZ7m?#TF8~YVf!I(t9`g7VzB;UX~39;GwNMX!EPG){xKnEJp+V~
zdYo+A(h%C`vDR*|g3s`AqNn9^ZPz~j92vsdNZYxkCeN4Ff&1hGkT1krHXHA(=~~ZV
z(LoD~4}s`gb6@ycLtXGhne~wAB=tRF(>6o!tLRo#HBQBw^?1~Bo$bx<OzOWuM-Xjx
zlr?8ot-Cr33_sCor-$ipE&M?Ux8Hb<d$Jd$<PUJaT;H<<<A~wXd`U#4PQ1gF{Vy)w
z3dAbNx>UHQuAz}Ob(t~G@y!T3_$S}d?!jUW2lhj{AbsYBjMVYE>)LpX(LmFy@R*Fv
z^fM-Ea0bwNl9>SguM_yx_TNsR5b9x8=K&_pc%|cwxH~JO%olcpTmjCq+A<BGz19<6
zyx);plk?|WX)u!efdwvks<r}4ymzTC-8Pc44Vr!b=ct|v{g5R`qI=D;IfS#w3;mv!
zy(N!C7P=7%5KRcL+yK=k^2Rjpi_V#CT@bX6Pdw0#E_*0WjdU7ez@gpM&J!%f#c}ZD
zXgI|Y|AP!5XJt7Z7Od>u^sk_P^xsv;Az6*Sk1uMrGViDYnZBVfXONF3w#9zpzGma?
zB<y(fmSyZCzfzfKS+pBz7&wF(i(6_i&UnA%WYkI#Oqv>0x}jH)OZUtYM5gng^>L&+
zdk*2_i{kr4aPfTxMNDAi1jaX3s}%%%C>*o_cPD4B@bbZNqv^I6TRBxA_DtERv~Gfx
z;9#N8D^7F4sjWiJPR{OROy9nikijS|4>6_}S1$x?x=_l1JnJMunC`1hEZR5@O-fX4
z`9#Zw<K1f{l@$xxyJ@QlkW_c3?~vVNu_Ce;%;ovN61JuTy)bg(w4y0w*>Jj9rEWyT
zM(6o&jNOy2lVF=OLan&v;W2w0xTL^+i>-TEQc$!e2o|KAOj~i;E@>~C3+BE+`uJl1
z9=-cX1D)*mkE}PH7RzW~J*MzvO*D6+F%<=j{JRa__XoP$SAUc-!hiw`zI2acb*hk4
zSx{&@K{-8QCkyeEx2=@6O;6ar)Z?n_ciADChwlD_>G*@7Wp#AeOYY>ou*8Y``!&xk
zx(x_kCQ!BtHPxJGD`Gj<XUo?pi&#-3Gmw1G9#`Z`c{A}7=%11Qyc|4TM`hZ`c0aAY
zKeiA#U&TMyszh44>kqxqR>DUmQom3NYz7L7J^pDjt_M_$RfgdXh(0gjqr~*P><@_T
z^6ZLZ=2F}dG-k2<u>8hKHqrH^vr`L3Nee)5<)daIDn3B2FB*<Z<TRI-?w@Im;U6_k
zHCVTu{`|!TBXy1gO+)dyW-@0#N72u*ms|6xD1$_x+s8Eo9V}td0A@!o->;=&HO`GU
zj5vS7&*)cz4)mN{3Jsd>g&ycrp*AXwSNBh-%BpZ2usoC$6ccIp6JDr{vGbL7xJ}Mb
z7)tK#%bXFQi3Sg+SlC9cY_NeL3RCZ{44EQ<F)P!^YYFN{hk@!kmY1J(ege@?WX9R>
ziwF&4<e6!M>4xgG>=b`smIcI0I8qyU1LN5N7nx(WRd3y1z3DnQ^!1$te3juD9y8{7
zU(cKAMMv*0^+aEkZz-jX+61?0OgIbYaGESS*)J5a-L&7<R+-o7vy%t4lO29Ai|{{T
zIPvJwp{-D;%WD*L&MI8g?ekSv*=N^OI|a1DY8pIUf0%j{@K5%_NPM(Va(2GezOdYF
z_J6T0w4IE+r5G>2oJm7};!Wtbay%|%pS4x^$YaWBZ>7W;8QRZ2ZFdPn2ahth>eflN
zYh+dDOsC_XZhVpNSEu^FEWr9rJ>5#2CrSw(7xy^o)i;_&6$ZbxWE=3bbIo;kR1D3F
zU*&I!JELot?h@31HBZ=T1Z)wGe9;u*wGXh;M6u>MMGDF)MQg}9usJcO8nOmX8S@Iw
z!$wCRlwtS|%uyp@lu{-iCH{Wf2RGDwN{CN4Z$U=dd@#lS9Q?E-{Z1YRx1dllcuSkf
zBSB9FGJ}%%szCYePgp%+d&K8pH2-3JxeYTn+=!N)H)G2M{gWI2xOL36e2$q~(J#A^
zTx166&fTD}1h+K@6P{FqT|PncEl@a7+{eza$eOaT#Mi|I*iO&Sedpe<cXW(Fo|#H%
z_L2LKt<NTyT5T$JFXNblSFRH}Dq1B|kzEZxUv$rDBN@!hV?}zw3JH^%zl2A?IZ@sW
zjaC{pV@3tw-))`i)xRI1v0m60nE$HSihW3)&*lRL=wGkI>hf1+{+657an`mm-ju$D
zP6~kb&Wcm2+DMDp;b615gWy-{QZ*SAkZ;un%Ai}XAf-0eb?Uag3yzpLtzUOpJ$>mF
ztAie8UB=0kPS*UsqtNQNm&HL9F|Xs?v3(;6?tzvy@TVl04n!MfCaoa{<;U=AyCBHZ
zjN}D|38b!Zm5Uu{Hava$JWJPGtEsISt)cSSj!K+0o%lt9&!a1>)Bf-*d;eGvW0OLL
zhwby%wBEz)UYZd*7jn9zgjZ%ctM<WgbvEdXb#@Y9%H?-aOUH%yP9@qWB@fe)>~0Vb
zasZu{w!y7d<-tbEd;{J?MO?-jV__Nj?AhU$LI3EnQ?JnuF|I7bNgv;*__%Iwc^Y^W
zm#0Hz{_N&WBwsok({@s~OBObL8rZmanmCH7ZvDD6wMYhu1|&laP|*XpVH14s|7lvd
za&J@}A%)M_n&t%U<-NPWK@&|%M*G*htVQO(lJ;Aw;dm;$o}GDcz8=y_oum4u?62hG
zsF0F0jk+!P;DXmC(I5hvRnMMJsUE@mZAY(qeNT>XkX0s_x8)VK&efHRAAewFspIws
z()>&i<KSYVf2<_%WRW^Xu(W8Q-OPv~QTS7t$-V}6dVjAjQTm=b2jxC)c@!m|R&g{-
zH6Fpj$~aA1>(ejZfFSuYJ%U9u)G`L@4eoKAqy{6soT?%`gYbT5h~Wo|le$Co!i%u2
zp~NC8Kj!j1r5c>bMdb?=q(WGKAt9l`s@3JabtsV_6d_1sDcBbQdt(}=8+4YBDW8}>
z3YReV>aynH7xyEmEQUXO$~~Nfg<0W)T9h#b+?Ct@WAob6W@9Z6fx_05@6?uc=O)s4
za^@YxBjYuGb5H>JG9-yis0p7AvwQ|tjVQzf5wkqNjJ&C|bp^+?FBcsBZY6ds{o<@&
z<}xN9I?Gf3P+*t6>#f(YcZh^k45cm9P~Y*#_pg_KHz-yJpPj`%Q<?F*c8(khZ>uOp
zt`z1AD`tzCPCr|SdwaC(-#EUs{}Sk=zaMCHd~!b*0{+K=A5}NvtTa<-fggB3FX_}0
zNElZLim8vDkz`L}Ah{8ZzJ9c2jBaaG*-RpAY*SS<mGZ@7EMJoW31*~?1x8Vd8`7Sz
zs;BX)UY}0JPaa;achP6rdJvf4ogGhf@h8rdlh-bM9Q0QhihDJi^Z<V0<BdNXzs&%q
zpsGSvXyEF%T&HQIlvMI*`tq0zRH63)bcPs>^b+dt)#I4%8rBX&Q!-u(1lK_}EG<%k
z&sxDZA6x{oiDDW;FwU0h7seH;H+qpCgq<%CKfIO-clr;$KH;;0jHn(wW#xS&{~oBz
z=wl!WHrBxSgSuZW3e)1T7ZJC9cntYhg3*C06w)?0Xm9-vUtn${k&NJ{K`!O?`U+vN
zy_GUP$345gCpBDU2i;QL8u02G=j|tifVS9;U4{S@_IGxU3K=S&f?yEI=X*cJ0^PvF
zY46*0C+yp`6PnItWUg0C<Jo{omQxwf+C|8lCxKI8=MuaPhSOcg`J6i@Q)N$&+Vzt>
zc2u)Yi}l2NxMM)3arn@p6(ZcLXS<^3Vc#XrBGy_5KL~Hms_OKMH}8i9r%A<^1N!kO
z-%VF&3-U_>g*4#Z9YECW+4SN2^~0^FTM7w@wJCs|dft7^&AH#n8d?RqqD+Pq!yK`!
zia}60mmEhmQ0ALxtI+$AfIc$a)MmqJL)(KddnmG!S1R8{JP3_<i}_K`Jn@6BWEyjK
zh_um%6~2k~>fNuMqQR=%1Uz+|PCdceFJz;yK2{lap<h(W(lkAw4X?U4KV5c}Dj<Nv
z*d?(vu40UZHZ{(@T`Hyta2T%c+DQcZ->#_ARKBsl(!6~o5X(5+I1q!sx$^m0!qN8H
zk>^p{d7}E(ow7o#EMnxNoz!lnjgDCO#!Jypu!3}V|4piCpRs=v<CXDL|51IIt`h#K
zo+Qkq8yv64rs{O|UBc3J6+?`qVbjSJm;=~UCB0&3oR-|q9$ARrgfGI)aeF!7HO!e=
zTpIqpwCGBs*MdBpW$v9rhV%EV6y#C?)}yI0kdmK~DSy*;34RI_|CTG+G5e;;r)vtl
z@Mp}h)v;a0<d2;eXYi_hhCjrfM6@v7^zt2>X<lNmMn<r;LgVCYmfkCQG{R93tk;`V
zQ2%OnUY`A^Q*E5wXcUzUTj=BPiJ8{gn&t0OemEh<=~c0bAUzCI_SUyxuvjJ(h|i<@
zMc?6Y&tTe<9?eyt_;9}W=}KG6VBj_umGHTq4!7UXX1H7gH*R&rf&jDJ=J-s;#7VM|
z!xFC5rLj|25Ci4o-WwktpWbZyV9-aiWP{zG)WT1?CzhmxX%Df^#0S$WH^=WA1&XPM
zs-<`%g%jf><1wYc>}srwT%ps{fW47Z7*%sD)vXJW+;^wP0$~GZx|a6JM#aWAE@3To
z`?ya_w7(?0|2W2g=VZH5DlEfeQ2%;;vPtuUPuTg=7%M?<+6m|DuCCBd(a2-DbKjQm
z+H@Mb+7`-zmRR>KWiFfM^9NY<J~UqP5hu-Pagsl)?xh=(5U)-3q?<Ldg`>$VpF)#e
z!QSk+06W~WHiQ;1f&bsBawj^++I_s{Z0+QpYGo`91B$ibFdfOGbQ)`@^bmOUJdd&J
zYWQPU;93?WMIo-h|BARBbdXnv8VnUsvz>~Ew;6t?^;0cpwD#|x3rt=vIuYft&KD2J
z&ybGeso6nKy=ByM4<QVu%Z|wj_$D{8Umw4|)H4AOJ0+lraw#PfSFAicUz3boq^J3-
zPuhX~^vR;+$I-j_cHEmIU!47BKLa8Lf|hXm-beTK*EP}D4_x;rzguquzh*d5)7-AK
zoF-1pkccA%WmWlgy;s9d>>3j%0!y`B%q}Bwjm4?#Doh>yJAPYOrGu=IPhmwO**G^;
zYT*`_P0m<q0`Ph9&om=Uyu%XqJ>b!%pS?pjf9_$f3_G=kJ6T9}?R(h5U@AX;hSZmj
zpry``&`^CC*73)|XF&d2UP;5)JaiFi3)_(%xsNx%qBCCg8Wbp$Y#juA!bUa$?BdSw
zVm~aJVpfF<A`FS1K?M#6e<N2f2fAc*8!<dAg&0=g@e*l)=|R9s;_-ER-?KTz6>Ru9
zLXohA1W#8K%iwWyO!-IIZ0=8&ZqAr{{@e^&icJXYe0jVHdEarWFu(T3{q$je_1RD8
z5pPyiwKrc~GQ}I-XE&!uNS0noOUlNCtvtJ46Eh*jE|Td!skO`V=)+(P_1Rl1v(3n-
z?{yb1D4!Ql@$InqM%t{OUX_NoIbMBy^Vc>jn0RzsW;#k26F#l>Uvr$ljCZ4q3eMGX
zd7TUT=6`oN3#O|?t?m`J^F)th`g?~TnL5K^^llWB`sp4D^e)vh!BtW_yv#6wHvG<P
zbCUi14avFw=}<tV)`cyulGPv7Tvju&ay*m4w;3LFa5r8C)vzOXnd|{M`V80i;g5iL
zSh#UTH0J9?A-I<R2*UM3v6=0}KFo}!ta8aM_F>%X=)(%8ZtMi>P%P&kt6Po79i?l%
zeFB;_f<`qZr$ep%c?m9j+L^tfO|VKh_Xyv-HwoMDiz_5!%J&lCyGG%JC0+<pNFkfo
zw<;LtRTi;@bX#rU;c~saSGoDPnea?~Hh<+9m73H1h~rCvFp7(8(=MI!tj0Jd2nUxE
zEdh*{wkp7`V{e86%&lPxESxycC!NByl2B2!I2>p4$S78Qs!S*)xf3%i)X(CmhJ9Jr
zyw=Tb5#P5$ULQAe44ZbYUs-wKLal$tuohP*Q4*70F7$QxaxAPCdyRK4{OM6$kW5LL
zS*WPk<}NaHNFnU;?@|rHVq~tj)=<;Scpbo78sH^mYkQ=4g7AsxMi{P&^gmi(hBT6U
z60)r^e*QS`N&oNF<JqALj<~61fFgrXG1drbzg)Y?K<Q>SlVSRsW~j*!T|fc_pev-r
zf1~X9DWaVDvf7g<J{@f?1}GGr%xJ=^nxtQ1dueOD%jDkB(RWZ}FInpX2SU1#%Gcgg
zjs$D`;boC-1Q4p53P$YvpL9H|`x<q9D=tP<A9?R-G7nL`X5NNTc9OvOQzxt*&d7Hh
z{net0<y{*pOm17KlBJV=V1Hru4?g*hP$27xFY1o3PQI0p{6skYXLYtj01?L(!9YDU
z^D#SH30l^Y<0!ggC{$PDaN3&two1T?MY*!AhzQx(iAn?*c_LTfajPk-c)1{HS>ZM3
z<{iR|p_+H{&;4}{aK(LS#py@dY#0Q2zjvy0UXllojmP)xq)7adGm##H-zl(QZ0_D@
zzpMcTBsWT0eU*(khF)nDTr0S13>)}<pL7!eR~IZ&`t4n|3#*H5nV-n$c3pk{kk-Cf
z-{r`-Mz!l?txB1CIDX}?MDrh$iNKe!l2vZSJiee=t!`VtWA#pX*t`}bqd|c4lp*+{
z^o=(qc?^_KaoK7Lg7IEEl-z9W(mXPci#dR`V>1dyG7f&qF;-GQ=UV8vE33S^6V$!L
zmsK=KAv7|UVK1Sfogv3M+n}q<zey0nib&efP{-^km)^k9+4}Mda1pKV5g~PhLQQ)D
z%P1ca*F4i#y445=Vkp_XzE?^6E;f9c5zQCiw8nilh$J_7Sh3wy7;l%S(dXz~VLP+v
zH|J;Ddl{666?oEj{7DNNmq1M<y=!%cwt_>h1y?QcYFwFeP<=C)6q+(bnryusK)20e
z+YQQQ4$pkF|0JF`Mi^|XIDpdb@AefxcU}c)odyDtVZaR1CRRit$Y_OdM+y%N8Uz7U
z1mT(E>c){hv!!dpb+6nN7|~9=YTACy_rr{ULl8^q|CqYUsHoa#E!{{BASvC_-Q9w8
zcQ+#4E!{04(%s!icQ*_zUD6EP<9F9x>;9d8v(Gtu@2B2(?p}d`TU=7hN{j?I4M;im
z%>LyV9Jc6%{QQtH9kMGR2U&bGf)L2Q1!m56WiA~eX=wgCXu8(9{Ns`F*TRnu8fgb8
z3`lJ6HA2jO^|NXIsT$Lp=@#yIAPi@VbEVXG2CEy%0ju*~Ek^C17}Vpe6%DKXS8Uez
zK1##Rc{cS!v!p_r#RR?Ban{JYnG#U~=Z*3V+<D}b90@g#pUvc?gBfs{Z&NcYdN61|
z2|m2}!drRW3!>q#m%0(cBSxZFve_Bc<hD>_2U+12j92kvC~xoQyeS8VS)Y5$eNp?d
zdWQ(Lv{8zV(ssR5%PeQ$$+Vp7NskD%F^Z!>em|P8B`aE|jxkpM)yN>2eo#s9b*m9h
zGekTOJsFO7@%Ckpy$yzjC*F83C64tgI0W0_i#9{L;Kjo|=MWZh{~?KTG=A3FJ#Q1$
zcXQE<`5p3@^S<crqp!Uwkx7%6_vAUx+2D3z!~;0?xk6zg>39W1@>%bIn>(iRz|JG<
z_=E`s<<M<S3OV02dtJj~zxE<c(g`qT=A$j_jiy(YGJBn_WMwnMkmq6MLg8ai9V~%+
zc1r>;@M0IO6DEHe)nj!-eR(>JOt1cmV&21OB=fJ(rE?h^U-4&TEOfVdf}EEBL6pJD
zzPZsQ8Q4!<EMRuxFq+U%U?C`K-2daPG=$l}Aupza%>@P0-kt_W#*qyEFfy415GQLA
zy0C~dQgqfTDgH()JRv-$*L_QLPFGN1eYD$KM1g0h<t=XS#a1$<Z&5f2myXLDaP*nv
zk+mi*Y_nkgAK~F=*B)nZ(HbQRZf0Ocvcq7cS>IN0mtCp?;t!bpp6fI0oWm=A!K;Eh
z;nSM=-}#X;hz)#vEhaDXESC}JP4g^Y$Kqd`r@Qa3a#I!@Kpl5o5|4i@3qwxMRid*J
zDY9>n5bG?f3JSD-of;u%AVO)b=i?vM3*5N-e|$W<(Y_XaP(H7Xl;ZP~Z(^!p;{G@j
zH|n}i=NN^FNL|wR=ewX41fOt`$z+ULG|nJ1f`)F<0dqWq+4@R5X>RyaN|pey@$vLf
zVE5M-q^x9m3~r0f>N{gawfy{KpTRJ@KhDmf^rnD`{J3KK5g;q>|8k5DvqRGrv-b^A
zdbeq%wjXcu)Vh+$`~UE6D)L4?t|jbMRt7J&C{m;Q{d*IvFeSt?Yev4OxP}B=k}>EL
zOPj1=xk}JqNk(--4u(GSJ+bGoaDL`_8A)zf8n#Sh;hQ_E;2UXzo8hQFuUKXDII=(T
zCL6zG&GZ(k{@!e8(xtis=k&ZAiACDWI>E%U3ool^|FjCi*=9+`&E;WNQ*LOIX@Hrj
znQRY;49iy52JpQ~UyG@pW*p5tt{x_Q<;F?t;&dk-Dk0=UUbYuPSi(&k>(}YRq3q|?
zI`PX<VPMwUmSC{#;tnLw!EDlb$D<Vrqf>=s)%Mi}`GSx_!B5XP5TEgIYqU5ax{MnQ
zCxdqL-fIwXckyYonM$7BcNzbojdnt=B~Lwlqdfv_HREsde2li#Crjg|Yq-s^Tgyn1
zzH&EDdLxs984kHKn7Z!Bcihe0*~u)B{B=?s0*BFwc+cqsS1~eoIBS6-8F!}v$=n5>
z!z@3Sk<YLOgG@*!_}O2?L{Bx~Zzt@83qZ8e=_!BDrU|&_GiFH#XF>vIRYHF&mRsuv
zE#iuD<d5@Eyz3)V6ji`PvQ4I_sSNG~$)|Z&Lj3;bq7j!KasMG7?+BUs0C#nQPk2eN
zKVs&kYN6?X)$up>Eg%xploP-;-(6?oyDXVoZk+uO*Sd&{CJ<}a#ziqBtmGm&BNoAT
zrIiy{vahKy&qjgGDGU8lw#fX-ku;PXwcp8cT@Nw)jAfh8cUcQtqJ1=#oml%3?gS3D
z&X$=T#`v+uq*H0gz}Fd(aoO3Vz8Us~!aVcLbQ{qi4RW4dxFM{#{_${-xnReIskYNt
zcA`1S#T=XcKzLAU>Rt269I4me&l{deNP)@@8Z_Np3y628TFGsL_@Y?rflUc$^fhP9
z%IdYbkY_U7@B~wik$8(mgv1H{pc!XEgnzsADqW@@WOf~&VwVWP4&kPTB1#tO>QCS}
zh|jkd)VyBcd1=tS6<i;<1=BUFhd+qPn5oNMXQywW%AGk&x;bx;$I;vbJUOQo4j20o
zZu>ycC?+u1uD*+9ZmH#khy(419LqVFflE!!?bOb{JKqFf;PlUy&wUPy(J+RQ*)gH*
zUIbJ$zLVeTm_<R-qQj_NM$u8LE2o1<XzoHIxC*x8@J1g`dB)<>X=3~tG&{ufd)1X?
zS4XzbOp%IU0S5$-Pl(gX^0rpiUt#F4dA%1p;5Ol<u#4Qz1youxL`*OxWwn)h3gXzW
z*W$a}XDavp2yeAYUk>pmO3ZFueQMKj9`t;iOG6qSedhaDb<y_~v}f?_q$)TMwEdgQ
zh?)irg66`b4PWDGkxJ<yKRJQFN5=6J;1u4?t6vP&EfyCDN`ce!kbl)5%&z;ekKx)|
zz6rV4eVf;s2uS!hNEbCww#vz($4g6Ynz8}lO=_o`2l7n&%KlvpVb+B-vvp_q?|Sxa
z3Nw9G`|5?`n+mv?&OSWBQD^$e<)zc-{TMsGR)P$oNzq^Fb^z2o{63=QVK+pAN?`d-
zJ_<_*r={yOP-ni`M9L{j5zBgu5!>@S=?SK|sKHlCs5RP|!e>5eSS*(5yVN(Gr{9eW
z4sBoe*^ky+Ml$&U%7RS|)2L52v)tis>CgQEvO_2TLm{&Y8OhS`d;*3K(I}OR4q=fs
z^PagNhjVDhHAMkB&I?sa<WNansP~wOVF~q8tQNx=(vYJZ$mL-(Wu*|z-DJ0#%V&~_
zECz%=?T%D>qOd+_?kuVJTjG+|ZK3`0@lgP>9=Boe69UV)8m-~pS^Wp@)|+mILIA2G
zj!njNHanET-nq32N`1`uS5}To_)4bxIxq8}LCCq8b@O>9Ky$ljqNG-Wx>U?QWYkvA
zC|Vy36s8rlvPx;l=upc`P7`Ieij~h>RAE5-JqQkX9zH-mufzC|QQ5OxFTjJ*H|fHc
zUg>JvJruTi93JC*6va=&m!dV(3~e^Yd<r?W+@3Vd2=&X?O+Tz)FLY&pqwk4MZWtQo
zPTbsJF7~em2qqUhLUL=FjLsst%O!ug<SFsE+_F~47fGJPYwE}Ah#QW>Cq~|<@HALM
zNNQ`(I~<U8A6cDHO`kI?lVYNi%pqi5Tot>*VD0sgO5!+(9;>pZ(E+=LiE4;F`s4A;
z8Fd(%z{~2)GAeT?D1Sy=Hb^}CkvVf}@={lbdpS{7lw%ApPvTdm7Ue@AsDH?&s$*hn
zC#1}#<pBPuv_q=M1Fa07ztH8-nJ6#?Lqe=g6-6c`XtiuVKwCDaczhx(0U7sF^X?47
zT}Gd{ycqbm%RJLL2}J6E+wr7y<o(g)TjebYX$UGQJob>~z0rsa+8CAv$XbLrwUs>7
z95@)y<IZ}Zl;-&irVD0$_UMN2@zfklIDer!o<k$6qwj7pg!y~-NLw^hzUdt2)b_gR
zY(FjCS)yxpRe!>4558IyWJ*o^cHwom7@hsXnnz1z&vrdBf=cQ^J%cLza)DYY%8+mk
z%3)YUd40+OdN2}=wSzb14FG9Abs9L2(!6wjzjzV36c*+V<_g#`iJ2z1B_-!=`Zz=W
zT~aN4&haqO6D715d<7N!v%=eEa%CP7WQz+`<QAJyZ4yo3v0-ffTSsSG$uV?!?azfw
zu@7(&XUro=87g4%AMFu2#F<dzeTGywLV82mQtuG~PUU||3pzpOcN0^ze_oUP#bTl`
zG=!YW<iz;B;A4Qxo56C!jOhdx1s?FeQlz{_5#PQIJaKZ3!0cXW5e+J-Er0Pa%`wvz
zx3JA89Mb%9Xs>K6=f8(A1T{3M-~jsr2P2LypKe_5i}JfE;a~Wy>r)2M9t15ls)t<H
z8Sq`wsyA7ujo`v&s`fkAiHVwQ90~FwX1lnhSyCFs8Pxj)fBe=0PO@u1Dw`@Rhp@(z
zj>-~Z-=Kigd@OvvI>PCZLTRbZ2x(@cc?{Bl!uojoLci!*pKS20=j)h}f*?dhBs8vJ
z_J|r*&%fB@!OEZcpq5$2VhZU_JV}j?N!=>NHxQ(u5^n`6B3dRpV7k1MQb^Bi6Z&Nl
zoL9IafX{ZV$>W1-8b;E=tJpBX`7nMge5E$A(0pj<UxXu3M~N{P1qezq;C4oxCf*aV
zi4VDV?o1xLioLsr!(EoWH-ZMwQn5?K=ue8&aI0ZXkvYzG8wI6X2ek%i2~l+y;byQa
ze#uYBS=^m61FOMXl}@l>F=`TWoYhkxyNwJ>is*MTls_HX0emqxF5w|0Lk)*`eIE8v
zGgLg&Lk|<Fn7Soj`n|^$H+rXUp>FIuW+=;V4;@ln@<ucl=36-ga?duK+KkJM+@0BK
zx|IHuQ6wy83{(H)6K4q_dFoK4<#Eh?`F|zlKsABGk|u7C!+<WzF@XM&G<)}<wdy;G
zx#ny+<1!?|94ViU5mIZH4UTzyg`xi}B+h;#BuR^6n;%Z$^lTa_1nK-Y!#5O0>Ocn;
z8i=$^UwE2^Gs9&xRE%iguB=`K0|XL0Q9A9p$pAq4j!UEIovn(SKtE#UPe6m!bie-)
zX5T+{A#?2hc#<xqG{5dtJvw$BrlEo%FOF3Ijh=Bn50+29DuS5vjBg-B^`-NE>P6==
zDc52tbO~7Vos;<8UL?dmemjPye^<uf29-j`pM%Ncxx7YbZ2@Ii==V&-r9s?bjS^}!
zjiK0WoXHynha!x_1J&)ZpE%0r$h|Ds)?Yk{x@a`=C%wR&#A}ZLN}?|uR`XjO<8aN-
z%XRihazhkYl)!FiQ@(GX`vV9vv(EF44@pL!Y&Plf?A8;zvc!gD&-!Ea8eQIVc<4>I
z445C;M<sM7f2}v#-wiSSL~nR%-|n2maaAIQTytiMpczeoP`DwKy@N~8TA3~bF!P5v
z4dmv9!l_lDj+sDIP_d8LO{+H!8ww2lDh{YWTZs=R&1=ijpF*KqMWva}_Y4`C?jHv$
zHykZ2AxFLbcdgc{$G?LvRiQ7@eDmCz`svevr_aI(VPIr3@f1r?;ro6By?|set;fFp
z$bpx?3kt=cwSyl|d!2wQ9dU;@KUrRj%<l5*kiv=tV#_i5KzstA`)PL5d2ZjYU~7Fj
zXVsovrh7FgUW~U&2$>0yuo3>FNN5`%NGDi?Negvy8y!$G&~#Dk)ep@@`b8yQ$#4Q#
z>{B>{{68g7CVsHVcgC+S6#n#5F}W3JLh@xaW*R-~?>g_%FK}c!q25ovgw~zC(o9SL
zDxad~6SQ&YrzfFY<CcS(^4E5bbNN~Kbc=1TUf^<OnwPr7pb|RBOqC}?=Z0!D0TQ;7
zGJMaleJq9Y!S2+D{ix2{c2gSLkN~R(Bd1Uo2`5QwZhYZ=H6y1?9oxMe;(5DA0ha??
zERCYISyl}dW##zH&(7Q7K`S?qsSDp1qKU)viSvL+u1>H1>^O#e){AGm4fwgL_|vP5
zK|#DmIE{uTivzO6#dtg5>UZ`gp)g5#xQSKm>i_csL`XcZ-JYWP`kL8WPlb;O!4jyr
zi}WML*Cmd9U@gHZ1TXl@*!X-}#1{~A8Ka1l;ZQ^y|0;*MYzb?x{iCjuBh_#Qas44L
zUsL$v*$VBwApPUBFx%UzJ>iu0z~Ccdner&HONe;s)b~Q1d39#RGtrnlR#A{tn_W*+
zb%B>S-0d3rMQ3Cr=Wa1=6IWkFYhq^%P<^NtykPn`n4u%QtgJ1cJRDkt`=j=RdVrKc
zjvLnd8Jm>z>@mqJf3r*aKwJ_FYXB4Jn?1&|N_)%Bwa_7<ij7L}Q%i+POE+beQ7d-$
z^>ZC7$c;-|olZ;L8W0}O>KPSqD~Nt_G8!D8xeNPU_fB;%wU7h479~$Cp&n*LU&&Qy
z&(Q3=3B^4v7_XxGk<)Q9W%+Z_+O8p+BwamT1x`o(@Z0+4heMkxG%d(I83hOT#v${-
z({W=ELv<SEL=Z_q$gGKCeiRIFci18>(rD)!M=X~xOrh{`bKiNk{D0j9w|CmFSyk;_
zwg1P`)zb@;Wykn~#UW6wM`kA8J5hk+q$SHMkTIo!;lSVv%O_8Ntm(EhkVSE5Q@q|T
z8}GV%uZfhI1qdwe!rUd(C~KHnNTQSlbJtqGtc4j3IfT)qxuAc;s^cFuq)6--mTEO;
z4?@D<6dB<uhG=yHmJa2bxM826am_f_LW-lwYVq|hGr;Jns25nWfyqZ7eDGK3z8c+H
zQC2t;y=5>|W&V8J!S>6w$c67f-Lux}o{^o<8evw|Y)mv$VX-PO(XKR_Ii6pLYGUG+
zmy9Rj`qoHg3tQcJ0rAT(SdON+)&@Aj3`Q;9pLNItZjIgg&Pb?4U;pN!KqbUe<MQI`
z{rrZSo_gIx&{_fKkr=sp@39Lb%O>)Hp#h%m&tH7gO}XAJyyx5{{+qc>TL%;k5y>ps
zVyjP`n_ET~8~3pHf_4YOQ2AdJoqtl#%yM3YFHWyAA|WX*!>SQ2b-)3nKmkih{?}{~
zq`1ZoREk3dqlbVw58FVq4Jm)Tegog_I~tIrq_vGs0Bq&op#(89T1F=riJ%H;=9VK-
z|CNrri}3QQG`r0oU2ct*KY@9l)T#f>D4)l8FT}22#=ucSZa>5gO$HXs#eC;q(0b%j
zp*7ocP618RXN=D;`ejw~W>rsgzi7USg|nly<d(|`kYE+9W&iP>a13<uy(CHm#2+ON
z*)#>7@(yBkU(ofY5d1=AqfEXjpee>EDeJZpe+Ww0#c}n9-7lAvBdGw$PF(h+?jd%^
zLhuCKs|KIn4S!-9Ky}{x6eMRs2BMk2ia%mGlJ5P9AaD+%3l|S&fJd7VnVRRA9;Rpy
zY%kfUjnLdmI^EbhN7wFc;_Gg^=`2ii2gp3<bIHtdM>Gqd!Y-fYf9$*T4%JT~bwM`X
zb^pPM9N>U+R%A=qyccKqXPN06O~w_3D(py`&t&0rJ*?ED>0!;FkA9gi9;&n}!>g#c
zTza2+8^AAgp{$cy6b2Wff-#v8os;l=GNLCku%BaT<BU0LX|WQ(kt3U^DY6WP$!)Ww
zBO&h)`m86TwL5#EH41Nuq!!tMmZ9kpUR1=a+V~T6g8!cP>F*pWQPtxRTW>faZ0g1>
z)3{|ymcr5d-H(;MZX%hoaUF}mj!ZB^yD!+Xvu3EN_cdYbVlt+unQtDLh|S9zm#)WU
zj3EKWzi>F)VI9X)vI&$L1YbA{g=5buLy5iPcX=E#M_O-!1dWX!4tb!*r^ziD|MEa_
zZSIzllNt3G1ym9{CMOIn8dIH9_mXVtFs>{mAKf)fHEl#g5#OF;jUbFc4CSZVwOm%v
zT5A*cBeQUlly2`y{C2mfy8SkzMc*N#aLyoFqg2$`i^~5~0I2ioh|4vQ?#^xf+jp?=
z*#umJOK;1${#y@>VWp8~F0&a8cB@_JKe@utw`Jjjd(vKcR5<eKzPE~2i*i}i9n@vL
z#M~@aVXw2OdX1Xo*yIG$Q<J`3{3G~3hMXs={L(#1g{rg`j!ReoXwVsTzoDuyf6Lp*
zU$)xFP@T_KQc7x!mAEgaUusm`;aBeTgF0i*9BE+n_?X<`<p-~{?|Q#ANcmwy100UP
zfkl<_=jUFKO5Ynq&3Taqa))OKPjam09rLo!GgV`Mb7QxKEY|jcfqa9r+MOKKVxPeX
z8rlH{I%%S0Ilo_mm31gXRZ@jvZeQ33ZRU*M$*;p?IjW7Hul>ej2svu%#Lrk!hdhJz
z+q<M2ew$2+jrhI4&0v?L!}yL~Jnm=v(`*y@ZE0Ic>Bf+YA`1zMd!rbiYxKEM(zfML
zbVT<eJxf2}-@5xfxq7nEK5&8lyJS!{W?}ib{vZ4HE7i|GAR}=_Qp>fzbksWw!_q3R
z-xY5QyY3?J`p)7Qp8m?K{(_b|0spHoV^KuNhOJh7_7mNNXWGNb+Ey+@%b}mYwhVu{
zF`iw;Kg9+|Dq7I3zu{}Jcz^!M=-r}*XNMJGE8~!tFhvw6%v<jy@s`=dsK%*j1ql;<
zkTW(2P4;08A<-VKx9dBcC_p)%ea<QS!1J-wp0!S#jjoNdZVnN>7hrz?lSM<?|I@U*
z|5AX<Cb^b|<#AJQCCe6>ejSPA8RhzA%5YD}JIddk-V5gdHjUr&zCzLF{lG7a4;8%L
zjA-rPoeyM9j!L5a(G|sw9}M>r2c@(Q$<*uOSuBF?r+hX>EqY8F!i<R|lk6UmTo;)C
zHLU}&BkL;>YM!Q#1V>u_JeHzE(1grCey02BpTnv(L`ZDM4&ih@d2J2VfitIMHGHfN
zvO)q9u|lWG&C6XX3;rqoQi>v>nm4!}-oL1GezZByFY<}H{6Z>Yxt^({b#1Q}G=Xy(
z!j6OzpSXZS2i|}g=}3o~?LfvTD7RPh$hoPjdtb=SSdgPn`-#x<BT7i|$Jhi@&V)ZR
z{#5|+BVo1#r#9~x+Ln1;#hZ~Z@wEYgqfQM)4iXTSeWB8PwM=YDiA*6y_aoin&c{(3
zCpxygguPHWI=I1&MpPjcc~?sax#}{$HNOGY@4n*tLo`+37PMtyQLj|aN<>OWhASzT
zFHXx!aks^^)<8vT(8hCzyIt&VRT~RH#M&tKMAcKNXQ{deE^EQeRVQ-5e^hLr;gxIE
z{yg5FvaZ}E0p>Y#<Te9N17BWa)y*`P*Jr3{QnhEl)<*$&6xC*DBtdwqO>Od(I*MmL
z5(c{O-#(V?OgzrImwgS0s#4K&l04s>!b|Dd$aSavbk#N01#ucd9XVh+vei^>fYYFr
z27mkNT9tysg9|vkPM`P9tKmrIa+Lr~=;BZnD%g%&d>#;niO3Dzec32YiQFtufiFPr
zUj55YTUJycr~N|OIYElHjl)))Pw#86$-0_9^NzGICUC1|`vLNK<KLlWI_b9zdz6Zh
zkFx_AEVgB^&u&?^#m0c{{b?y=cU{hWz|N+e^B5od>rWO`($XV#t(zU)#6se99+uVS
z?hj4g<M3?0I{yv1%8jS4*$PU|&v{HO`FYvnAjoq+;7_DwxN-T*b4l+M{iWWx!4~v<
zzbUi78oayKM~=^-b2aGGJIJ(I<*Ct^{K})Iit^&nWadIZqQIn0-Ev3mIgV-}bzWm1
z$ihJ8BGo$NNhw??oOvg{5JnXco_`(YEY`j<=Y+7<G(YDOf3N`}FNbFM8~Bc0I5116
ze`_<1QTyb=6%i_JtK{L-ymjmC?ii+7pa4<2<D%Z2LC-G+=^U0jy#)X*O|WIbNQzjM
z(B^a7jEs+Eb;wPg!|S+F?d7hj=4av0frS8oGdAm%5460xVPwP!BfQXz#<zTG?B6pw
zilYGG*(RScC5bg9VpX+{`HM`e8YXmH+dK_T?vr5S#Af+;JTr|EJAQK&f$K?Kh0m)R
zo3b^_Cc1!%VN{P>bXV1H4QN~4b)WTpvX+WoV64Pq)Mt>PY_Ey%%*!8KgZp~<F`bXM
z=NDpsecbV&`BcZRgne>jMFFpuaggayPqly5_kkCpM$~jTR9R=+n3qfVTitG@4KgbF
z$VlU1{DF>zAlHR6cc;{atA_Pf3rC87E*D7EUwwRwDa`ff_*R+`b6JLan$2t3M-xX#
zZvwUvO`UyIp7TXyEY}E2Y)#M;)BBqCpD790IHVO=c2!fcghXT4&29Bec_#Z|v2bcX
zT#R3%Eu~`T)}5NW6S3vfvcQvEVj|k5<SWPBMP9b`5>^UF9q8#N|H-ebn$yz}%eZ!>
zmC$!Z2LWLTx048d??VJH$f)$Z(@Z+1QeIm>(;*&;N-2@8M}uOip!KQf2to--mH(dZ
z`jQrctDY$VE+dz(&v~6S9WVS9J_!j5J%qgh|C{`oO&%}BAy-{w#s(W(A^O;prcIg6
zvTsnt6Nw<FDGeR2Ci12}Il!DP|0X(Y{X5i9Rjz1mra=z%GoFhT6viw@WPtmdm%L@?
zf5oUr#zGbh?wWjW0v)?OF2cetNyUBd(+%Gm?kK#zOXtXa&Y=C1*xa_wCfJ!0&v&Rb
zE^**iZ8Eou`{rB>hgE;!oX1M=$(zOIU%hz^9Y(V{qkY&)<13XoY$MeU{{!_CA|q`C
zU2}ZtS)NIGHOB`oZ#TNISoLvzhUEsq8+TqmXzs?arOhNCts~*Q9bm(-G>rF$oR5$$
zDYUN|mW8gk{M(ENKY}fk>6jKMbvocQtk9SgvFJFqQ7iB#;BEwj8syB6;(WdHe)<W5
zUE&?_1OLi`LF*MIn}EExQIzi0cC-|`H<`9K^h{2bjAL72b}$r|{Y4L&oz$83`U`bs
zBdDrdR;89q&|areZhDVQRV!|Dx;~D7Q>Fn~>`(LrgBI?*8Z+7S7cQx?bV3A*q*qyT
zXLehm^~p)>g1u<Gp1mX-eqC^izZ`)Ai)%5JeaS6P>9?bS1CxaJK$m_T7k~fj*FW4B
zi>c>4W68PoShS^AhaH%9<#J<-Uqwyy{CTl@^Si4|YPk#!e4L8fDaN=VUEBvP<28)2
zB-tSBl{(eSmy<+@Q1GQWVpY5N)$|gMDfOc_X*Wc_*I$_U6bWV5Di%i06#AQsge2AJ
z=G?0rmHD)P{Qd5t8W%K(*dfiBD5}n1W<N6x_)lTcD&vM}E72f1Q5mn3_bEYXZ)Do)
z`@(r9g9-!Mxg%S(<BxNkxi5JB)o+^Jm@i=I12MRBh~Af<)GJ;)k0zDts32o&XnH==
zO)<x<_6VB7bHPn*=90A*7IT1dKIH^8ci1IVcNXcF^W3Ty8S>*+LQ+^z+Vqer{;UuR
z-RF^G-F8h?Z8+^WlDVDA_<G}dF+y1V%A^=%np$>a6ej6TSKzX2$I0KpumDT51#gcx
z2d7ZasybS@-~*2e540&Y?al_Lzqg@E<BFQad30IZZuP97nl{}Jd-z1pUbpoT{(8Q(
zKNY)hn&TaqBppkR{$IHqG6x0PY}r)`f({15OZB?nYF4LbXi<p^OB@%*b)CP#Gp=Dt
zTzCAH-ly(Gag@=)dcBL1+P;&<DbB3~bjrnW9GLJ2Z)Q?R$6m_Pzm=M3vI$OQ@7|F<
zjgj^~r)d48VCmJjrqzx4(s+o_0)HsEpm1M^t3n%%AS_y=qg$uO#Mh#V9T5G8RxjRX
z!$5&f1X54zC<+Oe0W%I1T&vZfVx(;GgEwi{U(OL1=5$s>5rHZ?#`%UOBJZyvbXL3=
z%9w0WAYu)}_k^~qTc2=(YK4MRlnP8L(HLb{u23oXW1uW{xu1_hH5n#Hf6Z$9S;1`!
z{9s29&0|4#>j4rK@0Wn?bIo~SsEVR#$Si1{a@lXoJHm>+kw}_QGwPvnwrZ2*>pjZ8
zj!YrHXRKsp_EXc^`jw<ygWAfP_f<no1n_eh1amktJD=q17TuYLSKI^6uAnKae4%{&
z7;qgEc8OWRB4E4Uj+f#MVirJOGT6V*a-+MP`^GUd>{(rF`mD69w@Z}TrzMBap-@lp
zGoxN)cJ}zS)n1(E#}>n}rY5q1m-G{fAqb~$BUe*_#|#8S4bHt(W;)aEcX`m)zv+6N
zxD)6zSO;>DT25Z_L2>!j-P=OCHk5T6F?f1o@{GSNJGgP{DY*`~g#=*k;t;y^Mc($Q
zdIqaqW3?R7dOThv-Zlb+YE}0fnjOdb{ch1SNL<RpU$`Nxoh1GRqVF;T{e1`^4c$)C
zNc)=LDkl=PBr*abKYKamG+(TKug&xjJ)YFnZN)D6ya9zqae@kU@Xpuw%ypA0^QI`n
z@64k@fF9ypV5No~)oR-Mk&s*6Wd!ZD4v|^^Q_G`UM0TI0(|%M(XWXwLTXJo-#gftz
z1OW*#g2x_!=2+>0_8X5q6Sjb4?jf-Q?gZaw+d&287vEB_U>v7!OmIWk@x<n4^AVul
zZOQ<esZ=H+)XaBkzmF~h_it#Ef@>FF&Y`;E!xlfZeqP!7>9)JI(s^_Fswl^;BCJ>B
z=@M8_I`E7<tJnCg61;G~Z=506K}#3>+*N?jdiUqPs)2C*HbguyF1mbz$!Wkf5zV@6
z%laE}<;GSD$8OY*FI~(3%wwLy2dR9bs=JY~oWm>vkMU=^=ay?l76l<>6rAeq#^#bs
z6I32_kZqpJLw8CL37$wp0+vIIu5;!Hi)XqOj)VWap_3&W($XfScDE3~swU=>D{_oW
zTTj``8#My4ij*bM;Zn9KQ;e(MNh<D>W>{s5_Je>l@O5n@Adc^w$QRZh{1c8Nt1tQL
zeklO95jZfww&!2Q>zSLH@j0%49gKF_#1*)fu*spgSVdDO*?H>2#Ag@s9&F08S%elk
z*(GQl{a5Th_%1O>)0-J&^^WFmlstGZj-iPY`Sq^L%+WNBgN+8zqjOZeq{*FrPDNE<
z>W#o!6h<Uy*!O}82O=%sl$;|kMt)wrYcA+AmWs6<_$(x%E=k2Cz5a#>)%j$#Bgo18
zCa%)W?l12@u1l9LX!vB%xb_QA;Gr5lIE=)9$PZ?t?&EgN{qFfP65f=I66Eu*6RlK{
z(wE8CMEN`Jz9+OZ|8$i;T2gEy&J^^TGHfRH=sVs?+j%wrTtPGk>rBypAdT_u3mwK7
zmV^>Ui}lLoP%~vp)=MJ|PFNPH@((WyzgWZ7xdiZ}e)|TijIS@?>!1X@T|eO>a3fMM
ze&<u?k*gmt|83g%nE~b-Yckq}cbVY)y1~!`>AJJB2{C-*X)M2TiCA=Svg%@>oerVm
zfqGxj0;V6BXMfSx^?U9Bd%soRRD1V|Ij-zTMK1#KjJFpX5@!mDCLaD{&)+a9t}i`r
zb-rsSb`|*>=v-KVn5H=G*eu>%gj&W$SgVJeDSwJ5=f7Q~9t`4Z_d2g{eXa=)k%~`F
zv3b3;4NvHYoKgi82cpc)(Ncul=UKn`+ErNfG{ruY0}%#DnC+%Moz-%dzu@*73f0A@
zJAb8V_m2X9)x$SQ>dIn?id(ly{F5%#7o3h35~=I)Ki1e0CKZy0GwM+anAd$^6I1<j
z1y%Gl&*T=}$hCOY0$@~SoBVP|Z~gOHWr=XLYV9g}WOsMeDtl{T6E16?#mB;gJDFBm
z8iB@r&rswu{<ofH*74)|T}?N5GKP}{LeCBl#m!PzAhErS5tXUFURviUTycvrPX()x
zp4hha5Y`xE_SJ7R))If^#6R%jarKu?CHP+H+0ZKfeIk-5V_dx#Nm+?9MUQ*flpQ(j
zc#9<KtR?mL3m?PlwJleN$#Fn-sZHW{%}idMdq=pKnTNbf0eF&zxf*%y6u30Hqy|>+
zD3-`E@rAW9Pl_JL+Fv!@_I{y}%tZi=;*lZ&L&jJmk>IG=HtkvYAXFIn^)M}Qv-9PS
z9TObaQ)+FMov^m~({Ihaq+DZ&NLM01$k-I8{s3ul>6>r%t->?`@L?4AG`>yx1Llcf
zLpR!!bKl$~;i?S3?Cy;4>w%yX$5fu!DR=^HvJ4y<m-Y<yf1c?>Q)oL)7`qL%_vw1i
zQkpWeEf<(&OVvG1>)yElcSd;M_dG`FmRZHA)A~U#c7e3XyrksngEA(1Kht}9>fBTW
zm{c5mP6HQ+{%a6F9y6zDJXb1}g2ot5R<nr5lLHz_5gncUhNmX8{5uy_fb<`>QG%L!
zTs0jK>)kTo;AW8?y$3{Cdb&kg{$(hhpBQ@nx%pckFPOz_J^mt%=sLQ;K=qMN?Nint
zPHboyLooosCkpTMsE~vh0;eCv%WCc4H`+S{m+^VD*sVeif<Zyo>g4v=<f1^H!Dz}4
zh^N>D(O(A*`u@RWV~~x(k)<}C(CIZa0KFVe0iH>^))$?TmL&1$A4EGrW0d!T<d54*
zus37;Y#7Y&1_*-%E&EdE&%#_wuYq9{v%I!vpRvB3RDIx-Wp%7HvTqzdI@OGY@qcVL
zD-2hAl?I%b|J-ttRIgLsn*%@u|MGrv(o6iZ=hs0Fl~sdVx24M7H8Wi|kQQ1rjLtfR
zuy3{N)|jr%{)0GtMhN^T7llP%hotu-fJJ~KoRgF>&3Z)3SUV`_VWvAu0?QzssdVGu
zLWd}(k2sEwI@{z)Q~2{^$UzXpi*HZ;CWgR6`iEf3Bn&Q55FMv`SMwI+p|n)cQBfTW
zd)R94J=!|__+8_YcRk$21Xuawsuh|skPu6r#R@fr^Nz;&|IVWu;>7(i$eUDh5Y?E9
zzfy(+A;Ud1A=|&&KMea@;_KU>#ol0)Yj*r@iGUm}9R4OQ#hC6arp5^~KY^3gb$XJJ
z{OvRFUiHhaeftPDXMb2>Bb`*LGWs&QL|jtrB1`N*o$-xDNfl;={(IXcBpVxJ)5^T2
zD#*2B_7Y(_oDbG=&Uw-Y-d}J-o<U`<;&hC!zon0k>~%3BTHc7GT0hi`3MXrEDG-&q
zI7mv7Bl-L2)>*f|Wr0VEZ7hVq%%OJ)pSr))TBezW#^sge3RB<<DO^4djW^QMCdzWN
zteW+XqUjV{LffgLad2k=u9NZ!%afuZTE<si2*Lo=pE;#^Q^JmJwd>L(b-9zUwWg1H
z9uNI55?Fq3MP_54-=ILv!bSM(GkWj&cY+u=p6{#<x^^MH{!f}g&ZcnhH`2N<T3v&#
zIi-fi4FMt$*uU?5t981eWeWbLhb3$<f^ER0J#@guK5J2l`6dH&xg5T^DL6Rkz?Xmt
zEf)!TCV)$@a@xwBbzr$68({7N?2B4=6}6aEU0>KNQ~RgMHm4fBVvM@O2f75kwoAwD
zG*?ubQCS#TV&Y)=Ge?JAQLL<66BZbjYTA3(6dkQIEJjBn(bl$=E@bYq2-3r^be?t-
zqvqBzC~TLTL>O+S`*||$#nm}G9-F}aeq<gmbR(c8*&;syiSBK(&qD0Kqfe*|pECEj
zyRkc-f#ERYdUPQLT@6iw(o6{dZq3Tt^GD=@uCQFIEfp->Rq%U$F=Kpg+1ju5;Elo~
zd4wD!MW)LaLSmE>9za>q^<AVC#w7z6c>`XShZDxG7uV)$)}Y=x*3v$g;Z@flL2p2B
zYCwHL`|G#fb`0rBL~kBr;Tv@}Fze5JGnuLiUP{@7a4=z>r9#)Lx{wrp#99pBux+H?
z9*Bii`wfmAQWTN2oJcSADNgp=p&Q9H9GPPM&TqiA)v9J=A8O9f>6=RpC^aT0)K;s_
zwEqARc=^2^qMFC1xb4Fnd*UtWf#sGzt?JY6LqSL)c}xoG-F?A@2#^MS%sN@=BL37(
z|9cYt;+c{0zDb`e<y9G(esO&28-T0+r8VsCKSliJF4dxu@jxv?4>w+ykZe$62V!$v
zaZrGPpcJmj%ZK?>JEiw011YbJaFW5CP8Rn-@X8^q;d9eoYCGkj0qq9?uHU7($j)a9
z+)g|H0N$>k=oz)Uat5&wd<QfT{=}eA9$l$FA+*z)i(EXve;m#lQpO+rtbAI>;cv)j
zt!PnHSlUpHnd2`g0r~W{o3Erar{`PVt+Pji72Bh)MEmqyvE_LWlgOK0@^60}OU50e
zL-C#Ox?NS$k}c8NcsK9bq8~QnOi-AUZ*qIW!A(q}HAA#G{v<M+88omCm=O5Q(pT4!
zr@B9_9JA+<8@#*s5oPrXI@084zzNbN)j-AHfpn^kD!K}~8@$GdGRnvMSMzm_;-Msx
zoHITBRXUT~7;OwXD0=^&5S&chBPrtRP3ZT#cDprKwrPIPk-3DEZelYf3Q)=DKVJT4
zd$M@=aZ_3rX6q2&(BQGw1*8^(Emf5z^*K+Mk6AmD6POjMtzdg|SK1FnH5je`uFHl~
zuzYJN$}2utxQA2ElEkaZnfwfD+}sR)g@EUiZeAuvDMkudwCS&Vayo0iwSt+ek-Ki*
z(BVI$5@4G=gka2B$dEvS_GsQHJoX)f_8H(RD>ED#H4kCBq1iVqJ&FPkS6U%y^Xg-9
za{ffJi1=J$b0G(f?<r$QhCZ&87&E`PX?)jzemMig4X;j<C)d)rf=Ilc4W*~*EzdK>
zM01Am3&AWpxY)jLW4r}EwScEZwPQ>C)FEJl-~C+{-!gswpN@kf{!+bWf;GMeOMse-
ze6l%UOm6tbRs-;b3E!XFt!x7EEacrz@0NIRary*vHBm|J&u3JraNUPKZumrt>ilmw
z&r?H%KZ7HRMa4d6$dVnqs0ipsdI+(*&KWhvdj)b}th|vMk_cRn1L?#KA&uQbEMR3-
zJc@IZB+m>=fA)i0Ne1YKjBUqr%PXwjO83z?w%(j!u{crCF7>00n9hP4GFF6nhC^6_
zJ|OvE!g5{819memknPovNL569p0AX%;Q#XiXt955I3SgW+b@^Et*kot0s*?ILih4B
zGCRdG(GX;)0*GCE-xH($c$msXBJorCx^15Lb9cQbLdlS^^^9cX-v1kmQ~t<vr&(${
z=7UBNp)sr+N)yD<t}I*L_U7tYgv@AKSy7gBg77BjgI29;@jo(bi)yAI#MVLehr9Dr
z6{fi$K<QmUUp$|#y`QU2p3gX}(H^UVRk6ZWO%U&ZSC77Bh0^F&tSNN(6hFjmC55{@
zT1DJkSNnC#7zLy4b~+h2a;LFoccqL7A%EsGyc$j~0EJPB&Ci!qDjTxiScm^Fr8l=!
zWtZQm`)Pjsec>YDRNb7806arb%9{Epdq+ve{SPv{PE6<Z@Q!z9frb#4WbqrzO>2a{
zqQBuZK&A=T4aO$;^c02D(r0z+_V9Kkh^EV9=Wx8;4TZjZRak=-m14+zs>OZnK(Qsm
z0rkIS6ERXF`3Y{V`86YxexL5CQgO;46A3WE+hLC9Fk7RKAD_(E+Lf#vpXK|FNUpeS
zv&}Mie&o!^phSvI#npQJ3Ep3VeY-LYdM0&+p^;KVVzqne?TK)FY5&*z8MP>vn}z2p
zKNtJ<n1CgFphnr&h$xJXYq7ZN92Su8F8KYVX+!u^X^(z+KISGe@dwRWFWP}RSk~U;
z)|~Jygz|WH*Z;;L!J{s&-+d?F`{j4IXzz3d0=P<9!}jP{c}iF|9%1ZX#NPM4@b9sW
zRQiC7_H%TbO-%(T8%T>5jFNLLtxu$`_Wz=Zl;<pj;ix}!XEY79N6N<p&SRMBBr!Q8
z@h3KQMp}PMHu)pt;-B*gf?(_5Cqm{cz*1HgCJ*Q*2rSc!%!ML{-lI!6_4Zl~4JX0$
z1oxu-vFako#{?gwz!0>Sr6rPEU2q1eTm=y=%5lo#`NQUARh|fTDtNiK>qCxPwn@+w
z<3YEV#^v0b(A`NBQ}0XbCR@pS(#nWIpKQKL8~U_&8trQzJO_qO3ysazNx(uj+)~qC
z1Qb%TQ{3GNw9y3RC8eq3+8=qJ%_Q$<8@Ra2)f_RGNua+(MuF$_FW(Ieqo<l5XIlaX
z7)@mTY?D$}MX_B(UR3WH)DhjFzGm6|jK$6A0jeR;as_vn2iUBupoh(T;cRGFAIntt
zH$EQej2MXPOu?A0Z>BcL^Yo6`dr>tKxj212SD!~V@YM8bdnKjEb+?UiHzyvO!RA<6
zFY~y<n{{bz;<Vi!J)x@ZuJ~>~qu9J{FhowR?lGy=GOXLwZTzdD8nk7rc@CfI4$OxH
z9shzR8|2Ud!+h_lV2Gx3gw*>0UKFasoP1iQYd4O{4WwI(N)KbV?}9?XKceKfH<{_-
zQMr7r+hYC;1`b^KA3;XGJemM4Mb_Y<ar6k`^GLz)(NY=`gAfh}S5vpX^#@e^#I~FB
zitx^M;hw2upZ;O{?sxDohPNHk`YGVYx72YT+UDn1E?^|ZWjcR1l$6XIlnT`N2>m38
z30>8udUg7qsxf5~MxyK5Rkqq7@}!FQp|ds-`mATCa5HwB=Ek_Kv8gAO&!yXjXaFD`
zMC-BFy0VT(@#q-&!l8mY4A*zzSloh4`uTbd-{>CG<~U)V_lCfE`HO3Cm+XhOJ42p%
zW_!4W>*`pKP89K#P4>Z@CmTHx$1&&KOI3Jk8s5w<$qWS{J2}d;s&fs}HO+n>bRbyi
zaPwdbAolf5yJvG_smA1}{KreJN#D>15|r&K0%9%=R?FJGJxmsJ1-DoVq4kgHw}BFm
zb_T`?S;+j@)`LpIy7iXLJGa7~-7JtBU!Z>SIsQ@^74q6*bn8fzE?FP6<baK#q~fb;
zL)VknvAjQJQjM>RU`?lK3`aDF4E0;~@oiFsQpRV|ncfp4*;3s}t3|z$ZXboYa^2@8
znSDf^#7xasfbh>R7)LAlb75N5|K|t$<icsiQU|2$zW290GfK`=*`D{-<i_{=0xHCj
zbzk2M7RR5>XVgEESL-@bY~j%OQwsoXFaf&@{x9_TO~+8Cc~F`^MTWEd`F+gjc8d$e
zU<4pr-JJ<5W3lJm;QZ(D+Bw`ps-4?q%38bxQzUlzf)2BP$x_3LiSiU^1JOuA)+!Xd
z`vyxOKEJldO7MG_rpS^bsD#8LU^Frf^D89;;o-ziI(qSR1<mmj&JW&<x2a8EgkklR
z7}B>KcJ?)I`6kMOd%2XNk~|zyy6Q;8pxO41k$FK72vQfaMkG#QImefRw0PKAnT<`|
z<2$~yA6umEX?9|Xo%Q_nbCZX;p=KB3Np$x=yw6>7!ZWD&ik^e5(KsjW;H%iDzW)du
zLu9I~6zcw5>^UV~T0bV2PFo#vjm+Sj--StE4hQ3`%;x4FK^L!IF!CuV8d}jpsNhii
zb8V4JxY2%6=ik#;2Az$Fqk9_#BD9LU`rYSwwatkN-iUBJ$%I5`_Cp3PP5F=j$$Ih=
zF;5_*#eV`bl|D8Z%+PgWsbY*6RCnZJIRDMvMx)E&4bJx<H)w}^M8EqxB(&1X=*))G
zCCZ9LK)Tei;eZyDvPe`|CN;f9`mj4;X!7Q}wE|6ib}M2FRx-mUV;51nPf^nxH+oHk
zdtR538Ji~JQo6a58j&5t=d8`IgfZ~YoW%ya(+Of%y>{h}445Kr;is{`O3$o(((ayp
zCE8oMM=VN3tZHTB8WOC=!_wc5C2y*D?b$rE6~)l?f5$QJ2E{4rtI+=)Z3#xQC(VxZ
zs&_5u)Tg)D)B{c5)+t@lV>eMKS!>%#a?$I{M-|oWd_u_jn><42#$D`{$9A7Q<=a!Z
z$%t5tla}l=A=j!xnHCZ6R(V^Q=+pC37(Xh-b$S6Zg-!|^&m~jYC`sRbrl`R?s+Pi#
zA9^v@{rp+5oxU|bIk79m&rI#Gkl<f$IsH(@{z6~jKT$NSlLTU56yCIbXS*)?J?uuz
z>3S#UJ(&3$XLxuCcv^0ld${i*?mq`T<FOzR{mVOw&eN)A%u5y{mnH{%(OVjVleqx?
zbV25$_?w_Tv-EnATI(#cX&CuKD=c!Ona4`k#P?0`eiqEMAq<YUN!i#zdC=b`LnEuu
zM;34I-iW&&vyJ2;z)$590@Um98_;Cq&lq$9B;`92o}g#7LHcrx(^ca2Lu4~3JL&Sg
z&WQsz{r+@ieyc5CIJ5<3HdBW?p(rp?gfg4_)na(!6l3^$Fr`L=d#}rd%oDUi-sEIx
zdDjJv|13`*_n-pe!*OBcB$upWD};Agu~`m1tL&lgsFw5Y@#UjJ)<E8$qtHk>+ZdyT
zXRajrRQQWWUjr+98~7lBOF}7yOBh2K1BBRm-+6|&_ySA%SOGGwsU(BykE~?tUnIE6
z!mt>;;HqdHekCR$;29J@jBQ}Wt!=Uj3Oc=VQ&xBVDK1!+179?KX=P#<(#eX%QFLYM
z$#DudmLN$|GnS~ocWUpJFki9Jt5RdLPu?b?s}@O0C|v1KtZSEd>Qj-_k^3%&_De3S
zQaJW4gqoTAcP~C>|1Kua_-B<hbT`%f4wV`g&6ZzT9u(L#Y}b`#*u0_f?2<_sBEqf#
zqbWfPZzX1VC+Oe{BixJVnzpFHrw;{%hH_sbfa9N_!(k2>)#lY?y||D*>lHbLTH91|
zzPP8Dsj7pKK&nNypSmRzQb~e(27v=VF6n_e_Q|@e{_Wy%@}7!nAkwAFYLaYw??yCe
ztOEgi<Rmx@zN8AIwxlI&dtBi;c1MhjEpEZ3KwtOvoU+!#{$TJ2nl0K{d*bdOOIFtZ
zdmn^ess+nv)NVi*p;T*T6V2a$0@FiGl0?rpE4SmtIm{tCY7QxFv!LakCh?4`-1iA`
z*%(Dt-C4kM@MrnMn}7pmJz<=f`5S%8ev0xJDl3~Nx1-gRWK{N`Ws{oj_ijygux&wi
z>0y|<@W3S<7f>$t#6LL&o@-LHSh<7T77?QEf*E-4UiGmR<z$o={{EG8H<7&Jn9!_N
z7P#}a_7+&{g6Z=4xwn4^vRzu^r%o(WvqFn;C4^FH5oaZjlPzP(&ww92I)NZ9fST)_
zWcg&FHpk^<0v=I7F|LW4n`u7BPKpkxv85Z&3yMXz;aAQ=q%A}Tf}|t6p^F+Nw#(i6
z;d!+qnaTs$;n*tmmB`pD1L9|V*B?7Yk}yNy466ytgfQ$pYNG?I#sU_0{gwL>BQKP{
z<OCit;H0tGm<*hHMz-1XM#d!Wrj;QvC!OB+M_tI#6F}#7j{hib{YwqHe4(4i!rH#R
zp!It;MX=|>UP=yf)T7TxuI2&Kq5Q_uh~1>qMaUW@4NYR|05OGLW(%v%si9s`M9ol3
z{^Q^i>M8${ayy|FvLZ_uCam8ZHpe_84ez5@-Pb#aPdipcB*@Vro`@5#2v664Ym>7n
zB=X14kVw5GWlYS(#BE(}hV#}r(YOikX$Xwd<Pv51)-}7UoYig?ElFI@5liI)dO<yk
z+!$Pnx_7x6yi5H+#{hvehAxhyBQD3HJ>n(|ft123%n$eqXzDe-zKigow~wtm8j@EH
z%dM~T1W9Um66gp8)Z$wr-)J<(wJRQXLL(1J8sD~Q%Q5sW6=i>RR^zzfNlu=yPa~kI
zbJdGRdzdEDM_U~toELRgW-$?7nDp*&sLVn0L$zZWJuyn!Mu7)FK}m5zrAZWrltLu-
z`il-9_$LLJxLzj)|G;mMJJ5^>k#aO^MPT=XXu{m%Ihs*7Fd`{tp{#l1bE-#%gHKHq
z9THM_5^~)CWR2`@yY{!?z1TfntZ4}{GKk$sgt1clK6Iw3YNsm7T_27B7peIC5R#wM
zdOy`g#d{+mxe7}~=izgCnw9vp*wbARg}&sos}sr&y_!lSqXVz^C@6gY`ukNeCQy{;
zxjYe6{g`3vn3RAiK@umDNw2j#yMWf{I<ur=w~6(9@eF=<YGV(#Dux$t9G&(4zUORS
zeZp*Whh66Lqld{rgJ-1c0#-LE+bo#0S{~j$Rgy$Q8Bx=JOUc3wL!5h%iF>L{>nhxE
znc20|g$6kFEf`e&JTi)E@AI>$apAQeGyDXu-$zKuCQV)4)V`&pBCL!+)X>l>*SmKX
zJXv^5-`R7JCsbtoyNC~r(z7O#SxK=Te3@n_U-cw<+Hi60DJjvw6+`tYjanNCUJ%+6
zN7Gec2Ubx!>)<Tyv|6}Q&-V{<4aI~u&tQ+3(Gt3q{U-i7OZ2cA@Bp>05VMKrtSa8n
zT@J<q>e~uo<ce(cK6$tV8;yL^;?tCdNSZZHERx<F_Eu<<p$~q?_ahy~zi=1&dOz$`
z9{VK4;A!H-vOc5Ok*vUAOitlgvLhj6h9|1=6KM9HRmEtVkn${I^(j*-we&1{Dazyi
zi}uJ_rm0%16_vU=X<^IH*+tfl!D)b3Wcy*d8Hey&KYO*jjypn*vh&_m<_)vz@W=BY
zl+cc#9!Hx7_nyPauQkU^!UIqZ6fA>N|5|s|;uqpFHVtvpmS2Qftx>0M=aXmCYje>@
zO12VRer^2SiuU`c2cI&-UAp(#!?BAdzEseqG+bbLbOZ`|iIVBLWaUOzfF<o<r{+Io
zqEu@L_{2d}mdy8^&L1^OPeN$VB`>Zb(+!#N53WQc3-jtM{#b(4G<2C7pdp_T#)8ay
zeLJ339rE~E-rL}_+6rng#HT@d(_D9vcswkjS3L#h{*6{1<YG;>hG1evL=aTMIXD8J
zn9m)fq<gqozufbQvKzfH{|^>#zrBu6x9SiP>y~~N@+6=onuH=efYx-2-r)gDGQk}B
ziEL<Qvf4yA2&;NZu0keqCu*A>7-d~XWop0CDk~+iq)|^PiO;olwyZYdOG+BBXv%EG
zyS*u~sES0Sx~SWS<?@Ed!~gmWf12f?*b`XnB;52|mY08w3wRDd+;p?W=U`!R`c$ZE
zVEmZCF4L4inUG|gt()s9|8+DWlP*cjrRwY~yx1`1^c>Zv&Si%VP%DVm1n7v0CTr+z
zUiO=@%<D6i<r#iBH|=FF;bgGZ)PR@-NMz(t-Ek63htO%uqapvp);G4-*+uKNLF1&s
zYMeB-ZQHi(729fTJB@AIN#iuOZTqag``Y`{`2qQmHJ>r(tue-!x<9QS%L43*ODCZ3
z7d%m_<x>5vWV}+2$<SG5%)5;p$bq5tr|Ze6P6)4n1(4<u*3ockJ8po?S-iTO;Ezez
z-oX?pJYRN?1I^c4ccbbu6S?YnPOH5Y0r$e(HrBc!<6^i2YUqo5AsZ2%?}Zu}A;>@M
zz*4@%7&O-!tkSyev4IXKh`b9ge6ef@m4rg#cVf>eDtp#UD=i&_*R`OCYjJ^x))gt|
zoT(*BLcjxXcR{@y+#JRgL)4g20w79#JaE~awqOcuoisbhtWBztoAPUg0{~Rwb+Q7c
za7x9aYIJv9?vMl{Cf3W%vhcFNTano-D;1N&6ygExzL;li9#&rqDg>w3Q7?{2H-J0B
z9=yhTLb7qB?HF~WR@%tS&uck~)0&iSr`x#jPVYD^_|T5vZv8cd(Onx><m)$VKWHZE
zo#Rpx$|YnMIyxn8N=bU{C>9nV<+@LDxq9{(2(}{WsCZw4kJvwB8uZf+I_w}^l#HxO
zx7Kb+KHX{CTq8u`a**1sq8aw}VX~9v1N{AgVr&dWQ?S-wtxv!CD_#cC{_KZtdo;Ic
ziAqf5V`z1|467=Zs&UU6z~4%2aw|J1(*l$p3n0!xhZ*rzE;s7jKKyxrYBl?yNaYZ^
znZp+`yC;ni+lrmRe7$Pn)`qcU&#SE+-H=@dX0Y(JuqC~C=CxT1UExjB?+l^#FmD|;
z#h6#2a(_ULve_ytWTfhA`UdGrh8H!<Z9T%_M3ZBrBJxACU!qKG`XJHV_i8{u7u;+M
zFKsk@{WbYG49x+8ego+`<j!2HTCzWh94R4<I^yCo!ES$0l#P*8chGSdl;&^kVk;49
zI{&V5o=MF?8pg5t7Us5ni{MR5cr+9`3|_ffDI6B=z2Yovhk14lY^eweJ0p}4{g7{u
z<{qJ)DG;{s-6&HDXrwzUsNVh4!znEojI6Vf+j&mdWaE=K_~+JsS>0G%*8kWMU}u*|
zjcZBq1D<OIVyc7m7^x;IE)fX&f{plaJ9pn}a~2xTXFHJjKPQ_v0ou-;d%b)jm$ozJ
z2J3!d8&ivUclR3YTIE)GMUyARx=L0_-(s2}rUsNpG7Ie6a(|-Aa!4^b%IaTwN*Tcw
z-KQYiynTe0RBQ4(j5QjYYPo`HiA6#py=$ZATk2F!rHr6RBFCwhmDoYZ{KMv{-UbOd
zC7QOghEr6Or2p(z<dyr}h^4&A{sO0<MzH?k1yGEY7cTkR<8|2|NS|)d9TZvn3`q}D
zZd1v#p8+|=OUQAVF_V^Rs_82o*`O@r8pHpm)&?4ptXppDmS3{&AfTKXY2!SX2ioYe
zV=(Tv^|r-e?qz-(vHzDgX=&dtktle??7^l9Ux8C1^3;l9W_}JFkdt9JMcW&3DZ%Sm
zV0uCvMb!5igH*rzvO7NK^w)G6%iqzn=Xe@5TWR}VKq_LM&ugzw%=>q4DdwuTrBSex
zpeAd<p;a9mLGgfOra0ZS@gA~*1l{hoV}H6CN#SKj<kT%u#YbWYvJKi5C+_*Dl*~R|
z8WY`D3nSXtO!)dAlw+sFc=$MtKri&LC@zRkFQFa8nt_&n7`<-A+OyP=R&m^Nrml*k
zi}(s1gHPh;quqcV!%;aO3^VWv2uDu{S+TpWA=B)-MS?@}=Y`8B?wS*yQRHDut;)EN
z`}@9Z9Rz+eaYMGqX@!<`S9vXlm}e<IF-1o9tePkB!O%-CAXMzx)4+TDDJ+_Z(r;hw
zXmr7z=M)Og2l11#vnc`Fmu%x9=D|a`u<XZ`Q@}6i<+S5lf!paNZf*Dce3YgnI1i(S
zh`m10J9JJZ^>qQ_o&kZV%L|+Q+hn8nz=|s*=5qX07Opq?cZNDNOu+11#Q?0CpmAiY
ziyIHvIn<*3X?z27%M}*izjL$8+;t!(QTeL^^U^l)(r7RL@6c4VuAXUs=bu5w#}~(@
zu{5F9e~(qmox$2rr(^e^rA`MtOF;AT{k3aOQ??h~gVz*2a_`Ke*>Cmzyb2i_IaA?8
zE&!i(sK`LUbXOe=%Oo73T_`vd(PMSUec{yqV<rD`5%I*W2FBHg8*dO9C|JrjGn@G9
zyDOuoZa`%#zagP?PGL!D{9P4lW{vbVR{vdlo5a=IDvF-pA*g+_W$zn60lj3G0K#iu
zEBpdcVo>#!Y)0=*lD?H6cn_$(<`l-N>^+4vL%Tz|I189{5ZLEUs;y`ZU&RI8zp9c&
zEM(71I3(x;<cDl#U@eem8!$@6tG<(<X`FgfqPbSuwb-I=chl?60G9n~2H#`&f`*}I
zkx(ku$~aYQV(f2FTOaKtn_Y8qrim*3k!G^!UZ<pkc9%{yX2qRG9lGqF*zwJ}3e-{Y
zt*MKDf>MZF+w<xa<u#0=hE?X}HEdLZZXi;nab&b5RI#Tby{?@5)aYiYc^F%&y&Z+{
zYgkHREHJJ`zM_LA`0v`_-w(kBRN(Z^<b+2%@~J05$*hit5d|fw&&*K)+nff>8r;^v
z5*rm93)Z~;MSA)l#XGWVd0hVSMp(gE0Y$Y!zo`GKMH4L`(#Nm5%Fp2)6ODqRsB?uN
zzkt#72Kb3rE#h{r?UusyJ!oC_Dm#Fi4fP2zS+Cje7PJ;*jB2}*#8q~((bq=`+%5uS
zx%YlCN$FZmXJd4P#*>kM@PcB2eWwB4Ko6?pnxC(7AL%RKH_m^D3*iq{=p*E4giKMo
z$gofExm(;1!*oD?QbuA|mEiRP4Uo^7wV4m_txhcY5_-C)+;V0*c(+{3GRcLbnm=;s
zLuz4B(|vPwekl<ij;6=S)TA3DzIE##nJbc8Wm{5-`j@RvZayr%ZE1bkgC3-q#Z^m8
zg`N?P(BOU8MLA~P_T~qtS7Jke&i7N6WkJyO@O9VIupheo+r!xlmh-$Fqmc`&Airjt
z>7<~{vZ?1e+t)VEE&tC1?MHACLq&5U)&MdVgsP|P9M21<=~bJ{)C;_)K92Z#yH^Sd
zL>sSN6B3D#s$oypm?UzA&6eg9VQ%Xl47`Z?(0FvDhMAqpZgJDe`CZ*|Oo`{bGAE*<
z`yzwL#V^2bHDK!2uO)|gNd*NIKX8$87jwptV2bXCgW_i`A!p~vfFhQIun4xz{0>(I
zf8s6D9lP_~UIZ*WX}M?D>{Xo+ns8|V{CfXTqZ&k|52mO%vEQy2<J_gec6<W^nJPRs
zj^7ZcL<p)Zr(j$>PTFREikc+rGP#ud!EyRwc6676@z4@HJhaCvgapj*?!*2t)Ps<q
z{aiK@SZC$4@htJE42V;`6MeIZPq1z%u#!+~3<UzXl+&s4v`;>?BnX%5MR_uDA>f&z
zNLy6=^QjbMbv43UA2ShL)l*fzxumg9<~Jo*vbTp}M9zmLK2i=C-S?E8CAoo%Qxs6k
zJy`YOZo8`BKO(>2Eft_8k-aeGwgVIt^-m&?i{n#v&j0REWR4Oq^w`mPF8>(5H-t~V
z+P>oR=s0>xNAs;In3ldj^$X&#$av=CmtYcAz8ZfY0Xy_WTf~Zj{R+r*Dmw-Cai8Ln
zS#_$X{wb2|FD}Nksm1P(&LXO&M>|+_g}I$V@kdyjSTi3P^kY<c`I6I11F5!6!Vz&9
zG<6Xyts<{YlbngTNdeq!na}%Mo%{$az+nW}xfvI$X}mf59W9s|*i^$;Xf-fxj|fA}
zAUmgNtPWcNO-tip%yKW@)AW@j42|mUg)K}p_QEC=8~1bA-tKJJj*eFmHHyhja)*y|
zzOG{!)`~9jH3N*eKiaLBwUgi<!^bD%`E_S0)VkSzjyU+Q1;(iyVl#iqpANO+=VIpe
zqG}t(OUx1GC;pQ|Y-4%|9=i_lVj7hSI{pEfL=|Y4b3~(D14c%BLqa>rf%tPkKr?>n
z@9tC8E&Of7VS2#=)apkEO3C8bY<u`)%!e3m>$ajon2%0LhZBbIio3wii*O_oDmKXM
zwzLc+wT%<9>YrOeza>R~Xn)}Hb-$Jd`ebB4fBUw5RxPR8abWgvHa&z+*U%(6$SL$!
z)B3Z?u%FE|UCYo@?eycpj-qL5BAvT0em^T2{M>uG3!8Lx&09xL2WnuOc<vX+KRsjt
zSI%Lq(0Jdx0R=6Ed<|Un4_$ki6yy{)HOD7o{R~06bXH#L6;}D*#=7T)q-3~B9=)5J
z+XvJc()3}f*uD>}nGpsLH&jvX3KIC{sWIB1%=oPeOtkU8)?SL=SV|2KT|m3hB@CG(
zw=BNN4wtFNnVdpbL*aFbIm{!yp-Cf}SnuxMhWV9QVD;`h2}&~FA&JTk!glLzIR^f*
z;LH9k`?ukIp~8cxCSr~w0xXKw$)io*b2sFl{K)zbgM#A&@z2jAN+{c7mv6InB`bjJ
zl^KLwDBF5ekblhjW?LT^A4vNicmjB_X)p?cn0WCq!5fh|@sJuC)B&UmRe>PZFZ4UN
zi{ZgF9B0Je#nJR&c~ig;Cv_7J`?GxMMUw-(Gvy0@2p4fbbgivdSH#lIcDF{I*AI)Y
z#Hwg=Gfo9PR93_}T$*u7L%fdAmD@@4@li?sa@3MV7F8`GkZ5wu8QSoh9SYZndJ<l&
zp0<}3flQOmH8%)+&j%fRwwhX_2(-gX_(sOg726J5*DI>jE1Kc^6SLN<<f+=+FF|$f
zsGKWoU$gR%#_0tohxI>c{;H0fJ@oBL$kug%Gnrbg*~&QnerNESXb;Hb?me7}u7|59
zZ$1J}XdF^y`>y$*OmI;_sBQjqzmkhf6W+Cl%Z&Cmx_!=VHQ5}K2PD;0ayL<_Ba$(h
zqFdHQ5EPHRU`9S@KzWi6H#Pll7J%26@yxt7r-VIy%x3Gc8gViZGlapI3dnk;*Q2|<
z@}cW?WDBMCIV~p|q)MgeLs%s#*dZZ4O-=&zgp^ft+l0$e+j{(#EdO=uwx8cmhY1HU
zm50xP*OMkHV4Z6*6yyWcrGb0^UHJUB&BE5vuzq&}CNriglng<BgIZDs(5xmH(4TP0
zhzYBj6;42A8b!}ar=#uYN5X913MeHcu`6iV-6PY{G`mDFvkorG$}YLG9bR3;#h{S&
zHDoX)yF(fD`$A~xdV=S?GFF^<_y2+d?R@n1m%-LO7%?hNz~HCKJ<~qTza9j{Cm=3L
zXH_8k>GgJRBqc6F`Q)cFs5vfAgcq=vS1>tdgHn8GzVCtWtQ3vTzytSqHeJ<%74v>W
zoXlY=YlL#BvS<|ri*xhy3mErQWRuS^^?o+XI#`w}aw`f}=Qz{%(|EaTMi2a_GR0ng
zJ&y1EonHOF%-8Rna^!3VDU)$)A8C&|f?*$XjUQ=Wjh?BdB<dUh!(NOIKa!$myib&6
zR%s`~7tgvEW4K9Ed1ZjFkA$b44{rLWtR+?J%{Rg#N&565?Hti-P7G@YOzk6B2_jp7
z@nMq{<n$yv*vU@dTMhzfP;M>S63a&qeE-taY7d(q*%wc;@MxZ^ly+jZbv*aQQ%$YU
zaPehotf}~T5OmFv+k&RgBT(<a^M3$oL^F#}a(q8an`feZ3i?e?e!a*t&%18lrcufb
z5&S#GY^N_Nv+^ksRNL@HQ#hYni6Gi6G4E9)GTR^pyqTdq3j@r{uxj~c;%T5?4;^uG
z8fcX!(JN??m6V6Jd6XxbQ`0%&{7Q^XZf}Nn5%niED{-~(phfNaf>Q0Vx_urBWlrPy
zt<ZMpjF)9cj^+J*({%M<SiOT9LG6p9-&r09$bBRsqY3Wwny9yvJkbKzn^14jcD#0m
zHG?2_4e75lV(#P#_vN+x-0QXt+$u+x$o7<sDi6@;xb^7St~p55%~8QEuQJ%gX1rF%
zmEt6z@w`M_RIiLo%7)7FuJI&8i<;GKD};G@WtEfG4`DFSJhJ|zY*d+I^3<hO)MO+1
zL8n&n$v-=9VJE$a_3;r)%p}ENCxMeiZPc@jPRY4SqP4J^)4l%eIGRWi9?`{med(;m
zro0Gkd8)6KmRqr=DOXZ~wGoM&;W{6Jid7%F0MDz*H4>4D9kx7}UU@0?<`ZRv1L*nE
z)~@gA$n(8_Ul^XKBKw=9U%L%{?Qe~%MNg8=4vxAiK5t&+Y0eO2O$rLoLSBExg_TF)
zn-)kx|2gEPH)FAgtuQ_*&Q);V$yVgQFW|YQRX^&RY$6E*CbvQu2;O?Km=^$XnH`xD
z!Mk>=afuKS$^WSRr!K|wUk4G{)G>GGhaS9)L+=D-<TOss%Al~g2ps2oc?F82QzTa>
z)JuJn8X*;zxf(GmbE^QBDG&3?CxGNS!hlAUOaIe|RKxiPrxveQ<lrB0sS0uFfMqy9
zb#;o{HxeBq^+)a<_KD||a(lWi(RNhXg|m%3_ea1hYI}+vvbN*zy{=6$Q_KtTdxdy2
z%tRG&EG!m;sDK+u|Nr>K0#NVXP4-Hf>TjYg8k!8pUE|<^Gnku|VE|(!Ok;X-5tV%#
zp4m_ZL{N<+CLNDptxHnB3pP<VKHhWI-pVR~WNy6Cqv1OkZHMOdu%6^e`8nB)wtZ!R
zdEL(5RM0`^hOf{NkmS!x$darBPODF>PQ@rqz!{2+WKi-N{^&7ST%Lu6Un$ejqdKl9
zL}k?J7p7sB$mwSmd5AUR*I((3y-Y~rlii9U(t;^B{!}a>P$A@r>1D^q0CUnJ%lLnY
zMZDIvKS(D@3)0tDeFtyXbgDIi@UZ^yQOG+AlPgN$Uyb3}^z1(4k2Ui|Of?6^m+tbp
zw`<e;#^vY9UR|ohPvI4&WtPXGatoBzEx#BYz^C%jfowM@7DoI0DxXWj;RTy(H8AW4
znm`_H2PPgq&OiFY5y^_Z?Y=g7o{ua&<@}lJB21An&uliH7kPOPp5v+K@NQzgei;n+
zg}mFw6C5B{B0##u`xs0_FUI(t@|A8x53g|yxcQPb(wZ6r@j9gvg33cx4$+B!nt-*6
z-}CO;oDMPN4VVf>u!11VaX-40chrIWZdN!S*|Pn}C#Up&PfWHcr4Z(9C@vkeFZQg_
zzT&@Vb!iXM+<U4?*w(hm$moK;Vhij``bpU-{=>BoXAQ2Ai*R}$ZF}cx0I4B+A%j;$
zD);;*pG)=5O6i(8Q=A!d<N2{|mmH9z$fdF?3G3>#%Vfc7tx1;3Y2<Y~8-j&_v-Z89
z1iqiWMa$1{i>fJR>CXQrmzu*$3eoOR<@Y$H+TkTC8kM<qB4Eo<H^Gy92r6YJW6j|V
zmTCv3+pgZjY7O29NOY-3oLfbRYQ*lx4MBdERt!e2KDqYr6%;zhA04Os$z$|J1|-<3
zu}IgExH`e=t%Wl%4IAR{=Mtl`AyvtA1`&Am+OhMH1=S_ah8hJeGa9GA^IA4sJ2HZ>
z#?eRk*$VnJUVG9r#KQ8I%)8TXx=RnqAQBI_Ygh++<60xY6b+j0k+Ue7>v>FNST&)l
z?Ykt))u|xLa>?Ft)MMU#7XMG(XyYPLDSS|a@OeU&Fv#1%Mju!_J-${y=N#7tjodmh
z%|=OmJ5E1wh2+vQP@M7iEpEl*Tv_~z|7V0D5+m>01HT~OiB<Mc22HwYDEBXOx#3_4
z3yR6@hJ-8Gns0L;w$Bk62TKqEwm?!kqMFy@6pt(CQDdt@emhhbFxvQj)h8Uu;RE98
zIkyzXGKAGAF<FC;&5lDp-{>qBQT)&HswCAv@bO0?s#S@3|1&xBWTs{4+RnP-9LzG{
zM~VRk)Nj8CKb$SJRk6-@d;yQ-t)Qvk$CtTNmP$Utr0=nDRmW#>#Kb|QUxzPIpSZUi
zzCCc<y=)B*lVmJJ(ybElppv4;oDu|-HNtQ{fMN$m%KwBGH7vL2j}Npan-AQGWYhR$
zyr2PCn1pa<3X61CR!L2lUJ0=ym}7sIqmX2shi~;vGKwPdZk^L>)-<+}YnX~^cK0aF
z?Z6*Yh|7H3G3uKmShs85HTwv?$!Z(@JU|lp9~ZIkM14>4C+N&<6F*7r!NMg)@vU$X
z$*C3oszS0Vq&D(r1ce6z*|#&;C@<bijXe|I8Q0Ww$tW@lp4LWdAKRkW207~>+>GXc
zpLb96UXG+Zo9QX=DUfWpiPy*|ilkPSRFDbbh;Q!}6{zH&tUYYCy_iD~x6eM}CL)AY
zL8l{=wOvTd9O=PQXj*K`o1@M3ka%xVdu3Wg<(F;t=I)Td>-%uNPsyEnjjRG^F0bQ1
z|I`!WmfW%-%W9T7No9>z{huLl@5IDHroCNBRP_-RV@cPul2)lyFx<2gljrgdOG|kD
zr@`srrn#&owU{CH^mtp`Te$jZ=f8D56ywt>)xDITK+ln`I6~k1cOvE>zj0;}*O;Cp
zjJ3znL%>s~Kbf+VYroQ?MEdEl?=`opfq6L)qO7V6yaXEL0qilUnTd9IhG*OI6>41=
zUDqkcD+Sz^9Anl1)AGAiZ(gu^$$n5V3U>S{D3Zvvjtp$&0Io5Z_M!cHw-fz4FJ#f0
zTSwVtE83H1Cth%v7H?l$Rt>Jov!7=_ck9N}{Plhtv{8vL5vux->#s8D*TWUi=4B2o
zCiYwln<ihdN?Jh2d)-#S+_;<1Pl-|BAWit@#&K@_`UZn8o!7qLY0*#}$;@LLV)N;e
zs_D6YWqGshNTM3_%dk8QNqW>-F{pYQPe*72#{0q~oT9}BZ}s1y0*vH1uUw0p1h=j$
zvbIX#iEy~#@813DDy7sto{Gg~>bp=ABA5dM!^<3A$?{fUdv|@4wVk3YZUHi;lXIEA
zX*;!i%X0b8zy$plZYZ7g+D--{iuE$qI2CqgS)_OA2}D=pxI!SUwKf$whqd*sLN)eD
zxg-NkGrSR@Gq~B8@-Lp43Ywr_TxymPZSFAS@MX@RDvB^WF*Y5{8yrkc5XeiW8^iw!
zE?2U&LG5<KYvCDXLJTtUXy*P_ta6o3WS~9m1}R!8p-v<Jb2ZICuBO`|RCa#xAw(Hf
zwdu_47L7VFNk2&Q3%7~?XEa_Xg#Z1Xj8xUoihX-GWmUhr{{_*7iEzO+7)M&ND2YBU
z&dgSPp#5U~>SMF>Z`CU*kjvD5h+eclqPO?7q;!mg<C(b5QLI~Dr$&7nFR|ggmJi1L
zT0+93Xy?~%KHXP+LSxhZ{Y{0p3$u8CAJ5^tyS}tTN!6}nvy;T>A+{g3AcS?X-pi@&
zY^YV5Th0Y?Pb)xCA&ePS>lR`+)x4o3jEkckxk)sc3E1ArbNbS&U0=Ogn=ka8>rrkq
zQhJvhiMF1gd1<^-4s|TDav26B3al(k_@`_>KSxGWGM|$$y5{f#5&2Z-YQ?T+nI7me
zxj2O|rXjG?*4R5>h}wk{;xR8q@`ZZgCz5@|C)v%clQ>-(_{G{W9TALn8o`RescKgI
zBPS1o#eAq*Z(hUuN>M#^E^lGA4?g&nfvwCGn$vvj9|N#cx%^*b#q?w9&xLyHeUsdH
z{Q1ljvAjO8M7FhMZg%4<?bIE&@iI=CQ3XI#nY2+s$8)4VnHlmm_pQ0^cO%>rts^=#
zO2FTond2ZxDYR8B2)Rzu=RL-Wv+vUJZ$2efpzBnWDHBAgn(a6y$}9!s?EZyw`q_v>
z(770IF)3Ry+j%6Tdd^BvI(&RVa}j;NT=bowTVM<wxiGQ=nE?B~M!orv#>RLaX8^Ed
zoGSHp&Dm9>Zj(VJB+0s4G^T@r%OxN3U?t|1wcM6Z+OR3pMgMcItw=|lj@R^@vx?~<
z*Po%5G^(3^=Q`E3TlzMG<56iNyFfw3uA(Nve+Pp<J7%Nh53R|<6d8M3P=78d$@Up)
zA~xB#UGw2|0Y(+(uqgW)2C(ZQ9vMT<bd$tE_`<MNZ)UmTVx`&*$S@HtSZjBQWx;d^
zuN*_w5Fu@~@4%tOaN^eijHhBhT{kBA=qpX{GQ#&qD^?7Ivwij4uYrQv%G(sLdd|zC
z_H4xv*nSjp2v5@zjtGK?ngweH&0c~0=(4aOQD!&Mr(tUddDKPi_{e{U)h60cHka)b
zh|9Km2gS9O?wrL>*kDmetvFYHa<N?vBQ#~(F4ere|C2L9monF|hn5O<fNMgd2Ix$l
zw!l>kbA)ymXctyES?&BZ1)R0@k4BmRGhOWWuc)X7Vx2j64O={}1(-Muw!)EXgBn^$
zT2i1DKEYgVVJWGw$L^{(1H4=uWLDY|+tHK1lr;qgJ!`i4&YdpXFx&uhQ0w$VhL{$Z
zbih4^!4~b`pG~U>R;nBr@VPodmRQ=4M4w+>L$Q+)%0>81TE5D1%ii9=g%^B}O2W-j
z4Gx>V@z#m}MJKpGI>?zGE|nSi@>~NTf|jcs@*Eq2ZN1hG%v1-k=5!5C?u<anG53ql
zk%H1a<vGHEukAz4N4;5ecHZC<f{aAlE6eaY?%+U-SpgQWORUaW=nm1e|C}!r6(@8N
zbzC%ZdPRi_*wh1=0`-yA{dmaJaXm|&OY`K98DcP(*5l~c|A3qj&H@@xA&zMOdS#F;
zAfQ>6rY4;6@zsA3Y4VGvt2s-e{5CXoUf*djI$nacE?blPcq9>XPOI|v8r|~jq5r&`
z6yj$9;cuO*R=S{1#}<pq1F=PX1TTyWdC=WPse&=2>;3fJT~KTAqqLMv5o2Hgia=j6
zkCX(ku|{sbPQ&gJ2CJD?StjZkxLV9tXhfLTx9gvroVOR|P_83p<Lz~^17Srbv_L$P
zkv~f9cQ%?1+SIL-e=QLvOk|STNj{YN>@8obcy*z-`Q;tFCy|dSvUXM4?s39;_3mdx
za$(ep4;2G)GJdK0YuCVG<0HIxC-74T(YB*su5G!~mp>H0++wrx>2dR1?o71;#cP*w
zG$E#pVG0UKm7u&%a(b1mX*g1~h*S0K5A|PVXP6ZiA={4)zUt~9<c*LC@&*INu$mck
z1O(UirV|ok(5IyLH$(u?r*PEF@q--F_cZ~8765Z*8K-ULpt&n<Q9B#>QkvFP%Ry3t
zjK)8X@@g?1A}SfU%7NB2<dN5-IaM0h;liaoizKIISoAP}5M<j=u&S>g)~~;^XadA8
zlR%m+toy2M&Q!z4FI9@s^bHU@UBbeD<Mp2culf>C52ChPqp!p?UmGf4fBBgdTSjxp
z;nIior+p#w(ed{SzrVu7H?ULDQ(}O&hOzrD+CXn6*T1BOu<|KWMw$IJSy7oVpiPLD
zN2uPowWv<I?iP2{VwiIFOa+{);Di(u-;j;ThD?3`qlff}Ku3kn%&Z9~bv>{h)Sx{=
zIlY(6|DjA}PiPgNByOMEC&XKw`x_2rc-d~^7k;*n`g2fD$iykX9#}&VNE7_!0PB{#
z-p;JW`VmzaN*3v{osnFn;nA|w-#GiAzSxD0_tf~0RKgVP-F(gRN-ioFy4^T^AanWj
z(gpspiP!tQ?A`peEj(2z1Ov)s)k*$=<Z^)^xFY}mi1GcnS;&?WrLo$%78QWKgUc+>
z1vNN*$0snR$eLFqnfsJ2hxerZqT-(rE!w~*1)qfqmo58MPqb>Nj~nb!1lOn09JG~R
zQCrKMI@5Ew954WiG*ya=OhPLqQN`q+?doyKxECXlaUgVNk$yuH04a4|edy%cJGp=W
z8k0^B|9SzA2;OD)`l}7LckWT5%jMqRP82F)(@fJ>xE|z7%T@D72&rXXxkLKcfzp?i
zG67_l2~N%scp3eWWI7e8-e=@f9B8hR49ZEc2Xru(hxUsPGO4f=Au=EwPS0EQqx#TF
zS*=6Z;YQlwCcsnCm854aIK1dvZ?~ExZ>zQvd-UPb4CztrOujnwQ=df~n*pc%^XWFq
zQefbAw5_2;=zJMbxjwmpVI67pfaclA2-y}cAuqnT0TvJDgVXu<3U6Kc_HEt7%g?V|
z{UB#-02-2eI9sPXzxIL^F@si&C+Bd_@&~o5^}6xrz@{>p+udWloww&%62Nf%pKh~4
zyvp0a$GC9|B_L6|RWZi`igAotmd^^SASkQArEBe!3od}7B_P4dlhIgq!C0owrH<4r
zh>MeG4fe37$T?ttSX~b`2WhO?%|B@yVVu5i{L(k9?Ib5Y^^OTPqC#<Nl%nPgdhi8_
z*r&U5`1sWS)yG7oSd!^*?U!1U#?{d!@dbT_Re`CHZdhYgET2dM7vxQmrDFZVNA$w<
z2CaC_O#Wo5TPV$<*OR|~uj1=4vof65zl<(M+^&m0BQWfoh_xC}@FwH%Ad<H#Lr!n=
z<M%qyFxUx?y|(Z4hdIDaa4`8k;P8|5dZi+hQ&I9qrb`x~Z`=DJb!NH7YZoYH-jhR@
zdP2z>!uEwI9Ymq}*=r=Zv#}}Y-r?YWpvNZRuFX3XgVJ8p4a|K~RFFAbSVhtcBMj2!
zls3t6+&4fOdxfnSe0U;I;iYs{m4}8)3gkou#i}PHTAm}0W*L&m8UxhNxg3finjxAN
z;S>jEvha+g8$#AWyNx~<L_PoDD|EH{ZvaD0Fc?I?x+<!~!D#mzFzuB@U<41QfAGrK
zG`^1t9E<ky;l+79XV|Mwj*?Pr=UV}MpMnc&hdxd{KqaST3umAoC(19nA^&;Tmxr<y
ztcrgh>2-7w=Z7`dG5^bkLy7rR4d&ZRCH9aHexjWQ@<k0i5!ln!^G8fsogj)fo0swg
z36oU4TbkkAHw!L-YMT_5tdsPAMeeOQ;PD9Pg_B#V=4Aar#AX7oRzFVT|7P((DeT_a
zSAi~E)1bWsLNV;Q5_KBa<z8?t>z6^S^!@Z;x&Bmsf?LWUa{F2Ivzh;DR4LFm`r(zK
zlF!iZyC*6YPL($*)mk7J3_I=vAD?Ew)@O3ZyPko!HFzSIh~o-Ectd7SG%5-w%bgQ)
zlS`AQOJ6kZY2WRhC^Ms(JV@YBJ3j494!1$7)0f~p7TACxgh<3Gl8^~qT!2m<5BiM`
z$!n>?w*1;D-~7R@z6p{k1YG6Bb2te}3Iz{{tsYG;<Qu~(K(AJXJ&BAoJYG%@#Y7a#
z?sStH^oD1C!ovZ!KUp7cw821&ostSeQep$00=>nZz54;q;Fe!O<KV~o>AW2bEG#6M
zh`w`~cx>#Kl=X_1Ly(L!;4YB8=LEWNi`|aQkd5U+&J3e&f3~Z>`_z9o!_ij6BHp*4
zY=TY3tt_QL?-3npU^K&E7>-%>rYh9B(QtTD8y&A3dU%sacZUO*Xq~5|Sylkv?m@M?
zVP2*rf>pTnJWNcb3#WUK*AJtSP{|TJ4t8p`k$7!4cI6@P4cI@JsxFKEOIpS#OMeo~
z^HRxMhD;uN1*DBb$D*^NyMaFio&Wy0Z6K!6v46Vm<&pE`3Aj^syoiBR6!b_hY8Ts*
z{A-SIArL0@ZGm^_Jj4t?DbWUNb<N~JAzjW_D#~4!(Im}ue>Fg<8zXzl1k^uYKS8X5
z(Udk%-_OpDe?`5%jyTrD+jm2R3JlgK6L*OwHK;9Wkep?M9;TixSn4?5Schs~IY)3a
z%VvoF8QQWguR}#nQ;$Nn(`v`gZ%Ap304kdw{13)fX5t$L=>v&ZLkIS74MWs*n4t~F
zfZotgjbZ&MmYx@2s1b(!PKNbrCSnAiRPWvl9Tqw@C?FHx#PdK0)bmn|&nj2<XwabM
zh;49c+41zbc&`o2t^$goY9bal&M{OEr2jUSYm)Rol$j}r&hu@%iFi73HH4^e<F$6%
zlq@T$R_I9vh8kla5A<(sB_-PZF`Jo9kdUeWXfQ5Q$tug6{7~;c7b-{TTh?QfxQpxC
z4e9<Ms9`lCYDKA(!60HY-Ah(ip#`^rv<w}l0!lI!iPgnJrr%$J!i5;`t~_{4GaZ1d
zAZ}Vvwag=B2G66|HB}Ndg!pn3OZ-tD$LuE^5Bygy5&u~1x;IMV(7y85#;=zrL1drQ
z7B*P@p@KbiN-R0-a#7`vZi<x3tbJykTd+b>b?22_er;jChD4emZMC1B8KFa3?J%dL
zswG*&5tl%sLR==0;}&qw62G_z&FdXR$m4vsTZVNOrLI)mvlIM4s;^7O%qAq0mD_+L
z`KMwatj$BfTj;IwH<xy7^6hm7vPMEhPTbfbxP=QO7S#4dpv>pIwYL>Q_6HR`8}~m-
zzI~f5C-S^XOhWgQ=yv+hl0g4>JG`-+goo#0$h&g8mQQN79>kndYq$7sZnkGL(0t!a
z+&r?N=0<Kd(-JBc4Bds;j2K}9+RYEHQ-fr7ry0qtHhfj47vc6Zyn8(V6F8*t*L6}9
zbYEPPsrhbx5AK5gBfJ=6&oA?(8{Q(Z31m;o&|`tv{>K+VP@i(MX#9rbH9^Mg=U9W8
za?)$BB@HSn;Gh#}s2HuWDD2@Wk-#yzov%_oI#~;9q}l*!0QK1H2q5WkBcN^*Ddt_k
zVZSmwzki5NG&MYMX6h0OWFkFk?Y5};g+MTOeZeoURlWNA9>2k$jNwY!XGW(Y%}2=Y
zm@<A`WAj^oSpk)=*rtM_U($;aUTa+AFTLm@_?on1!oX=~07+<Qk-dc>%D7HR31~j;
zuFNQfn3bd`1%j>#Q^ZvT(}Ooo4pMqL=onT!K;1YN9EnMASQ!;xIkV4vnFxKuNnOK}
z*pbgNkWmG!%I`y&+hrrck8DDbK8_15@Adq-{Mf0Pj4%uqhx9)O6K%W$f~8F3l6{VD
z8~b7Y#Hdzi9P3Y;g85CsA-#(_tjD}bQ^E_5FqogfPb|`^ao=#gcAoWHv^1*Q!tBY+
z8w2#uO>xbh?b<^Q(Glk~$Jv7loW#fcX-*+!?sfQOT7(!Qq5lfMX2X%McchC*IRfEn
zCTP?vfJl-nt7m$CT~|TGG(z?R_6qc|gC*xO0Z<=uv$bSbMoeVA?#<7m6o@|Bp*zlS
zIHstg0|~M}b>?QFnGSGXTr*A}&)d~x#I-{VB2^H8q*p)mjo3)G@ccr3iCRyfd>n3u
z9?y8If6@$QzW(-CRJ{qBYG!j6q>2T@QQZB$h302;$pC}(tz!XamO;|9dg2sfijVX<
ziU5g@1zWaLHja<REvK-fpE(2cdf);YLK_Bm{X@zSQeBcnzku{_gC$q=c9+S*+K<~r
z>3M?HLN=SWA|CJ!buxAz7-_l%cEl@fTO{W5hUTT&RXDay%F;6bGRyLvAhyZ)#o(Yw
zFA%J9A=vw&#a9o<g83X&kZIatZbLFj%svs+v!tel+VSYd#$^?XN@>_}(P<#uaPQ>m
zomE#kRcGwJUD7^<f@<)r5Z-vX+I@9?8Vq&e0PM&0nPnQrx32(w-;26v$Vu{XsfH6W
zb#Rp^TOfNt$M{`C(80|JdjnyYIVE<80Qzh2Ewk1F9F`RyyeoSMa<Ao5<1IXhU6@RE
z2p060K{VV!mvgGvfyyV_W7_hS#mE){!Q4LIuzV}dlOzz_A76`I%W<+YJdu8UhFjO)
zDV2ECoZh+C^qi8x^1d}4mJT$d1SWh86!z4D^MZ84Ykxdw<J#`k<7jya^_iU={unR1
z7c-vma6|AdxfuZ7!ypI-3TeWi;giU*Bfh%{@=FE`odce{zz)A&z=3v3caytcHr9H7
zC!P4~^|7)wrBi^~#sW&#J)^2)cGM$aVNbA>BY$`N!4lbnw(G>(f2Wb7zY;l3tKM+_
z<F6`Aboy@%PPN@NyDjQ+K*yCWya^bDghv&q6+{Jk83vTl|KBWtNP6bzf=t-BgjWMN
zXf5<wKoy>Vp`gC^-^isx07w+7@M%lXxnBgE`eLsdKLpZM`|ZCzC-@9^1Y<V6h&5dz
zd$q`Fl4RJVGwL{=pN9tx)DB}>HL=0rJ>4(4Bt<Wdz-qLT#PT@{Th)RQKA=qSkRM$h
z`b98>FwF9^b=*-&Xr0FR<pgu#fNXQbVGbPDcVyFX+2<qCP|xqY>if_oJSviu+P<Ns
zvMh1DZemxDq5G+n-jks5JCUdJLCWczvC)WObHpmbQAxgWZ)X>Q-FlL}pY4_5kDDA{
z%`;j+4?jkz-B+Y<P6LUU=~T8VMwT)ckAd<51;mat=!la3o88SfK{vMw_7Gtz8iL>K
zaeJ!ur>TJKcVf4H1lZng4I~DWYk6iWezTByGdVe?_~VIN|H!nT9Pk!hth&3czoZ5q
zBR%7YDnTc6#Xul3*90X!3%U-FGbeW`vh#(Kx6=}eC8nmWR|uEqXxI%(37rQJ2miIt
z8O{KoPeBk&L;oIrD#MUOA;=TmjQGl<m%_PVBY}Z5^#;^^rGD*3)8((_kNzL;=6L%k
zUhbUp|NcnttH2qp;DW!mXYoHAhp)D-R2D=kNH$-ZU^NOW%@tcGR#Z5@?=+=>IHnfk
zUq$P>`6{C3ftPyoirD>Yl)u4vL@urIKUrM;nigF9aKjCRxw}8z)3K^ZD4u!4i`AEt
z!X#?m#0T3RNq935>Rw+#F-@E`5C{v-T)5gaBdO-)YZAD=nq$s+E`nXPHR#4CER#-Q
zD7&Ko#YzG=;E>+B?jHqKFMi}28G<vx8{vF_C4O;T;mt2qy?VkYLD#{5a_*d>5|?2;
z{0Q5+J+I_tSZe}*AeCc>{H3tqJ@kj5vJB9F&fmt#Ecd2SXZ4CfiVqgeuH^VPMKB{W
zEfX<mLMVxo)I9pHb~m<pW-1wzVer4Sb<h0H{fFPsi*I~fnvkfeIVrIqzaSy#c`>()
z?Wogqc!3EofS~$a+eFf&)`&}6F6Xv^X0>Pv0$k{38_F`4sx7}GtnqUAp_vp|sqx>G
z6g%5cTrWBP^^`Ec?;3eMy~or$9^xn}+8Vq_50|j5!9}pVd#A5hzB>BPMyXDXJJN<<
z>V#Qs0JuRBW0xenkrCmkH599jcorB3N#-hya`>HF7#zkfK0Z(rmxulY-|Mo1JAMu6
z+BSwL8pw_E{at6xAbS`kP1!K?a0frJV-g;9T6q4tdEUMaO3E&7REgS9nMOuULCI~<
zE!S{f-D4d4C3F|6zqDTImcMrNS@-;645gW?aF?Su+xGwLGD7;B*bSHJo^BwVf)D=O
z!_pK(zDn+Pp)lH-0`cIDuFt9t5x0=b?AF<5xw?&Sd6-ub1uYvoL{h^@(RbH|)C^u)
z_MQ9LFAx-o$L~*q&gs-<uz4OB*Ks)PD{2fd5tAFgZDdyY>WzA%Ejmsw0SIAWr8+w0
z$)UmL9eEQ`8X1LK596i4G@VpnW`oUkQ*pS7!z%1OhgnvV#Rx^6b@*NV=1hG1ToI-X
zng*saz~#!<@flgL(-|s%GR&_8dR5_fbKl4}>C8){2De+%`%NReYz+Q~im><*{{d9P
zIKV;VaI$<1{o2+ktnU0d)WE^S0FXS;xJ`1CzPo!Sbs7GJoW<D;%CoyFw12Q}QS{*c
zbMhq3y}B+Hl=cUX+p^d4?t?qPCf-Cqy;TotyBVjDF>kUC%QCQ-J36t~Mb+qdFO>yN
zgjc=v1elX=O@>3;+c|;m9Y1lmWBP08c+eN-;a)sgN-gj|U&AZ03O90|{*jIVY(K&+
z>s7G|cd^(kvZwL1hspi1so|Ay><4oj8{7M5$d9}QT+Od5Z8qDnSfO7Iuas%}bPriB
zVX}QCcbYYxtqUT(*zY+-WJd=kFdd35S*uW}xj65p_U{FS=3l1y;*hQWz0i?S-*k(+
zKTXG)-s6m-rv@?msuL3FozqDfkU`J1czAyG#Yh+EE~>a$bQj{{V7dt#yIG7IzhrXd
zf<LkdeEc{lZhW&yY=b#MbQK4oj57S3%h127Q=}~C%r~&2-9Vih;cXYG6;S&0u^R+q
zsMKojN}e>NA78gdp-4{Eq7BqagOq5Ms5wY{bgRK@T^ffTt@Lp+7pCiEu6pYMXI0%`
z>d60ob6AQOkIP)cRqA9MA5M$o1&(I7a8rGLC3Jr0vYUwjGrVN4d&PPy9(9+?AgBwM
z8c(sU;iCPX)=f1uX{1l~vPKp6F^hQ0{BS3JL;oVLh^=2nd><Q)tj<QP3K*gdH{j@B
zs=<esc~9oeNH8_RiR5tJy)N!yXBEfYeVHXSj0&cZR_xwCfj2>Ds$juN-|fRtq4Lq*
z9^FT|s-w?&d-pWbr}T=&Wsw~8S?{<E7G226;m>bD6TD51%cgn5kR!$?*!nSYh_^g$
z;Cv?EL<|Kbtsfrx(vzZdlPVFv5rB~DnV<{^?x2AJcom;h)IDdhY5Y3tDCcwRnWl9(
z)h^1gs=Vv{7j2h@=O`@y^i&<vgw!WAxRgwB+mE9|hi;^Ws^q)7CD2L~9pHRrIHsea
zZw1CtVCY4ha!Qnq+OY;3MUk9*=^ychc^UzW0_N)ATDtwfm#FkdJkNxW3v9oef4ohB
zHgr6bOug;R7)7ihZly_Mb_Hii-DT*LT$cAwX7g})mEzU39Z4sTKYoU9>cQG7+Hq@d
zj1_faz$BvoALXV<PTb1rb`6K;=0}-iMc9j$uH=bR^e;wB;no<UK_if=V2(EU+rS<+
zTY1n`aOBwL$se0-I{B(^lOPf}WoLtP^$Id%G|z3~cASn%x~xv{g2?a^6YX$UyA3zO
z(&cnZVhvXQo??Dcp#Zgy=Dm+s`3w(#ZnR;Pz#iXXFpz~ewPTA4V?kUL+Q^ZbXxSNW
z&kAc-P4oU%B(#PBT>oX`)_m?LD$wefg|!3?Y3ZEiKaBo_#OtFj!w_X&@n3y6X|nbT
zHR9v&%)zFF+5z_6{06DuoESI_kMO*7+;`Zc&U`ma6a&kj+kcy&@LK+Ww9%dznLqxw
zwn}?)Oc8SWB$uf=l|vti_zS$%%Wo?QPo10JR{q8C2mD;xR;rCpLqAQ9<LY_Kezoe?
z_VHk-JC}XF3B|`%vabx$s_ypig7)VPc%$U7T^SYA&1E{*6B2Md*+(S})5I2Onk$cu
zgr*}N9f#aScKTl23(5?Jrds*-|8lYEvFM@Hud5__^LbjmBuVjBvtOzJkGa2Idl91e
z??<&1z6n~``o0A;M+u>l8yK-_Fk|C>fr4rulGl(DXMe#NyqW9gvXd4MIdQpaAs`5P
z%s44uVSoV)VGN8c_tE!_g)UsqZKeco`ciYaa~8Z8X<<R)p67W66fj${4gL+LKV+Y%
zQ)13x7jv8y3E%w?tG`2=SleY*`s4#mi6T|AC-M2zYW8%H#gc#~NTe4h5B%cE(7Qy6
z0gn;cdATxVU=x{gzXNgVys}lJdzjNp3TIt6`c3%z7>8A2Ke=4?@o}c@{OfQM#8Qvb
zqmx`HN6z7l5ntfR<jl{u6V)tEv$DKv<HPA*l4lJL0W0W`OvUWkTQ9dT5&ccg!JE+L
zoy&K$D>eSHci6aYF!RpDjSIQizuKJo5e&`PSXg<TG8`n7sNW;{9-@9QO)&^5T3D6f
zt`)c3lF@p!C*ZF-g>Q%8Tbzg%^Hq7FMNtwePylE*Xt4s=E)Z(027Qf&ZNcA`5hZ?s
z?GT`OWSQ?-VqulnP#1IV{W2ADO(DdRcr&qk6&<8N&8_7K-2PEAcngTxw8~Rz`OA2!
z*uURwzBYIqV?_@}04Fu-Bfwjyy>%SiW;i&Ku<`cNl@;F2>&{n0XjKbCFgpm|0p^8O
z%=ysMfUvqiHJJ(;^!fJcix);d_6PRWaT9~Aml#V$m~fJl0!4KoAC~JIEj(?H4eskc
z*kWy?3c+%tjQypZ&fOykUsDMh@0-fRs{=7In=M+I9)qRyLD#Sq9ktPCHlNuA_Afyd
z{Tv)YV-;N6N7PKtZLgthOB3o>-+4wjyU(qURc8Rl==Uficm$(d+k(6zOv{X{Prx$;
zj^a~bcswD8G`{SPg8H*?rVdpO3D%RGKDPL#Cjsn$6J@#XL4{++H|dHmN9U^6>Q*F~
z>R*93r6JYcYG!xedgNETG#D;jf5bshxpvIA9EX&5rD-)w*3)1p3-^m#G1v=kD!84;
zeDy%|#v+STf{ycnO*vJR<-I2$l`Z3_y~YpgIoYS}%Nxj1*8HaTT6IvMwCBi;?1F>W
zIc#`dxA&-%2#M}3%S833nR`=4E=HvG41JFVwA)6L+V-uC_d4xrkqp80eaBGWUeyRy
zuwX8@M~Z)k?ihh+tLU?4Q+4#)PZU*UmA!+^MA%A#A4&tecB<Ju>@X<9beM?4s8cFZ
zXj8nFh05z4rV!c=^+nfvYtNpB@C`HyULQG33Ez$3*X~9?3(u#!i$AyXrzHwu31-P6
z7b316ruxpY#GGYbnDB^@ml}C$tr7k}&J*eHx%E@b>7PI$nCV!!ecq?T@fxK%wr=0~
z(nn_4nrDA$oRCcdeb)g5aFKBi+5Nw|p;UPdYHemvmuj{A-a+3bbet-#@bC2?p_G}W
zJ*=zS&I+8dvD|v1Ysg=Vzu7(H8E!NCS~}}?5C(HTVl~q)EYPv5o;)trDJPovd;02N
zcP~RRI)rG#)jn%NKOT_4%Ik5Xze7%>@;tq`>X(9MWI1v{eX}*UW^BNh;SOWO3r)Tc
z$2`OsBeuBW2?hf`($Q!xkntS@l6q7&r=?qex+0QnP~wG}|832px>1sVwAQG2>VZP2
zGSYgv%~?2Gy+`;NKfe_8{kQ>t2~Jxmp8_oJ%h_sGs(TfOf`X=1jXc`EMzDoZrru1d
zk`19l#f>m=!7mZCF^sh_i|y;?B(jiIs`7=aGov5XymkhP>OPrH>DwoERwttDe0IvV
z%2)ERD@atN+3@>-W8aT$@T<Px-9LY<rhSA)2$D$v1Pj#oG`sybT@jMz8!bMk?YQ!f
zE<9exRke5C$|^!RKszm;YPLI0;n96{nGRw56XD=d4>3e#e3<MB(MiSPbeql_KFH&>
z3i<;Urd@@vS9Ej{Z9g!9REjQIzXTg0eXq!8u1J`f+Z4d9gVa>ONn2G7bk1SB)fh}n
zKPCx=dj801a6gK}X28Hswod}L5AXc=Hn)c`iWP(Zn1rl<OLF6~=}%q+MBsZR*IefK
zEm(&V57g+7%W``Yj8W3&myM+rgh%AH{oq_t?sL>7hUaP~H_b64rySGoajz(byLbwV
z5UL!VasxO6-yfOD<R;b|m5D2+Ssh@ArrdetwF=C67m6;z+}n@NUsPNIQ3Q?o;biOn
zhN9rvzx55=waN;5QJ0ZZjh^p4?Iw{CD(p90LUWyS87e?F&9(KvC-1>D!&TsX+`<>~
ze>qq;sCCz|<clpu$DnQ3P|`lh1OQqER$;ZuGu5e-S$gyC!yjcNKI@w+l&I5vxu$de
z?-X+IS8aO_-@gNrR1%YlFGs(2=Qm9PZzw{-5?B)C*fKeL=`9=bn#CCGX*(|8LvG-e
zN58jDL{s${9J})3V1SD?_4d6Ix<&gy8GYc#_9a;p2!l3Uv!X(03debVn{Qn3bM*2K
zB*0OA@(QE-hS*3sHfFFkAP|xPd5!UQEE{1`P1gNn59kGa#<!b*R+xY`GaJG-lknwi
zQ=f&hOf6M>p3>DAeSUK?<sv2s0T`*yZ0d<=Jhzg)6s9BzxpO!*k?}r0dxyV!qSa3(
zoP_wE_UH~~@j1_|X1y&9B_Oc9$<M|1c5NPiht_N{=AH6Pa;|YK9n5q@z!lpL9?m92
zOH|bsL@O%f#|6sv5qWT;b!LTA)FZfPE2I<I@J9K!Ak6$yawo)62ojRL2?`6uzBSzs
zGwP<6nq=FMQ6pQswL%X?BK`!gqh|k{OTXnc__$CETZM!bVa|SM2`q=!Y^FLGm-ZDr
zO5YD%Za5(0hkaKZ0RC42IbR=;BdUHEzk*?9Sk5jKca&jSp62GGgokfxgYxw9+7KBj
z6r>X@i3JRCLVKa&!Un?}3Sf$8q&EH8fbc@3%brDVzz}x~^_O4_MED`<fz{2RKP-VK
zC;q5Z>FEe~F@$K+ZzP^(5r%sh81Az_`*8)o@~z!FM&M>7Y)X@t2gtp(o4#3d=)19P
z*YugU&U0o$zUXg*dpA_Q^17Uv@w2ZIz%WoRU++J4kSS=fWyLEVS|zDW+DvR@4;=P%
z*@8wr7_MlvdOJFk+vt|JT&n%Z)4ws2<Cp`kKQaRvk7KB^8baj7P2T;4;dK=#thMsk
zFTq22xX|GA+A`d{yqo$#pZz#h5875_kXQr0s(EGV6K_ZdXA*-f%l^@I6E3m{^O<rk
zJwx!ImZob<<{nH6u^h3<q3U2~xAXQrF<(;y7%ylwu*G55t4B{=?uf~+L9}m4^S*3l
z7y)8vWHC~gj(Tp^1fiPvvX?@GK!RdBLE}jS>s3;mF26QTwhMSVL&-ls@%(?k(hN<|
ztKZ~2*6iGBsY@dAz-n-Vo$Aq7`1*hoY%cn#{JY^93JlFVp}SoX0ZFKGYs%hilD#18
zAy=#<%A`PZ3P6<$Z3__y;er6QS3dH&*x%{j*gZE+0Q+OCMKja=dtk+XZmr43$y9BZ
zdZ!r9bb#Zm`=GA)e4qY@Y7D3)sUQ9yPglWEWwdMwk?scR?rsF6L%O@WrMnv`>F)0C
zK7b<K5{Cw*Lpt7v_ulshj<~-)Yu2n;Gn?J7$Hm%?KvB8jYN6A+th=pE_yYCM%@Be;
z1GRi2^vxTk*)TOOODOZ-4-1c9ucZ5tsM~)=MXWkp*l4IkI|xbpl>y~A%#FeSU9%++
zFybS4o7$U#M!thZIv#YDw#a3l$CT9eCl-lDSKU82t{abHrSfTbZ8OyfP<ol1r!p%E
zvQ3eviVkf5vS{Du&f0(XLO|pQYtlT}+O&jH+zfS7t^PCfTW_C00fgZ5!RYxlv+NW!
z$cdt?R@5vGQUeny8SOkz-t?P5k@~yj;7tB9Mipn6SiH23Gpa8!i)cuEHNs}jI_ZN#
zT2Bd}N%JWTWPRA<AMVnkk=2nVs|@E}mP#6IahK7zFYBo=@)XEK_Ba=wCg4xD%bgo^
zxH{Tgcaa<=ZfV<-c^!vm^8Uw%-@}gr$}1c`2k3<j<H5ZvX<2qE<~r7?)qXj&@kR~6
z(aJta2t|Wf9yY1Nfa}g18DVQ*o75!CL=ws)$CG|CcLFO&m~+L-KlzsCTOkK{O>d`I
zs_;@NIc>Ow$2iOfXmSf^N(>^H?y^=XC98=X>BOA2I^3Myv!VU_t799TF&LPkGck!<
zswCKKkT_8rF-mH3-c3qhYb`{Xo(OC!hm|1XI6AI63wnu`W?wh#obQU^ARg$ZV;M{-
zX4teptY-e`+#TuAGoq8=tW{c^eicwh5bTLo=2FTjtu&HCq0haWdo@1(_}eQV&w;W+
zH1enJCt5smygOFpuhcsy__A_F<Ln@DYiM>maf)cG&%oVP59l(P2{FE@du3^U78cQL
z6$9c-oupye#&;v8qRJ7k9+bX{{1<t8qjVbHfIVKq_)#(@;~*WAYQ*LHh<fy+zbU$m
z@vG-0UwBntk@?r;KrJ=&`0q7~Thur~6LnULA8%=cdIR2@HOWM-VUS|!ePVS&MwU-$
z*K^b;`*Y&#5JhcsfCD;gm=@#@+1k&S#v{I~0X^(}CqZtH-n^`{w$M*CJlhCL2rJpe
zkSuV*9onageqPl?I|s+BC1IHGMnX(M=Rw$D5Evubt>>pFh)~J?V<KNLXvs$_6+;0e
zC;`v5?l^v<F?0A%3k;Ur^?+LCE1vVq42<p$<sZaTn#}l4L`aD>@ruF)3!1y%$Jwc5
z3vqp%T5aYYyj<!<^_;sBVOx_{2}8@Ugtm<mpM>GceLzZ^V`hROilBgH9FhOVO*-^R
z{2>Rox-}<yFFuU7@#LUC0Pt8vP==1duMZarz`bWK?JcnB$1$a%Qc{H`vZvqDMJ^yc
zUa3v@%jI*%<i=&pt@AuKK+F-%IMq%g5b|!CtPoaYMhs<4CUbPyiXMo0XS85Q-rRj-
zT3A2=wf=@O7jd2N?{Q3y#w)7o1{<@d{-95UPsR<)i4yLpm1PRT*c@>XI@g|iZ=wn}
zEq77eheS2fx8Jx=g!0{|C>h&EhK}9Akg&NX!}z1x8QvhBe`y^;7e&G+Ij29T%V#V=
z|Ml`Ho9t-6ivE>fou<%Og0Ya5yPeh1c6F<@KWR9s+Df3X{ZW(o7fM+I+@EmN_416z
zivb#S`aMbwyqZW<X8|-#^yAgibZ2VlQ$H$`g+Vbp?N^s<4gs<xY6cs!@bIsTEITK{
zVV=GSZf+Ut`L)%-Jz3e+v)@V-Z9dJt2N<**dkCVeAOb8m{YHCV$_9nuyHk)g9c3um
zXbT2{{qR9oaAMK;`)ueRKXP`XYbS?k5bLCzuk%gz`BwT?%I!VB<btZEsQUs{aP%%E
zCcKu+U#AikpCH4=?ThV>Shr4sVLUwQJtl6aZybY+-tK;P8FzPX51tD?@>hiw`ZUB$
zNxWb2I?M2<n5*2))tcFSqe{vd15PgeGh)%;*JTMy-AfML6Y2IXsi?nXQ(PD2<kTr;
z2(nB5%TIqSeAi!5uFV8KkPRpNfzp8DfrwhiiIgxtdLQ#$6>>+dkkz@KRbelxjZ*1D
zoe){0<0ua3`E_dWOwQlVno95f?=?+ur{1PYw3Z&SeF{bz`L7B*mmizNrbyk_^B5?t
zLfN_P!%ma{Lq^IW9jP8X$da|b_pGesxXnopzC^HEuf^k=p<HK?+eKXka;x%gD)g<W
z@o2%Gy4KaPe{e1fWF6U_U>MrjG3!iZp3~tFCzm#K@3h7egyhUp)?JpPX4l}E`sa*{
z9xrN)@W%k#24nL}$76|-^9x5Cg;&@Nnr{VMp~15{cD$_b`EThBp8gU8RUnEdhPDS>
zB8&U>RjWxyT~X`eeK#|GaHqGGaHgkQr4^QYi`Gy6sbW0>{-u-U!uF$s3Zl=kLK9BU
zsGJL5fx??MbO<4YG8HF!(JdN;DkOg!^oq)xaN-n-rtJ)|jI4(UU)moLQtu(~6ZjfB
zm#K?H8Az(dcE6!OJ6DX`7rUd}v24EE-12jzm}nbc&H3ytPRQ(FRSckgmKZE1h}T>O
z$vn4TA}(%NWE71|c$10|$ih=`i#&FY`VuZLA7VG&(b0ujq21Uuq&uY!=;voq4C!-L
zMvm-G7b%54*Wa5D{V6jf#d+ba$F5K!3-$CMFkRfaa>qc>pNvd|jxTp)4GlraW4So_
zCRP*O_yv#08Lgmn>?lYez^1{`@^bZK${W#dQ9F_S#93Is^QEd~6Mwl^tKn`y{@tT6
zRI`}?IhlA;>`HW9UuaSiYIb|OvJL{a`t(Zf-5UP+z{`5{$^ni6;!Fx6HtM=HdJMJj
zO|uKKW`LBcO72U0xGbxcv9^jAJ=mIXvCpVszr%3*tOw@Y>@CS_*n_MWJiG=eo`gUH
z8lc#w*zSY9a?cOB>6Q(LDf2HdIqVa_*R}d#JNsc7ti+olAFI49Hjh$Vr^wccQ~CbF
zQotLHxa*Zh#P-)V#*ji#4;_3WZX8;C+w_tL^TNX4<W%!oH5GFzS7Hr37z!F`#bZ${
z1iI-jhstn+{+`dLXg(S}!L6_OWyN`DqDaFKgy)Z$v`inzD<s(hOD#f1i{M}|4Fiwu
zlw&_YQz*)QoHZk2nOjd8E|_-yYKolqlvrvEx5Gp^kPyb+=+0>NE1YYJUPI^w?P3f&
zkO$zPWGZH>G3O6!YU(|CjbAJ$tII<RO%6|GeNj%1lwDitO7ryb)RAL@(()QTPth5+
zDv2Dq0L`bwaKS6b%mnFO$)(x`fV4AyJ<W`F2p3~4fmpT7h-3)U1o;TOEL-S)AER>>
zK=T=4Y)iNpj>2n?x-mJrs*kuF&lp2ez17aRC4BX_n~m9qVlybkm5?X^WC(HnwX8No
zH(S^yfp}>KQHAFS`g5R>*PV>Uoek}D<c3SeY$K^B)-%$w@Yv~^ve`6p+(!;>qiVG?
zYQr6L#eIwhT`|Vlbs^h>QLg_{H3PPOhHF>F!e%r2l!dcr_A0DcEADGo`ofuEngpQO
zmnjolN2{iBM=AV#OE-tK^c+!2KGep6kO8i9lCy0H#y;;Ke6(w2=_G1Lw!S43@0}Yq
zJ-WEgQ4rg)rn$kju^}T?z4pP#I}(VaB{v2=PX0XOBP9+IUbk*I{<~|Ktnbi%U6t9f
zl-^wzL;RKgI9+dW%<}mJ5G2|oLUe1P4Su-uibiH%(L2$ze%wMQlEQ9CH<|r?|8WU7
zsVD-=<MkJSn>I(Oa=rO{N72XGsI-4A1kmi+HCqP14D{MZTdPWU=&vVfqSpIeDb5k5
z|A)*Ruf*Hm0_h?xycA>Y^rvsyHU=wqvx8=A9+SNYf(#I$lDpFsdHBfoU09B5T@j}t
zuPAHC;*CV9Xyh!`v0gzhFAU{1L=x63KCcer!KI1eajnCTt~Mu>8lQ7a*?$e%?TLc&
zR2b*{{>zx@Wdihu!t4c7>UTA4jsNhyb6lGn*|N`rBo@b@52eL2-fl=cf7qX$W<4Ed
z0)<P4fa~DyFu~^FJ}G4b$TG8n6HWeizD`S1Ozw6HFJ=YJP_-TU9KVkT)1k%45a0Mr
zFaLa@)?L4E=Zzt(-PFHB`>Sch%u2R}4toRCzedM*u`pB^&E`GZK?01ybXbbCRiRZ5
z3$b}A>u%#0?xc38HJAVM0^mt7hMb5*{}>36c9x9}aLfz1bc-W?lJgG182U=74wv|m
zz?2&U<rec?U(zq+yOxQB7mO>hnpTMdA(}E?A-aSh3iCbfl&&sVsoK91*6{#0kR~w%
znQVA-dHKfo!F#H#(i_Vhno<KWy@4T4q_Fu1;`6kyS{<9y-D(SXC!!ET=;vxS--MX;
z@)C0psRTKK{dmoysH;_z$$+2jZ@wq<O|EQu9?{4_bTSN`NN@n1JOzPM$40fn!cq}j
z#5XJ8jp#RKe4tHOb3<|d`0704&U?=ooQZz^on$5U$DCP`2L>FyUaIfn0b!Bx>L9P&
z{(5}ht(=I*TkhWFL>5H!#llNDFJE89rjYz}b@&-XwGqQse~1m5L)Be&zuX~I<o4YL
zbA6>L6K+-OV5I3F#~J@DkdTD1-1dphMdNZR4zzh{C?w9<DcJKVYD-dKJ9Mm;w?0Uz
z9x`3Vz9%IS*={`ekIm5H0!~X&ek<QISPY5DloYK|X{<m>2;tFqC?*=2rCVg$1*V?r
z4UZ5cg)f$E@47W-rnSUoAf7qpWb;ekzezz+NdM!111Y7U)1DuQUy4ApODeP;+V9f9
z)fsLb9|(%YlpI=cKD_Bmb^y%LzidpAAEA&TXbTr?+KLZqDucDYniI)Y<5?g6sgDF<
z1k5fXM@Nax-!KrlJE}ij1nA$X92WE1ByD{Yo}cF|5w5js;1VB9QcH9sht#?$&vTpd
zLlk&{CJmdl7mYNgMG%D5L!74;v{|({SPbwpE#1aAqa+R)J<w+K``9A?9OZ(fxlu`1
zCF^2josWgpL6#fjPAdD!v8}K}R#`W1ZP~92>niVsPUlR~P~<<UwNVlJ=;Dz&gzszS
zub&^1y4Leeo!ZsetZN67UZ1Wq+0c;qOFH(ZDf&XY>o1)rCQA?_!(U-|li!Lln6h{)
zGu(lGiTMT1Tw2H%hyUk!SpVaBA$bwOknKmWjIH*c3qE@Q57Bm63~GNdN<bM26waqj
zS|ov?zz8)*jaX?tR2Y1zgC_c?z&d}t^V1EAR{<-<sVKM&jaZ2J=x(=>wVX6RXR@y<
zWrSqiIJS5<Y!3)97Sg$@WV^O*{aNKK!3KnitU}{3rj)YF=r%;0kM$8fRecbGnQ!dG
zYczfiVOLee<Xh%Uz5TcCW;!MHZ{L@Pou7%@Z`*LXT1)B^3yp5f!($xht-Cgp=p1lq
ziz3T9h@{minrqcR=j5)nyNw$!Z0iO&Jp`i<C1zJ5BoaR1T>-^DW`o{YQLPY1+3p_p
zw6n;}dI6rm!q~VQaSRA6F>>%ERV?0jcA--1#wyg$HXw|s5B+fbtyT_hi7;}aDcF><
zwqhi#S66dG#w$9%rtW?J+eY)QCz_5!H7^F3?}#Jm;_Vg=V_yd}2vmD(`&7w`yN17E
zl<HWay+uGp^RUu(N;o{&H@IR2uuas*b1x60pJnC38rFs7aDV>fv>HZfl<{xe*zWU%
zC(Ztp$g13_8Orrr9xR@gab7G5m+MP?gvG3Y3uR=i5KQ6Wzo9kgvZW*P5rV0ne1pC2
z1w=+DA!IBXPIBUi6J0FJNp|Q~H0%%;qrB}?!;V9RZP9V(TJpPdT&^bOiM)>W#_Zt@
zt<RA3OwPK@%U$ZuH;hT0oZVk8xLX~bkY}M(k&@mJPk_8%BlrbXS!XdhF^e=6W`QeQ
zpAhS-X@R@hLtg|Q!9Oj_ElKg0J3Y?FWvRzgN9aD-r1BnyP&B#~d0sQq)mIVy9-n@`
zqTT^C1p24mVX!OeKVec2;d%7-OnL2I71!_M_jn?%?*K$uRU(#u_F#?-#nu6$HgwW2
znhNz~?|gB}^jcN=-ia)n#MFJ~)=gRMlB}{S=eciIrM%kxmp{<!vhSNEBaV<dZPa?O
zxfHnm5sd2h$z|j3y$fq1k|`-3aEtFnR_jfpw*LB@kxoBS<ukou%jE`owtK)5WK_?x
z#9+NomdVJ9ML$j<Iak&qJ@G?`1a0!ua<oqSgKnnt+@+&|@CJ&wZCK5mYD-}^v9||<
zg3NaCgla&h;^S5s?CS*RpVYXU>R{(X<kv%zU)Y!!jg*|{+69T+#Z60{XX`|h+D!lD
zGpSWU0&v^%cj_H$Oui4<U$+Iod%lw?2lyPe>EhOvWWx!n3fKzS(`kC%?%Wfrz-XHW
zNkA8iVzhtk8%DhC6#<~hwZg$-lDOy<r2d}dK7be*G{@eDoO3F$x6-fEaymm0v^RX0
zy4g&KC5j}aQ#W)}QCjWGjGZzW;R7u3NlTb#k^$m>H_&8XFXTs%$Fvc|=}Q=B5&65K
zmPCou0uQHUc3uE1W>lknq@-CN>5@cn{eA`7QQjl-#bE#xU3N1(*|5N`u(_KvQ}}qe
zJ8U4?T4Yn%56ykY^ZW}Fb3mfl4YR7tm16=ZTk_9`*Q4CYYs^Zt+s<K)My$FhAoF_1
zB9lcsj9*=cxBVOexe?$l8#J&woJbOV=$M54@(sD5A4ySTW9B8&2Rt=3(SWqVHaRx;
zXvXAAdBIb)$~RczV<8B(k3kwI(U%>2<T8R(vG@$f)@&EMB2CL1mz2a&QSE(}6!Tx*
zkeopNiL1@L2VhZ3ORVQ-`htcRhaW5KX|cX!oZ4}`5B_BRoH%uiXO~;2{cu1N87_o+
zJo!&6<5<37_kEt2pPwvlp3hjVvdtz8$pz-t9!^ohmWtB(8M>~9jdUW^7YF`=m$C&*
z>JK`t#Es?lDzf*_!oqG{8*TT53;$AxARw9orH<ke;D>n%mGbn)K9RzjvydzF;}@qm
zKj>o8V39eA;QMVil=50iSM}M&NZUkP;fsV|DQk!w?DiFXWpbhMaDSi2849Q={t2!u
zItDF-oTfr_ml)a=BmNOSjJeoaT=^F&N^)@Hm!ZkO(KBVA)J?tfSlAhG+)z68z8ogb
z0S(NXdWrGih2g<G7;bWSY|+T$NaIz<=_P@n+1a^@O8+w+&G9ev8m`US!#h!aur)cu
z(G@O8*k_l6bzDz-pJFs~W&9%ywa*Kta2+yE_0VGIO_a+HD#nBxSQ-6kf9z|X_NQk-
z82)1uv3L#344x0n#Rblc5~G#s+?>?lo1=4o31|3hem=1R6eHG}A%al?hdV`iKa7-?
zOLf{}CE3N#9hEL5jP16B_FXJcixiLV02$5;nioGk<2<q!MWVlq_xba^9RX52?CJei
zP_I7S=MjW`1M~KC4uYzF=Hw56hWdU5rMMdf#ZD=k&u<glWt@`7B^U6nSczUevh5oY
z2icb;$-ym(Yaix<($@6tq-&v`^5x%Uo#q`TPj+I?+HZ$OgV)@T*Ws2l^dMmLJ8%2g
z;0k=WJi$wK8;VArMQ+s-*t-#9ZABpe9pVU~jqnd){&Tq~%`zV;PS^<{lSPj0i^Dp`
z*M8`}CapF>AT3Y<K?S_1q{QvUPWM3rkD^WIDzOdGppW6_3o;K>pE!zTC|bZ2HI84Z
z$a%;-PptE=;3S>Zx^-P_WO-I^yKqrI+$;@-Q@IAWWuSw6)LTYZrx2jmA$i2J>J_zS
zf^@87)3iGkzhm8pAx$PA4M&!AgTV@$o_roT1d9a%u{wy31k+nR-qN4Gw8Z4r&ff?#
zcgb*^m~gZc<MU1KLCJmMJXNcf=0>0YGOz`twQu<6Yj!I~T`Rr!JYznM($F%MXyhLF
z`C(4HlDw|W6GhRp{^R-GAD)QArpkD|qSs8ua9;ukOU9xMTDKkXfQ2aCU!-Cu{X7a!
zULl`W;$-2-;@}JZ9=Uq>Cx?%OLmCSHm&Roe-Gugv0a}6PPob&o^5(t2{W<>;+rlIz
znDlNxPApekUS`RR@WQgDQXLKWx>&_*fAv9`Tk#gEr(NBGBm1J0uH-~j&<|wj%Aq~k
zo|C0k`Do{F(&f8f`2T5w8}m95@?FbLpe3%;?d#E$nB#VGf<(&idZwesf9F0e3csp~
z_O1pgy<J))LIO{Mc09aq=jA}}#O*69{{<P;a=p$)Sr_9Vo$pW0#eoGd;}f^}s5U~h
z9$FjrNO|!Tzn=N#N*V9pkC$Q1$WuZO<R=k%M0)k2yl)cnnnhqu=ulBqxTPvM{pHWQ
zJ?!wBacl}|kqI>W$jEtX<bl9{>_e~Frv%6b#NP3~P&H=|CT}c@>?J(H^9iPtzxJTG
zK^?l5;s5Cy(f{aM_zgw0fd6*kmDS}pjUhZhN8?7Oq4}srDMJVcgY96=l*)6=d#qic
z#d)Uw)I$P$WBw*%7#x!0X~{DB(|wiaqD|3RWhp8!&)JUs4e+fFs}^L%$tKUgD_Gp3
zSlJ#qTZ2=-jorw|J}BeqG8^wE)sx_?t&gAX@nFQS!-_W%C83!tM?p?Ok-!pQ5Vx4d
zZ11WT6ws+UW24k;m6S2PJQSxmwM?}UaLqWKoMiq={2kAfR$&^2Ey-Xf(BV#6f?aPJ
zVltWSQRljKHHdjdOnPXTlN<QoWZDZiQcaGA7etgNs~;kJWZb!m3@mx`X)-zHw1!SP
zA_p{8<_O{r$<=zl3X_Fzgy(Lr41f#^e96e$>3Dm`(!Mi-%*+^P<a1diedrNd!Ja4<
zk<MS(_7T`DAFa1;sY$k$E5eWZ$|}m`{i~%7I13|3@y^eJ$B^AWEPf=hTreai#p#8&
z=AaIhRuJfY=~;fD|3jD^o$kQH$tem@Ui-dn=jBeI^r<c2gnooeWL>)@j6r7j28M9P
z9RQp#7W({88(ATr{*|k>heB{HFW%56U3CNLRJ=SRVQA!p!TmA)$Rg&V6tT{gs`5fZ
zE4XN9j2Pj<VDkod37c<cyB*;S4l~KgWqkF5+h6#idcU_qUwC07n@4v(c)T3=c;Myw
z97l-gc8X#TWgTb2Cz3$nH6<8r4q;)(D?E~yHY0V$(|UJd?N}oB$w&BN!0FI_dx@qZ
zcbh@8yQ>0?;4Y%yfFY{idMt2>ff|Da$al|qrCz)J@L7M6!<Ce_ZmD`@roGgte0ToV
zl=@CP?eTC*lzflJu7D52!lT2^MHMyh+{qPkuX}PlK15C6HWiJWKOQ_=|2po*#npl%
z%lBMvYxB+a5gUGJ5(jjAOSmTSJEpb|_4KJi;;42PmF7p~CMI}c=!@eJUYUM5poIw8
ziye6bzbSR${)|~K{6^K@O~W$26GEn3#2t?tYMqF#XhJd{x|@Do2WEQL``n$491-BL
z|Ca~k;%roHU{yFU+-sCRXI)Ib`YvFg9%(+o!Ig1ou-SbN0MceWt4>`>pCig1b`foz
zw4f;qy81%6A5--97c0E14a=D8dV9EVED47d((l+W27vJ=);{J%gz-{>@(3WthBp`}
z)^?8}^T6nq*35rtS~w2;=nq#z-y%C&Br4Nv-5O>&hnD@$S`AQ@2T`f%?Zk2eY#>%+
zYAD(^o~irRl}>VUZ(gO1<x*$$+Wi8cPKIvY(xV)!{}kf+`2AH1g%((8iK{O&?4<V=
z*nM`H3i!Ss?rDi#=oMv>%-lhy^%o%8s=RyTf|mdo-+zFyu}xc#en*+G9E$$6KaL4!
zZjwDY*^IsQX|_`eFiPopdVeF)Rf7V`W4<f$m4kq)of8q(XwTpikzXkElj*yZaIZCC
zS042~t7o&sWq7S-Z7PvZvvG?I=hynO+S)`Z>c4#&$C0T(_4YNYHHFROep5KVjYqM!
zBG>r8WBW-Ne-{g1bh|aZJ_)3G`)uN~vD#5};F0uORow&cDKWPaBk`t!E>-lerMK7X
zdq7=Nnc)`($+t|Rq9c$(Z|0Y{dQ+p!=;z7N6Cq5sHx!0uUD$9^a_z%VQOzHJY1*b(
zRheDU&JxvX*rSi2n793NB_vC()lp;ZZvajZ)?|K(8{R+lTgF0l3{mcNZM;>Y4Gr-b
zLnaVQbhq@Q2!j(>RBvEJ@N}mx+m0QDJw*`UZ$br|qDKKO?o#;L`?&q$xm}{C^>)Ss
zO->;v-KK5X!;Jzw;rkOqp7*)lhhCk(UNcvWKu+X&{-V2i3deUAPrVFQR`f-*4YK<1
zbWC9hsBy<Fyl$xjdkWwt(53_hf&laLWRv`8fnVEpim>ZU&nsd-O9F<8Xyj7~n+28s
zSw?bNUwrhB+gjk+Wd%@lToF!dPA;4*{buGW=ePYI;iBBbg$h|X9SfOR07ca;*1As{
zJ@*KJSw<NPU=WRTomsvpxptK=Y_R?jMd<H_Jo#7#w6o{#DPXg?hKJ`=W6UmmK@=X^
z!=~TkbG(DLOxt9S>iZjhsFDi+^ycNP&AEIJ6YrUw-4K!N%c@1T_z5B=@z!73UnmTv
zQ~15`zB)s4in`rTu_;bn%>a^rcbaJ9S^%EvteK{Tk#Gnh3OI8o1xUT+H<O#{wlmvz
z&*u?&U>G~RBu`L1DUFNhZduW=NyNnib6M?VO6xE}Nq!;J&6%1S*QaMZ0LOtPfPho5
zK#Ch5`f;&;(CZQIdILc)VoeZTbXS<L26ywfz}MN?@6go$q%$}`I`d9Q+haJ|`UYN#
zO(i7I#sol3O!Qe6G>!0RwC=*T`0*9fq~I0e*IRljBn35`q@CYS0^8!AqMpM>s6(cz
z;ND|^v6j2Ulvg24ldSrHmx!JdKu>BYG;u8`U58iR%Y8Jq$Xf|X#nFtc1Sk$FjO_>b
zKx%%!objfskbjB^lH5EFm2&l<?<NM}&qaWJF%bs41sJ)jWl#Fee%yzT_m<Kz%effA
ze1<$VJrOZEn?a$((onOKFulq$Ty4R|>AnL?cR3_VCaIB$`!@#RkQYD$j5Oa`obHrU
zJ;kY`pc{*uMKfCv2IwVR>9O&Sh>+$xbwxN*JGDxPO<w|j%AKmHcMcH6*R5!U38D2T
zOXq(LrR7g#l2Oi+3{|$1Vb84O{8ViCL4YlS)2&F=KNPQcr$$(hnL=OlOH@!GERe^i
zPE)`GhlWrEc2ZQKv{r27Tjrs`xU;;4_-W%EMgXuKo+yhCMonR?^3aXM9oT36I-@2C
zg7vp-aM!+UN~nSZJWw2ums=j?R|+P|5`xretl@xob77v9691YVctH3cWigVn2kJ8n
z1`C(lb%IO#M}L)(;2(VJ`cAiX`X4s(o-!r0&tHx>N$!dhz4#@V$7O0GLD_O50X{-1
z28fS~^raKNSGME0k}K_hG_spG$!100>O{l$%bytCF)r>t+Z<Ilw}jEs1zDkacVU~B
z;WOTsk97i#^eCCWt7=v>_`yGAcHDiJ<QHQTV-uKU;>HN*@pS_SkFb@tl1l6%@F$lD
zv~*#$le;|F)IR}%Q<&3Soi3bycJR%8rER#21+D+MwICpHxcsQSsa)*aj%H%z3HKgM
ziq@TpPEo0p>LLQ>9h_cqKv%36$zz*tG`Q%sR?>ew?VEaQTUj)CNL?O9&dR<ukB6If
zuP)k^qz52Aj!Jk-K-J$Bkm?#fA~cLS21);8E?9V*UYk%xc7sJXCo1#v12R#l-*vlM
z>416%v5w}x0aW62zr?9JnZ`A41a#i}Td`aHeHIYLVIpqnN)`6S1-eQQHJYmSa*y9J
zAfy1c&P1?Xtafl)0H;o#jD1c@s+|<@3Ju21nUWTWbz2PxK>MwF(bZxmXGzM*)e6sN
zhZtzWGf<o#HgD#?+aAInDY=M#Za5OTUkQ1T^M`;{XY03|ZvpFx$v?NRL<o{Pk`85I
zy*&U?46)%KtB~bLRz$%w@ldw^A&9@p4h_Q=Ns4L<K9pp)8Y0Vw-xO&K+V>svzL^gE
zTMMe6&R)G%$v{NH&NCUJpsGxZ_N@qR3L46f&G|5*sm(8Vq90+g5zoLwFUU(KKVzh!
ziqXjXKtYy449>rTC@rL7Oy=?M*w|H_&B2va(W9qrkrF_v698HU6BgI3m4|FtfC4f4
zD~L7*Q=Lc7Hs7VoWYAh6>5Sr5P|k5_T>Gm!)(5^EO!8NWAecK})5uYa+3DomEcjH!
zAF{|@Jle5Y*0f#`U(wh&V}p#w232Oye9PUAfmGEV-<tFKrTV({A5R%Z;}zxgO&2*I
z;^a(4O4m{bTLC=W9}Iz*VCpx;@|2x=&nWc{YIG4dNifUpg4WJ=rv9OV2Hv~&J^z1>
zia!+GhG|+`P`eSPqNIn!<u>iFW{e>y5Ep7}83Q_YL6!hH`ukbNY{v_?o%?)?x0|ON
zq6x^aaFF%4BWtohIAD@V65H9t8M>4*DDgWh3rw|(pa?~?#u${TZYM5RunJ|Xw{J2T
zG%K%}GP4s?wDr7Ui_y$$!!UU4URb6BY$!DqHqrrhgW6Y5_5ump?8{A`oNrd97f_}I
zztC(=@7qPtBg6peAkg!`Yf4l)7ya==QYE8Q<rhc-?fTOrSxkc}GINJ=CU$GM(Oc6z
z3svm*CN-!K*7y3u1F;h>+MBQn#}?X(etkxU*PfkN1Zx1n$weqgEJ1rWS$0)R-o9<f
z*~I*<gHdytV2}(@W)R6gX<cZ=%3r-=3cQ?&kiJoia6Z$U&09BBy)W<!3zHkh+8J{X
zRaF!hpSuH5bvzg>@(!-i3|pixrim)nZ?b*kwt!?xh5bFA$#tfDFiuVdq_ljQX>vb=
zx_R;-IGyq)K$A~&_uKZD1wuXq5f|ChG;GJ>hetzY6hT9JZr<YPE|$1I8vTI@kKZV!
zqnB|p+P2?VL>YGf6*SyjNC|jqmAWsFZxcFniZk9$hxcLTLE^z%C~}WLV#4Q|Sw2|>
zcu&`dhpy0>_da$&Se23mM_s(=%ORVZ3A&YbzShN^0#xpmvjO$4B}*t?+zlE+N7N{w
zp8W0+hD`|utSP4omXqEL<1kAbr5T>BzNz~d0;Q3X#VuN`FoLYF9_z<oCx&xf$|%4?
zPKX4s+q$~U%S)H?YS;anAM}<6XD13z2?cdhGjkQd0*#9&)3<Z+Y1yJMT+}+<9YujH
zNDxiTtt{Ej0pz~pEePFxuq@{jbarKfD4cR6f6xL@rkG$lG9n1HYJJW#rTu;-9$c&N
zW?+f?@Y!Fb1#o4Oa2@E|7V{sVed!XRlVGeZujV*5D2a^dTCV@omv|4H%yB-vvR1cM
z4|LuwlqBa;PtCAJWpeN~#&U}R+ZLmkb&y&1{x_#Fx(50-1$GvkaAcOjhl71gL~yj~
z4^<S%FtnkRk@S?i?u$?i2F7uj>O-rh$kCj-l(eB`=S*omHup@sn}Z~2t%8<nmc|PE
zvh5OZ%e2p3ULbBGVDc7yBC=;0*r_Nfb!RRypIovz${r4I4A}nWy=p9Rbc%&Sqv!NJ
zjnk!$+mZVxj-x5kyAT{^xeZ+os%h9da7(<Ot)uwS=)Ye=3VQA*-Xy@t2^9OZ42Y9g
zb|DOk-$*?i)PbHh?#9dRXsSj(pyg%w#{C>!G16Ar4Q|)?uw24hZ~pN_>hy=ZR^j=Z
zB`WLyqSX&V5iC_v%UnVUP{^~2>JPEV0*kt_dFI8g3ux@`pCA#_<WLIPYx<xUg>0Md
z7e?70ICxpmfFN31!D~Y4bEF1rk`?8?XW$ceF~5*Gm!8UBtUk4+1?W0$w6c}?&d1Z@
zOz&|3k|ei?yV7XgYx0|-4&(Sys+gn;kabp;FL=(qC(CMIu%hEnU^qGPpM)ex6FOvy
z+mVD`<R>15NFy-MKyQX^IeJ|S@dF{yQGlMp<Hk`C*9wXh99g&$BHDXq8PCu*L+5&R
zwjIWA9^W73aA^To1iD;-lM&$Wd2=|b&XJ@^XRB-;1=<6v`WBz?wGvJe#J3Uw{|LgI
zLt!GfZ?8*vO^sl~1smQTwo|kE7IRo4ChV(VV!G#N^f=mRvk*$t*!PaO-Oh%A(1ead
z>3KWXXjr0fTaiFUxOSb8rfn!J9+s)*bqgLiaW}B5vPH^D)6RC~PhLWjpWj|z;SL>|
z)nOzAbkLV_&?3)^$nY&!{>L{o8HTVcoWX^IIZy$6{)p=E1FDoZO?3D&;fBIS;@a0<
zi=X)HipZ208dkdWiX~Yy^)4C4Gtjp);CpSeUK~**#qmI$&FoOA>%X+#o!F|DyHZdA
zf+&hYRt--6HcUSh-t33Efc@}#lzJnF$V11PcpcyJtkb`hMgQlv@N1acRe;P?fg|)3
z*+QAb``v-EOf(ZThZ5`IS2nlsk(}^G-DhIZ>Bs1Jzqx5a1L~3jpq(O0MoXWR=TUlW
zSf_RMIX!o%4FZ*{XAvkb*XLC<T5~fjzY?)FZ0B6x&_bndQ}EbE&nd~s6*Chkzk}Lz
zAAc~Rz4tLbnL~H4x#QLWqrQ8~KcbYz2!D|Sj326_+GDco#Ea@JI%13ngeN5xSoK`G
zN(;IDrWnnh4G_&;4L<1Y#aO{{cW+t_$qB>wLl!&PYr~Ntgu@6T=%vk<$1rpG?$YNZ
zM$UrHB7~o3WGf`_`{xmnaQ!vpOiaV^k%RmXZF#Og{3$#;H1J+snrZdGcXwr|C(Nh<
zp(SFsp@r4FAAb;{kn&6UUWTizCfHtv53QdQouGR$lf^}~_d80Zo5QsKsEM^TQ6(4O
zXms<O8x-u*iUz+1#R$8-f+7cqgKJ2Yl_Zvbt}oOysDvLxstT?7vt3#Sk_x@FcWxPu
z@w6Iy@d(~~qtM|@5Neaw{m%<vTh{cqiPv1(#V14=j%;H^O@aTOYJ<moJ_<Ti2~DHU
z3H>Y5%kQ#DR=s;<dFPeQJTATKYaOgEa|Ib(Lmoz-;*e*;UMRu5e_2He3z`KAmxk-l
z4@H}e0Aq(<msTQ;pIvi>Z)A>{NAFsD0{`G(KaUA45j^doHseJaTvilTD@J&DrWaA?
z^RXTlFdvDt`O3V(MIFNU1099r#&EKA$W(T-{c<a4J2oEA!jKs;;`1!QgCLFsGoV|;
zSLJEg88#;-+#>dm{38HfW;iX#EbR7@6jU;;crl~Kx6CmedF+7u<0#VZ_feCRHgFUO
zl0#cH^;R47Pd(sw8gG^-plFc8=Xrsr&eiZXA^v?!yI9j$e=?uP54e6Lcx;l_Za!-X
zq6pO`{ZO@@^%H6E+|c2_edVa9d(&pc<0{_cK+j<k8*87(8_s^t$<V!;zhR1&I&Fyz
z1?ZU$d|H4!$Nu%&1IHePsmN$SAL6eY$={BSMRleyQtq{6IBU{^y~JgmJES=2qQz;)
zh45^GoR9%#KQc7gFN+6mf5l1~Eg8h1`hi%#6f%;sQ{kvz`(T4WIzlybV_?Li+_vSG
zC&=UFwxH8DFDaVWp-ZgLZ`{v9J=DKtwSWnX9!2Nx6PbTTeu~p<=nI}EBc$opWR%%k
zX&W`Y+)IQ$=RwE4jYEV=1JBhEDCFG1?TmCOP-?igGH^Re_mXrpZWc}f9$RW3#P0|&
z*fWu8xde<w#%Bat59dRner=>YMqxlW#*WBfkYt@l7Lwl$_Sq;*1aZ7GHJV|FPRo<=
z?}3_T9dX+0`z|C|X@U;tng6I1dpaa_(d<}Yf5zXP!{C&J-_=M|hz6Z#%1;&^e}RQ7
z3<{kq{W6R9-jAc<Byuo*dk4ITMdc-@PDzcY6gn8aP0n{MjT^wi=tbKfBp(m`3hDaq
zQ;wM$n*CfhbpC~JE<<D2+D2Edu6Jqvbv!5Ia998_0;>S+OBL4;U~IVcO+S%4rNZe%
zhI`YCL!~Kr9Bz4d?SG)+`>D)C)e#E;n{<=z3iHd~y$uC~Hkm2NhK=s1<ziICNEq$J
zICFPjo4P&)1Yy-OA(9Q(e|cYzRW9c#?gg`U&6I^s!GSX$xb5tDNfv`#r6PcZ&okll
zTeCz$o4tEof$+1U6mAYI&osCpaWcfVz6col5@8%iM@ZxZnh++Q8G$OdtZonYu^&FR
z%OlnpA8^OW;1XE)4sR-4rdHx<<&BEshsZhP6oa;EqRmlZ4{aZb&$Ir808Bns+apbE
z*7-u)x|)3G%=E9ybXT(Md$Np!@T4VM<K}_J-Gf}ZTz9Se;)v&?KEx-sf44ZiosRjQ
zq*URR8u_c^Bwbgl?guL(Ph}-#Sb&OI=aOD2(>K3Y?3-g&E2iEI+KcyG?t5WazEKT)
zVgwXkwgc#^pxIEV`T0T3K2y~!PiDzqo{w7t0!%0;iYJ1u4^-i(FGbB$zC0tmGST|5
zNGCo;*B<u82b+@J`Y{)`j_=|i04Fq^IR98#AllHBu#)mUl4Z8Goc;PHH%lS9)ry7l
z3@-9c>A0jcKM~7>{%-0bNr?IAmQxI%5j<WrgWoYik^h53gyD<f=sM>=p}Q8<o*&##
zo7;B{IVncWsrfH%y?vP0m{-t#z(EuFV2=~?iC7+`1!*=BC8CL%X~COgqq3RaaH(nZ
z-Y=xe<Je1W_!U|Ut~i}|l=!+=#s*1i(JLZLPLXLn9OyTnJiMzXO2{h$vdMuguxudZ
zJaT^~yv|=vl|OWWIF48a0KdVxtS7BBLgrp&mj_t0INnLTGWw!6xf#D@x!ZzgR}zEK
zME#@bh7=J*l^{_p))g5{lRM@91vRyefn;m>`FRuv<!N{EnG;ptZJ*4>%4>1jY-Ef)
zLuD049;){g#9^s0(ef;36uZw*^>4E^Wa5yO1;x9{lj%3c1X)SCns?pNV*1gxeN}XH
zQ%auOp*u2JAO~&3;+!C0G7#prmVEb_9dIC_1JnSGuBh^XZZg{$9(xpnp*bAcmeJei
z#UFf;%z>=wC%6ABZguj(VA&ZkfVFBYx2j%@*B~j^ICT|2sIkWeE&k2Kj_(bvJDB@V
z-6Brh1>a6lfxbgS*y|KC^6{O$2v41=pwJXKj=aAe(DQPRvDjs;E60xKw-@|%D{<jY
zTzqgy&9AGud9v~D7~<C(7Kq6J3J6}VUO#rSrr?jCd=kl;#V?dKIhVOKQ(SKePMz}{
zkBzl%YA_DJ!;Kwo!2b==?o)UorGyY&|GAdQRWoVny<#gY{S!vezfb4`sv4*W8`sZ3
zsEC6JOC@wq!&b7|U#H>s-ebLK8#G{;e`9*fbex<Yf6V{3RQ9drvJynG)zG^0b3FaH
zxJbBfV43b7^;0Zhy!F%SXcCPbP0%1-ee8gFkcyG^`y(dZju8=7n*!E$GY67{R^w+x
z<yPi9WHK;nAeO>PD8S9XzQXjT%t!uqLCSj&-LIq}fQ~Ux22{r|8Dnod;I8fUSyvLw
zlIYf6xr;6NOWba8d$00L`x!9>y{L;r5e5pGonj4T1GN{MZwj>VRxz8Q#pQ2@wGip>
zNJ*m|$r!m_J3yB09xD@btP7LFXH0t%R7Jl8hUyqm>^o3v0s`l{<bj-J@wK%1T75s;
zg}_{9O^EBg`&o0kbBpn12m6_MQW<zqR41TVl@X~9jJ><LZ&>g*J`o3Kd2HFTQ)J?@
zyN$r<jnW564c6Oq#7N_fC~{`=e`;!5*oNjIkd!Crb@3N`vG^O6Uc*YD_ah%74QhPv
z=~aB+7FxUzVO4r|*C$HKc&mq4hsPgN;D&}Y_f3B(6rtVp-)xfk%KwTnw6|3HY9b-{
zUQy7h!CBshr3aYR6aqlJi+3Vu5AXT4$>TuzON!geD0r%-a%1lIF}#fQm?(ErJp*|N
zB0}soJI9}PvO_rL5Cs0yt1ON<j-4sz*1XN&VA>Eyb_DuHmY`4((Hp<B>s}9aw-XO9
z{{Xe+CRdNnuF5LmI+riJWnB&nG<?~eQ+}tn{(b)buiaHMWnFxqJg%s9ZXHNBIv~M@
zh|LiG1*XwhgeRp@vG!z}dFlKoF^u{K3cHjzh(z|`xy@T24dKfPgv}sFi%A1d9U?B-
z*RSztZ3`ajw^q8oH6K61!uf|fI7CLqVnJsQwg2+b_PVKt#MWqMK3>~9PkW`wx7e<S
z`Eb?QMMRz`q8TJcxrm~;mQ?yYy|4+6aF~va%pT94d+86BP<6_FQru<}qlcNZ+;zOO
z<WK_dp7%PY-N2#Q8WOK>J#KoxKf^8(_yAp?)QbpG8tVv;b)=0izgnu&ifkP+6<(3j
z9Fhv0xF?B@97BtS2!LQFnpQr05$Tt3B<Vcc)xz@sYZ_5H6w<!U<utjMiYTlV{CI(*
z;)iC>;mUP0z22Q?^=OglQ8RMe1_c|aR-hUk`@ZDngp?eb2c<nDEJkQ7+sl1ACY&@d
z1Qtm(4WIc*DW8p$hAfNinyLk#U5Ps|PV9VmqGp)?74wcQf!UQ2J&|n$;()_>b|>4*
z0VJnbc_Y=lH2saM`^*+{5+d%~%lADbKfiGH8Wx4zu*IHm^*%xI=99X>8mr;-NNEFF
zR~Q$Ct`IN8s<@6mv=c5f2IRB$R?f-$PYJJACXitVguxK8A5{b|wh!aT=<|7TrZ|c}
zic#tX^Mt-18r-T$ZMhW`Y5waNR4Ph?flg<<6R6&={VX(ycekkyY1y~6i^zaN!nyW>
z8PR*!ACD}tNtB1AbzM43+v(CYJ!f)g^J8|kG3#`sMqGd!%{~C99JUiNTghyG7C~1W
zq7(z=HJq=kC&P<oCV0-x_|_pJM%bFq&C8lm6oCxKr9OzNc!mVJ@wZ}lO+05(TmX`m
z{vj_pxhb$lmv>IFBe7&0Rzu7A4%n@+avpxG^OF_qiD#Q66Otu%6!Q(sv)+SA(BrJg
z>_G^=8HYb9QaaH&QoPn|Ynw2GuWLKK&c>eYvkuBZpNDHsn(wRhg?NG^+bQgOXx<O_
zVDult)!SHB<6Lm087^=Frasx_XM=GxOj$2?6thu|kWr#i80h%Wr4Un4h!1|^v`Cr(
zLPlFj19?r{bv$d246sW?cMS_}P9R+9(h0(xgU>9m7tDv{Q?skTJ}HjB&%CV$$vX~T
zaYOo9#YT)JC@Y6Wc3YuuoxcJr=;hMg{*Vf2XdNDNiZ_Lizi=C^6_cTAU-}9Qp9x~j
zexrI$ksAUYOFugEfna$g+6;U9ThKpj%34fzrcjMP1}GpxE%#1r*)Qo>FcIZs5r8Ur
z{-Ckz7-q-XA+!qaHtcQbp0D@8dLt0Yh!;!qg${u&SE5<i+#Y5OjhT+YXXhjF+7>Jf
zlP<kyAxD{MFSgKeuDPCGzOYKJ2O73yDK4y9qFdWfZA1zkSk*l=-(L>;!n2<7J2NQB
z*^_V}Yy&Hvg$lc&gs%1iRV`4Dv(1?VAEY8iN$}R9Jb!!`$2LU3<B^q2@MbPHnO;Ah
zU6}r)xT?VaXK7}xnRxjfCoX@XbOl4BdS4{gvfU2`?nXP1IJG?SQ`l|LbGWk$QkpM)
zKRl{&H(UP%zKI{f^NisNrQnsYHbLu08D=-^Y4t;Ca`H=rf@%4m!p{Jaw|(#%B1;J#
zagXrOCsE>%<>rabX_;O>Q8Fm~3o<G(sef2<CTM-4F*tn`X`N0K7mqeD{~OSF9m~S%
zJUerXD~S6ii-`HzWQ+Jm{ms}N3V742o3nQZ1QlIx>ij_t7}A;kv3p6xHJI3-sx>ob
zrge4H!+G|?c&=8k1E8An0kk5-0&pVkg1)D=LYNO7unFUXIc@yMYwYbl*=2c-UZZ8u
zgXSUpzT($^cc*N7PS&qm?TV_LDSDU)WoURHzFHl(j76%x-H{~74GHy$fTru%j(K@J
zz0v5;1nwtJcTH7HS5t%nxMyNy-?%AN=qnH7Ylp(WqMB8J@9N$S1VD%2Wzvw74^<~A
z9SUo;->LrOU-*67Sy(h-bcE#is3ubE>xmf$(~(_JH>CueO1>*GyWneIgw?Nmrp;5)
zQFL^CiOO<f57co@gUR+^MQ6yA4@l0o?blb31!L!>@KEP|Vw*0-frCa&Moa}16aqhK
zneus4vu(#7!lm1<yVP5bxvL-cFo%EDL84&u$3>3e-8yV~h`i>tXY)e~U18__!JIb{
zFFGI3`k+Gq>ukaS1hm%1-AlfeL%dEFiSB~?^z8Z}rv0j{<s5b4#8lGpD#SdrjL5CF
zI6}2_FPC`nSa;T+Ohc!U=&1Qc<WsZtb!)3**6v#dNK6YP=WdKeLO0e$n~i&TS7J^<
zXIqjUCNQi&#O_-N0F`T!^u1WMmKPZ&&FyQspAS*0frYmB1?gzgcey0^kfXxCAcz$R
z6bB@&*VPm8RUt?_23Jb-L}e>>OzIbw@u|*)OH(Y_);5Al-2N<KPS*oEFf5qEQ>Z<6
z;NhN)2<3i;DDK<qnU<ERXD?aGIId>uHkjx9isBQ`%a&x)OaMe-SR5reIfO4kyO)U6
zPkp2NYh38TQQGEeuw(nPMZ_>^ZcR+`P|4D}pTcc{OCWAx4fYN5Lu;Aog=G<sD~n8E
zk<Nq=A~3iWHcmr6sv68-jgAlXzCH81s{h#R-d?gM(y9K<8JF4=yWUHiH+`e9f!zdA
z)H_~4v!(}!tydvuz07|ue5AiT5&Zj_7Abv^C1Jj|&Zv9wp8C3}r|oF4_ZcP4car@t
zCpL6;Y_36swDiGv(7FEdeX{uu$r;VM2lTYkTi6vX`%-`Q4Q!g!6`^&#*8Cv2S%2vV
zedKN(-+c|*h6f9%h&Y?MMwl{^jbb2J!_MnSo8>(5e#4+|bZt6c>ydH)cyAxPX~CH*
zCtkel3w!qnNz`B#2J8`g$6NRNLyP~{Ee{X=yN!O;`Okq2y?C*A8^LFvnu$6Id<#z^
zep|16vfR<}*5!uq2`ojQpdhC)uQpVP9BWYD;sqOR@76Uw{Y2Y(@%ZB{Lyf%J#;@m^
zVm?Dy)B8n%G>vN*li=BzF$h&4FBsRqFX%J)AaEkka8r$(d^R8kU-OZaVJbu3-264}
zFouvHBYeCL5nwglzhzTerWa0>luQ3g1bFdj-RkD$C_dvFocf437EnY*CI`a&Ouwg;
zn@o3}AB+ZO@sNRo6v}saQ1&PJU>)yQ97ukCMTA#>e~L*)1NJLSmh?d4vL(xLfsmsW
zd_ZK_&N;uX%e4M=A+ve$7Ke#N?EO=LipYoMJbGsLG4cC##vu^Iom0jO6d_$5tfoPG
z>xM|>l|=Jf&`GhMR)xeoTzDELYnqAl<QhGQR_3Ym5yy}M;L!1zJBR3is{-kpRWa8$
zGP@T(M!KIhQaC-m?*vMN{!@zV)t{8~8Lv@0Qe5(Ne?&=c)Od&lX_X`(*7u0_BNIJ2
zJHNj8dT5uH|2`-EgSOU;l4E*17V}fWNFb6Vx2-hgB~#ztFuULRvZ5*H$&<jQdq2}#
z&?KQF^u(;V1blxAbF1@tz#>fvJ&hfr%0q_J3_R=A6EUtCFk(w!$!EPOKO-Bp4APrS
zK$N`wmG2gBeB!t`>wIowWcY@wW6oiLuP_?|`9;hD0sSzzx~JVB<E7RC`}f%|@5cp%
ziO>j!{l4zN`;Ji-l+opP@hLR>!OC|T=2w|>+)Y8je$R80C=RvKR1sGwj#D}e;In^`
z_?dBlWHVRzl3!p~xz#uY%R6fImv0dUQrr~9xC}5#qolUn2S+b>>{=~fVhY~EipUk1
zMn#Uvbc9BIJKOr{ViUgt^^^id;(qeQbI4E^C%aBQDkyrC2nvirU!VaVD(ONezMIle
znNfsL!~#%I8lF8=G+^K<tj}z+`zd>dbS(b(e9iYD$_h7mY7$qK|Gj8|FIiaaw}{ju
z{Mp<BM!|<0QujKP<+})hC=UbF>$e|?yq4oSr*tyti)Vd5q8NBc+WY4#G_F7EX7+f*
zK0oib&{Jx$W+q9+E3!^qo|)bNri^)NBVja>q$%{oLhc_L6XYtSO>Fx#*}Zq{78Ce)
zbELhnUGDtZuS=<O;Bw^Wq6@#nulxkh7X&$f!)Y8(O3HpqZh`~N-fs6;!W|=r<#V9K
z_>V_*t;C7J4L_8#hcErZ8AExsYFdaNdr-`cYgppO2RB;64^CGk=>73CZ5hbf*J>>X
zwgb$4_3_`s3EXe@C42){*x9i&_G01metLu*`i@GP;sO`J7^nL5y6Awzy_RQjB?g9m
z>6msF7dPvthOP>d7<!;H$9DSN0(mt_yw<^VUeJZ#Ns!;=MYGPd8tG<N&}NQ(kAk%x
zSlb{mLW->(DIFkB_TdFnE-i1O86Vm(ffBR6Z)59Y04}TX2<tH6-WP4L?kS~OuLBYP
zi(lPy031!Y^7zAhLX6??r$$C1;lqx0gyVC(=9G+&Ke~x4wvkyQrRn3M{RWen=8}jw
z#uxnsIo}c6`Mg^M2e9<|Z~+7!xbSQR-IokM^KSJ^Kcn=WdMxgbMjD)>kI&CVzgoOn
z;b=*l6MZOa@6!3}Hq_+NGFyMo@B7;OFVsI}!3rWGO=X{7sBT8Hz<kbJ=yS<D5G{o5
zB>3XW<$-ymB{g(|yqk1%(LJ#%Kz=`zq%JN=^zVO)zo}AL=|4G(&5_RPY=pZC{HuZU
zKiRr>2<(shG{}veT+mQ(&!|VFe>MH8-=7TGoi&6!1zs-&5<QN3s3_R-WpIk!awBRg
zU~zCuEWE;UFzZG3VEkpQ82NYeBJOBX^uX1v_p$D+8`N!CdA_K)8D&^`b$8I*{_~tN
zB15CLRg8e1yS|8*I^_0OvPDt;|6}hhysCWG_hGubyFoy@OFE@{(=8w^EiFh$cY~Cq
zut_OlONW$n2%C_Q?uPe)&pGFN&cE=k-z=A#rOzJjnYr$m>%QliE%RErmN(l@A^kxY
za3&EF=#H#UzfIVFD~TFWi?{et#G&?&$t<D{#kx}fXAtJx@4d<2b80TPfvse-6M?Sm
zU`nAd5e-1?%gUr>k-A`9ird#_*-QdilS?t$!Iu4A5sc}e(T*icBq8}?o$qs5q7-PZ
zeOI&ZI55YS|7djD^Jn%b41QbT=uo8uM#<VJOSb|9+YXtYf1^4NUtwSDyFcmdW^U1G
zcT~?UMU}1Fr>nt9=^dvKe($D<hV@Fwt6=>nA7`Zzd2+IA06xmk5Mw!MUAed*%dqwt
zegXHBq*IRy)nGQ^6w^kICv6JJ)rYt0X4*xuUqb!C-U1hw1=9td3SlUG<M(Lu+)3I?
zc<Gw5NtND$(!ufHQwmjnqE5&&_=ig>Jgp)Aupj$Wq6dPvKgr4>u_E{<w4w^uuI(8P
zA<qShE;!76TRD2DF=85<K#~aFl@>c780nKMu*L(gUZy$4|3<n)zwZ4S8JW_-lA?Q;
zNBDBgwhOqx8&gZk?%-YXoiZ#xzC6t`vkm*%g@|mIm0!TIA!i(kk>8l!`>akRF|Fre
znhN>DM-x4wC%^dKVI`-XZ1G@ZF(|hnL4sOsJKzJvb>NR|&O}XODK@8}kFn{u5@lDK
zvc&`e1kJh0E$a3Z%}`GG(T=HK6XrW&dw9EZ>gtn*B4h#yubp7Lv9ICKzB0;g6hE)#
z?ygGC8T+VE{X57<LRCy8qikyUcU4}-R!SnNE<m6X^ZTQTI(}74QT*nsP8etAXPmmZ
zmshoC^Xla(n@GsVG&Yiz@fyEVmApE~ZbE}z<LrAfb82h$Mg!Kk`egnLvd-Yw3A4uu
zXe6$1Vckh(j=&*xCeQWxiwnRdyWD~Qq{vxaX8AH)chLR;DiNaBW9~YAdC<llza)Qm
z=!9GP_+~yjGNsN1c7<{(ag}E{$7aM_Z_>*geQ=J<{3Q<gP%s@GCmNwhaAb@jxnik%
z@uZ7oR~Xmotc1op75;VTxS9;iPeUF@SOrADy$_B_x%EMXQXmm=GU25`(+WoSwvYz|
zS9D5cSy_2wf-%1gpR;w9Ts_||PdQJ_1}ZL`5c^Ykrd7M-5t1qifmvdO<YCBZ=V0yq
z@gjgP_~#vNWc!D$R|<5ACGBgL6&0odCl%#&dkavmOBH47U~JC;h%lC{bXtz+i67yF
zfX~_{JjL=2@kSf)+GKgz;)Yl7D)6J^P`43;hudwZTe|OGFW27a!(&Q%4d8!@q$nsv
z!zE?I2C4GYCeR20uVuImDsaHi(eGX!2^W6JmfF~zUN>ie9%cQ2noui1KZE27_3g(0
zw#T@9>}`IC`0isIBOM(g{)_ZQNwd4LOum-C%^wN-AXg&87mZlF>5|h|iORx;#lNun
zV!ogEPV|VbwyYG-*IyVlX9h{tyUWRbO6)zI8DC5;thiwZ&aAiFlA=k?brrnAa@PY<
zIN4%}TG8M&`Q*vqU<6rwY;^T;hpY>(sH>kMYY4L7Cf069nG27vlyXudE+g%cHObP^
zDHK%V;0haXCaC0mpw9Vm)%sv&m!2A$9dh&gS~aourXlK3Muhj`6KkE)+zD4z+aY4z
zV0<EQf4#Cg03unDfCS@<-zr&n!UwHgZl4P=nqE18d^#A71>Uhlo8U<D*hhw)dD!;D
zc2}4QOoGo19gif+g0*Ffn-PB)uGO;rA#^FYA*6gcG)%h;%QDLq5C{t&M;q=B2#++&
zD}>cu=Ys14{<9j~=pB&nv4Sb-u`MAB>`pTfA7G3za^8QKUB>XoARLNTgniN?H9g?v
zovL(!L?OBTJxceYLnLLC*k2<s)Pz;cxY}8wb(yS=zWZzTW>~CdE>e1ZZN(QnwK0G3
z+4m6GEf<<F+|ZzK6gyj90joktm=GteklkHA%r0NV0dr(5!(odOTXNp(Fb8AkMN0ME
zmwh5l9TsqS;gJK|(A%+OMQi4lL7o<Jp8QiT?qzv!>!n0oP!fEskRJ)B6co00)F^`t
z<|C8_O%h(1d4BkB7dhy7^n4-r5WirS{;PZ9kjK#KUD;wu9UWRa8Cp3UF$GpP*lGS!
z4c+O^QsNUUNw&6GQI%|L{(H6oX2z)EP^-O+Oz&k+px7imT!#Dse&tqVT<6JbX{G4l
zM;pepL`EgY1&#1@VEy$bW9{oMHlQb{8L;6&5{3KP8m$ZM9xa8|W>fd61`*5|J$;Xd
zhG@($50qa}cLM0ni3C5=+kOKtu|wCtXvzjQ7TR%)w8&j?jM?s7GCH7%MYQ;pCCU4^
zm*8cYGQX0@0Z=-V8R!@mn#wEgH$ZH(WD=<X*aIzK&yJBw<sXDyyQ~b<JCxK_1S!Z3
zoqVOr{)_3Z7xQ)Ix0U@_MC14@Vx@ERMEh<V=r-VU&3LV>Y;l<r-SW4{x;mSwIEjas
z{nLg`;=5e#EIQM1Dy^0_>`#i4@^G_e=Z~%T7;mvo9R%x7qDTPnT#*=`dN1=zOZ}Kq
zb!{~RtmA*UeXjdi7o-rFV#jPemtqxV^_k6au=ToPB$;JdtQ}GB_XV>_#0uh%4%*ku
zz#h(w!iV4rMMJ7X@&UMHNID!37ZwOA2F68Vw!W5p+q$1pttxCU3{ue5mDz<2^)&C>
z>COgcGz-fJ2nxst?U_0FTzz?Cxo-v+_+c|MI&vVYWezI!{{0qS6q|&zg`5xuE;7~u
zPmb5jT*nVQkYZ_n-_2U%O)IqEaZ9sv=PfiJol-$oRxK-{F&-y+q@dlBaeDeXU!E@E
z;A5U?_fNU|-4qs?ZVHyFBmdAXa%uP_LoENfhp=IH@5c`v2bBXWV)(eYz9m>Eas=za
z-mvT+W9jLVN}tTv+Ytn*H0w1wCe=8cgML-a{*a;9*J}Hr|E>j?s~_ZYMpMb)zGI1&
z5?PnjSSXTcr`QV`1s`;<7hB~cP{H;st5N~+0~;}U6>Vm7!oqQVxsY1+;SlS#eTeKY
zE{DMZMm7QGQRpVgk!svTwQuQa`C`_#kO#{(pe&IoNZ2buF+Pq&gsCsh{(>}h5o6mh
z3Gp%UzYq(of(TGyX8?VXzGvGwGx6EHAXv=5W1ZjVgqgP(d0Lox+LLv0k7}I6Lhe4V
z1zBrZP+O)-Yjnp|iAu%>PE^iSM%~FBNdmkPrZPvJkQH>7C6g-*BLk1U!nGcJd<pAt
zXduIJPkKVw$6AJin;7zXt)(*R+;pJ%m^aP{q^S*$+$1y=Q$RN|J7kS9lV_}aFu`yH
zg`xu<s__%(Rw4N7GfyGI5pgJ?!uK9+dK#$J=Ocl~|7+fVip5K0z}inJvOb58CN&_*
z1XPB_NqDhMU<TdPgi<V@Xu@5ZLda`#=$@L4ImS{WK_c8y2)lK?FwahOCeQSa{;DMK
zHk3vZOHCn9gB>Dr$-re_9vhShW%p&@Lh`(h5v#}3OPs5G7_w*DM!wP6_!3d8{F2xA
z^)$Drg)nVdRm0xzZ7$oAl06|rl9B;K#S(RYt0J9d(z&x2@t&9W;VLV(gAyYE*HSV_
zk3vODmaD2eovA~)1JX3Hm~Wf5xOk`BTm?q$r|S<<oJ;bg1X4f!wM2%OBvdyOtnahM
zVH`PRRd9ipm|XG%C=S?}1Nv0sU~XknGh1~K!>W*m=yIJ)eRqSehNz8o5|K2A?ZBTC
zIl_`JHRyTm)8oze*$5Ahh|k=s>}zS!%rh^%fJ5uG4J%^3l+=*)@a|iR&0LcOt0vQz
zC^Wg;VYl<)etg3W=I8s|UNsNcOFw6Wm!AmVM2oG}+jzYAvEo8HGY~G83<vD~*YJ5|
z<=fR5OB;+QKYxgW!0A0)N96St&F5k?KWY1cV%%{2p9Od!B}YidlamCYj=bRbaY?Kt
zI3c_m8|z9^g}gXJl4k0NdT!-0V3(pIB9t-{n@1DeosFr!vaHx2QUfOlTQ1!XNRVU^
z5?ZX?Hfa5j#4;(}zt^Xsi<yg=Fi5H<93U%0l(I{<WZXgN&9dvvC+4Xvs@hi5KX#8Y
zK=@>%Vn~R`{9-_Ry_z%{x`_LLn<}yRRVBSeo*gsjU8Q(Nav^40mW#0)v{iQ;;*zA~
zA944P5DBz_GTpT{Cps+zF>}Jf9;5P#JSA0$%^baH$@ayBAxKqkit+7V;(R*HkFQJl
zy`eIbUZ8u4Sb(%c5(|4%3?z2O>mjtiSg=?8c=4Gizk|C-Nb~{Ri>l<o^W!Us*+~^^
zZ<c-irmWPh*Zo)YV%%+;9`vYrVzmYAJ00DQ?<02hbEQ1b4RrLnn%%&D-@6;+(kd1J
z!TsLZEB4YXSkBcmb%(DAjyJ5c!aaJ?FnfsogBM*o?^9W80+5u!ya}6OQ{)b>+EUU2
z64*Yud$GFqr-^|fdzHy7PBi%teMxOCv<-Yg6=9+-5qcPiI`@xfJL!VV0yKp;2)sSF
zH3^y;#}#b9bbz%<rBAQMsrqO)MZ1B(sNHb=8X&RqcpTqD<BJPdV7#7kACUych&DD7
zmaARrT)uU^o&_zltGW5;Iw0;CIBHAEgl+DIgKx5n*->6o_)aVGA|0@Eh!k)O=s7w-
z#35@vkOFnijwE0~7K->(u?TAL;nptAZ`J_#<MC{P_Cs>mKf2xduEoVk;W`T%rUEz7
ztURc5C!cL@*Ds-)9jbxrPn|G?p+p?o44%Bq5MSS}0TUT!Vg4y4S@!Y_*6xbE5yQ6R
zj;O<9S@170CTkL3t3SpT#6@^SIQvKZ*te{#fdd~9^UZ%TD6_pe0%+@&x`we^`tom>
zmXzV6NZW4}e=RnpI$FXHZe#gB8hl3IMp}Y<LHIQJqynrJIEjfDUKJHV!@^to+7t0F
z<gpLDGwLWf?#y=_BhTb1V;aMxi`w87M6lxTnB{ht^I=!y1cd;xH>Pp0R(k6Q)1MP0
zxL078{O%U&hMyAN9{GM|g9~?D1mqiS=6~KHjRAYgl2h+6f7mU233VXi%MYghOtc1s
zSMO70=_IU=*VMV(3JV%XxNhNu*1wi`s!^y3zzC*G9C`^#FNP49jF2v1JNJz^_FxM@
zw*=ruHWUKhE|or^K8EFa1Vpga)@#MoU^^vt{>J{5je$27{Q?o_;*JLICbm~_YKdC?
zDCkyUYzcx81)T(|Iwj<80e$@j)ADRFxE+wD`PFOJs;;MEL~mZ!k<Qf)uga{TmgRBP
z?Sy}LRfq7-9Z3Ra3^*yQP{B&G2BJW&%lkp1EF^X_s{#W2TdA|t=k;++NWe!mz=X<u
z{h+uZPsHAug^JI19znT$$1*(C!sx0-fs~2BV1?tv@4;WPZEs&x+89zDeh%?6r*{Ro
z6oIm*0V%qX^m?DkTBqFdc;Y{VoN@>q8^<50$=G(eUVFl>m&QppSZr)!)QZboGdqv`
zt{XnuV2{|@z2<Orcw+w|VbIH~1A|j-$BJ%9J`zrt${77TDhR^hk_#jyK)B`)-3lQl
z@#lO*uopszs|}-2zG9|qullGn`eR{YrFIQ)Y5bkyk~}vY{~{C1G?e6e;|&_N*QcgH
ze~l;~?rwsgw3@Zb7^%?d8t&6fC{=CTd!7K%D6c*G-`{ZOR6F41Y(tViJq?E7E8U7J
zK_Z?2)fGp*+PxS$F>+XUf6)2zZ>&^a=vWOpN-ngqmo1ggnkQz6oYE9a;GV^NGXDa{
zhZ?ylAxKsa2=_>G2CrKCg?8IT=n{)M0S<CC<#e_ErQ-yF-iGm!N$A#An>vU(CIoDS
zDvX1LDdr%u1-;SGBZ_H#DZUcw6i+Jfup0Po=VgfOGci}D1*Fo+fdN^~K@ws}IIhpO
zmld{ah((Rgo1_&29@M?HMJM87edaNX*T_RKCGjE)c72}>RUo;Okt3a!ArlVTeVF!}
zd&KB8k{I_r{WtYshlp-DeS^(hZ81S<BsvrtB5&89+vNAFZ_IDk!8;)lgEk$q9hlqO
z`%ScfhaG^?=dvGiVly*PF5Wu_6ked(z4;Dlm?c{NLjJ>+6ciZIhFB;j%@HlZ2XL(r
zlC*`WwZ2`otzz379YVbgE%1RihiLwt;0Nf+;L6dH9+#n2RJvFXCRHkyU?l5x8KlRJ
z283B1FWvd_riZ89!`3#5FJSfBNi@egzNNoDrX(Nq{*3cHs$?B$eSA8e*RlO>&TkIx
zfO{D}th>BB^B^T#z&N~q4e8OA=UCNvraDvP<i|!ZgJlK9JhK%h<3vMhV17TxJ?}8E
zj`V>;rtYI4gOBbhA4VLJE+{;F9%teERH<$dW<G3%Zjl*}L2m&vKTepZbv?Bg|BX-0
zfGJy5r0l28&%6s*m51A3JZCYl9)ADBCGk|~a#dgSvw>V0CrEOx1BE=VxA%UUvojQp
z&)RIi4LeA4F5Fj@UA)9`SW)bV-mrkuK#2sZo<OH)&w7%}k4s8Vq^<Wrp2lX>m10lv
z4ZH>skI2#{P2CrD7nTuoX67WPq@;3$$&J7mdlXRJ?FeE#a+Xz(`2-|+(AUE{M{-)s
ztd>6v0HmGB0>+!V)vx-9Ve!8v3MHx#C16%~5u_f(s40Yd$!V<FERbW8IX^Q`P1c6E
zC~jaRCiJ2bZjBUQ+=rJ2)@FB%a<2Nu7deA~y%b+X`Pc7>lba?=wo|V2#BhD8tR7$R
z-Fe5St+(F>SIf)Tb~DwLzv^i-gA6+}m`P4V$y-M~4JwA@iN34_sTo{TvKiLJ*z?By
zuI&P91F!%q_r}0A&~2GSC=Ikkd&IVSv_0^<eG>dvKetD;8aWWz`Z+2r&L2XJcnoPd
z?dY>dHw{{DB)T~80=>_)nK#<kMCUXeygcnil}a#+_UZVsa5tUOop^v>aEJYq%R8S0
zV`a>{%9SE}%s|#l%zo|;%6sN%0>8)p#5b`BPsfm7%BbbKGq#{bc>9acXlZV%_?lw*
zV~b#ui;%zTS*Z8mr!FqF=M3o#aePk+&h<Z*#bO39|1_`x5-rEY06LzgTp5OUFSbm%
z;<K`>I$5cB`8>&%uQP)OOXG}NlP%cK&P1*=cjUZy*Bix%FTV0SUfql1y_$uMe|Ccd
zG%BClPqx^^?gN0V(v5q~){ngJST2uMHaB;7hh}@?xK~JH>x#G^eRnDbf8b&L>Gv^b
zzDXpjv1Vte$1;zSMe8IwHlDjHrC7{wPF7hF47qsr3`x2`NTaHf9muae3eI^njm9UN
zM{p+k6>yD9wSP`kd%>}=o4swn5R&be=YQOTMI%!8<0&wZEtZg<;P@OF1B(lliOE0W
z9R=YQRNTzfR7seZWjZu(OcoWrYS@($+r)`Nkb4|y18O;9vBhGuAN<TcpY3=~*iK6N
zW2D^h@^HgW4F|&!eB=d*W%cTsx<OYe68T0xtY;PDhU9kdF{RvGfF)Pe$CzCxA`U7t
zBDoSkLNBzLU{&2RNgeS{br{RahMO_2zYS86n@-JnOz&R2<~gEWMmz?*3jJAw2i~rb
zWT78%?Px6I&F9QJ66`0#fJ=(_+QLCY_H{I@xQgd_klSVpe!Kx_b<_ONG$K_WlxE_{
z{lae1#BL{rHunp29>%LQYl6H7oAB^`Y>WG`q8IXVvc-Hq3+irY)AD^q66^f4_klFd
z2}IgfR7HrA<Ek=PG3)~&Sxm7bkjVNuK&<yvYBbroS70;N2=E`<%n5|JiCP*ma?`3h
zQ^tdSkE5l|f5+P$Sdl2t!!O>;*vf?GZF)AhP;MlRB@OQ(l7)~YP-S5gJX^Iy0VFRB
zIcow|_zuXKc1M4b4Ne@zy>5WpT+sOH{R&1|ws;{da*yG*vd~pEBL&B3;U{ZOF>jZ+
z0Eb8PD;FJ&Cp&G!NSNBWdM1ZnR^Ajw5$#?~!;1nn|K9z{+ej_Q$}O)nLS~fL+E|8x
zkEdwR5ylC)2g&Fg?%^HJQ4cui3jpn1T^K>`^M=YR$hST2OLEg;Ls#AeRVn?Vf=X_s
ztyOUmY-)yuTHHC;jWM;8fSP}R6ZXVeebPl~&djWr7}`<p3hS;30%*Id&$ML%#%?l_
z#g;uX7s@!2E>pC4tj5{<>pMbrKHGirS`*|U)X#~p0WRUtii%s|^%!BGSoKD5o{i5_
zxcxjC7T=bL$%GcjweOR4jUEx{U2*K0kb@sO6cptokohncZ2?=8144{*$5&qV=XYrn
z@hKlaN##LRJd<{*q@BqutS^Y|sP<ae&3|zu0NWN4upz4Pq{NYmQ7^mN`~YI7yxZ*|
z77)C*s~5IleAjH%7wk~leKO4UlCx3HpaFV4zPPJF#Zp}eq<n!3Q;n#1zO?PgKzISG
z57<Y#ZaZ#WUF>?tc@==Bz0c00lBr%e8g+onDXJ2Foq9;FRsDmzds1_F1fY1&=h|+t
z-ev9vPbCBa48j0J7oX*p*5&%@1?a{$Ev_5Kfwy5=M&13@;BqcQk&$ArU=ru&ZMat0
z&d=p?&pJx;Y5O2AazIlRiR#TDsV&d$RFTWsr5E`HC71s;HGH2s`Mk${;%m}h_A&;=
zK5xQrsrCZ<z!%k9M@ufS>d)J?0Tcsi<}<En;xX%!4gDH+vTTgf9ONxy@umeYBlN*4
zco1D;!EM`%_t2I$-aWHN_LKEq;CFvg;!hkp)YNMtSP38#Y@=K;Lq3BeJsS^so=pnw
zaH=18iJGjKVsc`E9JIDXjqAQ9-+<e-!QvE4JFW``_xVvGT1iUC{c}Z41nglR)K#q`
zR$IyH&`oiy=Nb&$MBJ&5jo1^5Z81YbEjs$0ciCBQg}~DV&P-Ek9L8OVZ!l6mvP+o{
z_+qWnk|6&2ZRfL==0*0+4E1hoFal5_(svvomo&~7`aTD&RlgB?LMSxEu;u<)>>uR-
zMCC)B{as$wZX?FjWUKvgSnwo=pXMLeb3sY%Zn*xa<jdEAy%R%A!5TNg;7p|VdvhH8
zC!)E96W-}LWYB^!LHH4Hc2WJg&~jDzBVimo;UBQocZ*eW_5xRcRBUiX0Vf<&NRL8i
zIU-EC#2)JTWsM%me7u<HpCijBL1Orx*f+ZgH5|T4;-DAnZ!62n{Lft|kt-_Lvh&^v
z?NccKY3?faXBV^`*!-CwcI;cXa6v|OW5N0LwnH5nL>&3-I}~AUP(MUO^%HBGc5Ih)
zeX8R@F&1j?w|Ef#C=nD72-1bba{xtqDR4Idtos37ax;;T5F6<;gq~m|pYVxQ)|zi#
znPXPfY)_g=t(s2j;_pgY>K_*bzCG`ZwqJOxAGm2UV?r^}L~pv0#_J}J&h~R<ja*=E
z(P?y>B>~*a(Z?Q2sEKtX)YbJ)O>G1j>Y`G{A_)fDpQ2@haVU_bX_W=G%wZ<uJ!7&z
zmO77s9j39}>dlbehXcnS|J4Q*H2_vMMj(6O&jn6&V8);}`|51NpX%z6o7`{+ge4j+
z`6v}nNoL^e@J)~F{7vL)rl>%|-n|i29Kvo)0#G-F$z7NEg*7hXi350V-vU<(_f3Pm
zs=YJ(zLd1Lj*}|nJtY#XUm-gPJBQer5d-By*qGU!!H4%ait!+|XRiVLm1yzhi2;he
zSZ_@pw9)5rd$+Bdeb*;BA~e@F$YlZG&u07-qONC7o5>f}9SR)(-~s&UhfnO-5~>2e
z>_<xj5kP24N|<!@FnM-9@`A!tT9+_PT0<9B)YLV@+sn-ZLT2A5X)v&MgC%uz(}m_x
zU>{*I&6#b#cuNerrGXMMRQ_j9xSlEqW8{e(@|jYr=yF>Vl#<O}nHE)Hz+qoFakB}n
z;IVM33^~p~Hvuk+o;@8%#=Fhm9Jw67%ZI;+_dx=NGr<^gD51*M1hZn+b#<I}@=me;
zbNz3Ni@GiXB_iP6lfqh{)mEf_P)xF!1LXqD*wO=E?FBZ>A{wRc6Fi=pwa}AMm#?Il
z5m#pwCbb$ZcK+Zy9UJ%e?Y2EHLo%29@v)H}cDnV@k6N!DiMCzvY9jRuyZK}75776Y
z9jxJ>z;1~80ji0I3cm2~i}x-o59xaqzObVqTH;CxMjIqyMmG|{?n+ajtmyB~vkk~=
zyPdU8%7-OGr_}sM1VD)9XCdm@W)7GVeRyqbcuDkcPhzpwC3PEZE}0_iPfrD<<h5`l
zMVwGR%3qYv<h=oT8hsj-nZ-wVjD3?84G`!$WDfchv&68=vL?CR&2DKXoI*KuJzARD
z+y3+~k7$#Jy!Qr}Fp&iSPX3qtaP?!)NFaVBp-AC>*29%7G~OUe5j6|ArmOBMMq)iB
zv*zIS#KfEJJ>I9<-Dywy^np_vGI!>91o{)-5M*RiuBw|}EU`;+NPci4wJ4x0S|ZXA
z?+nq)!;Dvp1>a^9DtU}g1f_n+M`M12APb_;6L?SwoHcB0zg59GR7v_Iq26AJ>O(d6
zu`l31Vvsx~?N|s;%c_j~>r(MExQ_o=!mWhf`%$X34ZK?>ye5Ux)8_IN{|c|eWv)OG
zo4Y}A^!1R~nInXBSUdtmXJYNT-_KmXSM|0Lc6MApZ+Srv7m53_{1jru{=_^=b`mh(
zoebU^npjc-)P*>zBdiy^-#`s}`-jbE;^j$KSQ0cl@R{jOSoML!ELM7XuR<4&If?Z)
z-hmyyb!SVw%?w%|@NkKgrv#^I*!f6srhnk~7TNPVz=C^h+i>v*#xgK|BksNxn3%~c
zL-E$bXHtQkmpDEyPGjZ+=7|Y2-uH1g6cKWN5iCF1MJ(LI1vD}AJ%p^_?;kPQfLVNQ
zTE<U_r4j~=_E5LROR%FH;rd&%j`@jsi^xA1hxc!RVB;#;!&6kY3wG2sV8n3SiNC6a
zS8n$~^tj#(v9SBh0_X<rF}=mT#`ae+4*RQc?*Myig=kD!sEqCRf^{wrezMlA&z>uQ
z4?&}VYl7PimbD1|j|C@?c-qyJy9K*&->0~Mtqn+56(34Fu#qnSs+4^BD*d7)9~)WF
zHuC(BLJ-F6H^+vNqpJ}&k=;(LCDfjXon!#p8#a$WHwMit)_S-I>oJG}glLTQ=45xo
zfudq!wX-I&*6ieleKTxFcmcru&*{u1{A=hy+8`Y;+{FY>HE@=H&vu0alt};lxz2yj
zvA4W?^d%m&nak_X-lnZ2!vvo=z~vwQ(WDa7h{};};lk+zkub}R1K7~<NJIKFg^pKP
zDl;Izl-Y(?#NSy-uKmVw;`aC^J;@={;3*NcZ3-9k($pFMh+-UmW1t3GzCRMEOa7-N
z(h+fZzyLNgfexiZ*+`jx^~e_VPX3{dgCb-QpUvTb=cmwbEn(+viFw0;)^H7Gl9NlX
zdW}xN6}=K2WU4`?B0m`e%w^*GafsQ(<m7O(+c)rjZB))X5tXc04ZY|c=o4Ps&H@S#
z);mJYxsa8JYzKz)WrQj?ElH#Steq`DtN&>O%2Vaivajd)x>gr6+!sWJokDs^AV7JH
z&InKYdRBqU{QfOYtcYy5&sjwF$3}0zz4x02RgX$guJ<<p8CtAC0euDRSYlXCnT`)Q
z5mNLq4|28KBE8AhOvW1)6O{NS=f~sHMP-><usGWY=P-MM5&mibneTrZPvJ8V4?Mb7
z^Xtqf<bH|}#)No~c{zGFZx{|Q@kTUp{TLxFbd!;rANQ<Kl(V=$v^dN%TW=GDF_F1g
z20GyZ(L!I5Y}r=%EXppQ9Ixl!!c*V8r=bM4sxqgh%HGQO<#zP*Q&LG2s*p)Z!Rxgs
zQ}b<6v*+FQ(+ms*KbgnA4=iEb@nD~Mv^PJ05^H*RlaVcA9NxZ{{M}G+Tint7<CKPi
zD$6n!Br0}XFSL*B0{f8XAMNs_&RDciv@RQot&=e|^X2*L)6PR_9<*Z)8FgL{!P1?#
zZ|Q!|hNu5lG*hPsXZaUc6OZdRcYgTS<VQwQ#6Lw5Rm~|C75U)1pW38?%a%aRxkE<7
zz|l-4T+aBo|7-PlnE_DF_#mO~91Iz7lWm(NgGgt{;R@15I71Q86Gq7$b3&{AH}KVn
z=NX@OV%%k7j3=IxnJUx?@d9>4k{n9J2Nb{jt6@Yw{YExl(dlXLTI*|BCY6R};knkq
z)wRxAHlf1}QDq;h9!so5Mb}>|)e!<DGfOS;vSUD+Xt08u3z+cUVc1cmFYvLF*y9Ko
z`x)H-LNwsI-DJ+}nt+6aM*Qx<3o1X+$uIg^dRUF?7MJqfdp2pGvXcESjc1^(;YUgy
z<*vNo2XP=VAR))<MS1-JZA6<Gm`rCPJJ<`jeaUt(P}laaW?lBYLRsBDrWw{JUsbX!
z%d5gb#0>%>Y+{cac}%Ld6prR@IZ{+B$ec@u;L~#Cff5M}3ZZhbe}U|uk9S&6P_v4S
zZX8Q|&7{c0Vf_oZCKvy+MS4LU7Sm4{-pIm8nqX_zm69$DOW;_^^ij{4HpPM~eaEHE
zXK$#>|8zztqx6(7BD#h!)ny8<Wn8OdAn^02sg4Qdw03Fn2SN`?5E5Qv7nXHNZ&~<U
zREryW1z|gM!ZRRKN&b6W&!6F0&+GrL_JaGpUm6Y;yY(-EBOZ;;NsEV;G!1L>!?Zzw
zw>8t@#=$hgjDOgGc{MT%*9r3>Bmn&H1%3X+AbtvpL1_qi3{(=-{XZ>c9F<RLWs1qZ
zjM_+2zDQz0Mvk5wo1pDL&!)xz1+7SF)mDa-28R$@|4%mq;HMOQj3?>`bNs;`8z8f7
z^^0NdrpjW|vMh71)BDI@5!?JsfeAL7ny20M@z9MIc$@0y4`}}Z0q{d&VG-bEakqOe
zXYux1au!<MWTnTK9W&bMf~+K$a%i)6SGMDI2&g)Rfs+!Ck(lC$e0l!<|J?&FDHcHQ
z;|_X9+5PbRmK@ocs;ypGQa^}8k|F-sV<pLB5CN$VQ#(ps_-zhyFO@kRb-}+{LBNwa
zCw^u(|J_$&!BdtyF`cr<6P{;B!fLaM3;7%A8_sV!GgOadvcGV6%yWt!mksTfEqwM$
zRXqg!;mPk12C#hJ|GS6hPg39j0S>Nj<4CbKR-U&w|FnhSE~T1@Gio~J{q&49k3CAn
zzNV-lg7}^f#>~o!irMT+@ONaC@N*ZM{{fARG=LepnoamhMMlc5)o-gM!CXH<K4<#2
zyg-3Vn9PM|XFbu(<0$z0hk{bCI9e6?DD;0i;Awb*@H-FD!8e=0CNg6N{;5#tJZ!d;
zHPwv<EL1~!pSTU!=$5^}O{t|lPsjtV68r!3AS3@If<k)NLjT~KF~}Hu;diRdTql-F
zpKC%Xn4N|nsNdh8DO6GFtt9?|v{I|J<0t;R769+c4AD?tr2T*Jk|PGdE|S8CjNGy3
zbhMzxR>0;@`24Ub)#>VO!YBz{4axmPJCLjRy5B%~B?w-Dzd=hd`d<YI1{6Rxu7-RL
z>Ee~g)GU_+_mtY;<Cnntg31Xli*UxH0=MkddEf<9PAy1#PQgZyrT-bxyQCaxWE_CD
znt?r}&t4kk^(OtLkfpxo-)COc>uu4GpBCZrK4y955)K<i3ik9rG04*}25>Y=0en2z
z!`(!Bn@Tk=SzO@xtj348*mm_vfV_ZeT|sw3a6Lr$KbyXPi7szU(wz3URmkN&Y%HY(
zwm!`lav2<jILh>2qCIwg7sXDmWX9)uSZ0t!LABt;k(9hp)p1QwjjCh*&>Y>&z1_^S
z_F?FA5&fsOP?2@GNT~Ry+YjWdum}c(I2t%o2=lWruy{$LK~wu%7g}3OivfRgCWmkR
z@&beZF6yo@=88{ycHF#9Vo+){#PoSt`Slow_s#E-DqRV*DpPL_;NSoA=iZ#^NX`7Q
z6+ZF5{_(G1C5)9PGVT98_Mhkf-w*$92L9g+{QqqRiY@#8Vo4_Pc?iIJ!3iL5;#Tut
z!s)}O!+6gSW&W38(CVc^_eW?(A{q0og5iLRqhT;s{I9vdEa49sgTv;{6mmm$#XBN1
zmjJSGPLLf)k*b6@_R%5a=TK4F|8-Z+U<A7e%lj8gws8TzIc|_43OU3ocwV?>9ziH}
z<}YC<GEo{?`Tsqy#ApPQGrTc!gdW_|C|}$vh7KCq@LLrypXD%plsBx@TY}k35R(5d
ztHpXMWB3vy2EL|@pKf}Uw1MjK80RRA>c$uT>tRWDFeZL4^Zz}qWiwOMSSPuD+$9pK
z^+$j~r^GH0yS+p*XvKMV*Z(9Q`@c+N`C)s;XxJw=^Yy1^17&veAI(BY5pNbre2Tx0
zJ+hJ%{YUJSo~l;(1U{}jBKx*XSL;yu?o(8SAii5ZaGhknAgmd(>F+5oK3CSGc)0u5
zNqj?1@Lotwh%<<9;D&>DgNK7pQ51YJlMNu+!MVZg!M<Uv4&G{F&WIe03}L|IZ>f}<
z)ea=fWLsImaLusIXhP)8HBH+?^;lqJFu#Rb1C|AEzX{|wK$f6~FnS^~D`~|FAm^!M
zP*<T>!LhygiCqmd3QJYS-fD?OV|*F(dO>&;11f3m0ww8s<Wx#Byo(xTC0wcEr_;43
zvM4CI9($xUcmB|ES$z84^X-Q~MkO-FU07-w2F#v{Xnu(_yg2A5#u2Qn+z@RPL76W%
z-}_OOewe{{eWeEhuV>(ka5diQRS5_%#=83i&a`|(`Gctea6r&^T}%n(ftLy)5-={g
zK3^G>x*e&GIJ!LFRXA+WLw3RtKGIEB?2b3*H>S8!@4|ed6n&6|hC<F&MstY>Vl<QZ
z!e$uv%<VeMIyy!_>y*oE-<?Xl)Lf|#_S?w;f6XroQc4P+XM=u++^d)>93rVPP^?_Y
zn){iXb>SN6Pre_yCj{&M(ImbEL2r9p(%5M4BqB%5vZ=T5ywVku_#Clb=-9tqCOBq?
zriS%&IiU=ux*(61p5OS8TAX%&&P1nBzcL~39R3dB40(iIMs81ZrQact_WXI#@}nDK
z8{EhmXOdK07YnO^!zwIL?RN=phG;5Z2C8KTM`|eD#5b7IbJ94zB_R;}<(nIXB7`rL
z=GtjxD=q!!Eq+ZVrX$K8%ASnkFR@sSmZI-9m-?p;ib+T#=#iYVF50#l6;qiW57$A=
z7LO8<XODSd_sYM(^RPlBb7cpTI+Y_R=;W~uz$-_zH&#$c;7z5rV$<}~NbM|dC$bWJ
zDUb3Y2Vw6vF)QKPRK$qe+<y7wz*QM&?j`A@sRnPYUY=<R<|lZ}`RCqptllSX?LhMF
zbG7{wxLimO)Da&>t^Y*1;N!hMjqAumZAWPSINI{VDXfu8iOj<YXA{|IiZb$TBNgo+
z_}cK2&^(mI^wJUPqFUpdl3>S$;%xbTn$6GGKmA9|9-|WLpzU_M>yoj9Y{joPJ>DTy
z8LlzdvNxSP7LQ4MY;SOhqOxD!7T<}@K<7Tq$c99O$h7&~1K`<jOah12uTWyK(f9bj
zIC}d<KioqXYGtio(+uZhjC%Z9i%=Z0;oX!9(L4_?%BsRNRy=HD-h#7j`2Ij1b~=4K
zFBSG{c^xtj@iOTM3=nzg8;ie*ai~cAg+aI4SM^a7%K!8|N6D*>MgIUlBjOsf2#r6r
z*JQqM_dyhj21<lxMUPwZNyTI)ueW;F$pOQ}`aSguf$k4hSvODLoWLqc5+6p~=hOO=
ze&GK^98vC)XD)v@_-)$;h<Mv}&}zom_@E{WVsg^n1#QnfG^8QA1TF<f5hfvxEqes!
znV11H((MSPGh9J_oRpEMl)JfhEF>8QizW}I<(FQX6d5JGk`Su%$w<;^3EjC9yOsHh
zTaI;#LQb5$g4};GK1SByJVb&Vr%YgFp!Gsm46Qx;NBJ6~QpFFE9`Cd7)ld3z@yk56
ze<{prFOyqd(4anv4{fvv5O~-Vsd#7vZnW_H)zLlN{l2n;T!l>-@67E8R@kX&KWdxn
zEc5tm^gs=WyGElpN#`s6&K+A@^Gu{p1ioDWwy~OG!*(x`imCgpFQy$Pl<b$&-L=b_
zd#D1+)=%YMH1^f5^FBG6PviRrJf5TQFah%QqSG00JZr=gVvvflQOeYDV*xuft|})X
zO}IyyDK=H}GV8u!0*8%CJo@3q*IQV}6beQ$*w6h$Oq;wmxbAy0$IHrqIY#?5Hmv5d
zds-8=&U4d?(KS-wCT$b@5%uQItd3ZvBja<BQpHfCM_^n)H6U-}*5oynkLeF_iG`V!
z`!hY-3Ka!zU+pcQu0-=}!fhAPx-BH)^-&$AP%Dh)*wL}Nz#6vC4Ope8ufS#I`TI&a
z-gt4;y9z8xtkrZB*^>@*pBU_WDAc!lH#QCFwNmpW{iWSh*WBLN#<&};xiQ!$yo$cE
z{WI!`RPx$Ma%*&gpuclZZtM1M8N&US6EvoE5kAfQT^yod%b-#{yrC#%t<J@atF1YU
zr!Rb!Rt$H1IPFYZj{jjd7d*Po)nN=Cn_3u75UgH(F>!ksBvU-rXEpW#z`m{*&4aL)
zYpztemix9C4`1&wrx8xv54(fQNz@y58T#_I_g%*YwW_ac`$r)9!SLJ#T1itS663xW
zN}76_p#|4W@~7)bczuRh+%q?fF^o!~WdZ$AAy>{`;t_r!arG@fsBqLxN5|I{zu-o^
zbCVtwCKn=;gyzHb0aL|mxwTq`atzKF52Q^7vE1c`E`_IKkH4dC9^8yNU!st6-u&3y
zSi$jikH3EqD;<j`KsQKYbw|j}w|E)sxr^~S^}S&3VTd5(-`l;Wz;xW|;rlO%I>(Js
zkEZZ*<UZ_2u+ry4_%9xO*=SjO`~P;QFknVsd%U5Fo6NVhub`l&>&S4`L$zwO9TT9s
zP2oyoz${#uye7>od>w++{k|d3Yym`K^g{FT#l-c)dxye~XuImd<BFaD7rD6!vh1KL
zhP|%D;y|L?y^aC^Atj_9OmcC_)rDP&i5=={Q{I|mG!o^7v;5IDf6lIxEoqgtY}ATQ
zdD-Mr;V{FegBN%FvG)?n9xvr?9%KtUwBM>%B%qyAkl1^CCzwM5z1p%BVCuN_<gBa5
zPRH{S$O~5x#0XX8S)gXNsJe~JpJ=s5wNm;8_?A69doyD<ii$A@lxX^qYM2AHsmB^r
zQGu-QAvemtR8wb%{qXtl4=DagYf5rKh}8@o<Te;S+y&Ax4Cj^K>76>u#n7hzz=%{P
ziD4M$ls)p&IYq!7(&#8xPFj8O36zSz=NR;L4vY_Yt(DprTq?IftWOc~_mobgCfOT5
zZsheUhO|w@n+W(r#-B0_N@T2U$@vrcYsb{7_X4bwHIa|k51+$oImSqKGw}M7ilyo$
zj>iUapH{Cm2~bjeyo*k&;zu{A5^Dc;uUyZ%p;FdKNvZXjgjxo&l2)go;$8hN7|`01
z4!N!T#}?Gvd^zTw-{SIrhcv&>CExLvo5mmCyjIJXU?Zwy(6tm@%eO$DB~4*HR~C7^
zQ&*pRyi<H!FBZ+>BYdgL+(PP!OjAyD3Fn<Q_o(WFbq*d__+48VR!cQvXVw{3%V0m=
z<5jqfY^>)=Q_)KVxk$X&#gB8NwD?i*`xHNJB083Lp&x}&J~|IQM<2<%^h1EMRwj{6
z17|fC(zGohG!u9pFYcK6c-{JM9yyFLjB)nqUHPkvZ2m)-=Ei<;#`4$EbWSfr+*#vf
z&Oymnel&mXpyF$nX*U*uG^s<yX!d;fnHq3!*|us0j>)%f)sI`bp|y~bk_V)U*LqsL
zLwJ2ducx@mrIXgoK8+RTFbJOK!}BgYX1d0dKt>WT;PK)nz8Y+#ALhxFLG)yoF_X?i
z_|bqnXKkVwjZM|>n3}`KOd*De7jup6k)XA%j;WyHvmyv>PtE!xynkDNV0~OGVsr7c
zptaXOO2XD#`R^_e^<o?Jxg~t`*0_s1v@a1rT8|6l8S^tu6hbxOAf5bko`qq>ih&B9
ziCu#-z!`7CsK)_QB7`+<I~H@1jTi3@57snV#1CnKz(@6G#nsy1sZ4APmlF}sB2cjj
zg)^kmdQDopO-q#t=#FA8j4)DQduguKww@!KJ3xEGKAB#^OCWRX)pj<9sJ_dSDC!Rc
z=21PifxTJ;W%|p|^$%w!C-e~Z!5RieOul4R1{(tc`?iD!Gab`Z*Y)!Ia0rc|d`6hD
z!Q@pv3ZtA=9Ujf6fxqtO&v2|mKF&poehDncU`3y+{+ioCT*C<51ELV`F=(<jN8^jf
za87<pE0jc=@l#)%Y+`XMJ4{p5Kcjo$;GA$%HaoZUnLF^e5+M#Ai<;8ZtoC5_Uw_!6
zOWAcrErTXlftZGTT>wq0euXkJx~HM9fYp=vS&XJ+kVj>2WbBFa>I$;}W0T8Q^r)Py
zFZMUYq3q-;zN!aHiHxu|x9k!wT^|UNYJmfbjTwwl{X-QCM?Qa*Dqw_guVnk&(>2>a
zEwl=c#U_ip$t7ulWZSdi1y$wy<4E@}Ur;>>$p1iNlybVHP>Cj;gckXgvI=3eTm)zO
zO+<{>7P1zc!Th%*`9+bi-czsp4oP05JwtCC#(^O&b|X_B89g{zT!U2BlO$0Fdx9P!
z`O(6hG0XG({dalF0SpQ=U5YbZDui*!YM<*Zdl(_7EP30R-u?sM!`_l6O}SXQhwesF
zPk&ymN18`X*B!wO-~Td*0YxMo%f-HH?gBBC>pwwEC19f<ygM9n7qg{Ok$?x*`dFMH
z=fPycUV5blsf&fLfq#f~4WIQGT|KakhY5lg2Tfl2DiPYGbd9zO+W}8ooI65k%r^-n
zh?Pl}!oZ;t!&=fdu*AX0W;3ezib3lPl_zqh7&b<z?TKKSGs&)6^K`gQ#u0z(t(+|m
z<?&7iPb*@mE@Y1-@IW}RDRW~ClM1#PM(r;<-+5x}py{FFE5U(QRPC*$&lt!s+42kN
za1oknjcQ6+)vtnOGT+CZ86-BfY>Z)3F)>sHHGUhPQm8N%B}u&wnd$;onH$h|VmNF)
z3I)y%o?{I+-`U7=XP67RO7-~11iq>cxT@K8hkU-{f%+Frx)`DDuhGgYnXMUxHhVQv
z$%Dtz$6ZWQ>v><3s3)EHC*9GboH)LovrgEeg+`|&Gt~Um5f&V%U~UOcnB&GcEFp#X
z(eJ-R4JxfJ7obr3dt~tC;UV8<H%cMTh`Zd9<gEMdGxZGC7Y9{yGij|;>8_h4k^;1T
z-7w6)t;GAbw+NX!v@DxDiA}w_$OQ|3R7r*at!`y9@G|-ZzF`LwTWkfS@oz81*5%xp
zAiWG(3>hQ*q;_v9HR@jOt%}v%r6?#s|7e$-uTK!cz@G!}C^e^>Wh0R59+3(O&^`+w
zJ_^F<S3S~97Zg+s5Hnup&UJwIenC}(<$|2|YeoR8o%Blnd{t2^qCTV_X9l^hO3k*U
zlF(Y8-mw{8sO1uvSinkxIV?i0C2F=f;g)%i$I1^9S77~7uLvx1Rg;Q|;%V6iV!pk)
zsN`jywiM4j4DDNgd`)tg6I09fo!veqS9NP^t<)h_QTG<^c-M-wjWKSJ#6dV$p&K)_
zXfSX0uBoq?fn{uK`|jtBDi9>URY(Z9Ul2bAA^(YKG+C?tdt}@tR(gH;9!98m^fN;_
z@=Eck`%N1VwO4$P*mJn(>aqG>*j4-96Q4G(M)mIUBJ6EStk4+aorE7*LDuj>*t#+n
z!_uu?hk_UN5fRd3vo9fE47yd)Cj;57UJK!ZsYH2YQ+fN;{vfuO7Hmpn2=0;8s;+v|
zA!T~IZyM6wn!INkgNSJ7-(|$W)(rVRG*`eS7IXBnDvJn`up79;msNiv3{w>jeM{s@
za71b7U2Y1uhvnZE2Z$OBIQmg+`C$>jRNUM_aiDZvZq%I!c`8CYmoi}^Dzi9o_szIM
zltL*--W8g;ma1JyrIRlnOz4N!B^Vlw0DFq#16~u-kpNIz{C*#{YGy`2t!!^{tPh2-
zTA)%mPA3hf6XxKn{aw|%g;x4u*xkpp3$41)1DHDR(+7l?x{80*(Sx1n_W@H|MBE0a
zZZ70?^-85#ZAk}E=h=;^)6n(@BpYWi)9T^qLKyu>9+DXKT-}bXGr}^qf95+pea3Q?
zML2T#r|3h0^MWoQwWO5|F%Waf5cs~raNNlqloT?Iaw%ep?C+LUBZ@qSER;W3<c&ph
z_kAIKRR~Vigr{6ut8K12{R!P2;2aG`%jp4k8)J#OiWltc&+`rFYC60(psU}OvD<47
zXz<$5<_f;l>JQp+TK$mVEZ`BKCb3qqZCJr-ZyJ(hC`VT><z-p5=#q~Nys+#VeY8+4
zvujRw)qbcZ>l@7?m-Mv#A`>)*>BW$8u$*-#<boW>kTSqYZ=su10cQT?MeJ(R>*lfB
z2vPDxPMmXstOrNDC0V?dS_%)7h!5QkJnbQb?1t0`Hoii=Vp%=RC2UfN=?_wTo7TA7
zt7TDSpEHQ3zh6<M<7V^}3eu2F$@a7V#rlj8U(|7^W`Is_!*+-Lt4k4gjB!uPNl*<m
z=YBw2Zq~brw1tcJ@@9S$Lth#ZVz@!wt;yt)rQ*~YB#s`e9ZU^dQ}F0D`}&uM^;gO>
zzdyMa#-bpYpOyBGTgYGgvLCKrzps(M#sscY9`Qns+pm?t<N}uW?FEJiu}B&|kv(6Q
zGonCTL$(gB(w{6Dq4nC|Gz=mg<UYZx1~e_%;5pOT4>~hl13vP8xW4G@_jO!aQ*R+J
zc=AM%uG~J>Dr$YR6jVjBa6Urp0ty0{x7w_ysc0w&JyliLw|?^}vAaA>j=6`f;BtQK
zBm?7G$V?PK&{0kg;9pQt!->QD6E$}xDKeI4aGM`0-qQTU7MD_dvlzEJ2h#y?hI^`?
zY}^CK|2lUC#E!wNyqufu-&x8yR)gA}J>q^(Do)Cg1buc1ynEX5eaj!e&Lb(!$^8{H
z@~_x6@S8+#e#Fa=^S>Cc8->!Z&W}Uz`rd2zf!4#wExMsHJwcuLKwz8n#e(*DtOoRl
z67$>Kg6ev$?^<nM7Vpe3e!OmkYB2B4-EU`_oFWdTduPA3{E7G)z*?;tS)0|*s)^0G
zzv~m>ItG1TAQQ^qL;YTfm&CUaH2adY<E`TmH^#hK(l62}o^@7rz0}BS#+XJuc|Vi+
z?@2nPbNtuupraM=n)`J_Z}klL(WKAoq`sjaRV&_lqoOh<O^xN@+WV0-ga1nEw6!NK
zme0PA2yi~aHaCNcI_+n}*uqfvW-}(;7&-1kIl4wnV~K#(uBO!~RB<~S<bj?k-d=<u
z;K!l>;T1m{gY{t}d6<?3>lh~Ket9x$-+)?0GsiI~i4R4^Lr12QK^HJ!?W|u_=UOHo
zL<5O^NO#6EQj4dE<Q7Kh8T9NLHh`6UB|);;BGrus<$@+PU2sF~pwSrpwfsrp+A|AM
zCjI&q;-lC@o>KC+qAz2m8=sU{#u2V52dr2$ab6m8!H*x$8^1T0kvW|tKVodYrPvk~
zSH$9wu0R@n>l<(}?3`@+6Q%>!aeii5v5aJ6MfKNqWPq)=GgsD0wUMu&@O$nm_fRiv
zScNxYmt@eOmoailUmRjwRkTI7kc$SdrCJ^mCOU}0s;MDm;^mKYN@T{hh*{_%$dy>d
zpL0>R-oMd(MZ!0WH+p5NHF=e8(=hg8>9b<$`CUfLh0)O!wo=hnIfT{8X&oZW-&1&F
z!>;&~hOIF61;tAj3+n{$Y<~iw&tLa<A*&mQo4_ve7-Sx;c)Rv#T_b3q%^*=^=N)JZ
ziF*rH0zQw@_aGK>80?}4+`sr|5f_B>yxseY4a`oezN#NJ^lt^6W&jX7O#wD##z}9N
ztxNTD1e(HRHg{LC+kRFb=dc%~(t+&ueHSiGc2naR9R=y>nC!Y3N74O~EI<a*L@|n(
zVl5eX()>lg+!7OvZfKJ{A(E$36jDpYLR_Ah@w$^W8VVy&V%2tZKH{>V50f9$aSu%i
zcXLkIa_C8Bg;9eUWpI2*C=SHQre6A}8>EnW8v5?H)SNk)D6Azl^mIDBNW|wZf+09|
zhb;o*w{7DCN^|y2g=`GGvIAM0il;uhFmF-7X_%E`+QdU!n3dwM&jTX(x<xxPIa?JX
z#GWjnEnIcvt~|8IL|w+mASkm+SppyE-)K5pN;@@9wf(Zy%Uu?TB$jl%BnFjWeOk|?
zMz4g5Ixtc+AkJ5qgAtztdtIc$8&J74UeB1Rkvyn4v-&sc{9O?IfikX6eBSH1#O61#
z+{I_!(5WmdA<C;+#oIT<FXi%e%hyVyZqkdTxT$@#ihuKJD(EkNkkxHdMLK4#-bZ!M
z5XOJ}4(IdgsAPdIsd%~9IZH^8#Kac}dk<v4(;tKG%~4lLrc8MAf+&wH!Y{)Ui+^y3
zUS)NhhE7alpN9T{yo&1o`@$e9eHT}N%$Cu_PBBA=7S%jnaZ%1gpLW#*|M8CJ{NS!F
z?+8(U=Pred)~-epuhRKf<vzVrI)0J|gMErv>L_RFda<(QByg&LBvWPq4X@I+0ozck
zS3WHF%dX1Zr52Pii~(JVj4vCfX75|`0@swnmn`z)6n;UU$UC0(&^^|=WY#zE$QDUo
zif{H2s>uHV8udMwM04^(8Cr|L(;MFq#%+YhoWhg{WyXNeK&p&qqB^^3#wj=yHTvcS
zQ<UO8aI~sH@is5&hI)9r@&Ju8sh3oi8wLg^S4mb%M<-%VZE6_ROocz|#7lZqU2JCI
zRnNG~CVtWjf!wRZwvc;(nD_-<c=79k%hdvid|Wn6(zW&XDZ*Q%zCG~to+9hvePs9(
z{grYF(fA3m<fGVK?bnuFB9MK^G{hb6;?Zu@-5o!!NZbb48yG<F>GnGh3*)iz#nr_}
zT+@OGDAbv=e>-BEHzEYMz>9tPy8r(L8W830A>gYC`j(_YvnbNGxZ)VpU#`!2F7?7l
zdsV82YZH%Cmf65hn4H_*O!zx>Ze0OMQUZ%2ZRZgZD>RyJC46U&Nu6-n&vS!~foB5G
zoA~!srYc(=JE~8Ts<tT7wisAhZ5Zk!H<113KMM1M-GE;JyEL_J4g8S!rs7`Y9gEfv
z6*^QhlPV-_K>R46OQ-qz{eTw$Hv%6|6_onU)xh`K+Eyp*{4DCFk+x3}GD;<Bl&nQO
z(a|$eN87c8<11oPCsnMI(SB9pamp|g_y&{b3SUVm-TkN9B9f#u_KvhUHyCXz$li%u
z)!d-YozU}v?*RWG+&uXK;YQLaq$zJc)v+cU5Grm;Qe9>;`Msx^^Mld$0B~K#bE7an
zIGXr<t{K2_iN=Wa-!QDlqNz#V8$i-%i0y6|XL_ZY)&xE`@$YZK3&*fKno#C)ji$CE
z2|Gf2H4`|zt?drrV+Hz@q(QYeomubWz&SO<Qp84tYsTiJsc2NEmB1~8>Pf$?DTWn<
z#DJ$np37Ru=v8~=sD?i#9;XcdOGxyEkQ}@}#VV-%2G|VP8Mv=dWRldoEtovcsM+F*
z<0xt_VQ#P!>Cg18!yUlSfUnmW!==EJBkfhq4W_#hrwrdAZ18C|gRr(R8+cj4{->$}
zGn?=}ez4#;lGLjw5<h-nam8^IwKi}JupQyEb&!n{j+^)%A=$4kmjYWx+DBpSV3(Zd
zb|oZ47Of^RFQa`NxT#>@lB5AJ1Gty)!QXf+na1nJ2$O_y;ESb2r+#w`t?!kUgwk5Q
zdP7@(<G`y5#wbaH>Qi)nCU(1EJw`ZIDX%19*}g{S?=k3)2dTHp-^VlJdVAt=?vIS|
z0R5kg|6V5Jy#!ddV1IK7$t-sk>_?J{dJUbQ%S-7#X>kierNO$qi~6tSWjwY@`9G;k
zugr+))WqYQpE1tXiN~3)-7?~7e(X?ijKikre+5>5mQ=5!==^NDgYK*7Y(>2rAwEL=
z*Yebl6=WwIRN>7TaUGv{oWDfISP3jhJWe-mi^SA;r1);X3gLH*^>0GOh;RZZX(jOM
zwzk#D|9luDT!>!){0=yxoY2&VK1u6N-7!Lm&0eyJ7ZN7V%}yfh29~5z^z=wux8*zE
zPWW>B%HrYl?1mc0F3XM7dp2$RT&>}83CCDKNG51^9`I<waZ-B)aO}jtUqslsdRM_d
zcOlG$|5C6YNh&HfH~2m9NEdxPlW>$&s<Owu_(zRnmt_fXPmSaMCZj#&+yFw=rgpag
ze@#5jbWP_>^t}p>5!?OUtnPWCBxS7~jCaw;A;2|+#K*b}<J!Sp)LY4@inW6=;+53?
zLa5eJm%PgBzev#kdSoXqotvP44S;^%aU`i4p9Wso^xv}x7uvr?es&I_yz;9F7s?j`
z%gPQ=ePcNxndThe@e^&^5fUL@#`JHxtO@)SSgWb+Ou}&@k~E6eWb$*h+2Stxm<_yR
z;@{6N8c+f6ofv;>LMH#9yO~hpyG~~lj-Z&|)}C@<WV4L+BFB7{?Lfkg+%dx3<UrCK
zN7pDDdUb-nB&moL=cT`I;-BXgjHQTg5q9wH!r+(p2DlqIgL*3(-3(kz=Mf;AB^+Z8
z@g1i>p}QM*DYegqVv1H}nJTH`vV#3fQW0ao9+CEL<_BYh@9j|U{NMyaV#iJl{?VZj
zs)hW5P*tohe<mb8wpY{IEa4aniO=VLoN$a@+)R93?N-7ubVY5S^W3iz^e;&oAYY)h
zWYOo_o}WRuncgVvbOH62b5gz5Bi!g~e$V`9qJ1h`5O$I_zxMkK$KskK_3D|#%SLu{
zj6vf_rE`);r+#oUo$ry9H~nKJ=2rlZO*lqMyAgH(jT06y<|OR<w26M}+_fc18xk)s
z{Io9m*mL4Fw*#xD4p6mw3!U$eM@e^0+%?kwIPk1Q{rBQ+88J0K_A5BXSElIy%?10H
zq$0K_{@E0}nVjXIiPv0*)$E7Sf6@8=SVFpEV)u{qKMp)4QUASa{N6VMe*i8dR9jz|
zsQ;sh|K1PLx^YyJGy+y39KFzdK{%I?TyYwqyyG~bQo(;S9ND8PW)<LLgi0li_slJX
zbNymFJ01&sm@tWJo^-s6bdx$s8dUG6^NU$GyWnOLb|Z`f&q*De`odns&n(>_QU9kz
z`Y&1{^GSrGXr4v!U8BvmWb(Y!pC#^l2I1!8IPlzr{Yp}|UPR~T@>06{F8-s5*Bz5Q
zI`xC~frsgQpX{5c|F=i_{s+arzi$D&9C$ucSA>X(B_cOJuB3Qn=Ej^l_E<)`xtApM
z;@{}}Y`TN&V+mr;o_O6GlSik1usI>gvi*IsOWupRaBQUSKNakATf)(v2LtnZ?Bic1
zV!57jl7+rYd~R@R31dl;2E@LE1@!hW=C=^4S!`QhXzEit5E5^e)4Dt6kA$+IKPQxO
zYkogH0(_ZJ8eWn#dDEl$aZ(qrf78Tk>MY%<@|{cP`{bpG`o1>OcdtnW3kYYqHuv>U
z;2FikWFcXZWE}Vb>33c?->h-oE2&P$(fPUD&2|21gyg$hfi;pxr+#q)o$r(567~Iq
zNZ<e2V_&lgHyu_s^|b^zyvu&(5t55yH#M#Yw&^jxh6NdYHy+<C*uNwd^;tSUn@;cI
z_0OGn&2?DCYM6bC&iBbXa$hlhXGZ!yqQ}1GGFd6I@wgj!aSwgX0B)G*<Deen$ufu5
zjiQama=gDGNg{mV-3Hj1P+_2(Y*&q@jevhABvSl?)(OT6!espi!0T~mha|PTkj^h>
zZ<^+7*8}b%B($a4d7%FEY&zd3-$~H#ZjpY^r?>gvOu{j7u^SN&Q0!*MnuMgyap2p8
zs#!(MCG3*jh)`AIMZl#@E{+uKUy_RW5}lu;Uzp}=XAvr1jT0&cX?Q)3*6NYtg!9yk
zuHmdps4Uss@2&K{d-PP|bAy$H`As*z-t_w4P4xX*(j*VXc7Qi;4)Ml`q`G~N&d;Y0
zPxH02fxk_>#tN6iZ6{h28OMR&C+K$*I;&t@NAFe5e@OhAyPR;0UAGz=j;<o@_xady
zspEu-?vf-)g{@B5<*^Rll#ryU{FcryXVcBhZ)Ej<vYgP=XMRrSV#6i{`-~m^u~(0M
zJwMV{^W)SW`&||I)f9cFd|cgQoRXBvXXyNF`oJ__`@V^v|7AI$sn2|z&iBeQ3-%d1
z`r{2f_O%tAH+GsI7kAm;_Dm*{oJYF#hB4rZoH&n7G>#+{@fA8hpWZgj*M5r01a%F+
z_M_g%fn5vs`GH8EhxFK2<G7Bj#~D5Jxf*a2-6b1MWj683o>vn#YDkhKNs=mbBAs8*
z_M67*-Zt^Gmk`PkYWO`4c#zijN;gNvwA+Es9j+%A=<k!{FO2-Phd#%EuTIf#>c@|I
zh*OeMdNZA$O>dvZ>-Hy93cLl_xU}fhPv#JIi8jAi&ZYPB#MdUgf7<(-)nk8$k$=ry
zN!XOpjSn`x{uDx`tfKM~Ll@&_5lQ{wKk598n$A&5FPZq+>w(9V7M=P@?0WvQ0{txn
z?rrPu=k#73>#gL^50>`W?}3E5#Y*7N9{Xta=}2t%15ZfMw<JlDB&kc!qw`DJi>7$Z
zD+y&6Zy_AjrP1+nT6cV|WO_+B?Pd|mW;eg@E}{Dy8_hmK{=&#rJ@k3}6n&QQ_;?R-
zN>WN&(z&~Ts-5zC0`~zA1G|?Ro%+pF=uEnt?#|_QC%5%;E8(cDUcHR`Ywn|jid5a0
zNjQ46(Z~0JwF<<zA#i&}d{^QPNJ;%;7dk(u-a5r=o=LbteLvw?2#t<?2*+17zhC~f
zhknL@@3!@GJ>j^pUL8UH{9s9ezW<xaImW*h=;yVOxE=wXRiIBvk|aq|0W%5bUpIeI
zdvC_i&H#=k>_WYVP%=@Y=V)5rFLwe@?Bexfbe4|24%oC{T>Fu~F!I?h`-_zyuj27<
zUB)R%W%xd=pG~Lb{On5zH%pdJ{JTca!Gu5m#`|R%@Z2u@cqgszxqE><3dXf@TU_mr
z#Xa`BD)7ywe*Q^#?{{0FV?#nxX)Lyjfem_$Pm;>getc+N<-*qxk}V$s4k$k~^`Vy&
z){h$Rm!-fny6oe_w7%zVr+B4??a4nL><0z<UUlO2;}c_?KzB!Vi~;Y8#J7arHnd2R
zBuSDI+Lf@-(fG1<Bduk-XAnwypF8pV4Onh))V-e8qdV>-R6Uu>I!rDwG#-}`%6X=6
zI`Ku3+v$F%>wOu0mHpVO+h1CeO0XetGp#%0c5eHbotaF&xDPm}$^g}O_5<#w^*wVW
zQ<vsmjZhh?`R2hbbeFK1=VQdLx66Rt3iLaJaK3x<eCSHx-<diYVhng8lV`8DKfZ*=
z>q+WQTL5=4`FV9euwC2F>_Ir1q47QO=~V`(zVkf7`=s%nd61BBGnF~O7iqmd{vFsl
zQCuexzXm@D>{zhxS-`1Hecni@>axZZuiF_oBNEe}==^&oNs=T<s>vc+OAp^eSP1!L
zTl?36_38;xeP&PK3R=JH|Adf$(_Tt@GvGb6zL!=2pJD2Sg>K9NzCdf4(ccqxqI6>w
z;tMQQJS_7qsb6eEYc;Ef2s>1NN?6oxw4X`31#S(tt$^RqdR@B!IE2n!nhOX?n%B1d
z{P#&)p<xE_Zd#KiuOXBrPhkh(Y+8SZ6@;YG69^UH4kuLecqQ-&!jWXLIly0lXD5nF
zlFIS~LZ!jxo6u(v65N}U#ZISqH9`%C9f9*`z2==oNVsTEB3uZ(g|L~Y`RBhzu_Hg)
z%>q6|>k(#GP`pZ3!x*9ZW%CB6rG$01_W*|h&mmOvI1adw&UwL7;J<*`iDJ?Kn<`6L
zk|aq|wdNCc6uyA4P|}#Q-w6DIaI^Z4^@OHAwF=>^&m##p-x?kwEVL~H)+g+EZdd_)
z5BNBt<aHV50b3Gw%-+z$>t~W~hitdX`hOxxy;zm7oA70XUH!8r+V3RXJU<!ubv>b}
zkG&8$3fR4=?NQ)wzypMvBAe2>KKxtYlZ2ZMWmt_cS9yexR56~o|2=>=057Jyn;+xA
z`GjN2P9yw(lB9mOIw3LcrNEO3-=6?(BP3Xy1e{Y(XzEjAgam@O(OUg%8DV~~l(4~I
zlcwj!32RXwr}rbfrm{LAIru?BqGxKG0`CV7CCo*p<95Q4smBAimJpK$kVzGiBuP^L
znngIO;eNsmaw*Rk;bz;jfu{i55^k8RM%Wqp55lg@-x78#xiBC}gJ+De*u9i+V_cfb
z4#0tgqph|lRHv9nsEBqOVQz2^q54S~H!|ulkC0%o2VriskT54&mvD1v2_fP0&xE7(
zeo1c$ppw)tW)P}bJ~;7^rt&1<07CW4?FjSBHGq2w$ItzlkVJ7hp*q?ySeH<lV;|u0
tgyTuqBFw4pAtZcWLP%C#j7gSi^Z(OsMS{LA$Jzh@002ovPDHLkV1jBL5*q*j

literal 126501
zcmeFXg;SMX_XbRNN_Thw34udMgCYorR2l(k>Fy3mk*-4<G)i}ONJ%#wN$KWr$nVDY
zeZKdZ`Tm1%elt3bXJ+4f?X~v0uC=bUBVVh?;p0%_AR!^)L*!-DkdQF9kdRP{urPpM
z>`}N=fPb(Z<#k<<kd!ta{vx}L93=xkQn||NxT-t6cl9uKHb?UC@Zh$xw{bBwb~NX9
zaJI-e5T`~$Vnl+-ywLE>+*|U3>bqqf9>Yay&RRiBb3&DIaiJ{OW*<V3u(6{G8NaRm
z5%%sIbIRHM6eDV{FV{!xQTmZF>dBKQrGcwGZ<3r|XvoY}#f3iaOmP)$nG%7=?yw?1
zYE&sGDJj0b_0IMlhm4#&T{XSkfs3>q5`rKJ|M%zrJn(-W_&*Q)|HA_cWf+%uztnc5
z|8*Sdm{-Vk$lxQI&!yEH^8W)o0dchFI8cnmmy*y!pIapP)KY<e!6ApC;E`%Oe*3d*
zx*>QAH@mLe|5k!D3saFOPzD1%9--OMiYG}Ood=C4ar|$!n)wy7-xnVu8MGGx9lm%n
z?YoNVrT;Q1Igh}y;GXx+sLUR=_k~CIf1l3%=}eD`yLtW2Cn)dbyPAKkA^S>wi62fe
z($~&yG(t4P{jc5T6p<a6@E#LLWyS{Kw_kqo!~Nd}LCIy-(#xH*V;{(Xa~z<gho5Er
z%Ly7`<LzS5Unihb3w(EB2Glwf&6k({|Js&=Q?s3>sBC}JVS2;To^sEq_0SEUh+t_U
zA@}6>J>vhhVjHw$y*!w{!L;o<r0#<wX0rit>b!17x%3=g{nzJ;T@?$<nqsT8Hat%`
zeRTY7W2Ch@M$_m{|6I^(WeLQQogLEt6nX;LXiq-<e-H6^W<X%tFHvytJ)fP4KiN&b
z-HR6%*-o#Np5dk%l7j>6$FJX^HH&UT5;O+zwpjkL=~aH-q?X}OagTbMFh(%ag<EG#
zA1?0JOxa*K;@hh}-~AG>IxAa)2a-O{cjdR$AWe=guYcC&##@NsyRDe+e{4|7ASF55
zJkF>???$(MyfTl&Mw=tWi)A#v4t4N<ns4r!Kwa5>-tL5LlbZX{Oql1NPY6_g|5|$W
zNJW<~EYdV5tJ~p8b>3|w^e7O@o)w+;48OEh{A=wq$kXWd*gz|YN<yx}zZW}mefe^*
zn_1~fuio1if@yXvAu`+etv%&pH-~N~yy#}P-V`=y7$IMfFeyM>Pb^=(_b!1W`gij`
zz8>#)#BmeUcAl@qR?0fMSw7eEKy!tk1tjlS3!9&xj*e>d$h>K96a?QR#-144o%Um%
zMW!q%s<D7GQ~&t}^<BzqL%6wC4sQm;)a!jL0@aSIJnxph#MIh4`+lp)Rf$NN6utQ>
z80yhl6F9t^W6tjQG)~1c8>ET$FIWDyBNNnIS+CCHhdw)o1$ohS<?o{(2({h)`r?z%
z!J0Z~xFvD;u^zSoLA|0treG77OW+9p*GY~9qg;2G$!SHBBTWffP3U12Y$)^a^MD%O
z5VrybQAbttlaj49;efIzN&1RA^cbmnA*4e^&lpg$#J{bu;+i|_;mT}^V3F$!;UU7c
zTYNiPj98=S`$XsSr;RY!_j%6XhC_-%2a92Zu(8v4;GHzg4SO^`xAOhJf_kF_N<;|A
zjlS#ZY`Dc-qp2fvpQ5m~T4BqI7C9>1v97<Wj7a0hX_9+~q>s`pJOJFuk$>IEu+%ZL
z2}9$K@7m>ivrwh0(AecA3{`OhnE$E88N*08atM3&oDaRxq-Fg@F|BDIscXhNb{I|j
z35X4%*1-3#*huEbLHy!FU1loGUKsya7b2Y<zl(TmG_r?6fXA2^9l2^@=rONxIXy)j
zjgP)ms{QoH&qyU95mZD=HKO=WYT*-pgA_=0-8>$(IQEr?SDCbq=G%pao?4KXTeqrm
zkdUAe$&R*OG&g`#4Ijl1ll!uNCacG$%vlFPIE2Ffm!ZiHd~;_TT-hE3gE7%qID-q@
zd%<$<<dh>6<tsNq<C@@xKZu!kUM52pQdGpOAB*x)rO+NdZA#5`Hu;}#HRfI=Li~cg
zs@`=w$)V>y>Xrg>P6plV;G0~>cpi2a!u9TQt27%^_>cvB=;M*}$Ge>Jk~_|Ft_75g
z`>#m<6il(bqK?V9c2?1+j8|b1^LZKcbYE3Ug1cVXKZkMXP=bMhc_Lsp!{qL_+W<;{
zFj+nAlXAg8P%`1azakK?v^ha5;e(I6#fsm+^wDTArc?Uhd^f?6;pE5uw<p48&+h{y
zDV>%T6W(2;z@#uVVnNAq|GT$p8&vqdq1z;e1C^$xeAwDGsJ2VQzowS%o#wbQ-FMnM
z5sZPnen-<6egXFlQOsId(6g&U<Ymdv>7XK+e_a_4Mf@YxA*idUVytqb!?iz69Yw9R
z|5P#b>I!)!%=MY1nJ{78K>LPaBvgvW>iIo8>?VkU74mY>@!daRE~;$)09jie9#BM~
z-o@}wRtC~9VDl>INBUu+LLb`iFWRH10+U@rr4dkZ_JQP=Fl$(KSFvhBSj4}MV_t}H
zmzAatfV{cjq!!_gf>;iorOn}eJ!7Do4Ixh^AxghS&$=_u4R3qMvEy*ENP0%1z67o>
zrtk$XM^Y}6@xLN{hXPYpqK21c)|ZD}&384;_x=d|kuG&G3yqA_s$$R=O(eWDv^*DY
z&zwV$oe2s;N|&(~v6N^my%GdS|M86mZgol{79_z{-U{|uDd#LeC%^<BKYZ+G>u9fC
zD4j<yRd}8C9TjqJiODJox5v#_C{F+rbC!bhhsbr*t1;9P)r5~_<pp2=19uwOz2yPm
zS7eSxs<U40o=DckpDQ*st~SH0OQ>fXnt~3p7yj(si5!U;VgBNmaZ^mleL0BY@P57<
zSGT4<z4xlC%|uU3AJNj8aJb-4Utx3yLpyszAbJsIHvZ;CpW*p=pvSG=cxZkbYa6B?
zvcxrumE}K)n4F4nQnL2vwkGJ-MR>x;kSL7()yz}SM;he95owN0Tqpmperk#m_%(>>
z(ru#mDiK8^M?)2B=@+V%vG#%Z3(^<WUAGIS2MZPPayfTTRjY3)>&a%ZT}cn00%lSi
zG36_HQWWr%<u_V8mU_<IBG=uv-v9FXX;!}*+tATqRTk62Bm*weFb=wxlOjHu;{gp<
zwGw9H;@R&fxI)Ko8JPcaT5bs6x^^kN2>D8@U<wu2CpIW7y@-ew`?>scO>c5Ag2l;{
z+J<sMJgQ#EF-MRozf?3JSp#dLcQ0qszH~TzZ&YixSRfD~*X>$|$(2Tx7!_kQxF+X#
zACr386z*PSwN*A-btrTuBZNdVP$ol@OJ0`%+9oOvs^j%LX%e;?gQ1@yWz>?9yA!@u
zyhb%Ec`Q2L8Qg_{-zj#R#)j&j{s1B0inRB%(_pH71(8K@{<jh!;AU(q|Ke~5%H?@I
zDwgg`<0YSG4Jja(&Qu+lC<34TaKsdLpQrWy%8Hb}YcxN5n>a=y_tMYp4sMK8#Y(y{
ze8v+Na}gI80TWSw)pXIGQ-`)#^%MrDvH$k%ddBr)5$y)!Pp76;0*I{32P$yjm)ZI?
zY<{Ps$y!@T|00X@4f5#G($Rjz6dR%abB4ZOW8{x8z{WbWH7+8T*FqtSzKY}eyDjZ~
zk7k}gWdDJ~Gg~&)-5~2=BV?wj5O!f}HC$uINq)JfQ0l}T13W`Re04oStVO-gMedd*
z^mt1K$PL``E$uR1azcx3k71?5M;Vwxr+*F%Nn~eG>yYedeP#Uwf1PE{6fPTP1c}1b
z+p}NzNhN?Z^Q~b9N>umuDh6*~-ZI9r(=XB<tu0(TSgp)r5iX`a&e(?k>TYa8X@sMj
z@r8OI=IRJXe9ZglJXi;6O<?Ek8xX~$Toc~^^3uEmx~ZOjccxXet&f0_h9H*|$7YBw
zc-Sqk^vC5YmgvGuwck~2KbyRb9N6}@v1S*reZ)R<rrw{1dvx|1ATMM`cz)e?g1tGp
zo|uUzgq8RN?2nEH@&}G|_^AWNX10CF-{Bk4*Brc@?r`9|Ph5COKf4$p>ADQ?(>pa!
z&ukgmu2u=A?a5QIi{?1C?7*rK<>OyrAdg+vmCd_NGg*ak82^85{h0w#?;_L*7^i)k
zVfvNQy{_W}A?BVpv(dbzj<eZNg<SU}!D@C{&-7H)eNDk*BL~dt{SUP<zWuEhhDSrA
zc67hy&<&Pan0(p9mk7q<?0D{#VJM%4Uj%|68&8p@#}|(@RSZOfuuU=UQH4MLE?I$$
z%}w1`q`rIPwA|1`gXZdS;l9W2c!-e9c-A$ymG5b5kx(@sG!baX)|d*y=lh3>pb(cX
zxX5j{$S0A0=EH2-J$u~Q<}8cgs~&z+a;0diLUwy|0|~^h8>0?yZ35AzY`W5|fRTIM
z1<609_4}|ktQ+;Bs5p>SL}>f5z?4DX&z{7zXGOwaE^FmbTYYTqpYHQhdBT=ym6c`L
zQ3Lf=pKmRj{n)?0IaWpH@$>3mz5rS5qo|-AsQOAls6qebe5>4y7cPMJJXUGn;{It}
zUP>g~sS`(u6({F);o`~x{#Sxg&bB)ofOUDAf6F<wAcit8_N9ftt?j!1%%Qzc(I5l_
zd1;A{Ut?&z|FK9`7re4nyAr<W7H~iJYbVjv{?h$eY|gbhJT8i)EF1H(hX?f?!h>lk
zvR9ENkZir~cYH2WDu)~Le+Z66;6wh^VZ~kUHyoTzWHqKqt*%Qjua&P-Qm~j%JI?{Z
zTs7+WcHotDe=cs*a&#LZ0%3^aE>3lHnH{)vZDdGs_UX^aK>;!$Y5<oT6OhNcI6A$B
zVP#d$$7ZatJO}Ui+Ug(YRt552N8eMr+^l|0Ir)@bYV`c~O?44sCR$3RlE{s;oVp(4
z$>+K@5I*;RLnokC6F0orJx_K@wIW*1X*T}rHD+S(3q?gGIa(k;VHZ9xpNXSr&IP7(
znHe$`-k)v;Ue_%w9nGP@Y+<AAEi9$73ArY3A<E~;-*qLE*-1Xq3`yN-v>)ETorSKo
zNfM7O>Q6c&VX6O`$SPx}Y<IL=*6)A+yVj6J#EZF{w4S`M{x$%l`RpHa9z}l@y|&V#
ztqV(2$FyK><|)h(r+*b2v;7IxzJ(Je1mA#v9L+^7_I`OaiLBSM-1HR2Lr60sWr)>`
zbxBoT(_JH<ATX=eZv9H|T@SlrKG;j&>4R5bn>c0pe#KoMEiQTY&8gT&L)9Ec%F7+E
zKyyV{Q31-qjcLO1<fr8seALDQ5dQ0++o}H$Zdml#q*g#W3Hi;_)AwW+s|~f()+MH_
zG0|2w;lr`$Hy2yTbk``)#2@hnSPvDWg9k18CN=xkwLk76tb-VkID>o?^rJwK4_3s2
zQ>o75odZhj&Yahh07E=m7B)4A$MuTgrF-e=Y5E0Min3yDERJCjx-MFV@(lG*?7NSm
z8jAmM;$KT14_I24@T`WQml=1&zpP{aKB{U@=w)<zhk$BexlNTf`SmLn@e-o4t>Sn?
z)HZMf1qEgdM~Vhnd5wpDeUiI4_`un!rz5nX=Mbq=?`YWvF`z@1$U;t25`fvbdUSEV
zBVo05B0O@3xuCX|fmn?GTL-=R_@;$()6gKnNHXU4360v`F71h4s*=G|0Rd@sQzcVW
z0fFbHFZ~1NXj&<V*sd(<X>`!Vbu&#^ARLWEI!dNXZr|UEhgv0u*^4{FQIVzE9`C{H
zkJo;e1&rWZ-ov|y<;opY<wfb}rd#0E9U@zyHyha?ipaoJ)EUB?-UJQGh55gIKyEyv
zEae@ii$!Y~x*UP8?DX&1R{p|zqt;@a^z_dS*y-se=`@5l5|fkN8k+m}el8>k({$6f
zdW?x8XEm|ubVm$1f22UO4#<uqj@0Gwqh%-v!s5hHbi|oiZD|Qy5ak72TdOun`V%91
zMl7b}peI5{EnCRcJHKhPWik=tqzkna-db3`_@1QocJ1(#TolUxG$^^hxsjF!f^{9X
zE)jXyo5;^>spiuTia9Lp5AcUFOp8khFRNOm7|7svev<kOf;iU2z;8y2o>(Y<4)FTj
zoODPwFi&IZy7#=rHxmXEZaj2x^l_U>|4>bO1MN#G*o>dTdGXBzRMg3`@9~mE`T1C9
z7eWnUZqnEYl(U#nUgXjij=s6AJkP6b>Cs{g|L3iWqXyw_0T6HG+M54#$z4lLBJW4S
zb)0O&G>r9rkoP37D2}BVIUu&ec9oSe38za+PRm*y{WR2-b}8iv$J0NxKC23^!rWsj
zqwCUJrgC2LNEmtJhkq&d*%dh$1PRSR@{J^+$nFV#%p}ph7LTuoVt-|Rzhu3$1N(CA
zqM?cZ;teKo->(WG5Qr6z@Sgwf!Vt6hW{N2*Qk23DRSSub;o_EMn^9lnKRQHMRlr*P
zx4W#ozNBZ+fW64iFrzy{k9FbIh_5M$@<h_m5mhLmd&UA|;OLEZcZ}Ri`)kdFs5a_Z
zG+!e}Kt{6qrJT#*!V<Mvw)tl+PNDMKAmd#5kMhx3!GazZ+)XAaZg~rnMzP=**jw6M
zQ4Q;>5i_@@^4!{gbQ1$<f|A=4!wo)wB;>Fq(f^zD-9Ea)@LMhsQL%N-$?V-PD0=e@
zE=u}Z9lkkA&+-cjgiqzu@btZ`y1{a6St0ixu>GDVkc8Y9d^nfPxLZFqp>r=F!3g27
z;Rgl5-(Xv8JhuvrhG@j>qAKX~-Fpmax*x)9RcxJV0pb6n=Lpbd4dzzd_kL~AH2eA4
z2?jJ9${%z5w6@uL2w9UOqeP=M3^7-lIZS%baxMIEgxj#lfUcq*Xs`pKfLIK7ehW^J
zcv5ew{ag;&Zb_Y8r>XXAEsilzNmGei$aCNO-SrN%u9bb;M-N>eH|Y{v71H&O5<_jT
zVm@BaQ|T^?KgD7@Jij%tgwSSs=j#5jH%lVjV&ut|wN;Q!*-x;$QbLt9%-YD#=_BCx
z=dTh~{L(^CRo-{RgN?DjLGjTg8S8DWlm`DWQ>cIDMF)Qn+w{EmVSeZ2KkhUg6*Nj{
zO_%UW{2#E_M{BocjcG}#8PqE*VRw`83azcq0i(vGtFN07ykw;zk?q0VLXLrA%=kb3
zS^*x=)rEN*89!{z9zT$)rd@Fcb>kA{;6hA`X5cJ3_}^Zgcs=J$j=`43IRDbl7#MZO
zznYYo*g7hNd@pM0CQp6*-?nVr@fXcdY(t70TMT!G5j~D!h1N*PCNdVIlKNSoe@8QP
zu#Gl;m{p{NxSmS5QdkxcNaD1L`BGhOZYD&$-Ia>FJ8lx2eiuoE()qli+7k-+Y&!*$
zB85V_$Wmpv-a*e={AoS+KTk7Tb^jxWbag;JIox6t<jgAAxfR*WmHnV|mwYpKJ<MSF
zL~9iFyEu6BH0R@^T4Z|MMYK<xDsK`%EuXR5&1u_Uq%mR~AWe+p!Cn*wB5`Y#p`kQc
zZq_g59_PN|{axSEsV}cKi23u`L^zSSk*D$P!3nRv@?E;d{k_eiToYD>_b4SX40>9e
zo5=LO_2rObY!aj6uP20C>S>h09XU^=psCp;rxmd>*rVy#H$;Uz(y|F4x}P%R+nl=2
zXKAz&83}cjhw7e+*US`rNH37KZIx6<VOu)i<hp9KHz+64*T3UA(v@5O+Km_Z`VTNF
zxT8g%8(IukqJN^&^#AStg>!mDl9TnxUGUk9c>1qXr$_<!>3^?e+wO5YJg}Hq0|Xg&
znL?%Dvl?Qj^)q`-4%mC))(!}w*UggOK3!x;y%x<VE1_JAd7R%dl`1zm1w;tBZY<sv
z`g2`f`fr`ZUh&xS`#na%Q@x+v;0>Xo#W8F#cl?}`3%~I>s4#sa8}{;jb_DLb?6bDf
zqV^48IKWh;)SX8;A||Ugx=qZV8$V^^E>u5#QaGV(!%5p#FW$%GSF#m#{u<V4YFc`!
zAj6ut{vBK&9h2J?$NjgsqvlH-2#5^1nOOEy^`1e-MY6Oi{3<3Cv$QXT>5sQ4GAXN&
zpz)bqVA5dFYEb3Lpb@=MS4v=E;P|W9V6wr%QwdrnqUX?&G85dc)fqZ8$FaW0*}fd>
z`3!7nnE@<EXh$i`nye7&xnis?4_>duwsLQXl4kAXx%fga08BX*+^k${7IVPyvJX}z
zNIg$}LPzhkyE9g(SZ8Ys9B8uC18cudv0CZ;y@?zSRwvi#$Y{^q4oBHxAvdb*g#%ps
zw?6&(TS(uKpkRLt<2b_gf@tM8$pa3)GinUH#Y_Q9o1&B}nfDmf80B^r&n>pz9(Z4(
zE;cxE#)_Zg&Wi@fbHn+K2;(?6X;MH%Na~h_*8~M+I^CDkC-^l&q@wKpuap`)^DO}r
zOE11)Z!t+NBTlv+zjJ@l?{Fy3_u~G&5y{cODk*TtFV<LHb$oW6aw6ss8D+P73%tB+
zT3f&BBPV$gTxl%zxIy$>wVtAL^Q~UnIqKsIRaP&B-=46H_NbujuahiRI>m9rL%_Wc
zi>_Gz;MQMea+ndBgYgN|NPhw}zRiv#pixH@mWXWmec+eA6h&Yo2Xwqip_~Js<kkL4
zfx7}{cuk)H=?iV2=fxhCw*xJXTls-)wtng19(TcV*{z`?2Zl(5$or^m@gNAQn&Pw5
z0A2T?5&#hpDy$yxcJmcTJSQxz)~1!d!ruVVn)-6v5*Pc!pEPj)YtIvG;cIhtdQaW~
zUGS0jiQNGUL{wih<abk=_<^BLRdZN6pSAgl#l&<V!_xG9_j5NvTTezg<zXUHH%jkD
z)W&&KzO=$ZxYr@3G<OU0cKfC^OmMxACSj820Zwy+XnO7>dZ~jTEmDVuQ}49VNnY_V
zF@EO2f2y2_9ZWh$`iVg>h_S!yUC#VZexC`!nO=?a_ZRpzud^%<t2)L2t|k+|S3ErM
zEBDfFmsk+3w^(Rdyzl4P-a{}UF5t0*URepb@vLB0bmo8F0x%4f2_I+<Wl-T+J;|Iz
z%|P)#k-Am=I5XAp624W)(G_`n=jwsJF3LX7QTx(somluZkG<AT)mcjjk!&YKR`3Ke
zj`arrhGc^6j*Tsc=(V=qjyJ)9MH@b1_vI~N(ufYjX>>^xjVEEs#S&8yFSqqf_LJb5
zHuiNnAr?BbcUZokDOn)Y{y#7Ez5~b+C+sL*9dY|~Jr@0{)qM1EZjc7fd)0J#A|-UA
z)j}@(mX_UKf%k=F!wf6qNT$^Ay2!GFB@b@A&-p_apT&~04+8ZmLOQ;*ow>VjX;0mI
zDGGTw_+?7j-U#j+2m$&;M)-Fv$hiC)#b++y!B`)%)AwN^=8}0%r#vs|=f?x$dAyv4
zHc~Zvb1z+b-uR#Uib|ZFulP8$iv*CIOsYdhtTCri>L?x#&8z)V^hTRC+DFJn+icK2
z79r_`r|l~w>mzsH=YPOYTz0qcQ|EYTiR#zVo13ZAtgNF-TxtK)rrZz1b;vn9uYl{F
z%6HGo2}zhN6TPSllRDZ;TVLpXspyC6<Oo8VQzBtM`SDv$XmU(LEC(9cOAVb(km64a
zwlXzQW6D)WXzu%6x5q%o)H8EzRr7G}#}~3bwAtcb?tcKorB2xB9j>u`F8pX_k;LCr
ztFb^Hzwqz5Ia%W_j4+a<=rCVV88c|V`1T)-AQ{Z=&uegvvP%217Jd_SP|puDrwFNL
zn>V+hD1TI6_duOtMO;VZ`7v#A>M2@p4D%mI$WI)0m2<Yz!iM)dyUFDfofw)desJO8
zmv)Wgy2-f~%n=cu^)fhX!yAH28km@DvBEg-o6VK?z|@RjhjzSZh6sa6PB~41^*ak$
zuM(wTnud-lk`f)RW=j;TPq4?#C&2!DP%q!zBLkI2QI!53)T{A@#1F$wFdjWr`q_#|
z<tG20$EtT&^|<vG<%-E5d>_M&?$EN$S&@yUpRKB2uAARi9l`uWsHwv~7cvi=ufqeM
z_5jUdh6A?e5{<OCGh}2Q=Q~m@>ECFoD^j*b6|G72r*AmTl|m0sr2=poPRniyp()&v
z4T#>KJIfPO#BsaS=}vv^wPSObnFKcvH3c=ne^g5it#?D<DjxIAq%qq?^4BDt%@A<O
zR$t2(pN&#+PN5<^R}VHl31D~=oVI4PSq~M??p?E+@cdJu?KHDla5*?FHhb006PSbI
z5f{*?pOE_jJ4lGnVRHo>Fx^g1$r&16ORn{2fUS>=ZU{AZ9Q=ZkNcIIpYqZRe<}^+9
zRr7hy%hg~9DXMznht{on9t7!nL1ujUEdP@aMM-K>054&=m7a0m4?}IQQ???3GgpG)
z7FMM|o6-o+F$9yUl))ce!FIv{k8Om@n02DYm|7n9bD%&AG6e={Z&f5)lQ&;MMVazz
z1m9cewF6>H!)Zq#lBHd+hJ23_EVYDps4NWkozV(H8Vz|;t7Cnv+|ygIWNR4KEmFW&
zy6rF^8!);Yvlj7(DTV>n`v@5qqW11%oDi=^FPm<Iux!5cG(|V~X3rz^$GZRZf=P@-
z{-q$90n!^)|Gn2Zr&}9`w<Y%wzDpWhF3eIEsk=DPc7t_b-PrsMc)C<R)eUIIRqHw&
z4mkEu5hM(;mR9V}FFtVLF{a`&(x;2$Olt}I6E7a!2I_b0;uHr_AkUySMQLT^e%$y3
z%)N_AUD8DFSf{yil$6gqV*eZjVLn3_M`*O?z8CiLA4*Dr&KH0A;VQg+K+x|dT^zyr
z+x=kVP%{9Y;{HtHg5Uk1A-N^1E@7pl^#{DLcUgPF#ozAW){Fn>$JePR5Nd0y&Z7YE
zRz#GJn=jcm&Rf0m{jtEq<@x(uPY!hWt)RA3;wmOd-!*VM^Wc8G>zt`<S-V$~j`SF3
z3AtN7V4(am**~fHWK;BsKr*0N2&NtICxDjEPjnH{^mET-W`gcl4G$xKh~CcP<yzoO
z8(4|x7wTfPfj5XwCRE%VnBKptM^~c1x10VBRT{=c+fNf1${<4ps~&_Mu8<MAg(=a{
zRoSWxB~9Oa^d{rZiWzVVqaCrnD5ZZ8O+`^I+&3A%{@DqtRheBtwxdI~%Oa9>`(!1a
zVY_LYZ5cJ!QWjO3jnzMXUoVKU6I4b}uL6t@<w?TIMlnyLI60x1o|cNn{P4k)-Y#Zn
z_|4B64OZ3}x;Ta8Qq+-9hEKD{mi>hGN(tGSsQP#}rt!rOQgO0?kZ=4H+b45hn+;cw
zg=(M;Z08>>%!HrmKa7I$_ESVHN}~|5gmTT-w-DB3awH+7-9V<D9-g8{50z`Kv(U%h
zMowY7?I8-h%^VM{$Dgb}4Q!aWOOPG?00crf8do-Pm9@W;I(qdtPRu0{&&J2^RehfO
zXiF*`{yfJxz(m{i5j#QlUEu%iBN-9UNcR=lPn)2>E?Cj|hGjiRzRj3XC<&AtisT7a
z?+xH!7}ADS_w=H$^^8iEI6w4yS<%~na3IN!KIyz6JbscU@PoLVdp^kXdkiC*qxgqX
zu$aqYLI;jMT}n9!eUp6ZwKRtwyT`?wX=o^NxZ4nn1dKA5uEV%9F)y!Yy2YDWHdlGr
zs7y2Q^wFCiJ+TXCf|!3pxhj`W$R++Bnv%b(Q)NQ-V>mpZMmX$8EQake`RmlMsZ-NU
zm6)Qkkwd*_i>~L-_2dpeo)cIuq~7}(wlB|-iJxBA#<aHK{@F2@yVKBPIk;<$y;0w;
zOKv2Bj0bX=+77yXmvTbE2Sjz21~~@8`a8DUvO*k`%LxW&r8IE>?!N%@oENl&+cJob
zJ*y8CISkHl!vun(Wend|fYlQ?dKIX5OU=#`tdyt>byp$|7buS=4B=7)R1!D`O>Eln
zgfA{4AJ5K^6Ij{!^pA4305H~izMpIQ=^nSa0r*0(c$Xvj+XN6k$v4U+S2~-N9JM62
zDY#pEiX2L|C!dj;`cT3guc@t)K|;^G>^Mb?$2qOI&Po-}=O#>1pKONj@Y_X+uXW0P
z)H?V#72R&~2?@F*^(ni$0pr3uoYh^!`vG`}E{WUG8ZL3}&FLJ1wkdUqC1eS@r0N>K
z9D^p<o{PHeY|{F7+9PM!f@~4cLLQ9d7X2>CY&F3%l}o*=;ws7rpdzns8R2|Kf7%np
z89+O}1keQim6MzYVe?K6)BSB!E@Hk7DTfQ7d=5o)DQdtmVHI3+LlinyzHVc0`=>Oz
z_O`*t#9-C^pnDI8c8>rGJ`4S!ue!W`w&I^}x8d$_4)@Dc<z@UUJ1vJZEm`FrhR=O0
z?w}VVsD>T<KYp+M%s_p@uiQ=;L=rUopyg^n6De1&l&7<F8al+=dw)Ex%Ja+75Y5ks
z6OO@FXr|AtAuDZo5S;R78%lmvskKkFtH3B^OOz8d>``C>)Voq$?25e_8UU^~VA1>M
zmJ_b<bJXYE26YO!dTi<~5N^~zP7Eva7g_Du3co=dfQ0VQ5a8Zq*<vNNP{$46X$Xgq
z=A?$-r{t)W&iDz8xEO}8|I8Dr$$%0#g_g>t^E>p-`E6ZG+wU1<?M2b*^I|DDGUq@5
zA{lr`l&nPSf^U-&Th_02;g{_x3QMQKrNO<~yr8YJplJB~XnO}MLZSTQ{_DG=f<PBT
z`pP<q0o|s7Lt+~WdI&X@N?yb7w<-qnogv_jV?^>~*8-~l(dk_u(;Sz$Ye3A^71I-I
zti1)AM>0;3Ub<K*0*e*_tJG|JKn!OCVyq_Xhypy6N>1e1v6k#8?r~sv&=a$Q$CSZQ
zn|)kjOeQ{<z9+qLqc^<kwQU&Ua~GXk#fwA8_Gr`!1`(j`xXoXSo@51FKlY61VPBqx
z(g|J5huQH0qw`)FCj=LUuBYu#a_TFyDxjQ1^GBn7lavlja@LiociV=n2H#SyyiI$E
znq8>hMd@2ILO|MJOpJ{DI{r!Q?b{Or@7`)w5l&QnLM|>qUf>9Nn45Dj7+)f%Fr1RV
zSLTf6=}zqH%d7;MOve)k%%SI8JN0YZW7n^J2^=}FV9?XkOsAg8SqnNuihRG$0(oij
z2)`!P`Q%vLk{Tnio8}du4@kbiGX9vLoWw9xoM<9>JrKb=CNL`lBR8^rP;HWfk_80y
zd)XD=^S0KU=~dFk0J1CR-H`G4_}_;dA$be*j#tD-HD#|RS>{uUkbwzF36RSi0S_ac
zBK_uUlFhd0#|5b?6g@i}P%z8;xz30&5)=Pp#^$YErqty}mB(W@;F_ttA8&Zf@Q(y(
zuNBlp(&S(63yHYRIkQIReP!!HzSs*jP^BJ$Lo7_48&0m|B!H(H47ab7j=t*xd0>2W
z1_VN6<ZJ#Fhl(LM1!Bs1UFEe!f^3IwyYdLF+}_T-ZDtGS;T^%*S<=Dv-Pbh}?gn9n
z**8vjjwF(3Pom{743j~SJn{s{EovXbtuFa!*@1@xTnz`M@TW94PW`Pa6QSfI$Lm{U
zsas&i>4!{s$hEf0`I-YgI-1v?Rw<2^-vwhR2e*$dF~G>A?;GUKXB6}8KwU#BD0$j*
z$EIwp+I%ofmY2|RG%WC`*j2z|61Gk`Nm~3U_>FWY>6t5Lh_M$sQdG=`+S)*|1Emu}
zUTk54dIEXs1I2`&6K~AMwaY!1UEiw|?U9`#c}Njewge&~WN}TGPc~1kZ0Ye{U`b>l
zoaBn`o?46q7ODRRln8bsfpY3g3`ENxmT01FH44Uu+JLld9r{hOYqepnl3<hY>{p8K
zmp6E-b?D+t7<wMb^@V&In&`vIzb4U?mBGW&h#Wv>{_U+!A|TW^N;|QLHXQxhfJ9vr
zeXZBI|Dx*pqGOO73$b*VcoVxh41h}4hob|a%jVCXPxs}O^3pG|p%Mr5L8-01pM*#_
z$s@h%jVNkGCpgHGXLk{7*?5S}bI2Xj2pTu$JN%@X>v#~0U{>)^s<3efS4<kexMZr3
z9nW6<dDnLU&=><X$eovfXMo%ExnlQ=(C|8$n=M(0)^QG!FNr7iFZIk$P%_O!U#+1q
zm<HZwCLbPVT|}*}##tKtp*A%w{qm*%l=n+NB~ypO<yj>BXaxD4ax@tK93fTW&>y~o
z9}QN<N4S&}f7CNo#`oQ?jHnt_Jchl5jNA|%Q6BXGQU%1Dsm4q#$7nm4Oo?8|mo<Dr
z%&3oBZ(d4UlxAXyIK@Di0qv+rRc3FI%y~C}jcTF=XBMZqKt36g@X_Is=G>^`US={E
zR6;x$QG3x@H!X7d3D8`nw_TMiJhty&+`|`4-GPUJdp|)nnX>*ds|+7Cl5_dgukNb=
zo$T=xU%u+yGn>@d$LcReaV3vk+XaPE4inKdHGeHO2e^5=xGXkFx4@^+hQFCu7sDAA
zCegmV>L|>Ijy;VVZatC!1PO1^Cs6|z`?2j0T+sM*K$rMP0jAf(u8`nL<YvalU_AEb
z5O#^4cYi~v1YEMCQ?V-sn(9wsKKJR54PLBecTLUFOOvJ=`1nv-QqTw9<NFpr5dTMO
zX3aE*a?51}@?p-l(Y&C>-PXW`gFT>dHRoGA?^`6&&=95bIbDlU8`WHQKDrVLUG#Jr
z2ls{#@H~kV7>fSv5CUMuCobdO^}~wyUW&57iwv4t^22#QV=otnCio62${Fg1^UeHQ
zWM9pxJEN97GQPCcsTsDcfwB<J@Y+%mwst}7P0z7GHSu$eFBYNgGl2y`3=}_}LDX{I
z@}&_HJ}7vmz-z5h@yGOUI>gttM?Gp%SC&s5g$+C<vG-6)IaG`ja+#qoG%qH&(wh=Y
zw~|&Y#(zJlu3Aa6z$*hvbw9xR@Y5nv-)$FSo+ifiIu8)`A1QhNPsgD^fmfvTsoWtH
zI0T-Ox%4iDu9N=8e_oYb^z8ikX1Y1LYe%?(6dirN&;_sg<gjOhx`K6nF3as3m&Xr&
zqw1wpJDP^C9U!=RqaC`p0E{_wVWKcn82m3wE3&%$F2~<&YBb(81+pngLzI<!tuz{t
za?e-#oi-KKYy)zCRiVJtU~hc;RTDT~aB8M0inw14bXoU^ulF%6;LwI=f>AmVz(Oq4
zuZ3qWWK&a)=jOx~S*fc*n2DJPDkHI@EI`dGqD?xa0JJy(T4fX4LAY++stz?L*C&kG
zCc@H7`{K{00au9;JyBtYsVl-^em>HC+l7;P;%jXVxSmrsFB_W@Giz{#vFpo#R(U)^
zOPTc+Og`+lP>#2We6T|5ICy`yqEOpPPv6WVr#VGLs`<WA4At3Sqk?Ya%c2V)yKIGv
z-@5+ywZdQ7g%K+I>{cX&wj~C=%2aKm>E%+Oc)19Stqy*lPfc^W7Wd^(wYK$A7V;7u
zFc<Y2(zFc-2_ZyA*+ZR1Y2yGGQ^5}EM-51Ae9t1m-&#kn5;^#x;hhW9F${!J<SB<}
zXGT~kSn7zlR{ihqs7~ipUxh@5)&FRJ+McvZ3dkt)yHJsh{jO&~UsKp#(Xnl_MocyI
zvbD#SG!?!Y*C5xU?*vIYS}7#IMCL7c5KaixIp@x{gx`;d0swXs>=hV|?tY=y#7a*L
zT)L(k;-pc1S%1#fh~8e1#T3#CYRrF(r1S@#Lgn&J%BbJUX8LwI2~4ImrUY@GMIBzb
zfnRuyz99VQ`i%AC&)w+Oy}SqJ8)sWDKoUav7WFzF6s>XJ{)S(&_h-*Wg>@07w{!Uh
zvEDqK4T~{3f3FvB)NS<ys>mH9Pc{uI(&ls|;cb1e6vI+fGi_JL`Ajs0RzkcjM~+xr
zA0})Ds;)jH3E2?R9)lAZJ<C}CPOdM{h_CmT%xA3uogSwoHFLB+<>#&R?2`KBJ9~?m
zIG)yx#@M}GK%AHsV!0L4LAt>z<OJps0^`j=4g7aeiR9DqbiF0jwYG$R4z};>ZJ)K7
z*ntK$WX%O3{!c72=}(Vw6D42s(OqKy(hvCvf($5s<+!$r$*TH@UKMTus2P5Mgspww
zXU<o?IT<fVz}^>*qWYHj6rswpe<qZ6BaPBWInHY;e1AXJbSNzL)BAWW$KogZ!u9(q
zh<nv`hP3omK3lFFDHgMuOv^=1%kLgeMskf`ipLx;<e9(7zbT7wKL5x#<4#=h8(jcj
zP2OPvp6TTuFhq~VG%#Z8u99}@*Y?gU)L_K6Rm{R;(<}Q>e5H&?8jC5Il#RUM14|XR
zk-VL~Dn{L*1}M?5t+bqod}wt4aEddpy}D{Q@+@ie-L~U^tp7^5Zo6L~*>f3btazSf
zS(gcI%QQ8a$(e)Ci)%Hxx2v-0Uuo^O`CsFayq>Fj?a$}Xq;Xn7h@g9^gyxU5Zgq&l
z6w*)qA*hK;>_$Id70-hGnzYOgzFBRlpomJqItb10EoV#{Ds}4f+OlqS{jm~`#Kvff
z$0W_x?ZL(rLL_Yll?6HDpBB99hV3k>YB?N_4GtR?RW7F3ZLF##1=Eyz=<GLr?4UN1
zFf*1#0ygtMe6P`^ohFe7)#*PBjX_;-hd_L!_6kSR@5=ldPDlt2eKS^!C{`ucw@SEM
ziKHWt)dP)v<A`5w@q5{NF6`vmp4PvraF&f(^u<hY_8GNUd)p(nobPqmbj9C08@PTN
zf`yMTCkH$!L!@L9Kl+PryX%u}|83;woOkvJwQ<QF-o<SDxqgA)3qoQ;>A&F;4W#vw
z5pf|z%-#9w>UXm5m2m=0=ohtw-YE>EvwrXIlRZx4wTqsftCRQVFs#p)B1E)c*Rw=8
z0;fOQrl#JJ?Czu@kVQ|6VbQ@P;EbvD^4UMxK!^}jFjJeGSxjZyNbNfQM)<F!)*%_<
zGt)B3T$yhx6hFk;Io;eZEX~3%Wiwvu$yF0#dm|-Q!u&_XNTah8``DAkmJZ`i&$h$C
zf<RR?;she;kY5_s90wNLna&C)xxUvasm)99x9@E@I8g{#<;+~fG7}*Z>q0J#E8y<y
zzyN$^5D+0YO)TGRa5RHi$C>3jaZtT^c-@RL^s^Nuxh>Zmm);CVQgA?9hjE8^o9U-m
zR0dpNk&HLQ`5hLp78Qa_0d`u~{KQ}!#tbGb?=j`6OPNcrtPK1xAgu*z^5`U^=(zO|
z5x|H0tZN5(pb^CbMuwt{d@a7Y=CYwu&~?gRgAo2OF6mRNR2#pmsjQ(JDaxfkp;_63
z``w@%jW9|-lEyj~&3Ui0)CYB`RW=r%sK^bUNw_G{LZg*W;kV1Gq1&~^oi5uQeHBa-
zI2eot!HSnm$fN+g*ZmyKJA4Y|wWh0LUHAeSLbZj99uHR~T=emO-{Yc4RntU=+bgN5
z?{7Up|BgC>%lZVkepdD-t(AM>-!t`8t+GMDWRdoDwcFXPXx@pBts`I9c5T-{^71JX
zOON9yM);SPH?(<y3xTH}uobYF&|V|?CWE7M%(nL^k1c_N#nuwc`uwtSmJGMAN9M)j
zeOl=Z7k~bSNxXc(*z-fqH&RE;aslY)5Tb3y0k4N-!NZ&IeY_^;A1<Pf1Fm#gp5VDA
zgzyOQFoW4j5>Ju3Xnx-*6R@!O$M6L;1$n&)0fi8Wd{3)PIIMDB{?*KGo>Mtz3c0Q-
zunfCY__K*w*KKS6Lv9K`81n$4rn$ZKgk%<N2><UfZJvc4V~5QI1kNSenRq2YF=uxw
zDh&<jlteiLW}c|2*^td$85x<gEc&FbfWz>`v6QfZbuz!4ZTNsqr6X(w!>)Fsha^kT
z28Ud^PzP-w*O4TrO{p1ti&Ar?UYYN^M8gZqdNPEMczH!0j>x>FK^*0uC6Y+<WVotZ
z+>?ielVx9(J410OTSfh`?c2lGI<T!m;UiNcHAXNtlZ=055YL#vx&ry=$4zDS>m<9T
z<|P^J(qCVSEoTjX_TMQ46oFp_m4RPjA7TBXl#!Q?FxqIx`I|MBi!xyZ-bouSxYDV>
z!5SwPc5`j*tl9K0R6Nx;Yb~e!CXNxOZ$B#eh7zHC4%RuNPZ<&q@4dQdg3}3q7xo=m
zu+c92*><`Xs%9T7nL#n2y0JHKOZV~y?MSmq3%FMhG9yZDKId6XC_jrdSHiaEcnKS_
z*oCL+2ySXJ>RL<{o6Ypnj>o4rm^ZYAfBp6vB*OFHHhyqg*wtZGwfPfbv55-2=4to3
z?=2K1+Gw;&1OSGN#Q$*QOtmV#4_-Sh?5HPMnMY!NBpspuT2}l5X=~_hLTaSf(YtZ~
zMV;ZoH^`WYU0iyJLnpE)>bi|GE~n8kqe~Iz_1IS*je>zy%}#<{JEcHcW68F<Q-ya$
zHIWXOt(0+cg&<B(T)w;W<^Oo|%Kb1KQ^!4Klhg2|Nd^3<Zrsoqi5Qy+h50`h@=P1Q
zMw3QYz)$!%?!x1=5lPAwO9}df#1LQ^*Xavqv9XO*%hDT}0M=G1jE|@h@>oojy7-|L
zKDvA^$oL;z)}<MM-m|&I{=C>|t=}zd`)=Uk!Car#&0^JSx|afLtbfdp^|6?4IMGV;
ztp0@S2uq}Uh;6FZdUII?j66~Xsg8~fJlW8?8Vq&nGpDeTyfbby-KY95r9~jg{|AU}
z-$?6@`Eg}RGELqt)q3x-H#z5>IV*zq7vEam&xQ*e`WLK39tyyug5o5TnL~)m)D;98
zvk?;%;P2cM6=ox2&mQ975a)mD_cIwV5b^6;@DM@Kc6h2}_F&%Cn)7OfDz8rh-Hu?y
z#29t$^&cUgcY_}-1=hRY2df4w{@zc$#&^X(Vt5hqIE2#kKL8YBD40ZcAE<e{rLLKR
zT9xj<vlF&--K^}Jw{laW#Oa~1P@oSN2^TVi!6o!Vn(7Zqm@<i^*FRI%o{Qvv(p4~(
z@Ve!lmohxN7$&5_Az>Ss{mhe}H&DUUwd;GgLdz}QCKa{ik#M@wOeCEfiv2yma!*ui
zH1>@aa3%RH;Qq1}+AC%J$~ui2y-aM*oVW4(c5VPicm3S(U+MEe&cOx9rn^019as)T
z;K|o|M+rqea<zBq+d9EDeyN?uuYXimlfHdF*bVp8l1WtB><yt<gj@-=ZkBs~S%Dub
zxBvKyLAuPZx*KDPh8c`bgi#-RaPJ4rHg+vw>r}nv*zt_#0B0zghLNzN-}`^)>O}bW
z5v3x}p#P<-2xP9@>Z1iNsFsSIx&LTWOU%pn!;>0Gn6yeUmCV#XTuc{@(;XL{5=;~z
zZX4RjJp+iCu$eGoKwF`J$-k3dh+mPt&F9K%6u(JaeM-;PI+$W@D+V)iR^nFnR0n8b
zWs}#hcqL~aj-rkEu%nqyQpCB}2tE7-Yit$osW0Ml3&{oTk-LN5Q<i;+D%<EpQ^3?Y
za@*!5;~mnr!)wiUxd%#Nl5R)RQh!q!Y3_oduKg4~Z6`T@5ShsTG@7qJ4HMNAJbOkL
z9{>1;-i!a>JqnXd%Foleng_3nS4Pg)m0NE5P>M`q-P)JuqVlwGvFu+fvh&(yk+dwv
zP{elSi_yM{KJ!@@Y!AnjWCS>fQV1+%z8Idi$Q9`oILyPY3a{C*hKfAyvk#=o#p6|S
zZiI{1n?^Lvh<&m=@mY^<&-j~p&S}_OU%#5s;pWf0PTUgPL?)mM?dof8aqr<1F)T2Z
zb5n^H`^gFG@JX1&KXFOI29ydkk|d&4r2#y>2R8QuS9~g~u-t5-dY7}UGj6&y`0*gS
z)sP~xT}07r)rT)XD+70bgY2k%2@-aBr+Y72S<fAU6<b0nabudfWUFA(nmVIaS)ygF
z#1Au)W}Q)7DA3SoZ((RxviavN08Qeg#<j>#qyv-`3}9>N^<1(fa(knJ@6;GG{k}BK
zu`hdL#y%aj42rhpx{q#+zYp$kb3A+%p72OYt|y2A*)$j+S|?Vsl&249Isq=<_W--y
zwDJ1NAMm7m*Yub+)FVy>WMu(t{HCP-&850KSnOC??Vv=}(Avq*i}wY<EN`E{P}0ME
zlXMeF!?>uBeof(v!MzWKcy1t16T)AZqAs=#9Ikqyc@hbW{Ut67opuq8WILmQy^c!L
zJ7K++lxjm_M@FX4N!Lb3%<+03VmF=A@poyNiKXN;QKZm)?V2d0(Rk{(p9Ap^k>{E4
zWmE6<&#KBWrEEyE*iYSW%FVr{Qg87yb8&==w?oGsDv3@MDLL6d%)p`!G?oyeAhq@k
zOWNjam-l^<S8p$I>+HnHVkY3b3JOMdzEm`q$!|e~T?bx&06Vddp73(~wUdo2m(d>+
z*Fr-+7P02)+L?_y?%>a;OAHs^nD_2k1hgq3QAvi+bObkePabL=nSlR-XTiy{{AU4C
z+a%0hH7@pt$g(y*D`o09DLl!Mhub>D(cfHbDt(%Z)CG1OJj(5)<jB^zOJo0*5m+H8
zBj22kUZsq%x7YH~sk+bYRV3|I=A}oJ`Gm<=FgIL3Ul|y(8~ffgbv(EFncBlc&+cyw
zrul-VG?JGFi@jbJCexjkRoE4rXau)3Qs-ws-5QCS{1DWjF)z7sBV;WJry^91ZtazU
zT|XBHj0hpRjg#ZtfAH*)G4VH=wxR0dw3x@YwVwKcQa&HwmmjvSBV^f~OH&sj$wwv@
zT|ca_O_Vt1C^1kgy_UuT!<J>%VE9~i?2OEjh#7g%@4O|T<hN7^GTvGysGZQQkv`3{
zx#iA|MWXNUn^nbPItfDN`kZ^DH<a;~DH4%*^mg38$2m)zhI1szDzPd9cqc|b>~q(1
zc=(gq2sMF(l$o=i=j%h}s|e(PqcfmVKf-A3sQh0wvu@?(wg|anxp)4MP(AIjx#2D)
zME6J0_*)a><x**+_@$b=;F!(8A+{?;@}O&f11=23(fEpvv<R83UrDv9Ue_DxgaPe`
zqdgk1@cx5mOfr{L?baq^J~{$b*&Tw;3=(gcvBfU>sbz`q)J>u5d$Vh&_nYMx;%$cr
zy};cMSaMjuWB&u4PR(<ltUV(T6V{QNzfo@EwS-+KfvV?6LSz|5{*STsO*6RXVYBpU
z2OQxy$_6{|=fq=VW(uLiN-X4B>OM)SPpXtcFC*N4`YxCK36?N4j$f&6Rb}>Ow}5up
zJ055+Ow2qoh?sA7B4=m7cD^-dP^nP5CNhag08V1Nf)UOHxAMugqf^6Z3LVNqqFm5j
zxZgeKXzZcf_hkFv`%nz$3aIIMQJfZ}Z0(OUJmvAqND_S3IScOSeZ<-z{##<%qRh3v
z8@_tQ1(SSU`3@*a`O}I|4l7($NH+3-UQ0}bz&17E!pdCMb>zTEj4Th<yGy6_<Im_p
zt=?ZquWWbZa*?PSP45qRL#;ke%2wl+TIaL+H8kB*9Kf&sO2NWKyAo49$1TzD<6-|k
zN+Fcg2ioeSY1qXE3`F@H`9hPh(pTkig?Q=b?V8jD>p8(gMV*9Gg%11~vF{fK+>ZF=
z^wO_iJjWs?S1&B8&tR!~rOqCSP@g}p{94j<I5YR``%#uB8JnqG7x=w!yj5qNgF6&F
zd^kFA9i;k~BF$b)RP?tDWj6<I5+^{V$bJ}S^a*}U<|Eh^5-WCczB~gOED0LgFoI*3
zB$QTEu7|XgF<c*Ed%#B~ykbD?t722n?3=0+Ycd-3-`*fc%WE$e5Jf9^T2n7+6Sm^8
zsg_#@gi1{5Oa3Z1`7ouTrY;uu5c2%0(+gjfsQhLwn9)gu@zw#59g#h->}Y~v)7!gc
z1HxvBzdbQ(7?KB{>9}ie>}$$|Y~ef!Ow#=<zqS!xBLpAS#CfWf%`c9E8O|My4pca(
z==+h227s(kS|AxCCgPiNfJ}*BStTV~?&+kmc%zoIt;1)tpt7-Twf)f<x-ACg{7&?=
zTJD=893vci?e>n=7w1yup#}(%)9n7XV!S-*q>((>vgcZT@$QYB!aU)3`AO_y=x-UI
zKLcok>D)g?t=+D@_-{d6Z3QCt3Phhs;Wf_f72pTp>Qs~<O;TCifX<PZ={==U*ynk}
z|MViSfnMYhjQBHC95jTe0Q9#QW)4Vxtx+Gp@$|GPDa*xn?zbIttw|^s^I5pDm21S$
zMvDJ$t9zCg9DGSPl=CcdUZLR-zOixp@gk<x(1P;p+ft-3T^Aajvp43#_T*GY3r%7Y
zqPW&*?ZDpVp<@Wa(wE3@h}kA70GAH@C}mY~DCrZ#VYdp{RN|z~z|L10TXZk^uwgT7
z&3i=BK2z(%)SXtrM;AzhT#SJeX!7|{ordD$TI?>HjOTM2q*Eu0ig}>Kdzj7)N&8`t
z1l1>9ET-{1XhNqOSGF7dhhj74RQb*r2>=S^6&f~HGebIgJDmthiWhs%h4hUoJ#uEg
zk(Lt(qunr;&xR1K*8Gf=6XFfnQAiJaqDurfI#pa&8K0~Y{ICNE4TQSH%9V=7>AxxY
zGcAWK>!kMP>!_>id?YvsZm^)Z;uJcz01zLgN6gbey{2h<V}GgrT>kL*hvT2Zx)}xM
zyP-5dQzDH?yxt`n93AuBh$3KU8z1F)%Wog-4~BUeF^Bw-f{aAjn!)duuIt6go|Dzm
zb*bS)S)tZw)QS1&qDmzpm7R}PFBn&eBjz82@jj$K!ZoK%>Q=`2%36V?LEdC2a()I?
zdD58Zcu5H&Vc0}08Hl%CTirSI-8;f&O<h_239FG+8dZadq|y38j}Wx{qi+@cl=Dpo
z2zd6j&OlcW&>Tg+c_H&OaW5jjYM~!7aBv(Z)OnjhJJRwCR@m1=;_=BvsGQc5?{h!U
z`{spMu5*(s8NQexnk(8&PO2W|8k`1+;sf(YkNLTSgW9^bLB{wqZw;0smqofW9(3{y
zKn%$A{(9k^ubL_Q|IqZ6QFSz3v%xh$a3{FC>j@rQgS)%C9NaAghaiDq!QI_mgS!(P
z5)RHCp7(yg_ydbsJ>9!%SJm#RqdE}2X|)C4IpGTn0LL-Ng$(udeE4}!sN3A}_vupU
z{U9?K{)IE>G4KWo9mNdjGs){*KKwLU8#qK%UV7Z5e21?(6Ift^Emfv01-E|%9gQ50
z!JhZC8Y!^0SM<~OS_-;IvGMS0F;5K5FMbCxvcl`gV_PY-SAv2#znUC!3XD%g22k1r
zmz*yNUOIP+Pera_qxv_UJzD`jRaqM;`I3^6RB6#$vX<+Fnr!$qxz$qPzp15BIlWdV
zL%Jk@m0bZ}^r6%B4%DTh_rw!Y$pVrlfx?9jK&GN04-JH7y76Vo?ugzN@0-`7(t1Rv
z?}U^zo%X18$#J-tbwll!R(il>&;M8#&UJYek46WNUuqA&Y8#Q(iU4fcAx`VytX^JQ
z{su9QKFWIve2EgG@B2vF^4x`PRoTYlcXJ{?y`o>mmW(DDY+!qLRE&ClpR-BOEwCm0
z*1mY9oPNhMz=qy$9{H!<(YYO{Ag;jNs4eAO9;s!<rlPB&!-pLBXV#^=sQhEJb+Rf(
zSS<zQs21AOxa1@Jt+j6+tSjZ|v8onLRmR>>{))nM0XueV$xLiX6jYt{Mdm~d0=Dk$
zx%tTk=%zQvu;!-Qv^nNDJE)%y(9fo5O#Cz71U@86*MNL><@#_uPdS-Kx0?J+3Cp|D
z`AL8~Jr?x|Zthw_bm=b<*$|d+)vbWu-rN*llimB2Au~MuB$J4%iu!Db*H&g6VK~~V
zbrr{WLm2(?0EJ7?LqIPeB)9yx*V=WR+}G<mvB*>P1pD=|*r>Um$sJ1i>zCIe$Go`?
zzdRv+N|t;cQ;cxD1{Y43UwaBbH%WN`yq6T01A!D+Vjl$$`xHqaO}z@0=m@Axwsbmp
z?{Mh!B_(BIMGO0?<wI7kx2^0|G_)e})4xH-1Z(vxwBz+d;j3<M<k_L1!WCWFl-}7b
z&K0hCRV;3rHF$VV6Zy-(2)1tL`hK(9aE)a44H)8FB`YpCk=Y{n3EPQ5;j2G-Dzj-U
zTSrZ8pHSzUyYu+E4grW-x9b#5X{DmLGWnwOe0OcHch}STdbE<?;Kk@1$oX;T90{N*
zfPTato4{$jmzK`U{e5xu<N703NQm?UDU<&ntjsAr`a|B&=V&~%tb>)B`u0wbK3$tf
zeV^~O$t7+}VP8UK-rHt?^syQqg+37<-d9AwzUXhdjz+t9ZMRTa#Fvj8LZ5vaVux8p
zo4Tv4!(wS(0>%TMW7)YbS-Z2LB&j7flCp1FdZ2fjk#2i8x+0+18KQqxkIUL|D)tjb
zn`h0Zap$v_GL%Y}LL-~(Yf0f;A*y4yC@K6-X&X7b7K@aA?*F!`6i4l&n4OLQS?f2+
zob-U%<)Zf7{gBQ#Z?-edVDw&J*w$;?d|=b#)bg>@u-ble_Y`!?Xe2oOVHg4^9N_c=
z9h%q&^hrX-sCz8?tEDmfK{w{8dngl0Zbc=&94XM7baP8~+4g8p1*mT9PE6_Dp%~u%
zgKQ!r{VIk==gZsLTJmX>6<)IAFzws#x7!lTv#K@L_%lu_J(lVgx1<y92+F&l?r2oO
z8i<L)$Tj6<_&i6@xD)gIbs3CVcI(GyBGrB^sr^sy)Zo*3sFJn`eEUtRkI^E&9A?>V
z?EIq()7^M^cbOYBKqEn#wCCrO@yX^(7jfk6i@vxFlbE{<rPQy(*4k2*(g6-x`sjfu
z>9K0&q<pRSvh+4`>m+^y&I<j(CGW$E6>1}PEnH|Yg^@$lXb;qqgRRznl&KlhIUX|G
z^!5M9j1p%I;&rV)o3L9hSZ)jud|mq2^|ZS$&A)O_WQ0;%XMmUpK4dqZhquVZNg{Qm
zt(n;E*96D}@!SGcYpgQOA(Y51`9zO+rn~2zwq9<y;ITf^osAx#=nX{~5omHa|2<3>
z);=J4uDO?VTs#jqW;6EVyD(kuujdlRx2h0-4J<Y8ZgTM8bLroTdcD#Gd+<6bumu4u
z#u5(S?|XPFggrp#TwQyDMrO!&RhZtI40Ue74dOt9IJQ*K4t@UU@a^|u#_9UuKRT>t
z1U`g2d!rhp#9}cQ_mN1Swe{2ePdE<w9YH1UDQ%?ll4b0*Nx~V5n)9$%2_@z=lJRhj
z=}MU53u;OkX8P@#nEd+xthbOPdRpXpD~xv?r2ot>Mwvo-P?HgGY9@KPa^cN_v=1);
zxhbX90Hi1AC3h)9KpuE#jAV~Pud%X-qB>C8nO12&{NTt4uk_49?{AKvY?&2Q+MC5U
zODJ;39`Z<bE%@t^yc+j%tr@Thd?c&O88f*4Fjy#Z6gJs{gzq>*gb^M(Jp#6#Gg<va
z+95S|vvZ}NZ!t1S?ELu`kR98nw;ZP)NW}dR0UHG{UV1~sn0D*976LK{I7#g2%{N(D
z&sBw<BsN2uKg05Lef?QN_g-}WN4zOKGD&OA(B`X>^LZG&bixC_4akA0^AJ$yBcGBJ
z=(oHsHdVU270NX+6S5@YKBU7hc~Htq6X>ZZ%(E2J8GIJ~NxB*ud}O7ptZQLJsH~Ak
z7s;@r(qtxdIg0f~N+f54X+F3AiE)SqTX@|vCl8df;8gPd<vPFb_Ic{+sd8x9eGf@T
z5DarF?lS=BRFhQU?;k`C>$x86jK6_$z#3O=U4MnINH__>5F(jWw4V}96f-#IVYfN3
zdbemHL!=Nvx+k8?&bKZobVVl|y(OEPGbT!kgGA23<|Obv=<n_Hh7y@`IyYxKq}uMA
zJRMN$Q&T|b;>3LK%BDD%YbT~u(40P88of#A{iSa*HGBIDB~v<S%D)KC%YHTZfJe*C
zo1sEEZpda92r}R%=f>D7s9xeTRV;LGJ22qLd31j3I<Juj=k=!A4}<Pi7ewM!H_e>}
zj1G7gO*54Zv`{4ISUnyihV1B~Y*BZAQ?(8ITYgI~hVWISJi5cviB=^)ayC{kzssCy
z%~+4voI+uxy*oVbs`b7wwOfD1kLovclA8l~L%?^*-K_|14qG<%4E)@0iv|vig+HGI
zIqemc(nQmBFP3o2yC#g!bl>OrtSAM)bTlVz*uq51BYqIUo96n9d!Urk|CF)x^sUL(
z-JN?popj?-vymMT<gnul#8xp6B~ntHE<BUU`8Ulr!Bx@(-Rs@PTU{_Q3W($eWf*;T
zunPZjjeFdr7sw{38}&(7&t+sDKV>vZxzpFva21}Z9Zbvs>OmiZh{={0_}1vnnfTzu
z1km4MO7gba@4?oUCL76QDmq80^kfD|H-k3b(X4xuT<ihu=MIt_?A3xtO81V`MiAqr
z+C%&-h|tic=W{F`<Q4M{W}5J>i!~H61Rnm2$mAb5adQ(t!n5r2bH20f*_S$Lk|L#~
zk&90!HoVF!Nb6=0i3qgb%m$j*yW&ks5cC>0;N?a-wFG_;cQoIaw?W?Z@6!3cf=<S{
z)KYwrHM?3h?e`phdG>SEB8pTppK}ezQ}G}J#K__mBWjzKTM!S85(t8O6W`h?;?4D?
z#n&ITg*e3|WS4UjI}mWtpENg9o|A(uU%&r!a3TyIHC@k+meAz$oPt@qW*%@iyj?{&
zVK<`QvR&=K*!d^ciMe7sKkcjCu_Y!Th#g*GZ6BfEh7%&UM&++yT||iuWB(EBhJJk=
znfAwA&Zi@p?id8FsS5|w#}`X4kD*;+2mjc~ezi}QJ|Q2(_5vA3qq~Miy-`ZOKCW6n
zpOHn=zDz?Tezp?k`0~(q_`>9o9NDOO*GzZX^1i*;Aw`h%+chcAZ>kw$(2X_WgTjHF
z$xE!eN6!NpFv#a1gD$*P?WJ;ep}#C)dt}F5J?_NvHFvV=Mfz%i@hLTT9c~<|5e_p6
zL#(;N6eK(Mb*j!t0J|U1vd$l$4N+e%?KV-SER|-Sb`I}7LGrw3%^io#jO|3om92wY
zw}Q`LSIE0G%mao<v7bRr1~x4f;q<!>g_Wa&TzSRPA7Vtmz~QUhouNcqHqlcQ<=680
znaf_QU_^Ppn+rALc;2^@hhd1uE`XOz-vFpg6iWK^rN<w}4JDZ#J!0YH0+RLSwm)sN
zc<C4vD8H4pZ{IN<Os4g>BXqr%^&~EIvL4}8{w`1c<{YGq?Bf$#uU<4#zhk1sXL!>W
z@m@d}q+1-w3#|l|^|t8~%YdmGU%?nlbr}=zyQdq;fm9Oz1Qc1hZCgWkwi{!9>KHmW
ztEN}KPGPoXHdI2QE!x*Yp)Y<eI54(>7f_vz>nP-*2yj{p?x<C-Tyna}_45QDyIu<N
zJL)cKh6Oi%SZ8F12VQ?y?Pz%yF&!_A%Q|hhUUb)W_(Ua01Ff=!_eP5h5Cf*}^Y3)=
z*?+!!*9WV1CF}CL(a0=B%JyzkKbkg2GnNFF*_2C#zAq^$Sa!Tv!ZdR-e&b6JYK=U;
zZZUzbCVY8*gDcJ|I$h)G@&pR&YxtpuaL<ngLzn<**>S`~C1g5!pU6UHX7%K7(2RGH
z4`#J%)sTV1tfPo>QK8K3-q86yd%<?jdo){C9xGdj4<JUoYie4Z11L!7Fn0kxV@pQr
z$QSIvzJO=>hzU~6n|F+<w)Cr6<beHg#4|jUt#jC=;(GM8&r;-&R*(%7Xl_k@O6Fjg
zY+)N+Is?`I-Ayrp)^+ttpp|{Zb3{j+q(&toAO01xVE*wR<#ciqUphG6&7*3^+@31%
z8LcQVxXCdat`rGIdF8npG0ic#ilwjeE9Z7|qZ=PSVJ*?=OVn8EQc}@`MaksG890vB
z_#Tx9oF^S|&4?h?WlfRKwpM4s%)Utgo$<F@f7E?x-94=Ld?8+n*Co{iN~OxqOjVuL
zgD-&y*LSS&pvHU2fr74cU+21N3;;N(2o=PYy-SL9e_$aOaw%e>Qi8x>vH(@*5gd47
zVQ~Bk`Z!F^e_An`b$<DsacV<sVJiiwGE4MCraOC+R|Zfi&-95%7Rpm^a_F<|;bl+S
z2{^wWWwPQw4GDDFdUw6kAV<GIA)nMEzjU1c;vfARg?O1A6!>!8zB2;4?T})(qkFn1
zK!?F)HxkfUuaQpY#U{1|Zh|8edh`UDq9S;qy!k1iO2(V~ps?+KY6dq1h24$hiR$>Y
zddexmwI+0o08{Gr4^YM?U^AtP{WX_P&TNPYe=Iv5^5}{gC+Ox;QqI^{hK)V6Rc=gU
z`JM>&`%q2%&E2ZvK+L1T9+@wAKn?*s5@h-sl2s03XH-U1hvM!CD1NDjI+?x8MkH^K
z!EA6e+m7|*^!x0gpH#b?n!Q0oEQkBnZT&3k`(zzCK+=?8*A}$9Cmjsl7Mf7t<$LN%
zXx*&i{n9<<^f=Us4G12Qc8i~!w<*ih1*1o6FAZ7e_6PJw)l5W4rF|wW({X10x|Ou!
zvwk1{t;tU;WahL91IC?7dv_8v_7&ka4CC4IU7DK8gXqC`<}YUOD;f#5*s9B{&#I;g
zY_x|lF>4F~Z|Gk$ccKDcjl>t3+>F=T<V1T|Hp*hEwSEF}T+Ph!fGehN!>TbhD;RX%
zY7)fm@=;`OM6-yU?Kitj{4$%7uB3u&;+&m=^swtr`*Hh|0@BhTo6Q)D`Ng)}a_gq?
zVUH=Xji9WhCoLgN3H+$yRZ5QJw;M4t%B<i!UM;>e;cw}Xo|(%Xhm1Q5RbX?LawVqw
zf>VOMg2biUf)-ZJ7>QhLr{;+HcbbIGl(%TRq1TYAF(|sYl+`cQ7MSoQC9R80k??><
zHjQZk8yl85mXCRE_AlK(*|uK40_?RroQRG`R8rryDI_n(YOFi;Pl-t6y^e4=g}|+W
z8nJ|>Yn*wlzDA2831{va!!1g@V+()X7>H@t&=D5i2mA8Uc=zcf^+j}$;y`txk0ZPg
z11}|1IX&qnEY{j@jNY?Nx*&6sCCvTXH4qO$EvcG0vRU#+U3gZV(L#%%v5MY>3T5^?
zK32hB>5wVPQpJc8^VIag{3|SDbrx!x9o@)cbrLFm=5(2!-vHTdWZ|2Kk66K$7X0Wv
z8nN>}uN{(r_XXx!7?B)4)xIl@es_Z<$~)KN;)|Qdzh{B5;6l0mHMIIlG?=mJCEEBN
z?0#foffZELzL6L>h^N7i<py2Xv8E@#I;=qHKvyTmRlt`JCusavLUjQ1)y?RU#c|P?
z-ZIx)HptrcdydnEks!%x@V_Sha{sa(HKj)aalf}pwfG-<GQd+&dEic+WJwzphFa>B
z^Zr$$p@Ym^xBpa}rRs2TpHm6!9H_xqphGuwsu7irSS*lr;{8y+rSS(x%nM^<&yT7$
zTBXlM@%~i-iwUM4X0$Jyx-hRDc2tf_f4%x;F*+J?oTQ9EW1r?q(uW!oxo}+;F~cO2
zP%!`K_%=81La}+|Z-{-gct!g+BgZrK4y4=p!!@&~ZJyyZPn|H|j?ZRH(B%D58)NlX
zhQ_m2^oKi(xCw2$7E`n8UjE@SUbE|^iaF^Q?oVhBelpVmx3Uo-2=C8da&jF#aGl7U
zNL?IpDaf#~YC8LZj|<F2h29BzFt#e4-nwHpz8^~)xu1gfkeHjXH?nXF|89N7XV=<i
z{11-ib?x+Um?#jYd(a3P3kXv2C#S9T_8zCGryO3m^L{pvTVWNJHXXxMmeTs5pyUZw
zKhN-JJZRJ<*|>7(Q(L87G+Kjw7Wz4wi;)w`&0mEta;G{fr}+Bov-;f354Oi8;edQA
z*unT|Dw4a40J`s8z1n?S<x=$Cxhx~0V*D8j<HcI3G>PiOe7}4=8~e6B_!gj~S8=2T
zx2*(;&zxTCJ#HJygo!fLHJ_s6;~%Zgn)&B?5EBov!><f1<lBSjO(}omV#69|{dF0O
zJXZ``e(b+Lri006SFnr-GT)z{s5SgAY{%y}zm=H#a35w6vI@F&;kduc!Jx1z?5Akr
z^!$^B|NCRtiRjXfvmTpcWzng+ez$}UeP2b+Ayr>j$eG*!%;R#Oq>;*Xg9O#?vu@I@
znQjwcxdtSY@m>WP55K4yeCq<#7XElhqc1?`{Rin_P_c+<K@5;`tzRuKC}_ENvAHCr
z6U|><Qs15Rz|u%~0n4@ddG0H<KMhl|OD<T63P%dW@~a4{58k#uyh3_AAfOaq11)CI
zR`w^lzR@=%I4If!KsWj<NNnwibzHjlu+1}&=mFVPzkYTStoNl$_<nLQku@+Ekoo!K
zmNv+egCriqd#pB<-DW8*Lx_eU>K?olpyfPoO6_#K&-1B%6?#z4L}Z|zYsSkF=}GAG
zbQX=@qeTP?EBoF0>%;v(C-xGYpTL`roAE`8$%DwX`1{aN_~pgy2y8_MsGgSktS-h{
zT+<T_92@vWK*=Y0(}0IRR7o#)i#Id7fQjDfzg|(`zIyUTckeOxw{-OBO8@A}bHE8$
ztv0J^N6#>m=GM2rPyCM1{De6nC&<ma{-<elv!nYy@X#J2wpZXZc|H~cn$XqoOY|CF
zJy~6SzQ_TkR5~o(e$%}MZ}3e_GiXZ?e14W07hF*&B0E;DqFPR<@0)4d6<OSPY}rWg
z-P@Rn&~GlZ*+@D56gtd_g3tK`b)Z!7ks?LsVL#yYm)9Rhf6%?4aqz*&P+u-KTIRy^
zZwDjYVixlN0pa!NbCwi5B%eUjipxQi_b<2Qn?1X<&SUe)<h=#oy-q<^8GcZvgzq!d
z;LR2d2GGGXkmhc-t&0E!Ro$%cyii_3pqepJf(A2%L)HE-3xMc<KXHMLr*AR6Z@b$K
zHe$K-d-H}}mUI|oyC!P+_tjGmq$xPma{N}dSXuuHPwUnz-#jDi=cLI1^d~Dw>~Nwl
zNT*L)#M<fN8B9yr1a<M2XzZnk6+C<o^v-LpCZr#6=iEH#$Dx*@NaDKFKM+dy6-?0|
zg_p*$)revt?H(%@sGArtPV{K-EgYvNg65+iog*Hdb&DUbdNd%r1!pZ9Vj_5`@bKmW
zK*b#wlHy*Q>b1tvaseIlR&}gtR3P$w^_$L0Pgo)>%Qa;Z%%Ay`F9^y}WMv6{yl~NS
z4H`+U0LMQuI2bkwh9Jo!CR%)uzabh=r;EDJvj>l?j%2gz1AA|kuBqOiLunAv-#VjE
z8=?^5**T;Xu*9%c+)do=s_#cGQ9=ORT+P&$D9Jfm`jzA+=tidpaJwvX-U{~l<WuQd
z0k+>WBU%I+fzX31DCryI-D(gk0(J%lKdWEaBd#j}w;dDM$B_^|9l3t@7M%bwJa~}Y
z0rk~W`RXKqVeog)c%tg{i^MvT)tOt;F+#$XZ1A&Igb(%A#!8kKXzk!7An`po?f4zg
z{8E-ww8uztGElPzz^@1xy^=d7Mg5+2d>OYovg3`E;7WD3IOM>b*`mXYdeZW%`t?8T
zg`@F>cnixyodk+^qeH*-BWNF(PAKK^TQo3lthd}n{TcvQM0V84w~H`5brZ*EzxL&C
z1dvt0V<Y1umNycMB(D7yJ-ezcRQEj-xdj3@p|sjzKDPHf3}3qEXY-VZE|2BV_Io=x
z=Kag1Gzg}W6`B?11OU9q@3@^fFPVSF2=sPed-0=e1O(tK+n;SseofD-HzOUkfy+uF
zTd6Nj82c8r@@S85O+X8!0G2PH0T7N5-`QIB{CoXe)}!H&>sWzS!Y4Mb^ME{coG_TA
zbJat~d!2;$Cn=5MXo8FehHBwy!G}2S@TmLb&+@x&_*6-IlEGjvN+3{jM&|psWU)Yg
z%fX2M((H}81e=>`lNmonmSwQBGeDjL&jgSBMg1mzU2giiDCA2g9;r&~X1);u7b?+&
zRWc9ASSFF<wJQhBj>uXQ=GS!~J5v=?LibE4XPKs^O#|t0d&^v%&?wGxp`!5MZfD~-
zGeY*{Tu48XMksg+l#6Vd-QZS9)306MwgpK89bqIfPUA9|zJO@*OtV*)zS{mXP<TJZ
zbi%RY|NiMr?6s#ImKbQ=XZ$pM%Iv+l0Vlm;uv+yDppk>`zg^Qar=R-HKS>1II7w=b
z(C0#<UFaA>D^@#*6JcL4oYch-@kjIikkxuE@I|9=lE|H}0uP61Jb=9H|J$&%-_PtF
z(8Sa<i%Vw(?S92e+WKFDh6S9J`%>e)Wo$%#S)3<^B?j9&$RRR*S7e*cO;3^HGTVJ3
z?u$ihLr4@7CwZ47J3h2K$@m++O#szSH|GiA?(Yx@8W~TsX+bX3nb?-d7WCRZ;3IT>
z53yhG9ghN_JR+bng;^-A-jLMkV=o?H!L{Bv&XnZ$R$Mn7_<_E>*lm#;A*qIGMlK>Q
z#)2$zry_sgJd12Jatoi0u6tpB><io$Uk{qBL%{BOi7;_v9w#WHkA;79Z1U(0TF~@t
zX!7W6trKo2TVG$U<a0tL>ll^biIVzJjx8(qqh6h}1m4DWEn#ew%e+uo7bWD^k9v7E
zwKJNdTrXAUZEF9tZZ#WT9p8;n+R&pkik+E%OgZfFm@?zJHRq&D4O6CF-t^X+tV6U1
zQ}xNurTxg)jG~~XLeR6RT#z)-XE>lRaFO>1*0RN-&k0?ljAz;z!wHe$R5Fv2t>{t$
zC^b5QdDB=iBXe}@>^Y5cx6^>;drSCqR}B7!;0Wsgw}Gdu4){a!^8GK+H%00kevxZ8
zvxOBfx1@iYrO2NT>Y|N<twlL9$SNT5i%VPQd7ul5kVcOxX`C$wigcKE3;^c#(%GmF
z6{Jwxl4tWd9~o-Wi|XWzSB_h%7u0QR7`C;D$^%qYbYX9XY;49JM0kFe34alLQD!6-
zI=Hn7XmAs%cW)&lvxcGVI>-BwDBHNWU}IC}n{?VS0%;Y^%p`>D)?z|-Rnb8p+M6NE
z_KwQxBf5&A2Z$rkrqLDGA9<vX>qvM<=`|zt-ew~Y_37BlAdP2G9<H&T{iQi5=%GI7
zsc^$)9j}7*e|;E2g9oFH!`;GSrDK@9)0g+3NXrn`mN5}gKqCtgC(Y$Hs1sPy3iTA$
zk2Y(fFu1fa5uwJMv-(Jm<kP*5?Xp^dhG*z-S!VbsGu?%^6tqgKf%pOZuRnj&Y;@^3
z*7_T=%kf^r|IbuE-E8P#Me(~4b6&IXqqE&JO$=TD6v)S?o%9Rb6SkG;0$u34-jwfT
z1Ciu)Q+H+f@ad!aW+KkDct3Z<=tzIaP;K{EVza*&D5Z<FiFap+|CgEsnnnAMA?DF0
zcHZ@OM@g)4u%+y0{*o;zcas~{)UaU~_5SB--jQ48<k?W%NA_}LZ^W115)FD4*)j?p
z)}>CysWRP;y(uZ1>=FelH+nJQHT@-4=tl$MJTvjSvbT36cA~1t`OXTKzAt~h+5l$q
z0)w`=xpfGe01HNCg5Qf0Ag^5{hX1nOJBuqbUOabz*Aa&jj_$b{8##V*tjZUa1h_Hz
z>~Trz-YrRIW_Cmio99mFIw6*?=d`;XB<H>Np3s1x3k>RD)bMin&bnnvk8*PY`CYvN
ztp-)n%weffr&m73mvT8`#}~b~#@cU-5`N{TX*0A<ss_>OJrfVPi-gy=o8S9s>~6|t
zpE@<DejOhvrzie3)MCbx;<l*|e|^c`3A4BM6Z`a6P6kO`Q&cjns1_QcL_M!=%fR5h
z?~1dptOGqDx$NDyK=^V;>sZinl_Yn6bAbTGia?Z%;XTabXuPp}sAiayy%?>x#|N~y
zfI$<gZX$v!rv&guF76uWBfF{Gb!W22uLoP?6Rm<z<>T@&FIZYgUJigs^f}9WUi~GK
z8znjtZCqW$YY!N^AzB!2{z&BJ$>6l6di(ckVF2j&R^NY<p%O*M{x8t8@ZIrx77eJ^
zTdUooTaW+gQ`m5^A4wl+)P@u+?UM8u=PH2EImCx3rd*5VLaDJfKQm|YNq!QhTv(~j
zHLVY?YsZq^ittk02xpoE0MNbgYN|u~%<y*eZd@*aXtOB-^*)@&Rkmk#8BLZzsOt-9
zf?TmW=vLkFww4259VG<5<H1>*e*U-hpOdSGzS?5l#G{ePtlLz3r!Awm9C>i6Brara
zAy|Gs4F5CkhZDjBg|>9#kh%-P#4(Td@}pa28%C2h!NV}#Qq|kz74`s%xp@iG>E9V3
zq=yrcL#Mmyo@exX0wNaZb6|EZhiDOn9J(p8^;d*eL!K7E3Kmw*JBG^sW=*xfE%u2Z
zJNmhfY<c&O0^tCit-pm17(z};-?#x|473FpV@t412sx<0j*y^1r8L<bs6QZ(C!|~)
zmiKZ_qc}FU(a=J?IUMm#u3(Z&Qf6=j^lZO7n9L4e?xre8om35MGgdR|@YD?rtg+0b
z?gE7rs<qk2fDC)xq$A~XKdKPiDJQE7Hm_rInQ4eL*Mkj5N4b2P%<am?REqT<cv1WJ
z$!X%=rA4hYOPJRl5(Nzu8N;1fw`4iDx12ma!9~At38m!CA1!1iQP|n+Olrz9To-5w
zIQ1BcP`Rr1cMc}zu<?M@^Jg;w_FR)?hk)gCA(?4LxXruFz84ty1mSZ_yE~dKjV*sD
zNt)10OM-t5Sy~&aV)DQ;HQiHR2pbeDOjPpgc3x%uPsrgFO`tl0va$(PI3amc{&m|H
z3wFBux}mqGM8jx8KbJYb6{>@N0<MIwwx&g1`UP4(@iY{s1LcLN)fAa#IganT&TS&n
zAoxO0SRh;MG=NZ+K}X9*mgB|mJ#GE+<S4P(LcpFWDXQb-+&@!8h0z#yZ$2?jniQ&%
zvcd1z-)79K6;snj`trpg;Z|Md{+Dc1zu%XX$Jc@xdFf}L#F8R8#(Hs$f2ckW1PLSe
zSA=8X2P1Mzo!Sn0VyLmW@R|Y9Dskbt?$X;cjryvy;E&Y4*uwe@yHWSps|$JSf4J_I
zI~N*_p6$_WH*GGHhY(KmE(YwSUG3k<RXc&S_6V;wTSc%J(_GD7aRsT|id@3t_{@qw
z;<PfxKS1qbM~%e$9Q@*CskBhuwZ8q05!FXXJ;fyjI^mtG6W&Z1MoU?0q(7}?LRL?x
zii^THc7<`<5YW?V4nHQJG3n0DSsUTs3p#M2-rX{zMI_(@_8EwF+b~GDdjfbx5*jGt
zE}fY(af~qcqv23R+vjLwdpkFC0lZ?s|30%}We&P_X)=4t6D`d?J0EfnS({2pv-$O_
z2e~hS2_w$BRRDWgy>-8|xTC}2FD&HZA)F=;x(PiS2y0{Gb)@Vx5A^h9{)s+qVF~To
z2#MA}ZwpBVZVB95gHX>DeD<&e3KR9044RoFGNcDDVxINwYKw{y(97}Rux(&pw?a@q
zb?DI;-KgBT*-R|Ws9bMA#i&%aezk8dK*B9b``hiUPdV4<jPWsItN~X?cK;&({_1~m
z+BZWiPdInO2axcD%wAX}Ds5<NHV4<}Iq@ll4>)Zg;C<`tO|ETX>$bFi$xub_6*)i)
z6p90l#(igKhXzKMr?2+}PW~`Ua6<UXW@2U)Yg2BxIPDol<Zwa$&sOSl8;LFJHvvA1
zS3_NggQy%Sc4S<i)pU~>NM3CMZdY{ZnEe|<{S=t_)}udjfgJT_c5#t7DmqAV0y-~p
zInBFEEO<8(cNqesy0LoTX(f(ul+`@gV=VdV8wjnKQ6gZhV}@oMlBQ-+E7AGVi9P*H
zM2O^sB=Q}CH)JdfPtrdoYj(qU(rUYQj>KmJt(!nKQ8VZ*7*WiY8U5`aQ@Th<>z_-*
zg4*8;BmluUuA+-*aozKmZ3>bfFHTRTAq=S$vJToESh?Y9GxTUa9|Pyq+rfj8nc!D~
zfd=ry*B*&8M~=dlFm_5e9>x9Z=tX3aI!kMYQ5ZBSR7Ak_KOB(?nxkh4_T>?H6Iv$q
z4H7s4+nhY7K?DH5GW(&YG)ctu+fY_Ts5?MRv_Jejw6}iNH|Y5UCE5^_)M9UKZvK~M
znY(c4!scRq-$3I4tjGIVO?zL2d_QG(&(nnT9b8RwQGvLz8K3Cu5QrXgq|=c1r>L6p
z(TnGqQHf*v;N%%Fy|Oc2Uer>GQOE`SGC<)DZyKBf?f<3M>ov$u-XEL!zHy=7ZXWo2
z-m0A*P9$q>>?19BnZyEn|4QcfAc&WSZ-~X0la-ze^2ZIa?G3OWwa5}?iDWgb6jy6t
z*8GWilgjS|9Of~PE(1WKvX=`c-3qywJ6$hsITHlKdvF4#lOr@Hpb&-P8x;gyaGaDM
ztB#7u+1)HTf(z@{#|Tm@j@fbIlgNnR6pI}&)*$Otwk&M?F8wDe>_7)0a+wAwQxs!+
z4|X?pQfS$L<!Z8=nG@>5__f$t^a059(7y6jN8OYEJ4d^{b^$okE5HbvB76&1$2wYN
z)%4#>O2RxSb%j$MB+O;yU5q;gzZ?UU)8X%(=4)FscIF_H+2JkGTeLvvLySSsr4IzM
zS<9u7K#>uI(A#_T86dSg4OMpCJ$uyve5LM3c{{CQ_3xl%pWP?rk#Q29FK<=fnuPG6
zGZX85*n%?puvJqPhmoHvrLvKgUX|AGC-slYXo!^FIybH!W<A@%M5M$WdTc?0_~<y5
z<S%{hD{q8&1nPOf@YFj;?rPHJ?{+qGw4r<%(DLpu3VjxA7R`E)+MXW;PIu`*tP;4T
z(L|bi9eA|}o^d9-XK4TFE-hbN=^aqAakmEE)+%Pt!=<zHLG_RATwR?Ip}Qw%rpG1T
zQUxnL>0?Lki{XZRPWf{4M$fQOf|ks9SI&PTxaEPvmeT9Ys+r&4(8WPsw>#L6Xl|%}
z%3^zA+p)Ia?=!QtXVQx*es{AKwm)ZF>#$VTe8?Oc@jo{E7Nv=G({g=N@}_pLtfH#t
z)JLTYNY=f0M95XL9UWi!sIy<vIlL|%0(wE@lZFJ>HFr@0urNGJjcSR1m6^+dnP=8-
z5Jr9C!{4g6qE%SU%uXL?D3N@ehUDLXv-26g%ddAT@K|*%>;?cYc|_*}if&DU-_6M_
zY9yy?icq10xPX<iJ7|-c2@RY-y198Hx_TPcg^v%j9CCH%S!fqt3ES3BXTOFNrl(+p
z(%`WvG|k!Md<UbgO1eJUhoJPmQ)^LjL$Dqq9SC?Hyqrgvsv-mB-`&x2LUI5fdR|@)
zD+*|tGTI<>Q(ljrLyCT9zKeV=_-sPJD8n$`A;+()28DigN69#|rr3k2<i)+GUpOv?
z0vS0hlKErI=DD^>a)o($-Q>rpPkr&rHvid6cm9ZV$ae&6Z=<8bwr~=sx*7fp3{qTs
zBVlx7-uf6I%P1OL6h3^YW?R_xGx(X$mw+N+C2yLZk>zViv>FV|suX3PL7rY2FB9LQ
zCf{o?QFrCI67KMHXjUcs>&bC?uHVKSt^;8{z$g+pq>v6JUP+FQnrE^GY&de*3tft@
zsY1j;b<SxHcN1}933bvI0yqih_@cI0s#z~IpY}B2N8XXWTdG!Z9;-O+lKE`X=~z@6
zB_Z>u;CI5a)YNsch=bd+g|%=_BxS`=W(kX#hOv!TQ28)1pWOA*YNbs$=j6#8^KyLZ
za#3bb{>{LlYHqHuo17NNC`5ArnjTeBi{QpT+cWP>R)by7kNnt><G<0ss3e7<WX*)*
z497lZrZhf2zYod#Bw*m`JoVe{GF3`?g2X>Y;qAErl1(~*#6=Go&t;=g`d!RE2{>uL
z4Lwedr&$p`fOU$r`l-88xCI1^r=X5`$t*nj6($eI;GtM6o8{joB816rf*#*-zP&-h
zmNqSILtp+B^W#@fN}eF9BM6!5(;ZSsPG~|1c6sZP@zUo2yymhh?&b^M<E&6wlMTVK
z1uYLBtiOPxkYKk^g2h6R!p+uf41TAAl!z`h&1Qv}s3tT(8rRZxXs)~oTJ>a5`eMZ}
zYJ4EiKQbgoeNa%d#){;qlWC=w^m*?*eX$Dghk$X#=NEaUccf6rz$93tpQ$nart$f_
zoRxzre*nq*m^8ov5w3r(wg*UFEJ|>Zn&3eJ;h5~}y$13Q+_yZCfh62p{cPZVi_3ck
zn!m*<E=ytWJZWNmcu|U^%!d3@mmB9+9~9lW<^SnVNSMKx2jV2I-_Smsrl2{tOkYg>
zB?<z@Dx@Rr63b9hLaYhDWjwH?R`fu@Uy^#?0VJ|nRI{mTH&uU&%{J;_2VFq@{WbXe
z!sT`X{?ql<mLoP`A5O*p<Q08QUIgFlD!tqn&2S>H5t3hrQ4sngP)6W<f51UTM&^oQ
zA()2@;U?_wq_Qq*%?4cH0D?$gZ*Bc!wHzsPr{O>A2sxJPN7Bh&e*t|kIgk~{(gHMF
zM{~WTzggonZ$6Gz9zFAWzI359c{%}KtQ!k>%p3Yr*p3BR+!<eP)DQqRl~s2ROAs$V
zI(fV)(n1{U&6!0%E-V(PLbSN%t|GC#0lM5G_GtHorZ&pBu#3T=Q4QJQDY`Eo4m{+4
z0V9F~%p;qHthLYL;pz1pg^#B+L=OH9Od%ARMFu^E$@ms`?c$ctjGvt)>S`gT`E$u6
zCLpN;x4E62!3X&AG-riT9Xw9OH~U}CI&%g*5I9y5ac=KjnD!0Nd^+ofqmnS7%d2$Z
z|6*R;C6bvs$WhqdVHic#{<k){9>N&=2C557iBHF@W!P&@9ep;NpiSGre|vVUFytJg
zz-I{32j%d2DIkmqp-~GPzU{Iyk4Dr!*y|+GTH$~yCo9@M-Q!Fpnma3`SZACqKCfv~
zh3|!pPx3ahA%YFX%jvL(pv}Q4#sy57_D5mLENwf-ne0c8Z<0yAW~8RVKFciO+G!oK
zxkqp2UYrCmLIXQ8c5GnJFLdTTUUn_2lfaw0!93tWvmyY5NHd-SZYKrhzm>HwUhw0z
zw)(cx+GnmWvk_SoXz*8XU?P_VVti9h#Sk-sg2(c!@$VU2{7@MeR}(kDji~!^Q;q}P
z6cwL{sDO#QmP%R7IA!i!zF6S!#ktkeQnQWo3#b12@AX6f9G{=-6@MNC=4HBWo;&rE
zt||q0s3t}Z&%JMYjGIqMkU@j6fA-V1dt;~)L<lclRH}QQo<?9Tip{>IE)-%u{VlFT
z#|;g1&$=ZUewctxvbU_!%6G+QOtp)xClbK2QvbcOI<!4QEAf+qUG!a*zzDe7DAfB$
zn_9Z#w2ft^$1dOHRRTl20L8hd4}k@=9q`w?ANL#V@E`H31YB~GB;@A2pR9Y#yl-!Q
zhH@&NY=EoR=YIw3Xn!3mQ%Agc|8tFbdiAPtd&xet>ps0VDg~<!;|}j*ctyd0i8ZwL
z&nNpqP5p^PU31;VG3Lj^8Cuu|r`wxaZN6=<RRVVovB2Gbsji0Vwc2;%#n@#-J9^ZC
zCqcK(R=P|`vr#)wKg#txYt}`#EDzFzLE7Q00jt}E`oJ0;Sxsc5o%;4z9?MRIIjYo@
zJLY&nvv_sv4dCq#uw%)JR!~*2ZNhSBXP1y2=x-*_7%}T2-S>9B+RvzJbsj7oz+2R~
z@!xOB^2AEoQicV7oK~01Ub1Y8DDiNnC9WDd>#F@UrJVUS?<fkqI+Y&h*g-LE$#I!M
zgssan^z0Bo;-!R1uFa$$8I$a2@%$^nX=i(O<!jMb!zT`%tbo15Ov#!*_PY7A7zcIy
zDYBYK^gZZY##Uro@T*F5PumxR>vr{ocbY~YgCd!5#~81I&^bG=?TG`@r5ALTi&IN%
zv8x1Rk|t<~W2v2m3`0KiY*(rg5C#X_wS5gk+0omF%I!;?u5lyC=DpHtyi;H@n0{#v
z3ycNvmTk-8bY5S4J2Z^;TptwYI_xw)7&*Oz%3L(4FlkAAIW_1hOp{|^x81lvsmK$c
zM}p2`pJn0*k~%TdU^{PST=71!(3;1CZX|ZoOQNXN@(Bt|gtMH*6UX)tjyvS3`YFp>
zz%BITB_a2C=24`c^VKW<{7>wChqayG2~JSwG(v70`}w(BAUc#LEk@$NtOC9<cy}p+
z|3#VABDJ*eix7UzMteiOQg}Ve&3hrGU4%@Xisusr>+N4-+!tQDYlkL`my+GTLUHA4
zvA<qJmYWX<<3)xkO*s$L<i2ww+gfi5dl6&_cY!o2LWw|y!$Y#E*2&Y_Y4Xarawo_2
zGDB>;jE%cRW;1>6++r~74--0whR^YP$A`PzleRq8lU+PI8c#ve)`~)m29__In^^7p
z0{m4Zz?ZoyD26R|?a`{oV=<&Ye-@Ky-mSE%YU%R1d7oNEieO^zU8m)fzE}tTr+iw*
z5kyn2)i$xbbX9JY&-Li7+Iw7ldmEvhf!$om)7I)6`>|~LZ~P~a5Gt>~fZ0qhpC<R|
zu0ht@Luxv4@0Ptpnxc(twVuTf)UxLIXjHpWthB679d*30S^wIf#5f@G$|1nh4g&Lb
z-5U&0S0y~!eTQB9bXdW!!<5}mHk}*5I7EE<4P}KS#+)W6wnobNPuZE)Pu;I*R*YXy
z(?Zba*DjI5@N7+03PLA$%z|sRbmT1GC*SlC#4^jJy-SZWcC5mF8VisCE|@gvYd5Jl
z$Zuk3$43#V@`>BI#M*H`GJKHkxp>)F17iUTLp3~augf$ciHL}aadgotxN;Kbm~+3W
znSd8`o0e6rB@iTbt~Z!E7?2tkXg9gCIyD&bp~4m&RNho!JBEch#2z!<5$T<yZZgSb
zZDxn_)J23dVDi0;c#AX8eYi%;V1x%3{S{4`^lKcqQeAy&N$M>EX^D0N$F`AAtgK9)
zO*Z8??<FVUVjZ+U4EdJQ%jX(l51vEGZbPaM-v(xPy}E6+xV)IFL}-9rA{bbLCL&E-
zsf};T*+4zPSJ~KbXt^D_%N6jl-Mrh+-K`na`QL&_(<<=5GD>X>cZ2^JG@;P<Bo0pc
z)6|DM`YBxxV_gyMnVV*gZIlj=_k1`Vm%|}Ki{=e_r~~0WP5iqunJ2U{H)e9S4@kln
z<KYc?*_H;zEG$8+SrIc|IA7yaS%9BIT+}Qvg>BkHzs!gF*9cmP7Asa)HSJB?K%}u+
zV-;z2yQ5f`Q@@27$9XZJgTMbN9e^khar5etdFo}rbwU#-zwH+3ogIO$utS!frkI^l
znm^6mIxD<svNC~xgp4~yX{w>0-G~uHUQ`A?L=5;VR>HhUzZE6n=y!_6UmqC_+>`ry
zMOQuDp;d+`7G^sioq#JeD;z7o2jm?1UjRA0d$z4tXpe~c!h++UQG@ulQVEWp7>`uD
zw)3dVH#&X1j;V>BXS`bN@~-!SI6cH?Q9na(s=mZl#xJ(KE<92j-rLk`6^GuF*7w^Z
zs0Qa+D-MzVo&~Q<3ET3A>5-M|*baEdnDYpE(`0F)PuY^G(Xhoc*V!YVNah3}8F=xp
zv~=)Y{a!)5skFuY&Rk?Tao{VL2lB`|c<54RACve8^NLz7OGOh?c!O_xzr$>&RqD-S
z(ZV5j;`Ku9DzSZ<ZobX*SWG^SAZm%O@f<7l*=|rb8~Df$Sf|F@bj@-fJ*X@Ram3`9
zU2n^siLf=1Q%P(5@>APxjl}jq_RJ7PN3+z-8DFK8P7qiFe5T30sD}fAbdlU~iIf!l
zUlstHM{Rz#$8Az<@6#2-pp@E*4AQ0lt*zs0wjdP*L|pX)Uk5g=OD=J2ij`|KLT;lH
zKiYVmDBS5xm#S$^z;#@$*Kg2bya{vYck|1W;H_Xm^i7@C3NOBH6OJvtY0Y@(RPPT?
z0@8FtLmF7Kx=foE*N01u55HL))&*SuV(N%{r+ql^6*dJs{^ZIs@R7*_?W#}Yg6SN1
zc2&2smL42%Q9gT%oM^<>dS_d(u_|k{%Ta>@s8%4g7Vpc+l=#vOK3!0cd)}GO&;^BH
zXyjF?F?CxyD#x<KxTd_TM3_{dp^GV`bqeGpU;xKrp<mSX`XO9>>X+!KsoBsiI6{J5
zSP`M<f(S-)nhNR}!27X9IWeVbOw-4FB^cDyOZ}q*t}Oeo!UR@2^!1bjKizn}cY4Lp
zyFdSG65wib!q~lkfjTlohosB^ppMLWSHR}01LwhN%%QcOBN+Ob#8Xnx@j2CM^Xll2
zd3QAbkZFw@NEe@kKPVRTs+n2al-tu#h*y((`&b0L<)GT$C$N+7x-0avB%alawB2KK
zL;8aQeHo{DO+9v6(2hrHf)z26zkjBUOuGrGl{H9(_iVZR{=R@anZ|4p;3|aB9jd(+
z9lr?(g0e(NI56ah-2$he7wo4@q7q;yO?$d&z5X@AF%j4LYtUXP_j5;cHmzPX=sFAU
z_L~lU;G`_1|KYl~?VKA1fpJu#po*ck7BGdHbv78d8{I!cGu7b85I#F|eEhL@o;zUc
zbpzMDqfZ{vHxXy=^+E5!BMbmhpL6f#EsBU@$S=9h2sX#Zl*a9QLd*CCK7h&H71tTk
z!j`WRSEv!|qM%5fnys2Fllk|w#8yS_QwmdNe8SQw$DcOJhgA}>9RMI#YZ*a1%x+_<
ziqRRsX2?S2t>^QvgB9LEe^NA<PSkz|J;xfi4-vI)Jv0v|;VSWJn`>(4*^LEQUfy^@
zBsF`16}%u&(dYqRYgy<$yx6D8Da5}XYxY_o2aY4x7CudL_T7lM5m@sYH)<9qToicF
zq>MCLol*7rmDY}OWp})#UB|t_C)?>!Vq*o21=xn@JP!Jjl!-fX)HA8B<zcfePF^}5
z`^ZNjKUhB2sIN?^RL7{!;Qir!Cj8F<yVTTtvt0e4W=*HZgq;E6y{&6c23!^yn$DTu
znJATC>K4#*C;QO*!tmrg&Nu=ZHExf4r>uV7$PR@s-@Ty2{{C}%7{?SL#=c^U#vE#1
zAU%ZAZ*oka7ab<2#ik_pc$_Xzs?ab`;O{*v^w+8$ZY~UEyIS1Wbf=74ora3QaOlsY
zF9FE(yESmAUJc2V_3m1mr}|~OK}H<gOsNLDR2r<SoaXZoZfINoY#Q)~87U7lSTz1-
z-a$B-X^aD5&0Wtc!l2}@6O6seIzgS2#t~MPuj##U+}QZ=ok8wvbz1o@XfR<3uGcEh
zOtl0zBtzmrD-~L0Z-o&r)C=y)7SqB3c(jeSa?aOeTB<_*1G<ZEp*TUm5Q$-f(1Xw`
zO$RX<u+_^vnAoufpx6Fd57ZVqSGoWn{4z~K8a0s#SJW!i?_Zjo6R=R>-?arlxQ+y@
z<FFcmOgUE5D&-s9H=Mp6jLYq4r-NS~gUdGPN;N7{{0T>3Gt(taTW-#+4&$W9Gaaja
z`q<s1+DvNdGfkKHcozP4+Kp~>t`su<VE6i%ufKL&{4ZR2U5g3gAGf;#7DNL}QJP<z
z+TcNpTpJIRDaJku^5flUy`c_0%~Wp>FMF-i)M25qzkYUoMuYWs5Ps?{d$DS&z+9Mj
z6~Y4IPcG9?1BM_@qT-zV`x}r7d+raFE!%Eo4pD$h2O)g#%l|>d=e}x!yF_?HBD2RG
zJ;xotezT@QsC}Vx#@vZQ*?y6n>`8c~zX&@I+X>SWOM_<xACn0u9u3zQ{R3)XD==S6
zdCxV|E^mg=Pbu*|c8={J=I>vp8Qc-gv9a9>ymSwyDSneCvX>-Z-|+QD=JjX(lII6o
z4X)BVAC%_T4?O{EI90~~geb?W^cFLb&bDc78nX#63^pH9w-z_3fi;vxf{u&78dw8c
z*1HZ-E@U}Y+YRW9J9xzmaF9%S3)`mB&J9{ZtEm>I4FuY}C-t8NFk2aUR8S$#n{j+9
z?qk^}fEr%3TsDzu68jmgZI0;%Hc<mi=9_A~$^NY5UR~7_9zA*5oI1@MXz1L7MsCL5
ztfKIFZJH4HsH=3k<JNsqtYm{t?hQQN_hRo&-yQ0}Zi}tlAg#_jT)BjgfpbS=&)l>m
z8FkzTg2~D~thtdnpNy<O5ZZh(<u_!GDUF5DLxIKee@XdG@qL{VGgO>2oJRf22>%#&
zDZ-a`G-m6<ufS4vC6ok9(SKebT46D$Q2XMUQ-;KWEKN8hk|opS$YVF{_ka~GUvA^`
zoc=!Wm^Hz^<}28F!`SY)@b8)F6=fWtt8CeB#x3Rvpy}N)M%OGga2*U;<I$lBF>DBf
zT$8r?$d2PA|HO;W!?i|I^a33k-K1kY-r!&b;U<WDLlReRk+Xla@Nh0|dL;?NB1DmO
zbrp2o{1FvkS-BBOCYA`ExW)>~8DC*ryv*&Ge91p%eX;V9&YL>iA`_|5YT`LhS$~$-
zX7Y6*w3UKv{_yP_beGq)vnE5AVshu?LX;l*j-@+J(>;<#owKOh>jyK%i~FLHw>eSO
zp?_0Uw)=t`-<v$_j1@U-a;&bmCG>!jyI+oFH|R%uvxFwv!1L(cx%q61UGd3Q`3JvE
z%KFaZp5lm^@NP%qJ&Rb7GBlp3p`zMwMma<h1qUSpM?3^r?L&nHU!LhZ;7Kx)`a~NT
zzM4#3Xdw^ZMcYYj3-Ba?1MCE4Z+OYn*g=qR@hPLXGciGVmK3E>uH*B$EhMs^)f2Jv
ziR>HOV7M{;b~`V_f}_1ZEfZ|}0mHzbxU2K$#{jC9E1Ff6pC8CS4o|R5gC6itm)IXq
z%w4NZ+}k&YcFe1-_9C?wwV2kYM(l{?JT%UH2p4CB8R3QSXIRd^&>p9^IS8WQWL|S>
z1GF@vRiR;_gK`=jt>+Mg#nH+%`Q<f3oex)T6yL(ECkz!bB_uL=fZb60X-I*pfh*2X
zqP~6;9IkEEAR$ek#GX5GTg0~6J(bSX!gd;WC5rvBh=6_A?~%_(bXP{zTcahAtk8UJ
z=yG=;)TfbtVU@45lIs;*RK>b&BtT#v3MmyQxa!dPwK}<2x50?@ZS*HUA{^S5%n|E+
z-A2s6ScvGrr!M|zNlBh*SW%Zk^oGiqn@4Yd@@|M7&9l56NZ|&7ELN~)1=<hkXb0|-
z9Piijl+`eCM>9L^2U<bF9QIy6X0e40Z0N~OJ?HKZXSVkGcq~3;CL>mV@$17qJ9V!s
z0_0vHvoVNJ8K>jW{_1j%4Mc}Le9JB+6W^P(iqwYnM{5U0AWfngSQ<W48wS>1d_ch@
zDE7RFD8N>yp%&$FSXUa8=lb)Rab1w?&oH9j5u`v7oQnYdZU!u3G+*NHG2EmpOOdg9
zqD)yC9n&Zt<x(kDcT?uG-5<%N>}0SjsS`bXi~MK+Z=<As`X`M;ON<9;x}w<%kqI@c
zal=1BdOG3Xo(?P5HD6s)Jlq~SBa|erhyTJklzeBfQn%sjE~c8D{F&ORuqOLr%r@G4
zVmffd$B=KW1X4-=*P5e~AE>K}F@<cDlOdFrFFE!!&*Sae$P>Do#1L(Ms5`;g$^ado
zOs-eHo7gHo(7z1BsrHX|J6$pizr7Z-J%V<omy%Ksuwb2z1#zCmXR1mywnuHLAZw<A
zkz5qicLcYqL7UE+^%wT~@^X*xV;b==11<V?HEtv)_=eu7Eg$a%x%&eR>Y4&}tVK(O
z9=+pXigQ+8z`RK6R-yNHlgKwRAAi!5sFeMitot`jsWSEC*j<F6>jN|8O>&~)ow%Ys
z#d&+%@XJ0~ccSkNTrKExBd{vs?92dCV^+=v3VR2d{uqjLbmB$o_s3@dN_Xc)O61*>
z%^O^i^y<|1#MuenDGzEMm#)mGPVSW+!V1z_fRqsV&VH}27xUDvH*lE#Kbp=mtg7ej
z!jgi7bR*K;EsaPw2#4<O?(XjH?gjyYLrAB9bc4j9yW`#d{@44BFPsCjXV1*K*LvoO
zsHZCb4woY3lzg=9Ws+8`#uWy0k7}%qM`H>9bdx;yyy-vU&Wsa%;vGM2%r;^Io=RiE
zqCpY!E+x#kMoCyVojKcs>8@~pd2kR4M+)ecBqNF{!7py!h2B)1uhE`4{cQR-By9_6
zBQco{;93tYkw(fCXxATmOwJTxSr19iRuOTv={)|XjSQG%@WobL+>-y^@KA4Fz}w(&
z-8gt;^yx8h`Z;e1;VR~j`95ZN?3+nlTXnIz-q`BLQs{D$AYmD*b@#nF8u&j_DKxTJ
z^JrqL5F3Hldc#xe56P?>X3Q@`sgFern)YlyO9$%4P9Ly8s1mtxj&(*@TKFB(uIU_7
zp?WcAs?!HbSAgvW4XO>RC<FF241Dc^{jJpiN<rY`aqs6>2NJ-!8;yI1O9617MA!MP
zpLxbB0b%vNbFU|Li~z3XjQol^AI%`gla4ckwqAuT;vuS>%aVFkqEkBW1;Qzh>`@Br
z3F`?HT?b8myrvHg8&_g5e|+S4=%gjx@ffTSmv(ZV`6*Fi*toqD%D;9BPLSF-+Cc`0
zfKV~d#eJL6^pXGFKP14WH?zEhG^h?v=oRhQSrlSc=-Kav)LXHwyGY~|@{)$!dPJpJ
zFoER<D%<b=CY}FW;NyQ2b#&0!i#@W`wo?cID+iFg7~f86hqp&vk&nU2q-r{>8wMap
zg-)6oi&(8Z%jPT1tv9sBeYp^D^1Ac++)~-#*`#(`)9b+LTgnalsAU)T7}R*P$Jo`k
zR836WcUP!K3Tq4_*J9nIqxlW5j~rcQE!#uQ&YO1Ds#%^fGcEdFHy2}lf)ra4PUGVx
z6qe&}Jyqn}Eb?j%C{H~E4cr6tdEXzC=Paw&koa#%JKB^1gaPW*n8^c)(rQUa;C{p~
z8>1JHXOkb}1<+W_d_TuQ{C)JdQZumn1W%zFtLxP+BC83n-a75{cPP#P>d$G@f1xMz
zm74S=8}vbPCf&GEk>2u2QyJB6Q{<_irfJPlb{l&f_Fe_XEHbW@g<CAe9(8lH+?l*D
z?e?~RUy*K(QiwK!_P%O*y?n367hq~Zn!uzaAMb9aUw3&=QpCG+18I3B(yHTqVk16s
z>OS*ryJwT)4J@fIxp4;%I=CTSZ@dNMWAs7{M%ZXj$4_!aa0XjH3AIKsrq&upr;rcz
zYYyAN#}F)a>D#>>Bau1kb#`G=fmwl9(cl}1{t0L2VU78>&^_9*JKJbRQcunZyir3j
z?1n(pP1QE{kJ_>e?WS}Ksa%O%G*zpny!|ICC-7_r#(G)A*<2%UDckzd8_F1lWngr$
zHvA(r9t{nAWaO5J6BbgYp-2)+v|ROB)+MrX=C`ZY!a`+?gKH*>W)#wxfiC5)4t+4U
zQPn2NtFBUXit`Rk-g{K}e^St-T0C5#@gzT{T5CyTsVDX2>XJzXn)`zpQ1-;aYJmWJ
zZ~CZvUgZN=rtomPLopDXO_dk&8fcoY$I4Q_;tKv<HnPjnUOnPzXWYRZt4oS3Qn7S2
zAz|Q2)dlp#pn6IEI#tP|j<|{0QxVZ`+%TTtY%4=Rz!R4ua|LM6ykz>p(btExZ5_8w
z^vot^g$wAPp_Ur<!(0QCxNsZK%Gclav+S@tA?g&|&m<;p9;IkPMHTuCoa9=|L+b%Q
z2ubywcTGRP7o%web{5(IKT4}Knfx1iXW;IFQv*5YmX`yVIB`C^E2@dgl##(1X-hz=
z5E!h_c=GEN9g+=uyY`l)Xpw0xZ+z&lJ^?<0LPmr2($cYawHCE8QiqR{4t6QTMm#ed
zSW~tUGeskH9!r1EiYH`NG=9^Z<JPmfx|?B@iB%SzpZ(n9f*rVLTG-BXz01kxCI#KW
zdyd^!8_JMOO<8L-Wd2Tz%R<nlYkQmCq?iKgEBd_|&{#@Qxj=)##xz@d&xy$AH_m+A
zQiBLLKr$MJBX{d9jF7-yHn4{8zT-N%_{bKtjEvhNa}f<yL%u*a^2Yen%6Q0lS8@iF
zwi99yWL)P~Rm{r@c+zqz56b*Fb`A~OD(yz%J>m~5%Zu<#30r#S4sGvd*r36{Dp{0x
z*kCw9xYv1~K#@Y{{i>B%mKV3MZ1V-=G_8eI>>{C}lYZwj8=qIN<Mc=B0v<u{HFC4n
zmoKK98VN7p6X`$5+}+y_C<IWK0dKvnZk<7c^Os*Rxb^OBKA1K_voE)|9|h+#_-6LM
z*3c<(8kyKxkYosx=bSd*#V}32sTVqc7$959^9*TD>%k0%NZE6aZg(Rm;uh}r7v?7m
z8Wwcy>Qml%qiR(v6KO|FmUB{4Hp+#g7#ji6Q6s8H>`SLeq1az<WLsVf$+9>z&T_M&
zzgeT1KVD|e1T!wwGi$3SA#%)B>JVDkud-&wy-KZ$#i9fKO8=wE%cEcT&yt8-epAiY
zG@@9v{>Mx__?{qLM9znSUM<FK8)LI<8}vzgpRsuSsS6g%fD^ET+u+lG2R9RKXJ|kW
zg;{>*ptSPUJ7!J-rwy6{@79@6#qj>N_V;(M*q|&iNgNsNnKa(BpJA+EL-Lbhj_e3c
zgtz;%MC!blR)h}Mq`jG=aWRUWukCd9U07YMT>#5iVOH+E4*W~)CgIoZcjM4|z}Bm^
zkyv<VmO(ab`OoEucK5z|K5g-)WYG4;QxNi)de#LF`XG7JlgryuOYVOE2&o7X=e+n1
zD~w#<+HaT}$t-K5>odNA)rO8~Vzlvyaz9skYt;Uo1GnNQv_}UUJiw7fBln85Qr;cy
zbm*V_q!l9-Ehii_g_slzMx66<FKR{E)skk6yS!>4GTJ~)SH<<xf&u|Bg$~P21A$He
znIT6OYy_i}5&KK~#G9Q9=DO}87vQ_02c<eV@P};JV_7PesFK}k>T{t9*7qcn_vu_3
zW2v<T${|B}vFXBSE)2>f?C&~c%4Em9anon$pxFl<OpN#q<{wIoxQ;b6qu?vC?J+)$
zo#aUARo$pjy^y{K?sJwINLi4yH27161N{a~1jC;Kvc{2to#9^5V)Mq9!7a54#HG6*
zbpyOd{JQU24dPC_d|0+!>-9$#Vm{njbc=B;A5BR&pSfw(sv~fZ-=1xNFrUiD=2zn3
zSnACP;-<Vb#PFA{vx(oLfa@0Q(G@x{GvYoOVy!v*`s23)2e_)tTCpSIy)XWWKumOx
z$orC#ofripT<;pgkOvNozgPqY{i#fwBW0TbVTIWh4ga>(UV_0?8=KMX)I8Rx^R-3l
zvH(3XB3vS$WK;JxkGr`KsxfOCXGw`8If;O{+s#QFWr`@5(q=^9r!nRX`ZiDq7a8)4
z>dD7kQHh4;(nF4_=%VZT!xhS<M+`mOuJS014Q4KI+sNJCAw8#ERL-yi-g%rb72wmQ
zsx_rr+mo-L3MOBC2Ly}wCtq1vjo~RVKOrKQVsU!*ScI=4Ak5(JA|^9LyB00$Rwho8
zJ!zXAEQ)`SZ>>V%@0@?r;$ZoBB;DkWfDFJo<|fz0YBt+;#xrJKEJ?3()K;(03frk#
zme%iN%`|Lers97@h~|EmnNpY&Q?<HJI~yIIZ$}YNwW{?^>)WtGO+eu=poAl@#|LIS
z_<b5!r{QyGQo8baX{+Sxj*!avCq^%Or+(QsK(^RvQNUJz5<;tgl}Ob!Cap@%5dmtg
zQNNbToSYQhj;%~d-o<WJAbQ9tR?XWSNC%D@uZ{koD4<is7NIf<d1y8uqQla38)C<q
zn*rB>e*Lj-0{z5~NLH^mZRUNEEb1!%E(_mM(k|AL5MyLf=c40YM-a7WDW$k<(SH|u
zUQ3TrKmiWce)r-r&__z%$&9Cl{1M-4QB)*hEHmWNwjrDm2RpZ@B3Xt1w<US3m9G_m
zY)095oVH%N3)=4c+F(kP0u&O!H!@L_s7GkqN!ECL$v0JEmGfPU6Xb^k10&QTAl6ji
zkRt_RyYeac51{#Y81Zgw*bQR*`WpEP$jYhYv<rTL?;mwXe`3a+SSo*QXNWJn*^v5L
zJmpS+rb6b^>eTCzspqG@ia5X3^F|pnxt*Fzsv{&g#hVvn^aAX$AHg0`f5BlpoQ6oL
zJ%k%o!>2}9G4Y#U{xB+LVHs<a0fhO|qis8fbm6Vw*JN5@mv_mBv~H2hn>rdUyTibg
zL#C}Ce1!lontTygw}DE17st5|$Cw(sg*9JCAT`x5Da=&1$T=;b_A`Z!|5nuuv}`qz
z%k|@fGY#5JL?*ciLd?FubI(M&5V!R(L3a_$pU(Tl{wbPZopC8_(RAd;5gm-7hz=t@
zomEGx=FOq`_UH3Sxt^pEc;klV6o!H4kZO(fPG2!;BSc*$H-)@x_*`$mdNjPf3idx)
zIodGmQh-;y8856ieLNKBDndhvTKu`z`L5emg{d@WcI@w!skd@Xy0t@8fhM}@Xkc_*
zLLX>Ct!mJ6-of+E2?P4|Iu3iP`}4yi_clL2uF*X9dX}Owj!fd;i|h^K8^GOm0Pghj
zZe^LkSGN+u>-(i3X0<T6REy7WdiwD=z3_=9Evbr|1a646o4KSwIYqUqP_Xvo_$D&L
z{f>`giofV#MPbMz$PC&KrIWUxoFNroY9U<zB(my2CLyce?KJ-RVE;n1dh470$&=`Z
zftS3Ug(kceQDg&f?{Da~<C8jPsPu?5-M}m6ME=+N)xKtqJU+6YQ?YgylbZ%7@N%{G
z<|?{lh7cmyuP^(J)=EFcJ7!or%znAv2*~Yi4HYd7U`N>>Hz3M~A7WnCTQVG!HXgc4
z(P1VY28*Rp#^S)D8vEcK%p#-wso8%doOj9u4%8^)r)~>AyOVB10Rg_>ER<cpg}Szq
zQW{@HvdAtheqm}|{dCg#HFh2uIVahg1xIFOY4mWqMNUubjz5MRk}1fGBG%F@WKYk4
zkE05FR}zL!iei$nHUd8$%>k{|VnOd3PD6;`ti*f#E(ur7Rwmm)5$OYFx@HX3*-f-`
z=t^vMDrD~vl?`j&HOn6h>=5Gj0HfYM|Fw;3z5&z8_m9cLLSTH88m8%aZqbseO(6WL
zG^KmbDN;!%y8pD<u1;b-gS&TFzH-h>3;)N-<=S(8zS09V)wLNxl&p(l{~mQ?{uuw-
zsp7Y;4JB(Kfzy3olyg2rF~HiA&cs3Et~Y%^FD~)8KV3`Y^CMu+-2SY6bwv6C!=6VC
zdk=0HvZ8eY?C$8=na<aV3s-l+SJ=)|vJn|{_EW|YrHVcQq40Fx4T{#FfieAy@ESfl
z2<JT8&jXIjCD)+~>E~$ixu3tJ?|LQ3mj}8=|JdXp#YDT+EPi#bONC8ABnO9?M9>k^
zuSCOyWS1_MY49|6gj)M`S3IOnWPW=IJz3SJ+Ef;8$gfDQ7S0nd4wlWYn494M$4-v%
zZJFIoz7}CY#|p`@w{2$QhyflG67Ez-=0(bcoi&gbsY0k)o2G7ssSyszw=5Muf<Yg6
zxY9LZFnE6i{VeR0q|H<{Vsh6U)`GM<&ANkWa=7by5om`+(C1BcH9Fo5A?qUV@C)#!
z3Vdh#EEMTtwWIrBuvxkH-nfB66l&@LVW-MBNF{b2mK7tHp++QR&-{<q$120t13`n)
zg>($ALC5v!K<|9Wm<9Y3HWF^Sk-6eUzti-o$M!{LfO7`CR;Fx=Wj59fN31iET)Yx2
zJ{&@2%4xOK+5h4`;ayPYtpWdGXEscT2ER7HJ1>1&sZp`xz5-n93ym&P=2?){Iw4#0
z=jDgoGIRp-@8snL+KEmWdxX_O!cLPW7i#gomnyxK>cf&9?-@rNrUU{Vfs7CibI@zS
z-l_@$sM|!#Nq5{3g2uK^8(qiH%opurXt`!tnR0#o;v_=rZY<Fpdpv&fbY@(Jbk<Ut
z->6=5SI<yD6<_dqM_3SMptH0)_d$@~9Ovf!BX)Z>`i21agEhhix5n+RvYB7pTI3NV
z7W=@iYl4And~gQ)w-ACAw=EnzX55&e#mAs)II~7~o{W)9z@f3EOKNnv>P0oEB$A~m
z?Y|q`YqRW%Q^QWWVQO)(_Hr<5UhrMxowaN#HScXEv?rpu22vR7*au^jJD=h&=Axyj
zMg8{=JxyP16TmAt!)8YI2!eMR@g_2W4hO<Y?1_LMV?ppD`2aOv+nK$C3ehEms4DAO
zEzF`~i`I~pf4?2~u1g&+u!5Ed3d*>`ed2(D6X4u9tFzmq$HEe+_nLii_Wk5gw7F!%
z)L|x-tI624GhQL<sTYK!!wZiH-F9KO-w1U+<$r|%;OHf03k{y}M$2n&Hm7l0E2_Iy
z`uj=Z3&FI{Nb22M4LtM3eSZk6TZSKNv=dDed8Sr~U9<Os@%v+aF7)0Q?^9Zr7`j~@
zSBR%4t<>hdgQgo`-gQv^nW1mPx=gD#7V#wH8=Aha<>LI#mpqh<kxUP$XOHvBB#su(
zc`uVjTW%qZ)~q^dF`9E?1R^8ujg2yV27-=<USHtn1+(Bg*}=sLKKUm%VKcT&?R?s_
zFLz$YrrHWS4?lPMBeZOzaLxu{<Oo|I^kXWffe02!tP`2mJma90{m<k1vGnFuxtbhV
zrxK+C;Sd+I%uCxX0fw{n&-?Gd!J?ByFL2-d4DR;YMDz9%sEgJ-ci=(Yg41pbSNGst
zj03MxY*9i3UHYa?Vwdc;R!Nf3M9rGkdAZcs|M@<Q`0hRX0Y(4ZvkY!H?K?N1quUyh
zTe%hc9%g^rLHhVzC_rJ7lMge_<`4muB>H{(1A75IKK}n_0q)Mm4j)Us1_DW)kZ<Wf
zz|Dp|fO)kS5YCnM-V_9=$?UNBXCtq46xzv@4J?E(z079Zva+Un@|WJVIa5r2N3|!n
zm;DFz>-ufn-o0x(osMSIlIfU*_kBd_ZMBPQh2D9vpX0+WGP*EI!_ZzpCL`i*ztd&R
zSX-H>OmiP?k4)2zUw!F1h`HVGrU401J=EOY%rFQDtolkcpINT$?XA0ctGpxn04NY<
z>xSY)hxyvY(6bURv|L0EKD|^)vr~CGo3EHlKW`UpShUfo_$J>kOiL~WoOuWtHxbmp
z0mx^n_=$TVD*dd#jjh<naD6j%r7)+pf@zY(vw6@#o($PemW3{=gt*PP^Q0P-_}r8=
zLF)=;P^z`{w0UyPFKe8WHLDUWExnhHsIWGq9WTtsqU!kePMJWd$$*w5<>^y|>t(x{
zo4D30<Q`0w78HRfMYZy>RH&IDhEPMgGhtIxL^{(ETZ)qj=SbRNwfY5<kjq@qD`@*!
zh9W6RscsbN4VDOLHS3>9@s8w~JZo}&;3V=2?~@s7^crII2~szbMOPzyGi~&S>li|c
zh0*ny+}(BYVQA<;k^8AS;S(puceV+`Nv}?U8&>jSj$$wo9rh(aoXV#hcCM1Q_z!VY
zC@ZFn#Ac}i{iL9f{KziDxyktbwpql0X~Q3>p$|Qm19qmy23{nOdi-Sf3t2lS%C6dN
z&o+?_H%@T^Nz(@iIE79nni%f7PPksd{!Vp@)oVm&K7I!ZunTWCAIF(gBvl=Jf2png
z$$1=8>)SSQmFOtpwqLsfb#$`B*DqxkW-4o4L-1VyZ;L*Q_<Sz0SS^+R8q|Dy+_Fz|
zd82uTuUAI4)3x;1kw883u{8C1YvBYnMf&YdrJ_ebC_0TdZ{pW|s*&WFsa{lxN3~(O
zJ5y9xQg;$sDdQQe*AuPRBE-a?RHI*wO3qailp2m!jtKqH5&vLJ)Gx0gn3!NO=O%Y5
zOK{n^e88>D!=Y?MEvnCIO6uYL>NkL2GF8#axw_%B%`0XmBV1>PJV0bkX3Vf^jo2U^
z6PB)iM84&Fc7mmbsbQKxBT`WAKa17+G5)d@)bU&cJST}kJ2!qv8SDPXsz7O}Qv+VT
z42~<m@8}1SpU+9p3z*9w%rud3Dn~x%zoVHiJ=km0b8nbTp5^?UNE=IhWT`b}_LXWr
zpg~$%Hb`PQcH*MV5|JzCPKS#(+C-dw-Fy&I^Wu*t)&psZ5#a3Mviz`qiso!j1QrWe
zy_Z_CfdlfA;HZsiP`Aq~vDKi$;3Ny80XSf%=bN2UbU#+%`khu{oo~$*;hp^U2=V!W
z5wP@`>3cWX9wPKj^*k~Ha{n3{3h8~F>9k_UPI%~!|CvP}7YIVIl~W<*UKDFxLs5}(
z$Z4F?gE?pmW=0x#gzZ$FJC2T5B8Sa(GPRTSetP5(MY1H;uFTIGfh7o*>=O1H()n-S
z48`s1qwIL=G&oY$w=#6lU^wY<h&B5KYH+!8iV<E@^LkSMW4fl|UMJ6|IzR*tu73Z3
zjP-;CbMx)87fJ=Ew7Yy5zLX(az4hGAHN)SFB=R<+24vef$52C_H3thW&7PUazxqZ`
zBPU5zagli(NE7VfJt~h0v6?$wKX_;VSjFl0{N%vR%kUlyk4yy+e2g&u+$(edq9<X-
zDGD%;pLJ~sR%fs|rAUdGh$=6cpz2^BR0`9G%r6+TmjZdi{H1Yjo|-)`CMz!A42KX}
zqcnI|c_1S~9(nbH478v^he)*4PW)ph-H{Ka<H;5c61P_R5G53IL?aN1uZK(luxvwf
zztX7vuGou|r5|f=5oK_CuOFrG$h~wB+Ro)7VNmVljgCAsEn95IW{Yo`q<{n*8W1p2
z)P4&?W#%V50s75bt&=^JG1J7F&+MCJWN6vOnOk&A?X;DWGo`>5B0~5?dqz3mLwV>g
zbm~nRN-;|`IWVZP7X8>U<LGdeE?&_dldTb1X!0hw{b4{8ZwkW-oP7Q??NGGU)@sdU
zaG8~YPUFmVyoN<Gr%kSWsB;3)6lrL5y`>6+#Ro@u8YyB~<gqdNC^gF#a&PDV#TZX`
zxp)r3`Sl*3iUK+^Ns<R<aG)O>aT_fytoCU$gqw~`A{>ROOvo#aMjl))bc|k+{Mmed
zRIiNkVLU(H_aFkZcjdJtNF8l%=9SZ|r1j;*6fi`#q5`GUQZ^B-0+ppUc?Tl}rL@gj
z*L+%Z<JMg|TD5zC>yusiEAG!Fwi%3Vpun)%sL6?l<Axat{O5$xF}eUfI!Z@H%Zd3g
zkPPPoS~<C%why=A*+zhR=y@)xPCM~;j%D1&aEUR5AQ1fth82?WRQg~^s$+mCWa38h
zp|WMNwZrd(H*-Hvz4PqFiC9l;*tj0FJ^QL_|5C{fq*9&E%JOi%AuEZNjE|fsGIv37
zwzfuC#+)5gu)3I3H8sG2AM0r=(k<9~JC2x&+_Eky$$r`-(axLE_$1SKr>Vc8x$Z5F
z1u3{BQJ704U$4cLwH~L<Y`xB;p%{CrJ$bH(cIhWE;BjZo%F0SUA2Vps&Ei}a2qN0a
zcBc40?y*InullHy7dH&DxjIfj*w5Zfny)-5t-t}vEWhjAPdy??`q$8{r7{QiWUw=J
zT^<8fHQOG3gs0wmMO=*yamb_+PsI+svPIN0q;k~<hQNd=9$TI00O3~M2CK6EsR<p)
zT(F2dtx8!-Lf1Un`mXcV+5&<><1(Mz@d_tmoB**>cI(aFinw3*_5d#B+y{4JWj_}x
zRfH0$fHO!ckf*?fSaI$=F4mB}c=^d){Z+~Aev-}Rc7r~L+T_NJ90g)uaGMGs0Z)`N
zqBVi3VoQp8$lBGbrd&_62~2P9kBbc9g&d)A_-Ea%SKzPSUyKRViJPaQojxi=`4Vdc
z>+wJR3_T>Z;VF()3s%1RO`aL&M>ZMcPG%2dPwU0uk0aw`-pb=gvqQfO@SSIw^AI~J
z=@h`#bqLrlPs-eQhiE`>R!?QW#~N-?!m^=1jiBwBvmGjw^rv#V*5j6!=Z!4P?p0>E
z4{l^|;pkr$=4zg#{>hCR7B--igErpKxBD)|3N}hScCUiEn#T^JCXT1)@*zYUSUBT$
z%)O_Q)f|Xyn%(AxOW84PYvktnJntx0?hd1#W5xAh?~8%0XGs+|#A#BRCmo9n_8J!(
zXis&){=oq5Q8gc1R$j8H{M4d3)N+EMy6ju=$FFTir{+`hrCrtqS8$+?3w>AqA877h
z0uC5b=eIl3nrwGjPH5hp@x+gq)0Mo~WvY<6AbFDi47-WuRI0PFuv80*Cs^RF<<Lzc
zcAV*Zi4&_D=&~mzYOQ&(v0+wW$V3Si#arl+FHyrzmI>^!%X_x~Y(k-q1L4;>KP3e*
z{hqxd&2m$`PmUY}4~QcMj2ey!fg2)`;OqXD!|)Z?&3Qc!wXM#L70GS*Z}9Xwq%Vi7
zj-R;xv})$9Dc{dErQ-zTP(SAfEj#d0MMxpBN_gsdr0iooJ3B<^UI=?ikp5v6cZWk8
z7b*_wOp1n1=Hu*o%1Q|mlc}@P5jR5TIh*$>Au1*-ah<%Ngp+7sjs?|km3bkj0^&aJ
zpzk}GS9P)6Qa<OTZJUN8{bGhdylIYZ^(v@5<I3yx2O*zcO74bahaZCY(2t2DPKH!x
zCs=xkRF~so4ovgDNa0{;2}G5z^C5<)K!QM6WLl4<WgRdGz@1dX=H45i+ZNIE_ia~Z
z(}J7d>9_nRayUiIacYqU0@-eKyspS4v88+e7Wd!%Nj|AT+w>}p&3c#gGQa0}E%ey1
zS(0WZRHqnhLVx$nHx%HKHRSIS(Qn$&oC-YvP6DycfZ;hX)0LT15{s1+lU=1pJ1FK5
zox&B#S}5#EaeIVC8uW*WVm!}$d?LLk|1{inp`s)0^>lrd&_lMH0}V6+4s|cow|_yq
zoQI%lwPogU1qlQMHXv|Q&{Bc8a(W@g?m%?kuSXXvL?!R_+||F`0J@zRV8DAukzd<m
z1IaG@m7!JSB=20H+oMsCl<uGa5TnfuQ6-r}NDp=(pl|+i4s_-cXaRa45>Bo`fA0-k
zcfmhf$Hj2umGPbg^AB0|&fPAMKcBfFY~aXKuHa)hF#}o}i-@D&cMOr_s3z$m+&8_|
z?49$23EkC!V1j3sYvdK2T8!@R%SSdo>P@5#$3<TJv!6C)=JEo}9#4_cQ`uD2Cs=!g
z*1WP#k8l@)MIGJDZHEL>JaKY}fbAGW@_~x{c^)^WXY-u?O;`GyZCoZF7kUsV3wKW4
zZ5_ZsNh^4@(f}7b!54WIB}2SE_=vktnQ~@C54sShUZ3PS3q4eC#^#9~ZBCwE5JPH_
zd_3eVW=bbplj^B}^8;Hg+a#vfG#aD{KZHDgeo*R!u~mZ4?$^9el=n^+<-_yE1PY*s
zk&Zz8ohjZwx|G^#sq8rc_DDoh8+9546KN=-bf5wofWE;u9Sg=!rk`e?({)m_i$j_T
zOlD!pFIR)D{G}}d<O5n5hD~Qkfk*a-eJPL$3nK9G_291X6-3owa?Mcl3#wNC;yjFJ
zx7-(AlV;pXM<{v3S-l`%lTE^;&-#EKNK;Zuff5uk-7)wPL$Xcl_1J&cmBzjn;;Uml
zVl6!`_MHV{P}FRL!*BK!guW+@P!L6z)R@OKc%QLRXT6Y?;QQU@p7JEDJ8h{f(EsR{
zKYZBe*#&|(5S`^#`>ZPkz$=<gU3Y4P&3jAz6~(us<2KBi>BM9+fjo1=Q7E_=DNO)?
z`Jqltr|Xdmf>ytm(oLQ2+`!F_c;IN@Wj3KO<ie3FBoyHLP>Ir0$g5}9P@IOY#=!gY
z1nJ=lV63ni*YclT`RUsrdM1BER<XxspL8|9Q5kV*CR15&ETdMk+Suu+C!t`)a%5Z^
z;7wGvYpk*j0re{4;+#>b#4=A~CK?P^zg(EjyiLGs28vaPfxtt+b*XwBG+=#xMi;>|
z&{jMMO2VX(GRq(YIGDaPw{xVh9uvNS;BYaYKCfIcZn~V`+UJ=!ib5xxRVcCQ2J?pT
zEGG??d$Vl!d&AK8(K~WYN(D>Dglckxsu{_uR59neOOzEU6b2gkbb&oVJwe_;y3nnQ
zkbq;z`L1IS-g{xGNv+ew)*R&{Kfwvi@eORCZoV3`z?{r3TnJ01NW7AJt$5WWI^^l{
zyqyr+h~7-djT`!2YjY0BAw#|`&lw_!OVk>-b-U!Kw13dM=N@rl9_+BaD#%1yUtA`h
zS*k8oi*WtLfp~@Tqg%J(X4rk>1jUc~epq65!`+Rbb?wvi%&UJ!H}k?=+xjZpBPSt;
z&x^zqL^FzV!hPKe)Y9C&W-uOQIdDyG@prlmmfJ^1xl*iq@1>jmVe0M2ixid7=ttGD
z+a`0$xyXDq9OKUWsQX+iHi*vqzIslwuKDSq4}`6!PiIe&^^PYO!g^QGO(4xlQJm|%
z@!>$AM5rZ`h0;iwqg96d?v+imqvgdpt0I-lTTkU+Hd&^zgmBuhh&77{+gO<inD<<x
z`+vSY%4<+;khra4bKYuU09l=-2~GxrM;Up((mc4J3qsbKQj@NQaf5z05f^2}il{RK
zjlwEuQIWwAYjKrfi_rIOX$|;9EZbg8K)zsnb?PemD45dYlaDluM(zv$0%yim>S?Ja
zIzqy@X-+daixs|zA})lFBFWbs&-U>t9`4B=V_oRexyR-vP&RW-aFTh$Y_ywr!id>v
z#d$wuCzI>Rw2rc1Gp~I~U%A`YiZ*EYb;9r_SKQ!}>~md*bc5&D&fcN-ehQaMev)p#
z)+|;5+&1O(;)}Cdw&OuCl#?agZH$G(^kciT<Oz>PySK6=hi|%aPR!Eg=#!7~`5Ty)
zc1SjmHf1wVhT?85O;$TcOt9`kn_a1yLZO5Kp(;MZOh9vim8|Q`B02Go<p?6)M}7na
zA@(PajCX2rXF}m9@BapT&B9F|m~liknVWHewZU<u-@U#avnbGH=hQ7aUv@e+%Mkb0
zOB%BrO@d$@w1mzSi{)RePHLOy=?Y3jPGUpO!Vh50k0!J<e`z3p^bW^F)f*Nz*c+6w
zLa6Fs-x$Mmtlaam0J32i<(0gSf`4HS#zg$4K@%UZ&u})bcxO!?!RzEZYd;U0)1E%X
z-fod}$g%S$+q0zpDCA70FWk=?qD@%mChI!%mwlY8+8k7%bp+z~*a3d<YCtf!q}4pG
zQfpXm{E@Yc^6mq+_XA(zP;TS`TJ?H<`z7&*Ryow141k2+k~nFGJix~y;p&xvIvF0V
zwXE*v+@!!SXAqlazKF8CfH0Db7ygYrk6xcCC(fA&byukIV1t)bn+v8!kn$9dk<3Ra
z8$O~C&AC5W3WVL&NLMMmKUD;uh_WBP0NDpyTkRZ4rZN#E%kL|#R8k(w`CpsR))@$J
zTJZG>M9BfqxbSvQtEg-J-n2=?&d++WlJ+`pxfpP2=6Af(>J5u0hzq&0nzEK+oyk86
zGL_Gp3Na&WHmk2pvDN%-%(RXd4A7-d&t7C4cl+WMbsclbn<HETE%e*~#4U?MtnfbF
zd&RCV$0cXxbo3|Ruh(bU5vAxP+AEVK3)6|rhk>(8;};k-^FhtRto+S<PXY)WBKrMq
zzzm<y=^Xq`|GcWXtaS(=A9JoHEdr@BfKHy5naq^6tWN&tgr_^OL{B1|%UL7pjqzJZ
z*fHblIZ*l{S-Uoe*1e?t-5S~vcpg)?s`V`Ev$}ee9W={}g6t+{SE47IHfpqO6Gv|A
zUt3jvZ`+PZBza}YL2;#akm-lJYsrc>@lj>NkBPsiaZRh?hc)*jRshgUXMkMQ3h}Si
zX@X{qHd-xr?{kOVx0ldj41+D7!37V5NzWYP1u>PrLr^daKAxsVfFNSCEyH%wA{iJ9
z%@`}7Zd^QyD)L%s;6d)Gf_p>XnUX=%)07=ZWi9vMMTNy>B?;KDSA;-MF%3_RcA>M+
z$@5C7)X#A#%Q2Z*el8o>lAupwJsUkm+bf$zgTUx*4X=^;WO9igPY4KMC6j~1f5G&`
z1{XD4b7=*9%>VPw?N#i2jgN9lfH|I^n5)mLK|zJV9R5-6hnHXXh(9w9_EHaM(yW?Y
ze&Ku^>HJw{dQ#xX`Kil|Pdex@`vVW-K#keVQ>}Oi1RJ6t@a<~I5A9Ay8_654$_2D1
z!e{y_(ctOKf6-x%qW4t$_f=wB;9N$W)6Tt>43h#2gsiPVev_*)I+xhv#33Ihi}Un;
zD^l+}?9#zP=QCTjU&P;OiKM71+_slkKo4ncce_&kZg^>$w{!3(-`N;9l%m8>WflzU
zMP=fy6E&#*qQb%SI#3kI{G3(HC8Lp6zUtAsxlK=Lkfd9uf({)C_YH(eoWwYXc;G3Z
zseX`poQT^8+I#PN)wp3BqiOfrvoxjA?STvutaE2by|u@yN@b!nzZyK2)<A>JVI8u<
zmF{IGo6izj&|G$deaIFkD^FhG6RennO~S;G_))50hZ|%4<Fk?2Ba7@0?@8})TMIv@
zL<0~*k5P|2QAPVE*1+xxcGd!b!pMisypwKDy$BYd%3u;J7_P`G=j%<9OeZpfgBqH1
z9Hl<nWJJ7>1*1cndUIXxEHEL=-Jq*ew|-(YVyI`B-&997GG()m(|rfqRiK|V4^OWv
zHHiQnx{LqF9LNn;Pf(Z+P5WGhc*HkSg$>+z`IBL23B*>}{`U)K5%J;r@gh`Rhva2n
z)X2cx$v@0|#YM!^x}ie#yT78R)er?4m4vg*OM?Nj<E|E03mGOzMzQ2nnI~g>-d5^O
zd+qW7<VT&4&iSp|(i}RiLB5_+6+%Z<2O<qzQU^tCk%MMu_y!0xW$J3yUBMfEt-ucz
z_w0CkMT9$VlldZG`(^ljY%Fouz>F?YV@4E6U^z3<ioKw3GHbsjGt3P^I%R3fNr&eM
z`ANeST2#299L)ynz=~6(gu*`O6lbrD{W~sKkv*|odY|m$%2{*jZEEv5!#P*3$CfVm
zRbZsaHK%d^!J|JW(9A}G2Tg{qTvcpr0rm^FohOyghi{K>7q$b0wc$@Xxp2?lF}6TI
z^VFEtJ~o(MbMhc=+zOo~KX1Oee{==v-2g{(AlXDDbM2cVEh5o$I}%qFxA|m;^uY4B
z+a@o#G;JnY36Ouou~ZHG#+yk0_yf$|Z5Bo!!nL$SN8C{lRM;o>f1_wo#M~BtQ}xBo
ztau)6euh2Z{@)y>`aI6v_L>wJ_xjxv{`o{y8nCD6N}Nq4T|NMiI5XauKZJbcN#vAq
zW@x0i`{9TAeywgDIj^)0zheAY4$;Faj?5R(&~Tp()=DRDhZ<&E?L=Ef%oCaBGKpKX
zX|H`>FDNq<P4PgbTv4&A<(9O34i;d1gDL{#;|gV@GiE`+Xhd4hY<Rf+;qgr{C&G!^
zTIoqyy&FaaKNF7_DU|H+HZ<o(VDP`nHlMu_{U>4PKC2d++SFj08_&GY0Dgb;`1EZv
zD3V=1>d6O;crW~KG_&R-uO9UIsw9$fDE-bpjSve(+_BtYZ)M(vA~Q<TlzVJ@5U6^J
zCAT|nCS<DTU^45Rb=%=|K76rgdN#Z)B0-`e`=g=T1{;by`64JPjP^Yrx887~S2&vB
zJ&p{WM&HZ;b&`z8LsENTa?jO_fyG<XdpNy&SMQ?-@9{5<XAdYNxZT--+^eSi3jYpY
z)HT9FxR&2V+Kq88X3w8F?2pL0j?j3YPEy0Sp9gEE4G-vhLSYo%IZiXxgOqzMthHMZ
z>L#8}=uAZBHJ7Kt=Yc96J+B`x416d<0liQ==d*MHU`_O7YB+o$9UspQ^YH6hBd+I`
z+0)mCp{)o6lfN;1M#X*CI5L=RDDH#`0(Tg1*LlFZi4|eP)LNYOL=v&b)@Y1K<eN?$
z=gilV`5>@p0Hn&by_HSf02i0ruVC-|*%z&i32^b(WatMxMn+BS^y|}CiBDfEHdDiw
z`cMLiv|nro3KN0@EurTk_4CUSsvwQ{SxD45CA^pY?snTUdN|LMZ;h$_4sDEuB`?}d
zdu8Ml#%$BDk8?Y}dLBJCW(_TvS3n)!CK3xkpO()%t=(TAATWV`k5l)A^<36-&x2v2
zskPy+pOORV>k?MIqjI<&0Apt^S%&zT+!hANMX#bLcZQ#RxgkD4E!Q|4UiZ{$URcFy
zc#hfWTaF=L^j)8k!n)jNYb<|xF{oK?N42QgZYYD}qc#I_`0g>-`+OL*F@Pqa>^@bh
zL8vql;YwN;?9yqAT{_=y&tyqft*XI=6lpHU)dqvNc@ZUy8f5padhD92kl$R>Hs9YZ
zB^q=Mz9=!CC@4s<1ygENexG*b?vgi?F1{l)io1=v7J0}0N;0s_=}`AfV{Z$MuJJQj
zjcK&j)Y`%^bzbPTeRJb1{LYt6qis(h(u7`RJ>0U%stoj7l|H9C-gj?+&Nb&s=q-J-
zuCBExv;5x@Ic524e((9V1SWT?8v13l1@+}?824^2j*OQ*9&i~JHaYDXw<#%djE^nf
z!w561-UD+)<b#qezv9)Pp2}aO^SwJd_|QT<K8?TyU5bZ?shzbZ!Vy!>_MQ*dN)^cy
zWWJkjgNIovxDa-*D6N!DUC0ftp1&7)vOfm&{16^}^~Oxt&c9)$B^n<-5BR%ceW+T2
zz=m&SAw&oaLmZE6leGo#&SQL)21*#H+$gCL(qwJ~1!nR8H%Y+@o(Y1LJlz+cCwhL9
z3X?ARGo;c=_Y9SPuOt7%?DX_f%D*y+Fqx7%S%&jph9__GN9rwr9~CPCn~m;EKLdM_
zlgJm#ng6PW2-zC{IiKem`dWbV`7>soaTxVl2MD<sC;LB<;CSz(x}ObPZH?-EXVA+z
zom38yMWg{%asUE+>6lByVCv+0HG9iCOY?r9&v{wb`ey9#>c6)(>%w`;0PRyiGH>&x
z)`PnRP*{ekOguG3j3-s!1I}7n&pP%6d)2{&dg&XUZRmT1FNO~9YJK9!!bz+7uNbU_
zrnVqv+iM;F#uZ$~=c}DS15}}Z36>2*xSCCXhSp0Mq4^yMlyOkD?Z%pG2m(wv1g}<|
ze!(&|E=QzF#!Q33X@}EVSF7LRYN|yO-MA@d0o<JVZ%xg!YTD!bw6SoF%UKe!7u5^w
z_}_t|Y9azMpTSvkO07mk-+i6wNxpOYiR}cKfCjN0fH+aW3J(1JE0i=5qDp-KI00mc
z&%9ez#>V;Y+wwKDUOK%|<poDx@qQAc1d~c;@oqS;CL7N%69YxeH8g{c&{NQF!7f<M
zV)@_c(Le3b*GU(rZotHSczx)&pt6aDNdtdxFg1E4oRa>2Y#?wfIcx^G4{_cI8v}~f
zb+KLuN;a2|swpq5`JagRug{P7Jp`+DH&)GhoH%P+{Q`8QK^<FYJywT4jHzl{BTe{v
zDHd*cSB3xh#O;mWMz{L;P1X+ck5A6Qd!wy%L}pXnBpS8t+cqB{$4@_fE_#COUxCs_
zT3zHdNj+Wikb`@NZ)E1_*~tgLukCW8u{OOjqstO{CeXQCZ24K%eIjA%od=+Vk!6sg
zO5~7nCXGhyy^MY@k2|d5`GA-&|2PHW>c+aBT1_4w-!2=b)Ah2`P8{BOPm8Cg9mK9$
zr@<2qdAo}E{L*WoL;STDM?#N%Kdn&Mb$U-VVK8(H6~-xm8f9WCU4CA}|9XHc5;`n6
zp$?{Zzoz9YJ2X9wYg0N;R<{U5l|QH#D^kUfG+3)kEKHE<?)W3`wZSQL|NmJ4vB&=|
zYp6Sa;Za9{d4ukk?r6RKRD-dvV0aQaUD|#4uU3zsNv$UN{Lu=V&}g}`6{*1En~u@c
zEZ~>jT2LpQ1<|kLC&q0FtI+`|8p+ev)c&X4RIQ?ud7UQRoq<D8;TE8e4Z2yQ8T61q
zby70aWW)O#{g=Si1%Ag!HF5%FU2vyr4tG;~RO2Mx$$OVax6D0utCj7WmF`G2Z$43*
zquc{^ZW}QG?b1ZFY?=I|&Vi|eyGLBWr<<M^i&mNkKDm9HTK5PWa+&jZbDHFEX~)$#
z?HZ&Y6(|;#bnukiR!!Ot4i4skW~fJEFxfI$f=g|z2l|L3KtV%-DO|rut;%e-Nj4fw
z{a{#1wHY~d+Rwdub*Nc%u!iVDVoguSANUn=-&bq-I+>kXY+OCPuKG~b?U>LS%v>Y(
zxS#dnBg2eZ$l|d_WMiGR%77}?Sa7jMwSmnvw<3d!aikXyKDv`%PCmA@smKriT2tgn
z#6U3V@miG>jwJjV`VDt<p^H9z$V<rf4<5}Y=$*2j%>uIrSHGZMfv13uC8ehi%6;Vy
znd<Wh^VS%Pu9ZgY_c8N|?Y~M&x|V3tvHN#Q*Pn&sQOREL%Pf2!$#2kOYR#yiW&A}(
z5J%$?k)wHp9L8g!@ea?BW`EPT@3~0z{qmPUXfsUMZc7T9w!cmOh8|^Mhz{KyFX+s(
z>Rd;5XkcKy;oEk&jMm{s&0PC=XMV=_vGeZ$aBZsC!9f-*mBL3A{=dn8*H-l<37j%`
zElP)aL7oQGu+!$2k3HWB;g~%bL}2V^s6BD^I(T=jC#ackZ<li2HP7elVDFJ`5J~kF
z8$>B#U3-SGee<!Mo2B|hF;U@+#t%X!<=xMG(pt0y{$!n*PF@5Sir{()PU+);YE49?
z<VV?cs@)GCcRwrX9-X$0G0WK!g$7UyP0{wwF7(5eWKXynSOj}?^J*6_EO&=o&M`5b
zlubB*ry^81$))9?2d|&j;e*_64XIyKDkDFL8l<zxHTY)f-%yE^MafZxZq_@+<<}J5
z?TC_s>;oWnY{Vr*GEa)|wYbIf6*!Q(PT4Ewx4)bnW=!W4Xx8u5zRuu<!$Fi}iJVwx
zhVF_Tx;IDEDICUDJaBcYcp%lA9GQqRXeXpeWYiLv39!DTUCxDjnFH&tBy)fI<`$%u
zmlJW-6*amB*BsdQsP1&a2RJ0WF2dqMl_<-oZr0(yI<{q2>;#_3rAo#pdS20UA?RxC
z`iwh_E@g(a(l2a}1X^KHXP=&2y*$Oib>Dxle^L@cgN}^CQseKiqFhE4k?5enn8)Xv
z)@|2pBlsGJ7gKimbuBuloc5D9eCcT?sn3YPpL#1A;*4dQWXD$-aY(DIp&!!m(phaD
zczb5ty0s}M5c*`X+>4>th#EHMeaM3>urM)6Lh+Iq&wM4D28Q^%l{OV25!ODrQaY;}
zf9a1ZQWpm5Pu-Cdgq7wt=;P@{i$4_VjoXVWIOiJhpZkFF?+R**(2p{XETPFpl(3^*
zskarI_6dSSGv!cNkTbA~)BcI>Q1bq}?t$t!yjamoKP)&8bv6_01iJ+*%K&QKgj~1J
zxqd0zm{2S2r7bE(VCu`u?BxQH*4-S3?7c+7PM`3bGeleP_e4nw+VXdXEA_5jW7cg@
zG$-*%MM{sqgtiqCsHXUdhqPDp5k7=OllbrkMFq~q5yj5ur{LMkJed%}*411HuJhaw
zO>nmU#NF$~FV=JGFg#?i+n9yXOXa`fo~4q482@&=nHA(JUqlp9FZ+z6gm0tJYFz>}
zQ5v7~c_i+4)ITnseOJUoFq1Ni$8AZoh4m(enQG6~MBrK6xvcZX?@Kg(7PJyZ`T|)O
zKKPce01BK$H3)uy68m6=X)k{rFS(JHd2PGEUOFLo-MvplLQW*Ga@B<l@2A)!{)LYu
zztON&WzQmWTNql`U8~W{uX2a|USz=4&1QB0H$#w`upU!9U4gUEYt=!q_-wLRf$QyY
zDsoDD>qbBi!CMG_3olTv(XXDgG`cG{kl(L%eg@S~hrrQ<+=-_wuZ;IDQQsw2T4Zr|
zK}9it+Vz}$P4E?QB4gj{35~g%uI-Gp>8d;{hA@PlJAm}pQ!2^=uA?LNAp$Ab_*gq%
zUmuzU&wGo9Dpelh@=NuL5p}=6*~FVs&fge8gsZZgs`f`5yFPF30+v<JZbQ|Irzy)7
z``Mbrl&bM#I;_A#QQ$g!SH$a77s>RgYpL5tY$hviKjh}r#nC6ctNvL>gpkRzug>sa
z8_|0NWb@FZPq>s$n)w>c>4Fg8O_<o{Waqt2$zic@=#m*d8BfycVK10O<W&JP051Gv
z#Py_TyH<kl6RNrS!AlzmH9E`tpo3Va5})@G)89fBrQ)xhbMqVKS*=A`kq(Pftf76x
zUIsVi93Px(Pf}%LMk&tX%JJ!<ObkyRwzEq_w97IQ!P-u2C(+QUpo9HtLiG&;=_a+1
za<)t80wF&#e|&U2axdi)-7jsbXu***`WCk@ea}#FTzh5NRqcO_#9hDWdyE&;F#KLj
z4fel7$^%QYzG2ysY)=otZoC<U))jXc?^?PIp@_|UbBpre+)0x>#+FVXVxm6Ha^WG5
zNF?UD@g)t4DHBU}OH$zd{`teMHmUQa_U^~SG13#$xLZ;ZQmYW~`L2HQUhlO%x{6)B
zHqNqW#mF-IpyfK*`CvWinIws{`=^`@1QYx@nb>FcKGlVP!)mC9hyB4Q^e64EzxsiI
zb_ya<42<}&Nq@WoYco$vOxDaKS3rG5z#6#?vEs&oa`wkXQ|}-*(U~P-^PxD#-&zh5
z=~JN-u8>$BP?8|`UidX4E?JkB%o8p9P1tHrXiRVdrAh$pOZcMxd60yK<s+3zRu<&g
z-+-LMh}uF|mwXXq0sEM*th>{=I>?d!-!?iE7>vRew00XPO>t~I6K1?Y?7g}M&@8Kg
z>?K`47$Im|X>rL={X}gC-#_t3`06unUe3<Fda2St6K>b_A^ACNUlm~q!4C?Yiy{7f
z(BJwn0&osO{OJX&()njs!hqXYD7*c}$H8mzrb#+>uad>Vpx8mdwsIi@HY^lgA7LXF
zyvIqj!C0QC?RQxM<|w0|cx0Zq=Ox!6K`efg-!jK)@5(kleL=<%Dh?l9&71xG4yhKo
zp?f3^4O)(&bYyJK*#&-)sSggAk7P{Y-(bGzUJrK=!qzZZ>fxXSCN@mI;XoG}oFEYU
z+wd)23$R*KM1Q)AcztipazBYZo|}ATk(+{yk&5>l#Yv>3b5Lh~EF9f_bY#!N6lSZw
zv|bVO?D@cse0_IuozOtA>t48cink549wgblyz4pG%uDk6wuLaBDfB_bZ9U!-qsOnl
z?t)s?I>8+7mxN{MloG=RnY&NRxpwJXyr;I-vYz=M*^=<HegrZ5yrcqZofJu;_vYq~
z+qRSe6#uQ(z@oCkG}Id|&(wxKvIu2H6$U9)G85UV0_kVl-lRIoTP_c)3sd5{c2fry
zY7@=rvVAH_tiM(a^!_A|ETW`sr?z&f{hGgE^pY8Tco*}!x~nx$9J%*bDc(C`0RxYm
zj5CZj&bQSZ@Uc(-0Mm@s_qt8^mU<1@SZ5_oT{6|?{Iz~kC%^sriyz!f114wGsZy?3
z`h?bIWk_NzlipWE3SQpK>~yMi>`fBCkIpV1n&svZt~SBz&&Lms<TmSDWIlKD*STyE
zv&pPL4GQjJT!Z4yXxbg+PW#G_w`1bjXDMuH8J1~`zhQnrO~-qZp}!<x@ULZ^H1@(#
z4~z9>t`dE_-!$|fyVw$WJZw3wW%rqsSee=pM12TRzeg|a-Gu2jo;rOqv1;#=7uFRV
z&n;VAV{$hsDJ~KC?eSgXn*{Ek6W4_XJejBC{3aQ+#4jzBjmTY&#gcZ^&$tkYnBZ=H
zQ+DU@w5Gxyy?}>TI70-w5v+Y?v&Z0qm!G12p=EkW$IC}G?OALxPQTXHadu`S+&j<6
zq-kK`JP7DN9W#+pzqbV|C><9#G%?&C8;(2*8e5q{Kiz(v`>`H}ByoN$yNO#6PetSc
z``D1Q2h&a)@k{@_FTPMqxjTMCVf!Kg9V)dpzIy$*3kAF>JwS<+L>@nxS=Vlv&}s$X
zxy|`0lduvmyTAJuWTenSwLC;M1x0d!j#O4l!AG7~S8*@e!Typ5n-uCqd`YjtvmXMI
zo(L*?<6#{mLhGm!x9K<!H;+vE|K>s>zn(C;+05?_&Ilfb4`gHT6Wb)la!K`J{OxZv
zYts3R81`{K6b158>~T_l@xbsCDXc7CWX$nz^i0+rdDzP&w1(czl(ofMnB(#n`dzK;
z0Z6uXI=|dB{tW-kPh&l&z41D>jM0<rpav}kWD-+t??$Ma9AyVmBMTC|pWhzIPflMn
z&$2k6KKY0xr0wrklWltFcM6H%1xjE3IkMQXH7pO)tdlULcRxiLK~2NFv>lY2XZWdr
zj(Yd9ULo$)+$@x6k9X-9*d4FSfq=7SmvmI%U}Y0hRhy!!M#)_3Y_dz|Mm$yw$u#G9
zxFCv>1YyPsL+%UGqrZH8RFNGycM2~#&w(&&24KA$sjr^Tu#IE_`y{TfxWg;<NX}xm
zYwaH9zE{Uk-W%Qh{2lbqu_?35D^5|QGH3aoX@V~+lm-<|^63i%YHiMo87|o!R-s=r
zv&)m9%1|S(*NhTI*f~N5%x+jUgGlk4r}5wD{B-Cbk_CK`oWg{Af%4yKgxh~>zQ_K>
zYnHK}5z}v&DG6I_|48=roJYG@uSwoeqbrZS@{b1nm&8I57MEMR%^mQN1<Q2|mGx8A
z9~-}vHI&K!qv;#ND((8dvu!uICfhY>vTfV8U6XCwuF0Mz+ctNTcJAHR{T|P!`qb{&
z>pa)`asBalK~oY_IK*T*X5Ymc9b|7$HM8PDdwuK-H<QqMkjhM;h&<f11<GtGsP8BD
ziYZk7vOJqANppp<2MDTY^%b*7s!cZ&NRgSnzF*fFMs$>JU-l*}{Y6sK^(f-_XugQN
zEGhd&5&e^sSNT7hV#1*p*wHbK6X(0njwr@)BX6L0{^zf{!{sy$FB&fBZ1d8C_z&Q2
zcg5kSxTp||gU&`MUg_4>Rf7CL+2;Bw-9QQ`y@1ez#SG-Bkk?~w+LOGqYlGd7;JuCn
zm~PTXNV398sUrK}Jh+>CrN0xIsIv03ss5r0+R#_-tXzL5!r@hW1q+;{Fk|^rl*@>c
zgt$?u<@u5EwmO24VRn@V`dfT=V+B5{ON*TMHreasd%Zh4L6-bk$dZEqS1I20gGhuC
zCW`Hj|LQi-tF`vU!D5OLOyPm<d*~o)_55qVU#{gQ%he*j<r10yjzf(M#GT#mjTm$&
zi%x2GgzeXE+$3FQ!RN8f;FB&L-b;ynaNzS%DbfizAYcy6xEC&a8T9P^<gwU?d&pn7
zLCz9$8F>*2*JL%8+YMBc&5-@8uQ1k)&xPRNtCd9P1WPY`32}PFqtPm2AO)Mrqwl(0
zw_`J|ZXaq}pW)_433`T29|=6ir!zB1AjjHqq#Ue~LyP+1BCzxa*OJcv%{*XFVu+JZ
zydZ54y+_pfqn$Xa<+=|J2<npUjdiEe%q!b=ULq!!H9&#B+E9mJA@sS4N)?4MKZfFF
zl}uP*`V;%<qu?b4L*CV>mX;|EB_k{~*x{=OYbY6=)&TJmci$}HWSC_}`{%-TK=xF1
zeiMe0z9YjmvS3M@D#H9y<}8v%y)#fkp}_abGhj$fetvKA17X7GHX3+-)e{v5us5GI
zZkvomTAa#n&}x^sy_1pN3U>`NHma(}t?$d&BH{t0SO_E|j~rU48kK*8IvPnmv?_;A
zU;dJN&8c4%aB5gZ%td;KhigRcENY+>!;59Jo|-;-WSzf_TTTWFGTosPgM0domN!;9
z0_A90?>w8RnH4F>5)scM*@1`IiiYRcVzt`zo#ss=?I~Dl1Vvc2`T#apq0xgL&=g2I
zTKp3541NTph}2tF>I6ZiImCeP(dkb*!@Hkk-u(;REP<o)F^YaZdz-~lSPp?otbVC)
zt_+Cvz0!9#5nx|vexfpXYPF4gRD3@UW5TF}&`v_%g@75JewEyS^qXlSn%wVTC87ii
zal`}uBbaeLO$Lo^7JFR8+Rh>d_1bfnan*dD+F@P1PM_W&FhSoQ=lCd!TxI#F<9V2B
z-IDOpQ8aA4Q7b*56&S*X=XdCj5$&j~Jul(ASriy|Jh1f=Glt^zX+O~iSrt2XtK9w@
zv?ZR}$@fY7O(QVKerxfPC&Pr7rim58neQ`O2t1CBxomjk`_T*a>|Fq`hGY0_Scx2_
zVXJD5oOeNeH?0Huv`K{SKQXUkk(QmP&CT)gYGXk|6WF0whCh@zpFn4;&OEMk_TDD%
z#Trh$UtP)PKr=G-l5%_D<%`qxD<d4_g)}a4EVV(HS0RoWorPOH%UH;xJRwagP>%Cy
z(s{kQPmFyB485mu)6dB5i~0nBZ~ddnfj}jEMQI%v)s*pA0&Uxc-^$qQqdX^mFhuF5
z4_si36t6Q*K{6Pgv$^h=_rC1RA$S04A*W(Zr6dhXN<Lt%)<>HeLy)m2aL?Lc%n^t7
z!8r2i#z2I(Lf9N<xFu^w!MJ&qE$l*Pt+xVr=yG4^cF^=i5;s_S9tu_f!wwVL@Sc@^
z(!JK$m({)^_C*jqG{qa^lyu_gC|!N|Q59@=ChRc!BFn^PsKu2i#dGLwJw}2rP3x8^
zmGF%OpiAA0c3T3VXS&Tzbc4O+OgP1Zi2o`+{zJyiY7qupp2a4Fs^RkCXYNOH2wb!H
z!!p|;D_h&?RLhb4LnL@i0V*)4!>Gt)WgNtxci%N`TMW&fV%|ZOg!r8KP-wko>9zPD
z81U9mjV&Jhd&SRngNYb-boigvG3<qEF}vwc?I9Hg8TGg`-ANcYOd7fWs+K&(ha>p$
z9}H}kR=5X3=qabEbAqkZR1+J{FQfp|j{lf~i6gDllGaOtcGkNvHFIRi(KERw3p`s(
zAlo%H!I?BRkt47Qmjast0WC-*4yt{!w+3C`lElXu%@M;`(w};Zu+*+WKO^$zH`ar2
zlTWx4;Xx4cCa-`^m4a#wK6*h?_;h5^bRb;lrzOjCII_S`-OCKRT@%a%($`otmfzy+
zX00b_oFOqANAc1~y{fykR@Q(I9=iQxM0vwhWUcf?fZ5xIXgMYVZ`rF$G3iVxu(&E*
z^!BoVPADK`wH@Rh){)GzLgDq}sv~Bq`P7|4M|w^|IW_=sWEGgUUJFgkqC0%c*aLJo
zNaN9z)GC|mj6BIi2P|>u$K;<@I{iO#l7$6Hu4Z>I={37RuM86><j+YAT14{5Yo^+I
zm#&flBPsX_)_^JaFi5?-)6n1TLLQI*ebFguOFp<K4Z5{F=Ti?^t?>o5U7re$>q~^(
zi1oUZ(w&VP({9De@&Wnf?DEjBUKu~Az7fn@+#&U}O>L`Y3aDbny|~V<Kq{&C!N7I8
zr;vq4n`(PDmH04<frdqRAnxep^kg@rL-RI0oWm}rUHFJt_5csb(Y1^~&oNFNvF@9l
z=ja5M2Izk-5P~%^mglGz(qa)-DJ2z>VK=_u4FZk9g&7VqHr@;@at4~JX@0*NK1mZD
zI%CbAV8?2x!|dtedWP2!8N1FNj~=)ESvFU+#KK~QtnV!H$86dXc{}T2UTW87;q+*r
z<V%s&J2|5pVQ+Q7d<T*X3Ox{4O{_>Zi)%-BA2^*BqN(W}OMwwSyVF3Mm&uD<yz+@a
zD=7vC;?r9HjAo5W&^z}HMjMlEX6FfRdJXS32nRo}#!Z$9fGO+2)Fik@V$Y4W5i=-j
zJpnHRu%;}XqDp#ByeTrF+v8g4-%d*4j5cqNY8Kksbh%ZA9zDM+2vB_FpE}c6Gijg6
z^XT0*@6|JxR(unjJ36wubK%g>vtH`3IkU^K+C)D=MybD?emjHEZC8e*fA20FOvHMc
z-|-OUufD`%7nx_`bgWOSzsU0y4Yg;u_8rv#$z<I^PqplvVlXtk-^4bOrAp`5hUXkL
zes6UMyXG%O$bdIRk$WhWc3g{*`v;K8WwF9!=9F3?M|>_IZ4EzV@2a-*{v!(}DQtv0
z@sm^D{jT*})TQvc5|@=SE9Uwpo<03(J$NO)uGjf$LTCt9;x%`zNY1BhD^3g+HCXs#
z#$v>Y*%Jwr%&vGM(-9lE^>p^WSlgs!atib_uiGm#-?2%L7;;(^jEP=kuVMW){(-F=
zAD)_6AiD?s`tH~H65z-gdWf^-S99c_aE!T-cVbald-2h!wAK_%NZT4w&lJ4$N)eiI
z7Z*~`l)~#MrHO#A;s+fn@L+i!g^k-6ouUEpdDmRJP&RD`(uNp*OF9o(pKn?gxF((a
zy6+hU{sBPmegUU0WM5?*>Zu775}d<V=H{7_L@`+*)*_vB9Ru3O7eoY`TFN1vSbwnM
zsm!oF-Mmn5c2MCd7oQ{98hDNGj^2ukev2#fPjE}%%+}c=4m^igoUvrr*U!9aLn<nP
z<g&l<&n1VFEBM$4yhA1l9i*}}+rx{p7~7CoC~qe2v=%K5gFtU+#B0Lmr>l$cUpI*l
zaM0N&?Q4l3I%R^=I+Xu$bE24Gkb7i=WF5RxC|4C-OHGNoT)KLpMD6eRixf6NxSIAZ
zbv74P08tKL+8PnGSHUBkQgyh68en??9q21tEHG738g_Z3CRdQ*oziFq3OGnp7Eeq&
z+n~c{kqz&a`=-&nEknZYv9C&B=q>3ZBhYI^qh8hcnk;b0Gtj*J3u3p5_Jkj@I#Ld>
z*lhOzCxoHK3ms(Vij$w_xI%UytilQtQ|Mnetc7}i#Fl<k#zFQW$BK|B(42bndIhd)
zZdGO;HsLG@f7KiT6QF_I2Q<*o*@<#>KXw_XB!^-ewQIl7e1W1bD?1687#35HfOY$g
zIiw!I<|9(X(H-o?Wx(VO3?Apt6n?e)1sCa>Se+6FDG<>mIsY|WV34c^aNA7~c$F0K
zmBa{TD`nIPO=EdHVGrlL45RNzPIgw(@_Xoq2cK{J{875Qhz22aY?%oohOq{_B{P~1
zTsOF%|70eL;JwFw5#vngKiD3enezl?;uLeiT3}f~mIognKeS4=3txno2e9cZ^7_Wt
zWJPY8qF+T^P<;y@rUxwZH$MKaz=QY1Vp}}JgB#p-*Mz<GRjT$#VoA{f&RA?$$i_c_
zwBSY%vC~q+jD<1;O_LI7xm7rp4yta5tih4V&Pl;t{n2dGCM){}?&98(_HBnQO3Hsq
zWU@XF051Lg48)IexO6t^kJq`M8eJ7xHl-#p`l7(Lwe2`b!e5;5gnS!JZlVXzTFSz5
z02;pvu7nKg_Gf&l8hUW1cB6K&aCo{SRgKwgX`nz{*h-7oT}-RJ1tc&3w!);gz4LcL
zYQk)^-sTUIW@dp3XG;Cxv}tE5Ym;Cx>$I?{`VTT(cmNxW=Lu3V#O12uN)|T21HD94
zPMxRPT-x?pV#{je|3*xS($V-%GbCEV)U0;#-~6e4DVb+nDDaGikvlYkgK*bcu~)O#
zR}}l0AHSk1%bq{vbhJn7(PWZ(*7q5|MgObs@ZT}KF1E$?c!Eq?4kGz~vLD6|rWQGc
zKa#kS5vd^pArap2>&WE)$)e8~Up(7J{qzxbnGG0JZSbi%qyZ7ImIKoY3kwRo1Vqb@
zX|R-(L#=t3UW3inuIx#NJFb5lJrYjC<kFe~(jv&;94=d?@xaET#YGd(LZnb3aq5aJ
zE`7eS?^=qL-;&s08-kXw?uW%3P3>nam_BUFnhnSc__X>TTt0m^>OD-N-TF*4S(5^u
zjvP8o$0Y-~p#j{<NHMY4e5{QSy?IVtVWZ?fGlg*`^;U8Uj!k=Cu9pktR(i;suF7ie
zW!3EJ$&!K&2D6heIb}5wFW#E8XBBwbPClGkCOEQn_U8K|^>oKcCQ@eMNM2*S8`mSu
z;Y%m7XYn+C%W>Tv+_co743u3svXtg7k90d2*{*|U=Lo$D!GRC|w4#<<WMIZ**xa+1
z-`<O>=eb%tURc;kU7J9#+kBbjdBThT=_&uJB@QVV`=Du1{<4wL>p&s^?nQ8$>fs0n
z^C@RGyx)?^WAU?LoRbUwvw5leo6r7ojOxt99*h#Nc0|=TZcR*_&g!J3nOvucldIU?
zkDs6a+V|>xOKa?!-6U+aI(ClDxF!yI%;D9FEsaTx3@JFS^ir0zK!$@?$kPnz9k7FH
zQxIXPYNVYEL#W*~obdO-?J3nx%UZE==e5YF8);n=Y;uSw==Yp0Kj0|`Y0zYS`qfTe
zPiII7mXcPb)X28E4KO2&>g)nboZ_$9?BhUl8VFqq?)Ed=Us{Ne_YHMif{fI07@h2X
zx%IbrLm%ZPixcM<sv2l@cYoW>1LytuAr}6%HqG1aQ?Yv6Dbm=l*Rnm~uSqwE^)Pc|
zt|N1_n$_Rfr`v`t<qHs8kBr|!$*9!k=0CxXbv+hc_Rav}#z_`C<5-&n`&Fw{_T{az
zDwSJgjrvxWVlcz_70|BR!+Xe+E+=3X(}Q!EAZd)oN2ydeQ@UYEGLQqfQ>N`#v)X>B
zw}(FP4#$opJmNjLhR)6EqctmBU5?{*XD)4-(NPn4$2P5vZ--gZCd?W9CKk~5(+Yx7
z1=8<MW%OSK$UadNpn84+hUC~cmC1EBpE8p`P{=0ZN(wLyL^Q_ghw)cK$93zKzY!wQ
zjl%SaNS-eC{8nhJQh^!*kR_qj=i0?fSQ34<iZ{2+m#~n!vdva>HRj4${!AON2huC%
zoY>gxAJkCV3oTQluoa;peb;bvr}VtfF^8`Oc_2%0_k!~~C;&${V2}mL=`OAY=ozkq
z{q}!Z0B~FX?)*WPMuFizL1FVZuG4LJNuyW2QT`mL%Soue!!^a6R>x*)cqmQ&8GB8*
zRM&Z*dH`9&6wqG2h;Ifd!@JVF(4&e!*lx47xc27k{lel=+zr@jFKVxbTw7>ZLy8C<
zg$a<o|731D@3qj;jo+z|C}#0*Cr@qg{$#|L%IJ5i7%D6KfG${}lWk>3V$cx%7LM<U
zw>7VyB1GUUBTT}W^2xuer03qXy1Vo^0Q8GpOvHI6lR+_2Ij0h2`qkb(jL95n_1IYh
zXjQZp@|Un!jh4~+z*K%O{$^;ZOFpM?C^}%yO;_%N6%p`YI@s{($O796Lf`xj7Rk*g
zZ4vbfB2u=iPeSf(Z^0L(Bc?3R3B@&+OlY?2ovMvpY#*C34sTn1b35lt{&hgwsc{#h
ze_}CJEf8DLL}N$z*_SuB)UWmW%vxS8BV1JN@Zp7(N;L9?37+s*JR`+ff<GTZv1`KV
zHz()ISj;j5f!i8Q_*Qp-5D;3%kgOtA>AuF!e&Qt-p}c^5!0v_yIH1>G=5E4QOvzPq
zn^s_^@k0d~ke@fdcbBg?jSD7g8pwV*XBP$19@}}b?z&m*fqeQ42H>@oF5;5fH8>Yg
zkR_DNTwpL5@=MIUEZiMwb=?VXOmRUR);ix;S4kgWe^|J`Mhkks%6EG9(RBEak;E(*
z9B-wbosvGI<b25XDuh-1hD?*`{GdB$fm+CPC0~rP23I;DjiUX_R+8rZ@fdBoZl~V&
z{XARN@z1-2ruib^_dvk6u$IJpxXvG>2!rmP^fLN4)i);veN5g@j)OS|-FZ{g!zMcP
zlHcGF9iP_utGU76{1e8Fq)3oC0ACO?fD*fo6p?~@+T*3ci&(h19r!>$X`lMH>=eX;
zw`P;SQ(&GXlKao9oVa?&_C$9>vLU`CEG=A4V_eWL+4Tyf(66C{L#@d39C-ZD;K0X|
z58wQ_?!q!}Mg^F}K{T~&DXrMbwdTB;P{OIQuxM3m^*5t)1kbV!5NcpGwf+Ln`3|kv
z^Ie*<$UAC$Kbw#W&|A=V$RYN{3c@I{X|{UxmQ&7w)A1gabvlS<pFYK8nAWg;!#Dc<
zrjzBSvn63cO^2MA<u(QeR9Y<)5B>p4o8R=}0L98YUjmD`=7=5;>`yEYS;G=O=A?g1
z6U6tDzLck)a*rNJ2bL$`mRW8e0>Qoic1mC!5q~)9;|TnVF)KjaydKW-4>`HmWZNz0
zAZEBmm4u@S-DwW_*eg-){AVzlh<-EMWUu9yVK(~L$p1;5Y4ipE{=K)s9`V3gMBE4S
zq>g7vt@qNA1!fp5QHr6&cw8)u0_PYO`qhmA+GO;N8lu&Gz?2!pDqZi1j01*JIsEX1
zZqFw<D)KI`TRvtfLP)<DwEU%;K^X;aUV@sMuURqMGph_Z<Rl?JF*6E~@;ZChwBsk1
zXB2qI2hqE^XarUm{FJ^~xwR1OKNl<-VYFo?PhRfrFFy;>yQ1LXXt-_17T1;oJ=;sA
z-;LsSXkI_>2gcN=(p)mLDTp*!M9(DG`+@{wY9QJ1A<?e!*gx35e|tO%DZ;G~dNUv~
zB2U<Iax8z_Cjx1CO30weyTWL~MK!XoAEdJiU&_fV8z+admO|&{LC}HJSFtZN9&&$&
znMn5Ydl%@04-I9$vB_o1TiV-+(h(axrPmsyS#y)~f07@v<lu_^-`9I*buT&H+fQD*
z)pVj)CWd4%W#5M3!%+|({uu%Jpu-!_gmU~)L(66qI&Y{aR_Z2VCl#}EiiRX=i_rQk
zTB$KY#EHoL*ErWUAU6N5yy3(SvN&1Uy#=oKT?^CUmC|i8dfD~@p-;?G8pABP)7w#=
z4`s;+as&|WU*cJW16(X(Q8agI1-cXb&TW%v@=-j5FL1lMvaOb!b<XK^#4IBz8QQ8g
zufXZSZCAQ{Z(M~=c3tbLLgG;}YOZ0#bV`CXt+zfLuPXOL<v~N8Kz%;(_>*u?$~Vx>
zm-$o-A{-a?6t?BfcA-WS2mpoeViCif9pBCVeDLyL8V_P8QzyVfL_C1*KJQJJZtWO8
zY2G1}A~VX4TnOiHcL&4%h?+8zg4GEIG<F+fBJ-a&ef|1re8(XnhS<|Av#`KrBw|6N
zs~>X@GIV^S2**i6XTv~_#92}H!*GPm=WUe9+&5;;Xb44!aVi?A;UDwD(0*%$x|uAm
zCG6(9gY1q{7aqR4(U}}#_v>%i`%e8s2uOVL4A%*iL?Jyy5X^HRv6XwLB+Ba#`F1yI
zy$+tqZ2r;cF>Z}Uca0~naWyr~YJsm#I!N_ckaRAso+_`KHYX?;OpI{z2uQHkH8eVd
zlTTS-@KrRai2l)FSMl*g4nbrUD)~iHJa1}!7DC>6S`*`(ve1BfpQ8ll@DgG&#RDu*
zr_*ZHx|?Y>0+s|M6;wory>ivhA@FTb8W+Li8}DG+uEO)_nav^*Ae0DPFWqFt$nysW
zUAb}K`A9$to4mD;TWxrr8HNWXQDuiDWv{NnKM_A$z2N{bMoh}LeZ0$#;y8C!iGQZq
z+`QrDsLrhDeP}y|*2U#OYci#}xqJ83k;O?<LK$)Om?6}xB49-CB+wHBrUbVVr3T_R
zxC*NcoA8m&2bm83(XTiEBfjv2b3@fPR$!VEQkbXX4D?r5=@{ooHCXRe?EF4K52g2e
z;1{4d_(ne1f_P|;Ta+kWnsh}jkKF5lJ6lijRUZA;)5y;ygaZlc1N{^+ll9+sQAw+N
znL$@aDH{(TLbzXfZc3SoEpm5eNe<~xk{EF|F2xFCl8N~I(yr4cjtWT2oKBDK$xlz9
zg@JWo+$*1bJPr8A1dcHDvBs*U*-cvcNb?^)BPuLAC$XvKVrv#({6#TWAqLZH4)5Z!
z-CqE!v)_a(cIEibqhQFS^Nl_R1J%TRF8X+Y7?mCd**Q?bl18sdNyQk$6YS6IDqL8_
z0<VWCNDhdWNX<e61|Ks4ho+xETaqu~mBSj$74SM6M(pBzq`hDCI33xIhzk^zf<awI
zBB=8=Pcs^?7rWN=jL@ZxJN2C?_Z|Mc5Ly}}=GJxv%~6$rWtURm)di`(I~&#9yBJ%q
zynyxBh=);7^qL@Mkg#UuH^0Lx5s=yWKA^Iu9`^4WPU>Kyhnmr5hq8gjSO6~78MWL>
zs@xKTJ{<^eE>I_ZgG=q!tIicx^ldHVf=Uw?HQLMs(bZB66#lFSnu5v~K!ME=3DIyN
zlw={WQOjD2=2fU=A~qlfo{Ea}mAh^~yn{-ezo$*7M253Npfu|Efj4)+SUW_EqgNBb
z#f2lOv4w}k%wlF$&#$)w{rtBlbgV;4y@yLhOd3d%0s=hCIYEZFsFi4O;3{Z#6~cJ_
zq!Aq3@|AUG<VBtQFT6V5AdB^gCCfP)hW+0-p04!o`=e;`{^%!P6BZ9^4>$eEBJ<xs
zBPym{17~*p8~3V>I-4j7L6(_P5$4cxCwUSY=+B#=o3kCg{^6(J66{<T(%I<X5EI+}
zIZ#?dz!sO++O{*k!uZxyi~3dO)oAg|GcC*oSB>hR1jxTMw|z6G+Kbkt%<1qB1Y=KF
z+`3nnF!+r8`WULgqRBh2>wUd9gf{$2S9WC&_uA5$w7{6qnqBMHR8lp+m?mV4lc{~?
zrrm7KNQV?8#YY%yME{Swf+*V#qw9!-7yxuY7&;jzL$a14M~78$I^yB|W<O`{mHOA~
z2)d4c1|lD(SxRe~=#@_y`xm}9<}hqvXSk1dcxmm1ZVjg$<<?Upxo|(wlpWsu9(^?!
z<c?`#Vw6f~SOxN&GfbbKdfRTL_b_<v?LX*E%@eHDy94W|uOfLGut)fzjpx5cCCUm-
z7VkdwM~tKhcg!Ro#jZB2S(}d%NBuPgIOo^e54{c|{9%dceYw-^BiXIsw%%sj8=h80
zOx>zZ(%-PiP>(&U+Xu@uWjFNKVlDYZe>gXh8^hbZt>wjF<AOe;sS^F<EoP<BCayb@
zdvcu3{E;8Z*RxwLoE;BhJm+fj-oM>3Hjt9AyHShXIO5<M2(8=Bn-g2CZDYNQ9VyJ5
zq_*tsIFKN$?z#yn$t+6^rRSPsGN$J^`v@zH@&4W~Z;9asN(-_dhD`mi)oR%(;{ojF
zHGGHFTJ0!AifEMpS6tX=&P2W>w05}o*v9A6V+VMRc5{N1TEvYhy;ez`jUwZQZm#p@
z*cMm6j5xQ^aOYcgB)mA^T&UPwqUmR6gIOU=uhh?U7H%XS|BoS=OtzaIRQX>!dKBwQ
z`}XB(0#FWL$@0q1q{DEuI$}~#mL^#R4I+<vyR>k6PHhLBsy*)2{l03qC8QO*xatPr
z^3%PfngUQi)1IzL+8Luf;mOGYn*&fd23HvAUjxZP$?TsEtLX#f7Xt<>SruSDl8=*T
zu;3mv^w9YKiasS>*?ZJp=?bJ@;|X91eR1aOQ@r6AQnR|J12;NqR^S}EC<OnKmJ-kz
zD>V&WU`VzR#E(OJKuBhiKHsuMfSjqf93Nq(2Cy+j5cn;!Go{~azKI`1lM0xa+30Vy
zT$TL7h#NXuk2y9EiBn&<4qjgYNj1vNrX4`kz}E^6?wvB9tpO5*LCgL^+PuBGZJ%5E
z<cj?1A!f?ZMh0-5oF<V7r8eZJo9mCxcL>_Y#vl5s>j;_IDiLxcF!>dAk2z}UZci6?
zbYZI5_G3h&eVuz{$I1TF<<NpSy0+VbIZb6CL70qRit@+PqR5I7Pwok1yzaf~EPTMb
z>!3fXEK{c(Tfon#s(UepPL;cGW*M7THT382d$>Z9c2aC4D*Y%Wows~r8ANyP{-^qY
zwj+cX5P-a$6ADMO!hjc{OunG)QBG{IwnqOW<#de?N?YO5>10!?>uv=`IR+}S*`yvs
zgr6^xHRv5P1u#FZqm0YIxj~Q%-Jos#mH?;DnMu@kbN9=$H)qe{{L-s{@n`C3R&m*x
zh&lVwb`R3G!bAn>`+alv6PP1Fyw5h^mgV_f(>?+PAo&Y_Y{Jr-z|+>?sd4UWWHF@S
zz2)f3Z<Y2zMO3-y<VP%Jx-Tt%UyE4CinxBdB@0oGITHxR=GOSv?ABl{X<S3wymx_A
z`}9`RP1L43KZ2$;X)M%FCtvL7fmZG87{-vT=@3kd^IG)t9Nm3IS<x%Ns0+|4xBG|d
zgsA6-DFf`yd-4IzF2cN5syv3|aQptrCMC0A4bQdO;y4ugBuF-6k4|IS_Aj4afy>zS
z^`%#H+(x#$@HGMfxD>DeiNkz4J3oMf#cUkLjrlYgLAbOkHopzDVm}=ZfD(^?;UQE~
zWq)De^B^{)o7&;_r)36M+@;VTqcduU!I`|qE;%I)@Xcyy&Nd}|`pWGY<rKB|LxtSO
z%s|-_d8E&ITxSE8rX%V*lyp|D4(-NwK}SJV1(L0&M3a$9p)DauB`$FY3s+hwED}8_
zRLM|!hOi;0k5lZgd&r4;;+udDone1enV)e=es^0B&pXN5jzT23h2O4R1^cU;EsSa!
zRypug6cJ&wg=NiOCglnQ;|>OAAQogNsS1Q7&<VkUciQuG?giyBJOP;R|EQ!R$JyqF
ze+~&6w$YI+^y9H7#R`>JZP06fw7;>=1-`4X1k~=`7sw{`QKtPbyl7>eGU9@zpNCP!
zX-qNo7V=-_=)-ph9?_;l1CmK)A1UI;qLk(M=~}xxe9H+k6~WuBVO^&YNdHMY4!LfS
zWfC$4<Gw138lxU8$dH<y5fB|HTcw-no72@*Q-bppu)AM$47aj(_EeCh(eutbnx^7f
zEcXTp4n81C)tM1j8L_wLBRCvd_7QBc)?b0Lwm4pi6!EPvIMCcvEK2L)UM`=>SN<~@
zV@!TdyyW)IW)NQ0cxLHpU0{vyAJh_8r!QWHf!Rs*y68}d(x3k{zWB7D-+XHthj4(L
z4jxfI_d27uc(shkPo_CAf#kp6kZ#Umc>*C+$EP8T4mAdCYkKX;VvdKd4b@VA%`TwG
z^N&J>bS^4@ye}mpD{OJS6)puy7ni-0H?00ogQ$~_o0%pCn$3f7ORW2afg!79P^xq~
z^K!p<qpE@;IB|AJU;rdu^KrA{vBl?IRrSa9^qgk0c%w;-&H&zzv6B_^OaC|<bMKNe
zAi9{2f4<fGhX_B4WRkKH+<emH91MQMGJ`6|AoG{VDmm5BZMRDJ8C%-AimmM;$Vx56
zQp`4ok|B--K;wYh`%%li>jGv|6DJl=rt6h(;%``9eupcUPa;9mYO)GzYa$D;T5jvH
zJd6mCV&YNn`YwzqenAMG!2BpQlStNiqA@yAaHhK{>_@rvS$Kf^MIGJEK)2M1i=&5q
zaII<g^Viv;Ju=-udmi$=h@KcLQJy+eB;w*}XTQaLfQbI~Yag^33sel`0Hj?5u_C1p
zeo95xrKDt<6#@ch4VUZ&-~KZ`pXoTY!I}n*)EemUP=m9~vp%U=4_b*YscmZI=HM7O
zaghuH%mnSKFja2-Y&e!si3AIPUV>yU=fM$U_5z;Zab9uBNFsc<fs#%4<rl^XmoQZN
zm6zHZmxKKS#3Yk25biiM1lHIO4@BaB6r`-aHEp-H4=r;`*>un_Gj%wpYCe3vm$}(c
zbc@)YU0{UGhb6N-D{-Yd{?8VMqnxbV4G`|W$n$Ke)JowNy+2@^_=KFWWp0DvCyS@E
z;kvrk9ea<Ok5B6bjoqZi3emk${l(<I>#)JK<yP~bNC09n=y81A^PnXmUFKBkXaPCA
z%9(77{il7-y%0Nh*FG>}J|)4D>%EtfORK~-vxm+iSA}BPXe=(R)Ow}fC-Ty!swZu4
zoR9v5mSMw<XZd}I_uIb;io4G5|E6rewA*wZu_v#z2W)S!1ZkxY*xk(#>F65EY6Gr|
zZX5H#8=VCUcdjJOV8rI0zi-+al(g$~&MYv{x{ZAuKZ3x5?1n&k&!qTYeNg@UOJLl8
zAn}FvxOOwlkKxfq$}l@SkMB0{J$8?9H_7h_WnvvyYD^B9^*#(u(}2c%Z!)>yQ{{H*
zULnHo72$qcJcuSpRfRaJ$g(HqepHSykXPM3<a9SV--a?w)M@w>JH=lQ3W?lfNIMFJ
zZJ*`n7|km<;0SN}(UX3N1c{P>VDG<_87HU;v!m6fW7NI2%o`Bn(f0C#F3J;Oh}^p^
z#p62cq}Mjt)j5<*K5G0+YI?<R-lfr>mY@`$P2>Krj!25^q<X_z`!^iH*KXYo-P>_o
zsyq_hDarH!LBke0f+NLWSqh-gz)Rzu*~jh<c!nW;Rjr(Xo(P!(Jp1`0en<M#qJ=HF
z5EF}fn(hG17n2oBsUSSYzb_-nX;}_{=MMiQ#u1T5pBx;Xb}_zAwYPVh(d?(uYynC|
zkH+ouWOC>6b<dW-^Hv7-y~0Dqb%ATo$={q_Z^?RX8jx6tG%%D6p1YAprh3n5s?|HQ
z?K8FppB*9!T;1;K1*g4q)q@ecT?;YamN6fVK~09*Qc|h}B@Im+X+WH2y_Y$ftejUz
zENwEmA_HXe)ebg8ZKy3w(Ef&guE@uHe?AT22e?B$J1>gK<zgRf#Zr3i21*45dWIHm
zn|9SdP@sCDusrrG;5oAAZfzm{nZ+Nxca%|V!z>N61t?7k%($6lsVveEEFX=1GlqVH
zl+Uj3y2Ck^PGzExymUx)>uObe$Vqcxygq#lkQ>6$(hrfM^&S%VA)i**<*k3`V8l`i
z%|%RXSZs1n=;qG%m26mu&#v9%)+QJ8qo6UqZ{K#@0dxk){1#x!Ou(<`0$y^3j|xF&
zQemM6Z{BE*xNH@)RG>3;bB%nKAB|!|{r(MQOfmEJmo4L<ry%_aZ21@#tmSYd(f+EU
z<-@q$p}xFin-10845tH)#VX2TL~A-(9dyxQ?7;cdZ^r-P8}(4_!*mQ0-Tl>>0>ir=
zUk{2lv+kFMdgPsNLM6{I;FB1CC{y*>OC!{ofLFdvt&Y|a8`Zr(^b1Vb@Iod%FjlxL
zt1HW_3!LoP$f@LVs-lor-u<&m%SDVVi}1QkJDiR`F;RxYPjdojb)$5tZH1y*+XlM<
z@cCXpZ-+_wA>J#P(&e)KrGok&U6URC74M!?;=y(ovM(xACWLYyv%;%TMx5+=mU1(G
z;rR(OHzd~EG`WESlTA|2TNCBVEe9c1L7)aMCC(x(RTR*uiU{f?uXKI4QtLJKZ8Xa>
z9r319_U_M@SBvsPs5;Z-pP9_fdruQ>2zxOzFc>2K4gi#%*A)R$a79}B$*5X7qxs3!
zKREb#yi^6{p5GcSPvab7G4H;o@fOzoAftiV|Bo4cUf~Pq*?ocT3(rsoHJG|y?qj}y
zrqM3E3L7dgng;aV|Fk6-(zl)$(Cbh)M!oUl34F}6CX?Y?PTy8>w4E#K_0Iour;VDj
zR?=ZB*WP*9El7QvH3dLfTpNvaSq4N4Ii!<!>vfnxLfan2pa`VUS^rUs=RcHC(4hMQ
zi;siMrZ;c6h2Kv+L*Ngg4L?*^`eW_B8DC6W649?dx8ytX$iEd@8!{#ycN-vUN5P~o
z?0ll-?0j*$o}!k|9s7vULV-f|tq~a-a0)rduH|N$fm#NK^@4nd9MeXJ44Ir-=~dhX
z^;+<iHKF#LA&kcgS-IIdmG#(54&y14o)&ZAEv(L%jp&tp2f||6hvu9QejYbM_>(1%
zn<2K?G<j+6j$_JA_J1a)Yb}#<YLx9E_{rd)wF-qV$)|&<r(;&PW?u^eG?a9{zua`d
zIQUkrG<xJsPS~L;VE^j`gWd=K`(v%^P;daNh0P369i#+gZS|~X@+@oj#E%&*iI3V|
zQWj)Z;NOTb0>uxM^fw*a0T}P*Rg^bP4NQ53U6=GRJ@236Y132L4KGvVqlf*@%sTIf
z#Dk2U{|SEFxEXQ-?IM{3&3(-s=+*6y0lBF=IK956y5WWN|KIo<6a{Bq07VF{YCrf?
z%O&Hxyt#!*#}w6T>ztZrEaeu0n=b?0)69;40`ivsV02ziwpU=V7@$Mcck9nDP|^X>
z4!Qd%=;)OFo_;QpmQiSIfsAboo#Ee)H#@UgBx7{l7tq}v+0Id9Io>htD;hh2K<24D
z!yh6=-9Sk=JYF4Dty=F>L1|O=T!C?CnQ55z-)`)`-Ga{}o5RH+T0@jZ{7$RLlY)q0
zp`WvL)-<l+{+VNk5W9PM+#v9=L3xJ`#MATXv_m97OgfDKZF0LR$qGBMPb<hr4z=JN
zG5;Y7mGIm{EM^9?!zV$oId2OJ8!j$fESaK%>*(<%LnC6tW>e<q$LxX$zl9sgMep74
z!=8BdwP8H{u7p+BLMo9>xP!gcf|CU=0>?Pv-zfU+hg|>Bh7|E@&;FugS0Z3Aklmzp
zv3$g(&@A~N96Pxse(@LScE9IPjF`wyk*(S?e7@guPB-$vNL4mJiN?{<6Ft$eh=QPG
zOSi%OE8@*t@^}H7Tt4N?Q@<H#)~Q2u?Pg-4-Hr~E-Zf4Ek9tbZ>8`)+_oCiWvl+tX
zEFPJUpli;OiOK%h1?TYqbW_$$9`&X^(dK@2rwf6!Cy>N{JH($1{NBU8VM=3j<ENDb
zDDrSKgb&{bNf^Q(?WF<T-CAuC-F@Hi1y!6sy)F8Z9o*dUW#8n6u6=$6fT#X)58RHC
z=W48;b;d^;l!TPEa(tsoJ4R)(42V+t^Re#j&0?EhTrP9BVKeAWLr;!><FK+uxfVFE
z-IS5-bFUq0&U+4Nkw^Z*!8u&c7;=Xo8RW^fM~vRr!oEC@EZ{xL;`OWC3J)u84huDM
zuq3a)_j8lS*Yh3e8D=j3FAMVLL3sr+V$ZLY9X|&}VMW)O(enEX>LfIL!A3eB+Bw;z
zt&QUeahXn^rh}xw47&!GFS5QT=H%r07*H$q6X0J4N`{=f3crF{LZG&fS5SY6zi(mr
zg1IqoC|PJ@?XGI?qn8P9L5Wx6qL8>Li)){Wdbqf4rqV)(hnVf0jGq#0jZ38J+j0$y
zu=VegcxIoPG>5Z1*#=iG-#Y!1zNU{3QUsZwh&MX9f~FN-8Q&;dY{f*Io%J09`uc&4
zyH?=k4cun@@Tso^*t%nAD29J4NnW3=kjkf3)YRe99TRhTWYJ|8?=0JqXF(T}xmtht
z@Tgi?I|LdTjpOrnH9p726!@`=-v@Y}YT@X0NZnn;#=P7&SCFDWz!MgOdz`WRWvbh5
zw^1yfSSd!6>T+`%UFjmjC|&4Y?JQ5dUG`7^;`RETm!1QwYDxQ@o-$C69CRDdbQD?E
z=BLIINH3jXm=1%NMjlP1wz}q-jsRISyH++HVZaNW%Bt{bT_|(x#x|L`mGp}<n0ze~
zEaX)rCg-r{gMB3)BA5)Tq4@-oT_rNFkB&F1>V8Zw@I#qg=ZA8f1h907LjnEAR9DW7
z9U~lFRLOO;>B+4z{r>`iL{{iw<b&8}piCghF>B~2H32Yrp3*{lZZYDs>N#&zO?<>_
z*1K4PdyW(*s~EZSLjDT=v}so#iyr4jy46RHaQmhp`L?>=?vBuM;-7pr7~Pc0;t*qE
zU)FN4gbSjx(DP?x#-9_brIxld6jL;)WP86yV?N@N?Ma%ENZ*^y7Q(LnY^fsHfmF)3
zX|{}s%Yc;}SgW-z?24VN!NhBh6sfI|6QE&P;jI^f&mWu&3~I$iH9K^UcQKcLS?4r!
z<CwQc^vM@K0QM+e8Y>)s19XK!O9BC?|73>#KE`vWEIpS(Xr?}yyC-_C!(PTfykzkM
zqpb46dPXz$Nais|I?U8G{&gqpv`^g)z%HUM@CwS~>Azk`${E;a%9!8>wA0xCWdSIv
zs-FeeE#MUi^+7#p0eNLZ8m-?lP8UR$y`mOI{CfKf#;3{9(kLT|Tvpe12*2>0cQEz!
zmD=PR%R*4?&TMV+YM%w;s^T5?&T;k-BgN*O@KlQN1z=#}7R2@H`>UbsJ|m5W7Z^D>
z{Sdv_s#pnCek#%z4+m)mpXb*<H>q-F?3#tWP@tQAmfkr93t=ESNTwTt#olzhJoblM
zxm!CgEkm#FGHBm<=2)wy;BMMvNLw$Ski70jhYhr=aCfe0w-8p!PV^#2EVUGz_yZf=
zCuOH{xo<)PzF~zdOvEhfQi<-Z9|-MG(N1ZmF2m(}ixmrabT6J-Ir#oS=lwe)7b+Y^
z;j|eVQ}AgUwf*=Xdj=upqqYn-Vb|IA@G5QqJ7Zm=vnwD}p3G>)`BU(1Oux}_R%eRI
zA+#t*10$Ny+jIMVN;rW0MG$We9(>W_yT>vjsD9!ye;$*|ah}89z4xyyIWKO9rioNo
ztmW1t{K2T|lDkBfvty^>dHE}eG^(d}{(l|9e<vzAWT7d91x20*<vV^lm<hu(K5Kd>
zW`pjaWo5#=+F9(kRV+CCTm$VgW!8jq8~r&1NcdtjG9Q_*zqPTj{E}G@ITm7nkcKQc
zXZw5KUg!);U$dBoP-j~Z!o7+4(kyio?drJ{fsQ-qx<Q2>l;MY~ZdCutND9QyjK?!$
z{NoV@O5MboWshvpN+akyuo+e{5u~j}q%fhfoZh1!-5x#L=qIZJ9m!sAqJ?7_naI`?
zO(QSlL^WaS`So0vUelbh>SM8U1`}@o(ccC1Gu;iSBr7M~6SCo4q}Sc|Zps@rbh|)I
zJ$L&kO@mf^)}gP=jm^B72JWyh>y|uAM{S6_A^kudG5zbeOgla?57oi^h}q<fFNQ-J
zTtBHoQepL`V!4F{gqDg<SK|4<>$mC#6ka!^7{~t}^I2EXPgIj8((R9M2M!|b1McL3
zIlVeM`^hzwlLj4h#3@_PD$-lz6znW26L)DtX`w$Scxa!L-8R&jt+wt_S#lVWB8F)z
zdfmY<S3mO-3Iz5cfw`uvF0B^0|B)-`3fl;riYI@*Iha5l3=_i^pzAECn)tl&poN*q
zrs}#)93vS>r_W5_Ko?5ikk<2DOFrI-SeB}w>L_$fiP2axqy0;GE57}=Mx#G$J~v#q
zh!iLa{{b}URiEoTMgD?h#e<ONZ10V#I}ZGD&W^`#;Dd1n9)YwdZrb=;PN`qhX$Jng
zDb#C>&c2Nviw&0FyZ9oiIbvR(!ucOJyy0>PdT{s1$Cu4&VzRzka&P|tK8j%_7CeMV
zTbP6hva)zEL!O~3!~!JSgBcvJ(^(vKTLbd>N3^}>&j_+gB6-#s$WNHuvvV2HX7A9W
z>wR<80?rTKg>PpaNLhq-bS&yC*$Dl*0G|zFYw!D~H!Ui*9mAG5G6r4>Nd*8$0eVeD
zO>NRc8r!?OyeXX`vfLqPWO@|cj#`EF59El4eR+?SPj>GYVY87lG5>~C7U$o^wF_0a
z!j3+GbZ2;7C3RR?O;9qylBA;RQHWv+m2x;@_#hHX_^Y0h#M4v3A5zb)>u5RyJM^{d
zl1sno0Kyuy!N!2}Kp~51NVPOE%eS{agGHl1NPn#z{XuP@k9gku`{;)SU_4PB9qq#V
zHSt7<s_|Ok(yx6W*Kk2b7|&i4N-3JtzqS}x+|t!|04QtnMu;8gyY(SDsyhi4izEB_
z+;8Dek+ud8as3CE^5T+s^5w6+0`Xd1no^g%lI|tL3M%CxwauN66A^E6HA0a41j4ux
z9LpmmMu&=iS6E2M1QPL0uOK7s(iERUi+PFJgv$i}J$9%M?K&pbf8E>6UQv54j0DT^
z@_}-TahJY#mem|kbwq{f>~HfHA6=1ACB*<PvMbwOBvCD_ArF?Kxyb8eAD`C!uVR-+
z#~@}?qTuEbiqRL^TiiW4MNNE=mAMESEQKrxvu*@hw)v=^bRwF1Xz@@Tra3~2uII=x
z6@h?0&H&F)qy4yK8WNzV=K1#w0^mazsGbCeC|H>HXMU|4)<Z2Px_J=HNW0%`bH)4U
zWLsw67~ffC=$S5NgCLj|cPeM)9_sc3Very+`}#pBSNoo`W2*u#r_W~qpIh4X;}q-b
z&G3dD$Yqbt(4&2~WvJc|qJY+fQ5xs&THffF)_wSnb86eZ0?F^!TRxb`D<FHAFVWNg
ziGD()xn|3o_3mf6xPv%JRWThrQ3lDMV6#T=<yTeOySNETIV^Y3D)90Pp86N`h_^H-
z-_O+C&>SlYFg_m$OMf21T2N?zZv<I6V$xjGutv6Jh0Pa*Xok>fn?&e+(}xzhW(T7S
zB!zZj(B;4K2b~zIqsJXh7bAAreRs4XknVRBCCOP%c_iG+_CVJG;O3q1yhFL)>kLI?
z`(zxvOPur8vpy%-ht_=~nE3_hsai+hsj(%--Dw8tgbkHgtsND7zk_MgPqpSynRu;4
zgozL$hZ9+|l?ZA(u4_VZ1DbQv#{gjc5PDkV1Z=^>nrC7IfZ$jGed7n7>AJ6i-g}gm
zn(x3b%R1L`V78nzz+6SjN+gL~FQ$@KM)?O?BK5Z@=tpvcfEWYiJ@SQ|prC~^F)Om(
zjPu@dxrU0H$2Zg2M0m<9e~X!{#g$WUFAO$I!2Jx}rT!)3F7T(RcvYX(=wUpG^xG^Z
zX@ye6z%lyT@LCt6@D9?6-+TGv*}!-Wl;)S#-Q4a6&3UJBNgLsGZfI5}YOv8y?<Pzw
zTswA-Y_!49lCM(`pD(mJSB7<KKm><Y#pdLMKuIawRTla^@_tZ)g==7MwAj)TGIl_L
zz1umkcU(~?$-1LU*ZJx*AqJGtFc~<<SSv0h7fftz6LroiEJpbI7y3A@(K&^4yx*wm
z%fNRW?8>1U_UZXLpFrNMhz0ZEOU(Zokj1qqWWvHvhhIL;sijKp%ws(G>z_9Br6;0+
zm*Iiin@8R@%5MK(qkqapz4Zn6kfHew6DYBk--CQ_FhR7ZbAMy*bDJDJLl=PkbJ$6G
z!zmA*-!aLZLKpZWFpzx?hbNRHyU~&pWjukF{uA~-rdewC)}IUwqFhe%${{2}7$din
z$O0?u=hnQYO?EhyL}IBp51n`{3g_qeA?u;t{zDc?eh_JL5i>nEp`cH3<2fG_x{50n
z9dBY1sy1|J;H>JJ7>8pOmYQQwTm#RUbuWzSv>we#Nz}gfVFSeO<FyUH-W_Hrl<=gd
zBnAm8C8b0IyP}j*WkB#aMPs;g$Y*K`vd?cyT@78}!k3Q-i+}b}dO?C<RWX*`h8^o!
z9}kCx00f5`0New16Df{5%&MaM(B!+Uu-Q`xydm72Vs?3D9Xg(Qh(ya0_{78YaR_i#
z7tljua?Tn9Ftq;WZX$H%cg!KNX)sCy&@n6}eTy{OP#a_vMl>XS_1<!5Tqi#T!cz`Y
zokpDWq^Bc3T@i18G`kpy=6_ugo`sJ6jtd&iLMD(`GXV=M>EpuejJ9Ss{V6v`Lpk)z
z8)lP!3hLv47r__o!^=E$?-+F&oxcx_5H`cWk)?w6VbzUnZ>R?8rdv!!*LWLs*Dscm
ze{%2bH1ZRGC(T0?f~RYSP4k)(D!l;u<nJ}pH~mf)^{AH<`8Xnhio7gn|699p#2$G^
zfMaESXG$^EKZ@@!L`ZaGfyv}l^8fa6q%Cn7vIy5cq`y^GcC^Ft9Ggk_`31$zhar)m
zN}>Ds3T7Z?>lT(y{er&ADB}M5#bts?X3qj%kj+jjRsfrog4F~+*gnH8pg^n7sP*<v
zATXmFln`p4Z1IktpBqTnN&MV)Tq8*GJj<SpSdWrtW>iTg;iaw*9Wo*=;n*<10;ju9
zLAIBJi~ryz^F6k%zbNp%<r|Hp6KLYC>#h3ooJ|p)03H4vP273ayNv8%yHQTzeAqYa
z)|;-}k<vhR?^j&KQP8`F{1_5HoqU)88pCa*o0XLbOrwZb_X9}sv69N<`WJ~<cAG_x
zGFb-cI%Z(u5a_vyoDt(lhE7sN%}>0{-g*`ObJce+KW?m1o4Y)X0lvt-zx~!sL*(0F
znAx7UDkh*InZ4#%Q6ytMhqy!d`N=dkHngM-lg62xUl+p6$O?f0wyRF(^`RQQe|VRe
z36=4+WOOlgt37LKvfoUIeDjhQ*UPw4uZ&RNsgcY*zjuT=eCmm8nF=wCNG^j77a8?a
zdLxzN4}I(BbGFNw)fcT3j5P=PsIZmobW!Uwj>U8|RX}QVZK_&k??7Rz&H_7_B(oZ2
zgfxaOU8PMct#x4e)62X#%koD=&Cb#?fcbAj9WDn)2)cP&3>QD8c_uLcA3BunVLdUq
zMrs<q-Tia$IH>LGPN~a-o#YfXxY;PD6dt8O`1+kY5mnFT1!a>P4x=D7*WWp{4h!eD
zGd%yAU&^JqxLdMNRNTRzW6jQKM;!+BOS-vx@Rj-Bz3!CJ%<33R&7bPhkKFLV0(RlB
zO=y0u2KaV-0(q%}$3D>US4T<x6@0Y?8AuIvq^Qvf2u0<RSxCVuu>1EB>;IsMb^57<
zI~z_QIsk0o>I8a7i^a8ZOVV}TjVDip!_W|s?ubA%;HC!i%G3RI>Vly<i!42(FYLjn
zu7+kJH7}K%gb=1VwXJy##^~QsEs546>eLf1DHgyVS)G{dNG~i9nk?-5c{`yo5knr@
zsqEHG93wv(;wh>8o{^0r{F){5S$cafEj{7%qS(9TpA)y^V7uC>=d>e{oUrqcEzrQ|
zdNEVNZ@xM38W36iT|^>IJJC>^YKr%EIb^2ZNSC{hl6ts_<{5{%n${Uo7t$i-C#LoT
zWJgOkFaGeGDGoDX?~JPo+f=rtk_LnIi`4DoA#(C?p>3OWLE&u3T*NetWj;=TFVXaw
z5`ut(tAOLT^<F}mzoV8I4@spyhx7|D6IqGLB~sH7zaS(u`m%x)C*rSuuI6*CJvW!S
zd<=VScYxubQf5mX-DjCX>%kv^SLpUlZlFSGcZD1(uEyK)kf4@|H<f;zN=s|F0j2C%
z_j4Fx5+Y;k*}ZO22=j2pv%Pzr*3*(T4Ow_D{>=N6)KZ`NCj}vL#JTUCt-_keo$S%(
z&U9CP&yn>T8l|itdR8U-Mz5*duG(0#1uT4FrJ?QfwSKN|OH#07&<jWz)bCig+O@nU
z$UyA7@4Zz->f9!$JU)1rR&2=fW3CBmMqr0G)G*fQg?*b7{IBP#sXGs;_6jT~kQZMJ
zaow}2{>vs6^~H9cMbQwcGIV4e^V`PDHSTDs1i9a>(!W{a?wo6v8==elwxqy!Vv3*}
zd61kRxBj_ma5sS2nXguVaUQ<He|YQywFe6aYNgL={1^kB^V6bJRH4;#1Q~VA@<_y@
zXy`ViSKev6;TPmjAMK*P-!NxLQFR3JM|Ze7K>3Q_2b*$P^?si_$i@l5UH^}!ukeeq
zeZHnUq`Q<_>F#cjkZzDhIs}BJmJ*~vS~`_R0qLcY?uMlVq?T^@-9GR8{Rh|&*If5C
zXU;h@gN>U-H99HGMhYr5(L%#w{zA%hlpvv+MALsy9p@&TgT(Nd@`6^ookF{pk7;kz
zFQjKPmoHiQ4Ij}-#bOu@JnS4ceJ)$}%U#^Dim1}R<@4N96x{z<8c1}xVLv~#hI)lu
zhgfs0@5k*jsZ^j1$78!FiRU_~+#?epX(!|Q`=eehz#nspOM4XN13vEIQ6ZD=Y@?yU
z9<Z6*I*)Dt;H>9)^)NdnWH(G)2cX9+sfJEhq?}WZ7I<v!b!NsS|03p)pbQuZm8z;C
zJ#;-=jjj|{@fgGRwvwDtQ3+#nz49D)5xl$q@8s;iT3cVLauG2DCnrsya{fmu7|zKd
zgui-;Yj+t~o|I$7eDk29zUY(RQ*%Az@G_4S4b8Q%^2U*rJy*dq<|oSI4~m$;fQ?H{
zrm`CHz^E*3_!Z^QoF@>m2ptlsmPLAz58mT6s&BGNoA)Tgl#Y|hNwLeaOkg7oOmyu|
ziMgbP_k|ScR91%!d&)}E=-bys=@=BZF|lAL=#9`b>)r|9PJPwX6o$m=myo_{%s559
zL35lfw7>7`Wxx^p*5sPj4bWmx3^OL3GwA~3n<4Dg%hv8ftZ!*Q5;(<O!O1`9Bz^4s
zCe8HXo(HBPkUgRkv#jqPVv(kI%eFJ_5nAa;I=jENR6%fSE+&kx)nK8P*+rPRcqPBq
z@WC`U#2GI88mdt21Xb-R96PQVjgbQ;dOpM+8W4ks%H%Z5C(JFBKv!B*_c$n#uZlQn
ziG#^9Ea%+0?Y=ZU$N6A<b{)Tu>6IIOM7Ytp+^&F&Yq>P~p+HvBKVU)#0F!rD5cX}$
z+HVbVS~?p66#E7mI^Zp&uNnAc%-hfsA@Y@HrRV|cqpTKx;REWS-%U8lDM(Hh^zH#D
zSKMl2zCJP@6^n>c-ayF64i~AMhr!lQR?qrnCytT*ccV|O1&Ty^&V{Y_U?10jXr^JT
zs?k7_L_V3&kl>osoI2U0?2TprzXGtI2}~tFJKTuvM)XX5ig^A~{45xJV2U|;=z{%H
zs^p4qRYh5sv^eWmL-QyyK$)XPk_(+ju453Tt!*7h&7s2@oS(^RfPGd&m3T{<NQc#5
zhQqwpfQ9y)TUL92v#JaV`ArC&Dyph+6xe~}jtPVeH?d4R@JsX2j^EDcKO?su*)Xfq
zEMrVTRAPSc`#FVKnis$p6wr7W8smL0q_g`x7%b>|47Jt$-jTyRu@BFrDX7YbzB!?k
zkWkahS!gpaIK6%3P9{G-*YN^6<#N#TB;OKjp)1rVmu*`^TgX)1FH8|DaT`UlCN|u2
z>q&H$f&?t9B!&+n%8tK0?4_fj>J%;~eO!SQ_wEJZ;zf+24MoSSJ;605G_$L2u9(oq
zr5HJU2Z3>hzFdiIr!g{+zOK3c(QfT2yD41-?fRbq@#v$t**sr_`6)*?KxHl`ef(wO
zYS2`h@Q@1}g$-f_>#rv)Hb7Ll{+%%VRao$f{c5`N+H2vHmqWwj6bo|fdmh4V=F%Y9
z(^sOVo<8MURh85}UlcVi@4-^z*){AWAsS;&{6+TI607rXjUR9n)HXSWfB)Hjy}1b+
z{Rx>)h&08Xx<PQoZ)?`po<6*P-DX*_x#@&!^|JPUCxeLis4B+SqVA~$d=U+sVq?;j
z_=f%RF>V-Ci~h@L?I^T#{0MV|^JYSC0F!tMZ-~OKTcXIa7F&{v7mFl1NH-y)UjA(x
zO&YcBBm1-#o4au1{WwM(^WTNAc`vrh59i8i<F7cZoqg3b^oTk1Qpwa>^wl&Ze@j{W
zJt#!<E&R?|<aW~k2Q*PQ)AtX2N#tz5e0m>@Z`mOCzIyRAH;YI(k50XrrglqW;dD)q
zTEYP70DzUuKgdCaCb(eS8-&`lOD|DaU8i#OQ(XERx|Xn4xS=4Y8WCY1F~;7|9;VuX
z@R}wzQSHgucksE+N?#M_wU;+g+hqIPAA&kAMS3dtsA=jL!mD4k4C;6m>>T*tg$<l@
zeh>(zmpm1$_flUMx2_HyW?Ed{l&ihrkg;oo-8^Hhe-NNF@{cWa$%7t@n_M%wwZCfK
zup4R*#?6x{;cUY2C+ykb-G!zb;6524?tHN$%VC2Y3=skwAqbw@?Z5mBSP)F$>gZQ0
zjY*!>r1otlWK6lZ6jVB{*Y;Dx^8%b9aSNw$!y|h*kWiU6UnkqJWh36T*tlokbKksh
zqw@Z#HWzI5c=_>o9pb3N)U-}186-^Y{tHD=M6zbz-8QEnzIn=1#`e-u=3Od16Qg~m
z7c9!I+YV24y3{5?bK|7fC}vbs1$gL%sAu#(hJHo-sa6yXp5vYf=3H)i3j2s%n*3F)
zQCQZLdc?v;%Y@1Ah-fH!ICbY`x3rF{-juoTs1h+PK0kj(^7-sfJ0Y+~Ma3rr12><s
zY<VR@`|>?bCZ(h#^vno5BuS?E6=eCLVQ$U~-|o_9zr~+tA}}oa-*(iFm6j!|?_ard
z!ejad<TS~|A6Tdip8M52f0K`3>)>!Wx<xk&M-+sE=!p6;@3_8x+k0<N`Ek7kJ>Y-_
z8Yh*q61Y1U8g)s<uJ214G3M0VsxqNvU-wPAXcEC(yt=gll&5Ajb*=J-xAWSIlu{Ut
zarNume0q9bTCpu9yCkpo9Lne*_>x`0K6_J#4m|XTk6o%swBl#x*EZiV=1GMu(QbDc
z;PUvydE<c592~S};?Ftb_F~09N(Qiv=Y6khq%A)^Q5VQ6mqQ$Ha2qG2Ja7d*`U8bG
z(JI_t1<)2kFaF;U3UmvL0Cd<dpz}l&oX{A!Pu$nU8T)YT&H!tb;@|t5ntD|GG`x0d
zFSCXM6)=d5qQm=;%G)~k2y&DHa~@6v<u}s4{)Y1S_!N-qPM>Pu-QOE3Moa00>ct*E
z#J*ZbvWHXo4k#;YDF?cKrXGSn6(wXVACfCIE;w_$lol3{nm@|B-_<4N@d++I)bYZ?
z?LMQ%*nh1K^cS9*#B7Zj?G5-4mtQ)kTf@OgB3#JM;=fSX%KjkwSHsJ_<+^)7^8&b?
zFWremd1^#Z^fe{i5YiDet$v1=x^Rg<84Qs~3H2W?^x&qeB_<bt{Y65!NfOBb_eW`@
zAD)kk;2RUzJ5D@Yat>^|y-Bgt-nnzae+*zlr4lk~-CcR1Iwmx8g|q_|lq<sIqrSL)
zOg%IE%qnWdBiQ<@BDY<-&grvdmleWWU|vm-%KI$nkHvxpP6x$5CS(-ejcPtFb;oK!
zPfkO<m}q1<R7)p6wP8NkRu6{<QIKP~`i7DnEq#JpUT=?RJMKW%uG}xd4!?di+LeDN
z3|eKm@R17~B^~K4R4k$pYtqtBj?tE~I^#dUylWQDXq~Y1s_Q)pjo_O_RM<3YhmSY8
zcwgPPPO8|y9uwvAZ|QasY~B_P3wX{euA6J2>o_G#egKCxbXL#z)LD_+6@~3^&(d=W
z@e5^pSq{H04B)Kf=+8kFGffuc!{=oIS#iYAVw38`5L3-}<wU%aYAhfXH~*S5@9;2y
zE==uP>$Pk)Vu5mMom!Mm2+%74*fViL{cPWLh6+7T(ZfaR>7E8AgYYOh1=D`>_RfmF
z{!6)__mUMPKm@nlfpoC4HHRTvBUSvm|9s4gP28AaX+qY1SWR4c?<>WzBZc@BN_+cV
z1g9g%KNqPKxyh)bu)r985t#hBMu=VQLIFv3FSD~FF|~Z}h=d&N-Mt6_QioTj%!vi#
zhc9#M4<^AZL!&&x&-5xJCHaM>wKX5M?-`loHf$`|@z~WrTz0KlW*1C`Gq`wv$Wc-l
z8W=H83`?bd!7ed1-2YS1RKv;FqZO9asT%aKZqB@oI%gI4oCr*ZUxGcmrt=%+M3)hp
zdQ{o`W(?cX4|k=P0clwers1dOa)1QFPD*wl5(LNZ38zQ4?-RF8?PzV(^?Pq#aAybP
zSk0>L&u@dh!t!eX=bRJ&(~jtGHI~H03l2{f!{?5rL+*eM8INDZRVMH+uW$|p7v@2J
z$22N62~brA7!?^gc<0B&B`EYICoN~^5bSu_`G<*cSZGDR=OjMUNt>PfA<yJ>)-6$)
zj%5SQgTRGfzK1&=*zEDCyR9BeMsCa9XlYPsiC%>7jM0&0MBn+bthh-juDr{rPHken
z;R6_F+My5$9gaYAgn77f=M<C1NU$6A@suJHi-*id7dyvQ*edrW0|qWwpXq4)fs16)
z8r&Vafq9d)^vHW5=8M^)^wyd37^h+_LsckI&+<t^LX&{VcC@x2ej}p)D+Hf*Ir94n
z9!#N&$hm>PAg;#$T_>_<h!cm!+ZJ{B6j8F91tCotQw^Ebk5|{3#f%DWdD77^Rhl@|
z037g%aTxkZ?PSaHl7K2SA=t`CBG<3`Njm&p$TGu%GtaR^KqwZ45oJ$EWQ&V5$^n`a
zKVk`FPGUYO^?@5zC;0_Za<b(RZ<zW)v8~E+hq>Qgu#0K%_w>{-@9FolDb0S(n`LOe
zk8_Gj**~4A@owgBll4wMW(u&?Ud53{$;BFm2#LcbXMjQwuT>Sby?x8t9#CfL?YBX^
zSO8>un6}_;7&5A@8lq;iyw*Vt)RFM^{d+1v85hhG;>5a|848p41S?N0A8`ld$^^z)
z?kEn$%JzMyQ_106XRlq{2$146r0i4qGvnQSMrMBeYgDnOj~*U^JSM4mHq=^h5Y>a2
zZZa|Lq$T7`r)A*wdm>#=K9BtfD!R#gHW~sh&v|@QaTXUwnK8ir!zKAZscXRD-rAIq
zVoRz11J=)dTv8NBAn;|~`U?Eazf@AjMo7x~O_k|r6;ea%66*w6JBV1a`<#4buXyrg
zFYY0#-k1F~Z1rRos05wftBc$@yb>gsLL-82l=>Gfj{liQEuj<Qn+U|L<yiRR&>c33
zbKZhDh~8m)8*@pA$y<-g@|EOPW9*2Kkwx+8WFJ_Ixy`8Ho6to{)PZ@|%h<fF$c6s^
zRrHPe>9pe74A&mYt|2ET0g2Ow&ZF}9^hJ)&`E)ms#X=pVw#Y;NYOku7O~#_uT%-PV
zA|oKW|2*EZJ2ge3poZJ%lAN~FvU~-V^Hr^W)Vqkwz_iz%-iXO=UpW`c-tj<lIdboB
za;`MrXJTOiB8ir6VwqxBP`Zq)u71B`A0@gm%!Z1LEF;JtvT&G~)hacStC!!;F__Dv
z{<hvs>&J*xz|7KbS83l$NB$>!E{)v?AbDjkG@}-mm^_bRA*PgpRDCfU+w22txaFPM
zA7K7rA3t9h3ECq8We7AdII)?XRQN|@X3)*_b^G=ow7CxVvhP%{zvCUoEbCeM^j%&k
z8kB_{e-caVMvWPDdiS*1BUN46M#oA)md&5FXNAz5)gNhdSZB}e5;@BCb=$*(+bv1P
z<qOQ>L`6eX`)!8UL5AM;|GWT__i;<4p~H}G-m>E0OU8EeGcs2penHt;%gw+}oOUBW
zGW8fC%YLL}-Yc^0vOjn_?U>M;xPH;VueF!BDyK^0n;)Lh%CQ<%vf%Idhdy$_17T(`
z;bDXJ^Fl^}Rm<D-SId)_-3D0_3mAwMpqMdN6=%~M|NS30&3mF@QO}GXhHrQ;F1ma>
z?3wqlna>vAtl^SoPsuv2fxU_fKb%DV_vDJ8(ayWfq;fI7dSu^35AzcF74r)lN7cvJ
zmmgOEGVrYFxu}U_<J~9LlNF8XzK@G`{j9S2vpif+2iyMZE2G;q87mB3L$R+~MjWi1
zp>f#-_1fCToaL4M^+@u<yu=Q4S?GBpH}<MN@P1l#qe8<b)jKAU6CXJ<J(39tU{fRI
zsEh-2zb*MJnI)siU33UE*V)vXjjE2@z1s_xeQD~G0=-x)@G8X+)UkWb+13xMYc1J9
zICGcENhQ}hm(AUfx!u%e<y>4RF))c5&zp2tTw=JTN4$-dRVdVN5)H|5jQQQfs8ROv
z_(dP42KtPyD`KI0SFIu+=SBXE0RN2SC-q!t>i*L{up_nfjn1J;$h8obhA~>iuTZzK
zZ{<x_C@f#|3)g%TBGXoDzb{;z&I;J=-cJYvYk$w_VmGYqwSoC6(*Jlhd^>h&BH=qx
z*cMA0|Ce^ie4s=v*8;O+_vcB*U1(+TJz6bRhSNS)39N5`3FL_8_3{VhI`<nDnbAFf
zrb)r|zeC}v+qf6WG%Oc>ejUbgQkSdi=osqN32c2O;c~1fedFOVG?;6Gp))6`TmJe8
z*$3^PCV>Qpc?KpVn{m~-Pa6Egt-BE^B*@4yORo>a?vq_0!4jMz*HIfLH^gxxIc37n
zo?&GtO>2n1JQ`pRpBcF%onn{U+6sQTx2nGB)H8kW)1%}M4{TmJoPdhyA|FLpXicF#
z2A2LFH{AOh64*K%f{`nbKZ){n*4xKacE8#lWXwA`wPH|1_WC#YBtug@iY?eKQ3wPf
zJA7LY#{gg}@6GkrTmxZtBgPo8N^Gh@QMVUORCF{S?BVE*zEi?KFo=V?t>YzEB+Rv<
zJQNwkb?6!n;=_B&XnF50>TB80BtWTd>CnIREBS8eT17SUHZyD8FiCKbO{=#b%Jv<F
z?N3kPBA|hcSLwwWPX$$ipV};RoJbkd(lGCe+(8;|_#W>QJLxFJQqs!2d+dlOjj{72
zmo?RHIl9`Rf=WcWu{%E&&~gwf(U^@}x(_0PSJ-|%*rVy#DdtXlwW6w=CS3=_2?<g$
zGD)vX`?2iVkLZ98tipn&-b*O!>*KAr>Yi=#p=CE=t&kGlqw3I$*g7}frIfaab`_R(
z0zfe|s716o|Hq9KyQz4>0`zve;SaemO>!FZK~l$0IxJ6SERCtCv0AG|tiCnUJ~1wn
z;2MiyHDHpU%5hsyXCHYFGF-0SyRQVY+WL6M&oD5tA@&NN7rV#nDLXMyyPS2M$<T9V
zVJ>7&0@B}d8C3tKXp%Zh&)fGg>-Sk}1|Jtiz{m!jO9OOj2aRf8Rh;y57^0OG1C#m*
zE?%Dp3!CvZt0Z{3g)Zpa1u7t<OxrBP8}l*>ayBc_W9wK@X*xk>J35?aFrYI0PAl2`
zT>@_7ha_n4#~6+S6dgNiu-P|u0zXqH#CBIl{?HPN^aJ$NbaBl0qQ8h9ufGnDXtSGD
zFSO`PEn*LF==Y*p;<`AJTo}T2w7ZSUl&-UQSLWwuj<2stzCdzWD~INu%)Nx)H(?02
zt;m}6eC?9^7oU#UpQ){A!X!83%1z!8%cz<w9KZg~n|m_Hp6<)xmM|SXD!hq(34I}K
ziWKnX#x;?YuE=58zV=M-fG$>Z9;3R=yxyVU=XyYV-#{GM&o87uZvYga@YiAan&!9K
znr+bAHTxht=u6}>ovF3=5{3_XyNnf%Xv3Yv#s`sq;5k<uVe$Gyk$Q9M2d&S{8KOq;
zt?z*WH4?NA4#HZIjm^Y9hp~rpw}~jLiQCS09k=$3G#xBs`p)a@|H5*tV}V>dOvmiV
zpG5%o&$H6}Ow*k53p-g+S6)R0;5K*`T88{R+?N6TqcJ4V$t%f*G($Z&KQ6SlpXPiw
z1B7K86Ph{%F$p524d4Xiv@FYAOYRPTcSUD@;*CIB6P#i^G?<PTS}UxlmYd6TDDxYu
z3CN?Bga;j@`mKuCuYGx7of}|QxI+YRE}lb@za}In3WufYKCc*Ie9{bA#K!&W#ON0E
zTKLj1OdeZRro&Qi>S@q61~VzGNEoAMU~CqM&n3Xu1ze#lx18FuBIYGq-#r$POW(;W
z#O6tT&Km66g2a4)Typ91Oay{TzcnlJy?-cZXhgmtg)_T<D$vR+szIl1o$lA`yt*5$
zL#OINXw?|G|MIU&N8$7Zz9>ymwaLZOg+n>+-4X-Tld2zAHzEv-j_d2_CCftp?~MbM
zl<Zp-gL6M(PZM;DPjE_hTW(RRXeRu;lm+=+5vaV6B+%aC=8sas5WeOOtJYAt)i~(b
zF11j_!p0qYx+7aZC@`v(lesDQeWRRS+OWtV;M++Zs2_T3@1H9xe<R7sMAdjga&gI;
ztXR=pM4Wo^9`X0X`)tJ`5n|f5wSmRf08$kdDPU}!2;g?}skT~^4cnxdBl~&x9-4Bk
z%GnN;^0Iw}%K&>A#%U2_B<Y)bgjY4Got@(b!5=3Uyl}a?sIqXy_+v_|*J2&zv3qvA
z@jzR}w%K0qbQ%yj<mmXdy$Z&WaRs;ougHSU>*Y@5__I!JaXIJdKwQ5*i=3w@Yn<k3
zswszLdI6d*Hl4DDdG+A%)jIWE44PAd*g@<BeEP|<e8JVPF7N}#%#7mG!mqG*pF=M&
z6D3rV(y%FrMm_kh_+^aK3I@g;*tb6P{F!fe4&DtEAG1JQh5+2y!|5)Tw<P?B<~4iH
zx0^{WT&t>`3pvU%xy00b`_Cwlr=ZYfgjNZ#?~6#p@f8-(>Yv~mKz{FMU|R3b-gJSi
zo8B{t=L$dt6^f#j53h7Gcpn8yM{9$9KDmopKE9{Ii@Ln;W$8)?woa_s9gZYHesmu{
zVQdW~w@=JKNRYIgShi<gQ&TPYu_B(KbjH4LvkgT7(-!Y$)41*5#%zyRnvk0M1knpW
zl6%FUIk<~#q<t6Ee(M>V#{n?EQ7i=6M_eOWUZ9jxV=;IAG?n+?z+wS_^xh}bNv1$y
zOy_~qCGq^q(XsZarN6fephzF)L0e6`qBG75$=c8m{QEv-dQOjEnKk&Y+DWZcvN7Fi
zqBk)SZszW=>;5CiNe-Mr^($U;n01aK(a#lGyE!hP9rwkHlCKgR5D8q!tKHY6ckhT@
zeYsYy-JE(3o2rBixw*hrucFu*zq@@p^m>BUE;5K<PkE6TMI`bWB?%%<v1DN0j+cEy
zLqiFCgfx@4@6H+)by5j-u!Br4>DqGHLjM5LYBbKnSJnqqIC@@nMuYNc7)JSoFCK<=
za?e0g6jgg55>t2U4Ri-GaGc7odw&v;o`^Btc7U5Xza#a0b~a(b8^TH@Sw0y{McDet
zGLjiAb{ld3fi|E8m1<r^T(Y-(ig$yh$zSF3nT>7p<Qkgq^PHlueJuwjZZe<x;;+~T
zDC2|tAggXK3;J^XM6s7p^KTR~3y~HHCkrl9@E@XPGpUOPTgo^)o8;O>bGxCll);hu
zE1I=m>QkF?GGtwgWR%pw-z4X0W2*6*51Ir;m#ZvNl5yD9c@0|@f@{9_@GOuBy~+Cb
ziXIbsU*8-#c0=TTPyGQ|z04<Iq;zzHWL+~hJv?<8Zp>XmOlqEy;RpGPrIYepf-v6t
z`scB3rcjEA=~Yw#l4R5rVzoc9E_jdqR?vV0CA>6^JhYu<Ilk=Ge~gv-v$<JA=R$R}
z?#)aN0j6?x1xk9ZScYF-`5-61*rtwGt*LuiNG@&khW<i#Go}`wBrB>}>&8~_#kA>@
z5VtG(9mFM#*%KaB`RIO(z>G9+(oyK#3X2$ET)%yHqt8Zxw($6<{T`1VP;pkRnfH41
zJedVa$J$L#_bgD3?jO9y7qMl(TfTEU$D{x4^NDh_*$Q^LqM-0m{3>I4kS6DITJkr;
zAH9~tiU)jltxFpPoytKEPGQ0lnrzO4BamTN{+s0!rZH9{*NE^L=Z13*2{-ON$%V^O
zd+4p=5{lt@TGy8T0zU7+2gcWGT}Q@8!2q<5L%oChbJ^Ud%^TJqVodQV`rKfXQUKuN
zO7H-^JUuVD*q)qSR2!WgU(p!N^i(J8xz&u<vX1sw8QGYqQoVmk`cO)x)cgbnC5Jlp
zKN>$V3HV5LywoY~0C;U>Tw67Lll=p8;w18qKWk3Q^ZNH;#72~%*Ky2Cr%0L;iyo98
zX6<>r@PZP?OG}}#A~9yRkZMWjsT%I4l97$xySF>c3&~e<?}cUs?v+MoXJn0j<#S=(
z=WeFZf7eP97<$uHwwqOdVU$AbBSjp}YWo_0!R76b=&4vd)PV0BJp(J=M~}gl08tFb
zQC8>1kXO7_%tsI&I3uBwA}F?1)sPSqC%SM=2RYVYvV(?Vj%lMM`Y~E5+*Lz|8I)Dt
zn)+3xM?E_ijpNhcdXdII(moXz*b%+RUAK;72E#W!A2K(ObUsP_)z(HwPBs#WLH&&5
z<Jw?eH?7O!_dq+eBSfL>6yuil!g7kguWz1G{J|iaAWPw?$jagAKnoUFe$Me~T?*YJ
zjzU^3v)HgxwRTf}{kr;#EvIGcGcNFIkuJt9f1orGa<%L`O;Mu8XF*{%x2t^@SKKtP
zgs2Mg`x`W*w~sb$x6gMB9n3CnzCa5@e_}lKt2Ao}5X$jrj7wO*OwROxjpNNx7?{3h
zt@*_1Xbe&}T1ut%Iu3YW{gRK47i;9UcEh;1=9DIzhS&b}Zy!vovaEx|chW8;(k#0I
zS(ck!2kqf^Ev>*svAQyS9w128A^x1srs|`*X3l0*H%QN7y?qe5<t@{bJE8JVAk_Pr
z8A4a>)9~GJVwMJ8hA#p{%LT%lat!bj`$Y5&^zgpx-v~A6G!_%ow5WOqs7@B;MP-+=
zuxU$^;^;R>A6lYO*AO(W_P@EAI@E4%!?6(nrTVmoJHO1pG66Sl-h=|?jbY_{-}*%5
zgqpC<;qj~A=VX1wu@<c0&_;Ui(=%Sv9NQR}fWAx|$E^D4mB^)D3~BI}?bOEuX}yU2
zmTn=HxT4NN;S*jnLn7D8M=kiuD+b0qD}rnqZLjO`kkQv#{!a(OQ}dXYZfdR%RVVAW
zQcv|!vve9LIZr|We7@=O)Sh0m8LG!o`zxdYEU<GqSMgv1p;mX!s*QzDno#UJKj^|o
zkmvM1Bg9J>pYCks7ZSeyo?rO-uGle!7Y!TEEUPWZXfLN9D)YW^k)dW1!JA)h`1O!_
zQ`S966IFF<e$t<Q$Bgb?$~b1f?RO2U1C<}`-wK1c`*Z+#WDfgI45f^^WN@^$n%dZu
z$?q~Hi7qD-adg(avwTDJ>%<C<7<%jacc-iGt1~n4k53zlrpY4b5`jp?JF@-qUbNsV
zVg*wx_#x#U*#$m^)n(hqQ3iO+yIoc2T$4V}#3dDM>tALuMfz~&fw<oP0Oza+&pK(U
zX;0&la$@JjHNFc`_oa%b(#|5hmI#Doa4Sy)NFXI(TS*BGl)8W0%u&P54b-xV^^~Fy
z2RYHb=AXr0x^lt&XV@X$C~mq3N`Q{82L&Y}I{RvLK0A=9hJtnbCDB<+0!rp0M5mKN
z)G5Z!CSF9Q&a1&{K5fF8>9ZQ|Zg(aPyyc!lS6MY`j&|=Ta$9%3x{7r*Mq|W@zo1L8
zrL_av$id~_dzM2mpxfKmlWhC1o*DkS5GVof%5z?Un{W+*teb=hje>Ft8&+YLyHy5h
zRY0F^180b01V$sdPNZN!vM4=k9-kgTwxy&ZXzwt2A-v!kHH#}T3z_NBj!1e;-b?+x
z>x|hsrMkleWd2@iMtAI$pdBgE*#n(Y?ee?d{C&B8e)eIoPnq1ok+Q~cGJtv2eCFEG
zu?o6r&iuQy!FvH|@mHi-$2D;F(K%&qowzuqAVS}TYH|k#vwm9>HABjt@ZcJSdR#&8
z$QXB=q`HoT$sBM2j%ScL(RRqJi=ykjWqk=74svdwwCCa|nof_r?D!TbV{b%MRTAX?
zE6EcY69FqoHRx7{=uIB3Nt+j5VC+9QEH#Pa+m&*me<FSICI5+%Zxyj!?#GI3?gNN9
zzCJBNJ&%#R`VTwW=QQQq+F4b``Gx=9Oqdx6pr4&CLpH0RQm3UhnS|a(sCF+T8xZPQ
z*r?5;%@mEoU%naS(mq^yDg1|RuJeQ=ZeqPjBt+klpK{$$-C&?9HGQow=eF(@X>3_3
zC?<{4dD*6Yx)qRm?hJ-zJNXsa5kBd6_@@;X>DBq$!XHoltQ)d1Z(_j>2wZ&Qy4^$U
zwSwqt2Ljg8PkV+l^0bZQ%6X*=Ei&%EjbgslGpGav>Q6ezhK&l-km=N)2OVB1*zDXq
zw}MdK4C)jYzn&ve6AgHG3s!h|$2f$G{4INc*>SyoIW?!II_}tm&oVw&Z7A}>l<zc`
z&(WRs0Y%}xs~^c~Ks!u;UU58oo;rMNwf0GY>}U2#ANNxvaNGJrrSl+JfI~J9VGgag
z*$m#hn*2TJh{@NA-sK!$)praXwUvf&t6-fV3)4ScCj>Pr81SHdJ&Ms>KMxe*YhwKo
zbP}26nJ@8Q2$UtN?#Ig7E>QoBamlNmhv))HzQ<Tav+0teVO;99$|$$2Yv3gHr;P}J
zs4=?VxXBGq;k`2G+kNw7g}#C)_<GL`{l}X?W$jw&x{bhn9nX$xRhW+}R=yr(T)!`E
zNePG)bYgkcc0;gZ?&V41MMj=__@hI3UKb;`#lrLSXG`m?7Wm%kpK&)nF6kDjk3~j*
z!;(9w@TJ6j4nek_aH9vmd4lv``R{+Yx5xFJ?+rbHbDuh*wREXfpK{<wuf=P+C(})R
zit1&Qkww`49T8G&lOeF4->5kCQ^Wl(Jyy<VV*Z3cm?QSZ7eXs57*q)rDCd6z>4=}`
z)S5<y(iH=<Vi7<N@i{~6S~lC6eZGz&@*{g9HA?xqek8;W{ZZ|+5Y6X(8_n7Ft{Mbi
z;AiF0x84@EVGC3FQGIIgRtN^JlKnrGmrDC9G*5};Pneo>Wj8m9MpG9p(aR`*RE;ue
zB*D*L{K|r+^IPTWtyA1u!$h#<wtdmWT^%ZCldmY%;S2IQk3ScV#(BJasI{|J->4<<
z8+I;5T6Zm(wVD6R=RZ3IS#t<Qonq~zkOSd+tI5BUyK-2gUT;Mu!xvMC7gOjPv<R$S
zsL(@}LA5H66j*wjgarfN9o!;DoSo)Vozc_P#!aRjWU=uhJ)}nCKC5VSWI%>Idqb=@
zZ2F`-3mcbO=oTBz;eVx=)|;ij7XVJ$jsN*`333V6Zy1%S1gWn0o-Oh}MdOcnwX7H>
zv&_kJMeo-(t?HhD)_0(~e`Xx`3;J3wE=-3SM}uun3HA|HCVDI(LAf&OCEJ-zj6mMV
zNWAPjw~OdI4T?lumz0vNA0t&6TgeL<A2hJ}lWDy><)!{JS$W_{h79#RUe`h7DhZ$j
zITbb?p=Z2mk&tOrB~pk@4_Z*_Qs|PZTaulf#7cOm+5Toh(MwnSijCOaN##DDh|Z09
zPl7h|=*8LTR)jXp6XQ_(RyTqLg_y>14Cl&La`F(hW0{=w&cC2k`ybALor!Y986+mc
z=_69MULXN3lTWYOoeiyfT<YM{`yo*$siw~+Tojq1KMl92T<&27Qp*d|;#UE<d8lHk
z;hK4tzbEgvERQ|0i_?DK8-<6@AhB|hQd@hZD#*ET7&9mpVJe9GwF|v9az#Fsz+zrh
z6#qPu<plFqHO{J}GnNGFBxZ8loK@UC1aMnfZS?XHC#=6>PrxO2v)UXPyB+~6=V2J3
z{#oZcBRL(~a{3IYSg$T_s7BvKtB0f__04^Nr1ihg7XsK^{wyv_1kK55j)k9(C+w!|
zNTdTz%kS>qgq12n#STzeI1IM!=@u}}96i>+#h&F>t+5ZlqF)6fyV#fVLXKG;N)%dm
zn9d))xY}K$x<@P&7gw;<YbnMz%*T-zyVlt)>RR8zw<VI*+<0X@@iLEd@No%=NZJGK
ztO6K81JZzB$p_=mC!%J#OMnhzE$HoCYDPjr6o^mOUhb{MQ9+rS+K3}RRAIwYLfv*z
z*SYbTxpTr>OJ%5b4<n3&s<MX9jOJgqG<~Mx!c;-zH?q!bc@2FP{N=*?HmFL1w3OrR
z_NcxMKJz9p1a9mol)POD%aM6R7of9*?}lFmllr&h2cB?tiEuUo&%ecf|IriX>=#r<
zM)2&^%KWVYnnqM{`)CWF-#$pixD;BrQ{aV%NzzzJBz_)(6W#kTL7w#k(~dW&4cy7)
zCxK)eG7*3}it)yzZ~-1~qd9zKnO!*PfEP{V2Z_J>IHPCLGa};Sj2N@Ee8~Oro0TSY
zTb-ikh`7Qe`}FOx3z@fq4DL8w_Wp<IV1~op!=XwHqmxcV5njog+4<%d)N$V_g3($E
zZmgk^Wb4R582o6<jOyOJYZNE<A^TnGX*K1q3B;chw;$N#och0N|Fe5DvVZ`$WK7*?
zI~6W%Le~L=oKEa|mDcZwVrcF|M{un@hZe)-?f2IQNZ-O-A{C1e#dD?JnkA`%yVY&%
zGN02jOAKoVEq4VEWVR&K;e%$$Y{9fysGgI(S8<TCXHF%7dso$@O)4R(UQ}gsxTRk^
zy)1)Rfe1SwReIIr*C-|B_}>g1FLUfUtVdQe&O69va^}Q4fjB-wKAt)7;=jBUr3Sq_
z<qgAiVr-X~8+)Y+)d@~Fy~GZ4Y`74W>K$;yHV^U#6P?R_^)QMk{j2U@O;J9cRa`p|
zpGQ;Fw}lA0uvg~e1ubgL7ju``0nGZ|CR&iDjy2wt5AC$w?~r~1=4}ump`~?6evy*9
zcaqG<Kv=F@TixR5xv_us{(%=WKIy7DH_@4-Z=`|<XS(#K36S;-3jRC-_$>8vi%X5w
zAJ*)Dbdo=&;*Uo=da~w;Gm_;wK!Ri{3uf_V95>aF(S}IAi6oT6^ap`czR+R2rb~Ye
z)Ev3K>~6qU`TJVQelI7YsD<5<e>NQ{@Sn?L5&>ps32RC{G?bp4npRQgn=gyL#Tp2a
zQOLZ+D*dM2fPL8gUGBRyXBN3ySLdF5UxfkXpa<t4PkdUiK!N5JPTyG7E45{VFEaM`
zN?SHx08U<l<l@@=&3<)ogWn=jvZ7XJ-SWF3&#=qyF3s#%)<DW1v|yTF|I1|Gy}*HI
zkHhtFk2#cukF<3GR9fkJ7$Q177Fqgg!|yBeiG}Z^myAQMAujR2-%S#1Tcgu4!PU+k
zh+Pal%2ic27_q2iT?Fl~(>tzEO_ZIBP1%vsm+aEYA2COHxJiDt0h&Pe1C?f`=jaWu
z-DI|^p8*sSK4$9xdBdH2j@69Ail70Y^Qao^DPB}I4ZNfXT~tk3GcWh>kW?E5gC=@r
zPIw*>fI<*`vfajKr!1LUTSOI~SG>p~2d@#%yG)JhLH}?_7BYE$=QCLKbDr%+;k5D_
z-uc)HK4QG6!h$jX7axa>W$fa&oz`)`BK>mc;)az3E9<ul#e{T*knFO?iwOyzWa^A(
z<5OY%VG|5wS9&uxujgAx;>n-oUI6J>%X`~+fJw?Z#w>UYPtZ^fVH(B}tV;3Yh_Sx7
z?CSAdYCi64XN)_qJkx^mASA4EfYt>XdmrFk;2+-oAXIbYLs8{w5gb+MF_z)2GLOW4
z5RxwHGGm;gbu=eTkn(_xFt0WPq7rI$aO9KGG?D*Jc4CPF66%jwVU(C#Hkg5t3AlU3
z2idtFAN<IslwL)?BSl?u7F8suVny~bz|fbNRyOIe2#K1E{-}=eg8i#8nY$pIptko+
zuSSwdMMZ#Bl(#ubSZ+KE$SWZ;#0tJO^vu#;HmSTs=Y+Ml85vy5pqp!J!ZPcNaW0e*
z%z|yOftYT(8y-;a#Qnj(n3(mDC~3{L-$+*I#Z%20%XAydSZy8f|8e~|kFrkz;ra?-
z3Qfi>@2-^K6k@kaiI;AlL#Jy5Gp=`FZ3e2DU&DRcHL<V>wF`dDK8*DB(LM0ElJN`i
zBUEkuBcLg;-KOX6fZ>yYxwc9r@#S{OY1OR8?`vIBK9r=jbJ(Fj&USLw4#ci*x)**&
zroC$@u2}Pxq9H<8un=I)K{kr8bC+B~I(Kc7E<e?2oern_9a67X`&4qhf6_wziN5N6
z9P{h)?wuA$%+$cA=uFMy-Y%9sB0P^Y3a-fh(PB;R$ABxw^OH=}m<;-5(j&iiJ5Cnn
z-&ZDCkEt~T&VCgsYgc(l&sdEjl%p@8)GwEDb1*B>N`VzR05312;`t5wLj<b!qIne(
z?y)yA7mEjC03qI?J>=yZV432Dn%$AU(ZbSiXY)Imts8%tV~9|(Z`~RtRl$lpG4wHx
znZKgA>eBRgj6r=qE50KiHaI4Y+}V_6|L>2E#P*9+Mvm!xhs>+s(Bf7iT0mwpJP7C&
zWkBut*dVj<0Bct==ZZa;FdNMn$}U@I(|13_L=RrSySMb!VfwRXRx}xoPd71pDyHi5
z6mhHY$`@;A`}H4AZq`M|_Jhh&Q~1my;BJb`Jrx?ggrJ|KdjGr+a=EhU6Y1nt9y;qZ
z+Xx@1vhR407dL?Fl$!#~;>T&)8jueD4>cEA5xHL9gBfN1=LHaAUHnDJz><_gwZLcP
z<OHKp18R0FW<be1BQd&7l$?ABFtzH+Gv`xnqix^+q;HC>^^jzFK$W+-*N$O!Scb_1
z$;?4_K+{0iN6bvChBt4VwlW$#P0_n~CPF$Rk1?=6SXmKcMs{rwFFdB^3*oqnq4>0(
zshCY1g&O3gIh#nej7qDLUi>(EetxhFJjRy^wB^#G1o{stM;R(Cea|Bntj%qYALPTi
zOQzE}g$z6U6+0D}Sb9Rrj#Er8)xs+H<eX??h_k3r@Yg~64pg^wc`SiQIp<DX6d#|O
zhRMWTCEO%eGJYu69pio+{LfQWp#jua4&C@%k*C4@0)B7*x{|U}ipW?98}Urklvg!&
zB)XY!`5hSz&5tL5D<-CBAS_Rso8<7vCD3Q$^|nQfd!y5*u9AUu2Rs=!s>+XRDzlM!
zNY~c!eE<sHh(`M6@yoTO^sJ`1xR{WRo^J0_Rw+9euK?&;vX}8G5OHO;w%Sg}j`lWn
z4OMptCUg<Lf44OpbM~_acGyl*4%FO~qq~?sp0xQW!pMf0hHQLZI9)}-Urf)bxc28f
z?}Fq&wGl83s!_7&&pIJp8-xqi{eQwGTtnw^d3@H7r&n>G+bpKGd%(LJ?BYgso4^|9
zlav`}!IKTVI^q7@G!E%c6eW`mk^@nPu6Lw7JT*Ml`Z%)EZ`i3liqrq48q>MsO-}%P
zC7JquPtU;&{VBY}y3F7QPDOlv5Q%9Bc1_Iq8{7(30A5}xtIdLG%z&(SvQL0Mq_dCY
z6WeMA6o7Pop`Ft!hVpiE_(N>ux9ogQ)gn)&C5v~rJ7Gd76h;uPJj!38<ABcmblKbs
zzYB7ijE>Q%;V;zac(Npqyv@Uj&`M=4c5r$DzL4h&_+Epw26UAOWGQc8wusU=FFzoh
zf7Vu3xqS8wST_&d=poQuqGzI-@&XK?V~h%OjC?>d-}hOwm$*$-hob33dOw7qrSmJg
zRlzvTqJR^LKkB8fMwEJnOy>#GoW5Ea@@pTgH0q*H(YVDf=$k&+n^q*+Tz}t%uHyZE
z(cEq|bCS8tq-DNNbk2bbVL7g=bGv4>LtEbHRl`Zkb^N`nX;$d)n&9FC1~XlOp|<zl
zV(nJ+JodQMllam78h#@P5F$`;isFyQ@HUAw7@1~cKlS%YD>5ItlBRtbG~;AlWER;p
zRB$#$z>R-77sTrK_k^&i?`8DHh{)WVktj%PuJ*(_SM8!Vw?NJdB<eueKJiG#d0$@V
zwK2<=l3@8^z#+I1gV?5Iav;7*^d~uo*K<Nd%wTesft<WHC?2#78qD*Czsz%21o<5(
z41Is5?(^eCWa}sr-X}yZ*g{8W&Ou5r5fXR6E4E94g(*oDSf4Oif@A+NTuF)`jWS$7
z8ME0@?i`qL`VQbbi<Jgt$N1FDkBlQm1%?lLmzfskPXc`qB4WODwllkIRqxXw0JJ(b
zufp81@~rQ&;Jw`WRp#)?t#<yj6}-O*A$$vVj{jnie2%cwMGJFEtJymsn9;*bqZSJq
z@=Q=me1W9$HV$|>x(-PFzMTA{Gw5+@?=yhuDn<aoIaP0Z;Z8UWa}uI_W8U^GQi5Ab
zQ{cc(S}Ckq7f@z7C%%4i<Yr8{Q4+isH~f~+SqFGbKCz}Q$s3?EGJloUuD`80JxxqS
z3J7Fn{Cg7iO&eNIf@Q+$!qgqhgZdEqO2Z(>=O+R0N$9*2sb*x11m!_5liUzXvUR+a
zyJi)!_`L(i5pb1qJ%F2z@2B+_cWGHaF-hcuypa(Dy>DURhnlXP`bH@&EFV{b5#z4r
z@5`uI3Fx^U7H9hbMXZhSp?oz0!kaiWIJ9FSa)mhF4Pk%y1UoqmpS!Uye9aLRKh};;
zI`AXPAe!u-4EJsb$5c8$_n(?%q3maJ^H}gW)?4+nhb^8HS5&|*Ff>~GE&o~#=Gyd|
zet?=@z`U{AXlaT*p`{|~9iV*Abu4Q?rPRVljJM1#nWT=_GRYJ~^yo_Gu$WwAc39<L
zHLgZ7UoA~tjG&<+TG*Yu$y+ewn~eWqh+5IL&uu?-qdi+gT<LEB&$DM*d#g-qr>+ft
zv`3>rwRp&sAhn~d`lK29?FeG4gd$a5=fqa|FkTZ952FOCCH6wN|NO+Fxw7J1@;I?@
za<Y2n{aoN2jiW)7<+>|$vk2)V_*GIJ%0mgR#;+CF!b$j?(}_1mYC#yyhVmO~e*Nx;
zMZ3DO7XXdAw^{>ij)d6fC>EU(apG8Wn0>WiX8N%C3Bc;3cz3HDbK?S$WIir}<A3B7
zLN-)`>BMjBRfYuDX<Wd(IbNTku{)wX&mZsZPy{KA@5$8N-Nj%j!NROhupm?9c|;ee
zpi0ps3NednRY{EyMN<HX!szKBKQE(ZFf(6yoZFhJuFmdIND@)>8f)natCUmwE{D>V
z)s_?$3qmI~k3yP2^lh%^Z?J1&%@!DjJaTFdbchnYANt5`Kdy<EX53+=nbNiYVuTax
zaAO|uI`%rM+`BVz;sFY)RX9q!HjFy4cY$~+DnE1?mrD|4bPnB<q@PX)jWt8*pSVNW
zmo49Y0=jxXV0oS^Ug`!}_pppQFT10|@TwVr3y6->w$`+NC?0bWo7s!2I$c&0Ht=c>
z03z@sM?zsV6fd%USOeF^Wp~)KSW8H-GZOgRF6@^DR{MNgljeJsdu{~`cr$9Q5A?$5
z{<+;otP;E>W9c>F3<yC_#kfre)_4BnjC^cy83Zw7N@7o?&QUgtF{d<AyPC$=-GRZi
zlZFSac^cUWyN`3j;S`A6>?5a?F!C3Y-=`d3CR9tnpX6v}oLew^?hP#I|Klk<-XWCe
zPp$`x*42G1E=9dsEDi^nhh{Zo>==qQaSqQNWwCogI)XSH>GoNX=fqhS&-8i5o=%XL
zc?SF)`581>nRgM_5aLnnj5`WDRA12H>r`57^3gWkQfI-L1ktGDWj@}A^%}RChb}XG
z`gyNEx;~4kxyDxUnnD3PB!sDqExvQ1%dW{sMOIYT<psM)_jTDhi(6-X{L=3Mh*LNK
zZBflvs=we|aJ_ovgmne|$s(pSxz2(oT63f|qlZP9f^-o4DmpL#=GNIXX(|;H63m(7
zo1Oj;HiC*T=)VTOA<9Ft%~Oq+bbY4XOYwboU;5lnEdgZQmtp!j@ru;QEQv{(7mKto
zt=<7S&)0{Jb;nHrAJr&ZduSMeGn?4MP+mp+@Q5!csyNx3Eu`jgT!mI4^3=pe=q`pz
zn{aIY*)A3GhY<R$?7*?&h8E5X!)!DHQjDpG6*=AXWMk}2xC$ex-&kwv3p#WYDZ-J*
z<Zjy1h%n0a(`JB?<iv`#X}RkDYhU0zYvyN~j`-o<^*@c!k{|)Bg~(2UEq^a}8MCEu
zW0ee4>0Z7<{MP}v;S+r7wdsK^t^uwtcPb|khYw6L89Vd1pV^`ffCu1?eD53NYH(X1
z<;*AE(q3D0FpB(1hkj*jm#Xx7rvQnycRY1~Ov&2-HbJ)tGOl+Cn`5Dg{_6={1$t^}
z6mt38N;mI=;mLY?!L1LW100F6bpAb=&GHU(A-UC$&-xZsA)EP&#gh(5eb|SqUL3Z4
zX3ZQJmj3}`colL<%NzK`<CNz>AZx8l7_37|**^f>=`;5>#w*w<ksQX^<=($fs7ynj
zVBAJqzFK$#OG;SOc@%&Z0fN({14I#Ie!`@is$X~g+~B+Gp{-}X`7E`ouXl2fR-PZy
zj1VK+<zOYq;t@@m-fWXOA~gJ9$2(+`tdf%fPNDcZVw3E~Or*|C>G3&+GS<UFW)amU
zrQOjXi>4*p+^MEz`1a9*N*=Z4Tgx}6{oP0ZOS;BDR|$Uq@%CMj-H%Iro$*>`RUodZ
z${>c$T(#bb3}!!^TWl^}D6OG;XWr59Nsq@dLQ6eO@{6J0J1&RJa3psctvq<S3l)hq
zi*%q)R#8&&6>1N6*X{?k6*`d$*M5>E4N0C($Er=u2HZlB?mM>cp-vqq+=6{RI3=?a
zla<1JYAmd+qOj=2&YniwN%Kz+vr3HO_|p&KmzO(A%R&6{Q`E=YgvPZ}R_CI9nY*$s
zn>tsY&c;;xdVHyRwKKSwN2g4KTjf+f-fgL-JIru=WS6ixw<tE_*<i1A@q6fK!nmRP
z?V~LFDb|6R@Uq}*g0{&n#l@4E9<ERFk=qhJ>qztFVa2ab?w0KjeJkiVhr~-d8lBo+
zJ55A25J7F!lJ$pAw*8h{;@KpclIr{yzFpPMQH<e(Ew0W163{ODitk)S<-%Th#l$m0
z(&w)g6eL7iH_VC+xNR(1MVyU3T~!*e2eK>gR=XiR<A1UjV`R`y8Xo!>!tEM;ZxWKi
zzbP5%V|gGJ(=Z<PJL^KhDk~=0%E+6OI1({(Bdw`UJ;GD@+eqA8E!;NDAXm^`+px=#
zyzJK>!KfvjWV(RxCi2Frw<B4Yud(qdP1d68_Ac{~jKn**!j;1~Wuc_(2k+k>d<NRy
zX&uN*9HmlkUjE$bO8XE4;^Qazk{KtQ=YU%yVGTdbnfdb>Yy`)Tz+L=ej_~@g<rWnh
z-EFa*8`VhgsiyoZH#;$Q2Kh*bU6+SPtbvZy7Jq@gR@cBH=46}uY%?+9oiFbG@mH3<
z)HlOLXy>_VPZ6pVa03gk=50F_Vf_Ba)i|)WvCnoi3ao12(K#oWEdCKWpKF-`lfko}
z;Y|Z>@bed4Ju;n~4gGp^d}ovI<U%B>wxfmli-Pj6j=iG9i%9U6!_AyX+#Vg#1EV_d
z#c>B4N(N1S<>sIZoi>r*yi7E-CSQj9xr{ltd#^eiNgFyBQpK9w!T(X+$=5T!kK{C?
zyRoZo^&}ugn1}8&R0p53Ql&1UyEik7?RltxvF?$XWhY-NsBcdvDyYh)%Kv*9?)N7m
zWrk%S)F9&~LY$_JOH)AE&(6QT&2Pk8!v7Yo)|u(C(6VNE7xkgvqVhb{1xj>H#h#t_
z08Y}xernw6xKZ_#e5RmXXi)HY(j8qB?1QAA$Q`IJ;;CUI@dz5%Fuf4}Je548tB)&L
zSfDb!{{53YVP1~0AV`A(y(qGlM}%mT$M2>I?I4XsYVs~-!%NCN<G~~Ip3r0a(L|#r
zjy*7HCAlF$5KPvLz0buJ?#G3`pvXR_*!8SJNvU>v$9wH)yK@{_5RV+=p(Bus6O=Ys
z?f2$gRz0XTF@wkO9s)G#HoZ80Myf?n8Tl-pjt^YRur4&19erKXFGJ!+H^GdncM{vh
zEw-=0lGls{gMmuP@YCi1UP)S=-ooQ_>(@B^=BTu&k_oL|ysj-Q3TSE}7uV3DXQ$c#
zC9F(BRKDt2(>q)ASL!VE!|&e>yzYzOoAPRxcf_rE_{bBmoJ+ojPbzEkNpTrKmmH-(
z4vTbkTdtdv3Ck-X@p94Y=P%zmxaf~G%kMrop1g?(x4f#sZEVxI!G6*=1^x?|IX4c*
zvB9BZ7{@{IC*47U!im1gF|dD2*;{=<$BDl}N=xhB%#%-wPE9Ri#UL#mp^Hz`&~^0d
zrzy+b#_iqxGs@=uGQ6#`eAD1+3_RV1p-bGTmw|ZvY@{ol0A4UaI<KdRfAP}ZF&}l>
znUOY6#^ozZ(ZLA`Nv(BJVL6WCu7e&Ok9Sges86wkN5Lnwcb8tIqu6;bNpGF<Ie@#J
zgm;_jvW7^FRITnO&x+u(3=Ao%jN-2|@lY_TX!F~ptXky_FRfUS2Vbn(w7I-a4HCjU
z5m;et8@RDVG6%7qK^#HURT{z`CoVeTo=s7?JrzvGl8?T4I+7&}aoB{aGP^Q;H#}Oo
zktsLP^=~rx?m>{JzMks>;IZ?{QMkERttfwBwMG77|ND1AIeCjHQRm0odt&q}R?aqM
z`;sHY#t(Fn0Z+p{9cCc*oB8fhsSo7YO4v_H<+2Re#}S1;2pc&C_KsGDLfbo03m5TJ
zFp@lYsCP;HTe!+RX7*%+ngYaKA(EL_LXAhvd*k<sv~$;KTOvO!JjTZ*yqW86;h*lN
zVRK?Ge+TU7YmrEChW39Z*=&LP>IckOW&*HlIhHpt7(8>s=7urRvTCca%PaVJ({u&I
zwf>K%w+^ead%lOIyFrkYP6ebJ>Fx$e>29PBT@upW-Q8UxeFUT%B&EB~`Q1F9_xt|u
z?RBxw?3p!dtv#a$E6~dHQ|V8V#Y4J8QEnk6X-dLv=m3Z)MW|*GGOx~i>lru&q+yAU
zU3C|7V=@PeD?F6A^E)QY6ZI?+<{Od*;NR<7V$p2H387HLF;=yS@eyOeq1*?u#=%G>
zfHs7&tg7q&VbLA%)Mz~)!US8<JS>jeZZ$&xIUVgzut+6oiH~Rv>+W0ZUXJ{6#@-XY
z*UvM*7uG;#XJN4=c<HuO*L3|z3s-ztS@BsQs%L%3vFZyMDk#_V=sLa`yR%f&`HWTQ
z+KpDE#iVL)UV!XKSsrANUJxj=DEf{++h<zhEsz)54S#pp@TEK;t1&4>#8XA>u#{9D
z%N>!}Ao)QRi(eE4PqkVzog;sy7T+D8=;PnLhy>?}Jk;-$*f>DS#lI;&?l65#L8wm~
zpdNh)B8(fT=q0KGJ@BN}JHnCu_iOQN_X!3CMh+FsTG@>mm^L?|2MN_VhWCfOqwd@`
zqI4mZog#!C2^;JrKqEic-;6yAf_T3FaZ(o|Q|c=}1;+wQ9H@&D2Rsjke<Ij7{P8@V
z_bxTzc2M@%Olg3EQJO+^5l9HAT}Q#P_il<U<U8Hwr_Esx(<EKD(SbWOpl($>t_8?<
z@td;iAy2^`)5T_8=dGr#r!%(~ro_K!AoQZT3fhog&dv(1!ugvBb6g5TJmB!^n$LJB
z%t3)ej%`n#otY~?bCdH`Tql11i3&gc6cLh0;q&;Ak?DV=VweqS`!rg=rX`kxqeGdm
z!iezl1>AD$Z~U!g5JwEX(t*X5{7bmwcGBz^l2Egj8Z3cqOD_t7@d9S+%cN5(@t0<a
zi-R+a39n1DQeOktlRGkB+QYa?@Nfa@O3E!y=tuHE9td`c`_0MX9%~>zc|<5Sbyo1a
zKtxEXx`7KZLGq#gnO|=d)8aw}Lv3(aeNppR`F{ykSFN7D)_Sp5vVJr0<+>RPe{I%A
z;uXTc@Q~r`PsU5ZOTUGK<iXt4vx^5`lGHSfJmNh5Yh*Go@tj>!@W|hqL=etzEAE4|
zW7*a>Eq=8<VSKd-Kk#ODa=G78dLw5lXeGamWfF!wycj<x&-9ux9m*15j>f-qIYl;j
zWg-^A5`p{u<M0OPUExnovM&nuq{WBF>JkHy8-$*AnsYn@j60w3ZDMsUJM>Lxe_!^D
z@Smw?*!JviGAjWw`ZkW)PX6sGTBzAziX`2!VFwn+Bij4^uo<xk*qLB+2YURjlt-zJ
zyiCxzx)o@4rJ8rOCXL(GONkRm>j0D(NG!K+%emp3EbZMg-aWpQO$ja9@a;cd$Et<a
zB#I041bUFeRQ(5`^s{-V<gYzI=;m2+iuM-5!#java+C9|7(cUOG=>@9_typH7jO9X
zG$<@~=+r-tPKG==A{fG`=~&@W-TggYDMmDWBaA|`{?FdBv7m%95<U>P_2R``IwQcn
zPb%WsLA4L+e^MIE&0~FbIz9~w2iexOeh3xCpJ>x^JxmREgek2eUY=+A*yiLV><Ibp
zSZ}$H_rDW7q$l=^R5@qn<V-e2U(L*vvhEOAL#2;g?)dEdlcvmZ%(zW=oA*3b8e>l=
zbs#f0NZw(__oxz+N!f_B5GORn{|bTfZJ6ftz3$zB{SdW?IPR5L^w$-Xa1Y!VLus=_
z_5-1w3Sv9?-y5m-U%~#OCh1X)B^DmkUH?CbkTCb!<bdV^^Jr}ORC(b0^9GKS;jltw
z1i&p)jpzA_*UcO7EK{$*HVAvbxdj{5K<<mU(D1wEAw!Mb9yqe)QX)`(ilP@npYwZM
zRU)++Vb)>lI*9pXM=C^&<@t-Tc#AkLRpRBh`Fbb7$OA`=Oa7<fv-2{%l}z45n>AC^
z_phaz1$IyOep~jlLMWiFo^zWtr9pZ#?aJ-`PN8cLdW!T~BH=5=aK>EH^<kvqO|bv)
zka~WVU}LVi?)kwPRED9BrI7-_PcZ%i`OUnynsa|r^OJnUI-HwIc76mVZ{`!7^zAiA
zjn3wMnjUM(RbWBI+OV&4ki5JK9YNBD77kulUV7H++1_zxE&SRL33htG8r&8+Ewo=-
zaIR`!!jwji$7{ikNeYIr{b>%SKR71g+EQ^jarCg)*3cMeixfw{fv2KOd$A4va7H7d
zOqe|2-pZGCg_FJ$Ho&>YBrxOHbFSmO_#9^O$CVZ5^aU53aq=Ss8^K(pr8~T5ow=;y
zV=;}mz4_R<$r-n#H3lcXS95QCUo>-pbEtBTz@<_f#d?-~o$Dk=+V5VZ+phq&|MVd@
z@oMw7&ih>(LYa(J$b8)m*|4s9zRiyWE-eF9CZWIU;<k6p<P-;J6l4b&Kn5*YAzZI?
zQXcFTLCLk%z2DJkR=5~?L9DmBG^-@uT3#XjnU$Q46i`98c+;}IdiCjvuhWCU(Emt#
z(L>)tL<TvY+5->W4#^#ktC>6r7~*wAlK1jMu1&DYyg$Vg031b(jFWalg8=RU-4}n>
zm%mKZx2E-lj9}tf?B1aj&Y#w}={ik2l2u1N+|}fn?Gu7;qwK<|Lw-@lHbw{Z!WUbp
zCW;32)XM@_JwggEmqh=6_;hA9r?M06^nn%Y$%9rzS$nR35_;sc-2SN-LzATf9NW~(
z$oczyl^^@mqc%uV@YyVn;}!0ssxe=9k-WSRs;jFf$KzdxjVOX0b!x0gk87%<o(aCU
z+utGDj?=ivTV|R*tRg>guf>|ZpdX9_fsP(7)~0>~^F4qSHu6tyYjq%=F9+ve`d^2(
z7*ois){ZN1w1+#dH9qm&LLvY938+!Cgu)bjm|c%m{gu<i2l(^GQn}^rkKEy7L*IFe
zvbRFl^a(ghEIlrEvXe2#2_a~wdqk8&GI{Q3-D_(}DWIq^Cf3c{)ashRSaGJUCkqzT
z519lU!UX`dCUOcRTP?kR0e}v<oc~PaJB-$K>sd}=xIm0XD~+wihRvK>QWCulk2KH*
zb;wf>I_bpgUClDv;T=CmvQRPfr!)V1RD|MPoM+us(m2?sP{$EAUuT}ZT?HW3)SR-r
z7RJ*TRxF_}qjC0vUtEu~G2N}#S=eyN%Im0K_R!>w1iEf^O<F#@yo-IY1&a1-;L5}4
zM~>kC{`HqLc1*#2rNESpy3VrG^m4@9%upCD3_~!g%btW6mu$5p4P-?4r4xj>icsWa
zsuuCAfec`O@xGNlLYeF7uRrt63;Q1k4|h(x8WlpPkLj|}vgaN69=)E|T(0ZO24XwE
zpORm93T+|bUP$F+g(yp~pt_!N=wyoNng+Oj{NuYvK^o<<NmF*qFo8K-UTS&Dq4m+m
zeEf0a4GMWGff#-S*Yz!NQi^Xvl-!*_vH7XCrO)==be>VYWvS`U;fEz|ixs-ze@5@%
z)pf!J|JqG{@Z{B)FBPe=LzYHI7vDGVA!cv$!k-tUFqz~K8HnBp?0SPnsWdTAPY7NR
zh`GGH2!8cmS&;%Q?^olMNWUQa!Fh}*>qgFEbMfyj-wL+_jYvYoN8^OdGWJSxd6P6T
zJ|J$*5D!ou@)$8R!DR~&pjkNXgKr&S;$To9${$0p#T(+C=IC&{(w6zL$Q>U=@~cRf
z?-&M5cyH`vPxq*+DS6LVRT=oci&+fkyBC`-;dP?i7$6D8by7-4;1vG&G~F4%y@`l>
zVoHwkd4+p8l<*i!;a^HQ!w1Hy%=Y=yfsy#c^NTcn7jQJwwJ0v+<?jJd!B{oEgl|DM
zycTCuo+;Gcv0Zsj(zf#QU4gaq5Cj$&OO)w<LopI=FK6W!d!Llk+uN|IO8IVA;9qVu
zv?hz(jK$T=i+wr|Ph_7<W?glDFI4ifPLFle8Wef`Glb*Fd0uQ}oi~7rhi{WE{!0Fs
z|0BWw>Knr%hWtKh$+yu3r!2mJ<kz_3V-2wf$~lx{Za${O>&LvKFvZ;b=cj&}%454v
zX|Dj)^rnLVjldORY)tEA1J&98QqsQHiMftrz{k3_?Hp<?_mnA?$MsLA9C&Ch^pf2Q
zJA){V%$}tHu8a(+L<zTKw{d%1s1PDAE1R>^w`Fr+O2U{y)!rp{%|ocQL!IzzLCM_E
zsPgru{oQxxl*_z}ok!%1%E*URhr$*(j!V9ErcSzCndb4^2k#=bm|<#`&=qK{PU@-Y
zx6GpMMP<E5G>9Jk{I-Nbb3;UOPV@<|AoJoN$4j&Ca+{676?I`8`fztG^YIyy6jXyb
z+(s9hW2abZ{3Zu<>HO%OQViV|ix4z6%aA`f%T=;plZZlOnx2~%7c4oyqxYv4tQ+a}
z%=zXJCZ<STz13`qZs_$Xbe<m7!cWQdVS|qd;d;?r*Z5~qkzdcDRVV_M-L~k}pFaIx
zQ*M+J+hRI<da#h*f|?!+Fub>H<dg7Byo7tU${UXpm5DZ*_9K4r>{8Zt*{gDBq5w$^
znj~k1=y;=8kE@-|U693%>ooQSh@AJo>rb5!IbVr_K(D4Dm_Al<T|4;bYb=@n7pOlY
ze81>j^f^nwv4Wnv9mZHJAhpJ=8$#zQ{lIFVQHZc(%+uU1Oo4UplLX-Yk;=UfK_aW$
z#_k98t;xiM+m@4*A`ur{h>VdJbIoevIjMTAKRj^j=T_tiTq(FCN`XN*B`6MUYkNtu
zry*xo0p`q2T730+>UtPR+>BG{2@u<}jcR}y>K$-io&h;iO5{YC{WPK{&G_s$=+y<s
zT7?ml5m3D8ANPM=03#esTH(=utHA77`oe17u(3}jQ{9M;-RaM}hZh6M&`q{0SAMfU
z3JtWx&PKkjz>?(PSz?bK`^M{f`a@f&t+68jZp3zrgNIBjQSNKauG3~d6N-#8uL{?E
z$&OSG>RyW)Jc+XAz^gRnDf+hj|ACFKg=!tvCoR1fUPUj8!rwzpwt}PfhCNNwMcxd&
z_EYQyk^z7%>PysuKv>05V(YSOikgZc%33&n3Y;0;D6w~s6De{y2KuPaE=x5faY!iE
z@M7Zyq1C?9rc=uxE>-5``=_jgZ+#lZE(6q<m|2^dPO<ukw5f8-wkQ6>lV;unBlz_Z
z1Kb2-?--<Oh0{W&lSRa9oJhS)YWlkf)p<2xvb=%C;UMQS8?QSbxpoxq69zkdbHDJM
zR%8zz<`QM<6JW1rRb-v-7FmEuH{n~c-E_A2U#77A$5u8K{pW3W13y(WavVH!<TS1j
zhub2-Y)rvhB@FlhOTC{KTi72)n~F#s?&AlGbVJ)WDPFU|V9RE9>R{FLI0zTx8UA4U
zwT5-I<XT;0Z-M`Eay}yZ-IZ4$j;meY(F&V2Q8;Z>PGz`U@^RvaEJ3rE1;6N_@IZc<
zh~+ddjuJ{gP0GtYbrBo{E%=idL+3NWk0z^3$zsUy_Wq>%irzj`rA=;v$(o1V9VVjg
z%@(t$!LxMY-|W3>Sw9UnP~vLd16OE@zfH0JfReZA#iPlU5S$9+r(Z2%ic_|mlAAky
zZ6VSpHmVv6{RgwZ<Yb?yWxZzIe2PdjBY4bE5g!LAgiu6OV%Jp=Jm0fYi&1**k_X4w
zsz2E)zJ%;mIP&3V=ZzGMz=f%$@u}<?l0<oxZqE%tuatl3qv<U*K(uAv8BoGs<Dsw)
zG}M;#<f9g^5-x?&DOz?0CL5F3R-0Vu4fD<BF@-;Nkevo>KvxI*yGJ)BDl<1z1nhri
zr3d!81nji2_K+X)<X#ng*12>_+8Z|N=ca&FV|Ygsf=y8usp7=5bxsgXyhCzbN<z%F
z^@EB?##hPSR#iizzYS#sdMBP<YAe-W?YSJy-`_m^zgBgo;h~~Y@!}H7IqP{K-<SF8
zsTZ57^*Z03xxep^h6b>jDP_IVrz;?=<wF$8EZ4fAy^lbGj`ZW?cu8NDS*BB-ZvF1>
z>}%3{{Y{kjDM0uC3n4Tk3#l%^GGH1ul44|~rC-r1mhVF&k85>*6Jo+ST;#o%h6zCJ
zBf`DpB%T{$sb!cWV|ot2d45~$rGGHWGwB=Y*>xI?@djUZhrt-KE^2v<ucm4a-fBj@
z<CyhS90^R_o7(AHx19A<1(LyW-$pOmN=HJ+qiK@MS>R1f#%(ZSY~rG(9a>A3x<aQ+
z>B}%bfj|qx=}RaQ2$kg9h{DXOOSrhZ+2hU_K}tE>4uH0fJ3I!veDoGKeEIZPKfj$1
z#XfA#mT4nB@eS#C><4xH2Vhr)cTsGXig<6_tcb7H&(4<f?*~~0uWxAHeL9<(9nliQ
zJ0y%HW^gGb&X<YyFkZo(96&On$8956%z7<^+whpi86WPSSPLsUvJ&t}i{v!TY28lM
zb@awo_Jf^<-c*~%P$Ai;m3kdt*oVAqzyr>`SC*=VVRu)st<%X6-T}4(k2t?s-}G)`
zR3)>IN}P&?#PlLi?HW$@-b*20kp~4-kZ?^Uq}Reg{%mg}o08zt22@f@5bp(oeQ0Mo
zY&Bb>&R)-c-FB1rjMg?Iao`B#oGAW$?AkyDS@pdhGNRsvS8aaDyuGNA2K=99u)hlJ
zsu<1N&=f^Pj*s*A4Q(8Le{hEj?}&!f7k>#@r|dnhkjahBQfLF~&4FIKW~EuH{yd-X
zz_u4>G4aF+0F|Rs$A96Uhk2)H0Z^43RPsAx3KNc_|7cNfaQ-IBbqWNqt6`c^NN1lS
zq!QxptG;vcte&c5!I8kArN0t)v$hXEqx<!h_3SdBZ1v|n0jICcKQ?`Spw`6w+n_*_
zGRO06vaU2`wXrcSl2oGTPEqw79lg(ABSrGgi5sNi<*8s^x$3<KR-8CroW-QqE6)`Q
zF#oMQx4xU-MNL-@NJ+SB)q!!c<z)*0)SEn%-)8RlB%T9EmHkgA{Z`xpq3|D(45HV1
z1@dONK*%%u6CFh201P9}x7<AA(>FgIKhC#LHXUoaHgNQ07KHAy#!LEB4n0|~DS&cI
zigp_cNrL3$^Q+J?J!$-}&=8D0D@`A12YYvPZ2{wRFkz0u^ANPY#HhUeawS$Dwze;n
z3Nb8U)~Wqhy~*IQvzE{k$$;MmEbMC)Q3WfITJk|4j2fD`;!E!{X9dac;QgK`;RO1{
zIa(0(*HslVi*>s-*zZ2W(TBqE%+}5sTvW%iD_dsTGg7I_PVM7CO>`h$No19dBT+B(
zKL$<-DMN@nh<Qa>^a9QOBLIY&!&$=bE6i}&-{Oh>Q}ItjJF9ehicdh_@oa+GC=Sq;
zrP(%^Z@nz;o%BIo1N0*?3V{EWHtjdjL`@xcEJ!mJNDS^x6ffBMUd#YsN?p2zq%@%K
z9O}YJelKd|rQ1ht*n$8`H#^^BmKrGKj&pz1n7n~*tEdVz@x~^3wR{LI48Ozg9zlEZ
zWSGkQC#-_`XZf#*7V8rVHu>W)5LF}2THrI*!iLN3!s0__rv7tLW$o=mW5?8jN^xh%
z#Fji{`K=)Pit*C(u87L3l;qjAyB8l{<v|)Dflm%}tb7*eZ-sVCzioL&hJs>Nwq=ni
zKTS#;hXM~j6wLoFeqNcq_f=6xI|)yytZB4~?B8=|Y+|_TD}~N)ZD&gT6wF35We){9
zsVk}fI?b1VhEVsWEBg02uNR#Pg^n#(G%v*1m<}Umy@~E%oOu)cQPL>YbQ}E}(v;*y
z*+9crb>kY|E_rt7I>Qq;6zd#rw=V#jo>L8Q5_JZW^<mI>YYE|oo#>;}DSIYX)&pH>
zOL-sS^wZ;j4?0_elbBwYHUm7UYs7f`aSlRN;xFbp%#+=etT|<o?sEduDervLmTzRc
z6tu?a`1}XVN)y7MLcF4<<T#x^H?LUIHq?!@Fc<Vr`~C^9m%jDP)2L=DBjF*nQU=)q
zx@<fyFgpFN2lsyUj*Jdux7!7uG2<vqe?u0u0Bue8%j}Kb5sbS|B@{!i#csJleer9Z
z0c&s_{M<}XYfZJ4_Str=O&;(sq`tatPaP9-<_)C=KBwU2{%2UL!)=L@-Pr@f0#q#u
zTA(>F;o3TX=hZb^RwH}1>}#HEamOurQm(Q_a|~&x!(~?izC0!+!L-+A$)1(J>#2o_
zqauNX@Rr9XWg#sF`5fJGpu{0x4??)p*wuHgdVFx#f6Siq9fDzo|3NRDtU#!xOz8JR
zMgj)D;uddl1>utM6<qJfR#UYGV%?(-2{B);3^N3BgP(F_m5l+8(%e+{3gzBXWrOYF
zVA~f^D2Y@;#3DB${*M%The~k3kAC;OItW=C-FVMzv$Y3uClWv>L3WYVc%0nFuQr+X
z9u7j<|J?|cm!aUHl(-FHo79AV6cM+7*+hA~L_H_?ys$OVg`XS;{>HyTibMtch5NeB
ziw(al9uk%Dj-Kd^ZC~MM1Z5Q5IP&$h*fB?0rSe9ypD<ehKzBvXa!D2+cD4`^uY{@S
zY+a4IN^>v0ZR#r4ae~r`b#K7rNCRXcx=j)7K1>SSpT1!LlAma~c`}w5zVGaHU22((
z3WqMdPZMiSN<eM9^}$TEF!%UGar)^_?z2(tc9LFMmC_6UZ{$_bf?wJN*CCn`vTB~`
zkf}T}qOkaEnG|}Q533Dv@!_E}Gnl5rJaIe8ne8a)TDraSRkRQUh&@2G$l99+d6o%q
zy*U5vQ2F&E;g;{~RVL<m?)`@?2nd${RTncIT9M}L$Z$H)J0clJ{J^aL1umuh;7tBZ
z-eZt=l2GbEFx$Qb*n$mU>5m*{b*2s>7_}nN1W%Zk&+kJRNKHsB8DXIC=sR{56|<gf
z6;-5<`~?0Y(b-hVyDp*T?H|I;)s1f@g24?EjgL#oY4!R6%`&til(?U86R+M}1)%gb
zg-AD1sPM*aPq^;xC45i$pdxr9O<n8~ep6~A45beLIXg?Sa6!uGTH7>09QNt%uY27Y
z*>JnMdhgHM4^cdZ&wR0sB7T7YCzX~fvuiGv&-xpzvqyJ;!Si`z$;3D#@{6SHVuKR9
zHR{}4F>41#B>~o&IW`8p$ZfRse*%P7a*x+#=ym2a8IV!En0`K{_6EL#a$!#bC>fdE
zm?GW@ACSs3Ito5-xF3;l_UBRID@-3f9PVRG%!)6jv8WNoFg5|7>-Ib7T&w)}Vhee<
z^2iE6u-6PU>Fu0F03U2r(ohlI&~R;_$;iOG@NeBzh39RBbn$+Nsa34TZQ_3HKeocU
zYt`UMN8z}4PjA6tG<%^ki!zE+a9z<p-u_|()E>=DV`C<(_t6Nn314;3_oXr3_U0_J
z_yQ`*vHy?kVPM)!9MX0P43n$oJ9I3&jiP%n!sbPZM@;hfohn_3(EHFeEU^fjid-iv
zu2@$-_ZtF+zw1}TnVcs`7<K~nm5VKzc_L@x8JAJ{(#`*QC~%?AX4#(Udl_f^Uf;vW
zrG=wL@LOnEdzR)sk>83mgwMD3M$b>13y@NV@WyK1KLzVtD61@N3LSRk<8yM+8hzRK
zdQFF~g3PdZM>J883ZR;)IkOQ0#Ffsuu|RkW=xw!;*xTt)?9lNz`|85leOxA{V+KaW
zX%z3=X(792`|R!OE6(A+;=LtA87jX-8FdSPg~e(OH}KK<a6jXYKq#F6A2CY2qm+xw
z`p*-PGXWd_mg-6?lT<FMqS+^cR2dC6WGray=c}J{Idvs|dasSV7t&#PnylRCc<r4<
z)Roay#>Z{cgN<@tq2cw(@%2@i@x7-XgkF>qF1Og||Aw4vN^AQ4_Rjz37GQD<YEAMY
z&EO$Y=+#kA+79a6>6-;{ra^sCdGrucSBoCzpw3cmwKp<DqUKH<=|rpRF;T^F9}2r~
z(E2J~`B-fF`Y4qHjjr|dxw)KY`eYcz!o<p&t93N=iCH6(r7O3VSFePc9`}M365u)M
z;`6}>tf~9~xfF|tHz7><BL~{BEURHGEus<9{s7!OlZYX}v$K;TO`z*s)R4PCZHqrR
zxq;%ix*$C=m78~S7J%=Kjz$R_5cw*uA?ur5BpW~>=u%~eu<*3MZ`j!s9{#uCWhL?h
z7z}$cP};l4c9pT3-qlU6!oVV*AAK#dLXg@Y%N3R0s73-^#k)G>Whe!<Xphc%Bf&sn
zqU3Ay8^*djlaoZh(Ym$J`?sQn1CPRnqvfyjgzPq0--d>taeG;sUwUfSVhKORVb0bj
zgzf?9l708?2LW+Qcd;)2zUp&0lz1umW5_QgJ=UVyRv2?%D=>Wb2pk67ANMSpiWM*4
z^Cd?<1!&cT@{)yqlvi|7?ySU~6%zO40*mi~HOrM&p3o~PJ;Y`+%qb8lRg>4U{+(yo
zreH)3m8sHr#5*{F$%+?47HlcYQo^RVgwMO$@==S$x6IS{%QnjU<m_fKWEwuK)2W<q
zeS`rsAyT}Uc58WQf**uvJtSSYs{z$M?lVK$^Ww~Zi5g(s*N5zh91_+)5fCS@$H1Y&
z!bti>%5^xp0#llw?(M|-o2}7hkl9_Vnhcd4YYVEb)tH#pGWEY9+(+ddJ8koHLJWtu
zJcgTeBOPll@A|uY*{p13AticxD7jE)hpBgilP#2QlXrc&hYIVCSYhV7@8Pz$KnUBf
zxRVn1YyJ)DK!3W1R&1%;kDl65tp!HLa1uw)G+y<+5(8|MPLLxIKRm#<n}H0O8~1#A
zAgqX2RU_nA&|6bgWW<jp`J;&`7+=ZbI{iDpwQpy|*;tn*(!M$%ngl)3@t83`j1yEs
z8-kpmtpN|O%#ttt=(hzEV+6n^P;c*6f}+1blEovgo}i;-gdRU%=asX)M6Y&Cu*#-&
z^*|xO87&X8J1oGz@7m-&WOX&tLi3qtEXm4UZJW1`BHV|d^QQF}hhS63n$^;5))rQH
zBhnT-6m)eUvb+juUfW$e0aV1QS+0;xv<sv=CV!|aR(K+BK1gEHs_jN8v*bb+>x0az
z6Ue;ZuPyY^_%|Gql`e#U)W_jfF^<5OsH>8^zA=!H1n?u?b)?opxdX7@zUiHx1+h2*
z<1Fz24qP0NuTi>@2mmoN`!?lloA>UG(tpLCr5^lfPi4YdzgW!4nUM09mzEa$cCdd9
zafcO5lwkT!D>lqYM{XG_)eAmlx>@IH^;6ZocEHW+A&I@`80ox)%?!v49I`mn!S~=~
z{+LzVxZLVXQ>So$MU5!Gp>Tq7G=XJZ^I{o3GscOOLTQLa#Go)P^f@;c2_ug1)=pg^
z^C(A7b}me_yUOsE<7;U*wyBk!f-B!kH%GZ+RzU5q7YFe|I#M-wxX6uz+a{nUY+Wa^
z{Bm3=OMBTs?8nzL$_B`#6aiAE<3tMmGAbO}m%VUZ02{9hkytx+W4;=UemTB41ofQB
zWk@Yx=xMcd4fuH;p7KMAI35)ys{x9h$Kt(4Jnl-Mm4@8-UXTz8zC5{ovCl@el@ONf
z1R7-sLKP)(I!e}O_Y-hsGSgpjZoovZs)nIxSwyK2&o<)BeCtKSm+K5s(s}6`zWs}p
zmkkot+eMD&PRIh)zRkmH<KM!`4*<5S4kK_BN6VF5-wg(PlGtrz4A@l~|J2MF?>X9(
z6?e?va%-CCPVV`1x9$=_suC?keZlV7(-26efA;P%9E}p5UEzur7V^E^QSb%8h-Qf;
zz1ldDH2#IQOGQL}#L>bx!BB@`vEeKcqBKSgXwIec<i3L|LqY|wG?@>v($^f1yuTm9
zL$Ri47ya<m+NF?Hi5}}FV(y=6@_On`!SH^H)hnmRFMr&l<TuA0ZHa$cuxZ3|a@4Q^
z?_D!w<`>^Kv8Z>wT#sLSK4YA2;eGSK6GPS}9nqCAI&1gpPAsb+fBeia=(OLx_b19#
znCkCIxH?No9m^7ansqmlNk1IrZB;Mc$usVMsu(`5>=X!0oQHldGeGU#NwAh3RZckO
zQ0*pAr|k^=Ql3n6d%wwH<eBDg4uN#Pq9L+Sd#vsWKUuz}8uf{L6;lz%^z-f2)C1o8
zF|e=>GG%NOZp=p-(yp+_pL#%VYPi5F=h`;d$BEZFv*#YgF&(-bh<B<tXgf{RbzT&&
zQoDSo;xwvwYVna#_RbJMd?Q6gFHUvab+-@LwnjaPItLy_HZj-*b^mCIzet15s-yXa
zIjnS-9uXDU@{mJUQ`_rHZGmA*vmLtZr@%VcQMM2kT-+E2@F61sO9COrz@s+He76@5
z4%EIc@IUH+?-y2=lF=DG1G7kS6eln@m^oaB==RiUd}V*7zs{EclO*qN-q#YKUD2!5
zxzyoVLxRFw!-=x2n4qXyeZ6_OUx%N1^HIi2V&t==U=6Qr!@otjR191ExK&$hOu(|!
zg;)a(9DFy6x^p(T10!BsI^kzjTTmmTy25rpeS6oR<#RU3S)3Y;O_lwKqW`_FU_oU;
z<?ku)o#-HgBGAaMDE(uKh0_O8*8~`!pr5*zL#LiCbke}E?MNS!L%5Psna9;!P2q78
z>$?gCOXh5U3hhRJ>{@tIJ|K;i_ze}nupB4O&HE_vw=y6o7IJnAMa?QLDDdm68^HEE
z92{}-+DBb`O(N)Ze%}oP@=+A<zhuuUk0%J!O&D#_<%VF3ks9Gwd*WS#q5ugKutR!q
z6|Z^-0=+nswD_7c(^KTN3u)^~4&Xh(#;^xml|t>Aq6?{?r{Qo7itxl}#Mi$n|1&p!
z>y!}Ia@JU?sH%s$L-&=X4Ck}0j-c|zYGNe4RqP*LCD%c$>>!`_{Ca!qT2|F+!pSOs
zkgJ&q_KkS&ryVx7+0H_tqK~7<lrvMOG^94epK6Qqe<KA<BQ?9f@>0H+YtiCYh{2v(
zOnRA#AP(m8020uy)853u;zTmaRzx7>%N|FC4+Q{an4k0<5Nr+q%hKpGeN4|UICf97
zb39qTJHYJyq*=~p_cQ<622>A6&7^tJ?xfaf{uK|N%Wp+Z|LTsHYQ1)_PMTVMNk$&1
ze~2m518j-&GTWrN8wCXaFM)efD%Ob&IaX3qUl?uF1)+@`(+plQukfsfgc)kCpl8t+
zL3CR~wJKj5@{4orfaYKMFqEI960Yd?-b}-3zcIrlZ!XmR&50<LolxF}sxOGCENEQk
zt7?<JFUtYgpBlxjiRJMAQWf{@!!!-Z)lYPPG6rRu9`UJYxLxLcX|Brk)Pj&)CIHzL
zzPfdGqZKo5|80dWdXkHg4RdAQj>>lWrVR44->7A5r8L0&E=K31U4wB3g)r#RPSXp>
z7F%%)U)FLjJpEC!{&Rg%hK-^I<u@`i=7>oa^M4C6^gGY3tmM+yewXD^Q_{rL7$24R
zeS{!|k-#HNe}#B>W`t*^`|Qf98~HWGV~<*mv|wS!_+~tY;db@pf2l5l|Htb_%E|j8
zSpF|j_O*JhD&kQ2nVRU_L@Qnm(AQ0XU_HzMlz^JOI;`{&QxMJoYYyYG@oc$6mEA#b
zj>m$jW?*gu32WWHu8}sh@EfXy0T-Cr3;z1<g6LFx^^*!?mIX^iz`EA(y(~SnU9#5R
zRQgJ&9Em9eJ9s&=S6N-nn=x7Qw8BA`51&9>+j1|~CN90G{qF{8#n&2P#+5J~4MSg!
z{;2*v9+s4;2R@5y?mUtIU|rqJ)baJTLQ#>|Wgg1o-IdoH5<Q+yA;a!qJN~!nc&H={
zVe{UKG*d0cv%Z<h%9GT<9LhSL*H0zLXGA%EGr&Kmg24wQF1_~+E>?chs#;hvJ2SXN
zUKAMc;)vvuV+7{INH?v_hETsBYscgRfbs4>b3AomRTJh%^e)s@R2r>)DS<lk;O&2m
zD!SRDi>M<x*-=ktmqket7X*XJpfjg_ODU~dV<0^KET#<n9?dRbWeRP<h(asPeGVC1
z4L2-$I%gKg(n6+G8gSOaKG#;$@<%a;Q@7XTvXcJ2kO?7qS|YTqf#!=}U<11$-~rOp
zd6(0mLlW+M9?ze<`$E(1Sh(-ie1IH}K)3uY1_EI&t0obbm31i`AIsl=e;*uGpGeD>
zg`p?TP<1ZT`(T0-*O#%+GA{@sY<W<Y0eu7RO9ht%HOxT1e0lZN7MWPkI@>B!zzPq;
z&ny&kuEXzY=wNJg#xBEer!r_5K0Hk8-VNbXUqs+fVS|=p<s#z660RZ-VN%{0!Q-wZ
zIO>DDRGrt+6|Jr5%*H{-+RS^ame`RrA}s}PU-RxFBXwg)=D>+~oK~7_QoA-PtiR-!
z_=1|Pdl9^Y@F&offU$Z;0fATqo^xFl!S!|4XTKMXsPAiM^ITR`CX#GFdRl9AbAg$J
zp45e7a{M7;VM$HOji-Kf=lxn9wY@mi8=~HAD3ns%cq<voj(6sBbKI&~UxR@CWFC&(
zWmX{>ztbaCveL|%Or1lua|k|tBo0An6mMebCA;UF@m2z|SwEr{E@pP{j)AE7EO@W6
zz!dqWf2umlRixmrn`egZ+aXibIPJKit8ecbEelPzf>#dCo^j3@T&zSROlU_RhREJ<
z!}7pIPFB?u*=^W3ZL!2SMs(Yv#?P}sX@d#(h<O>S<l}P6+Aln$-<mkdulfiXXE^Zv
zlJLONnj1WIk1F4%fNnVI6zcFpp|ES#F`7WlW{tJ)mUEnz<m6Q1<#*(cow>eYq}s~w
z_GW|=esK@S+Td-ds6q$G3T4)6lRN%!Nvz(_cRj}eC;znuE)o<a?eHLI3}+0Jaz#}Y
zAZwN^bu1eXpvSO|?)DI6Q2QAb4=7o<pQ(2}AAfQC_lSG0@n1HEZ3<Fx!Y|>A$>_+R
zv?WLe*Xx@sv)L3(#2?~gl2}R0uXIy3Y}Y;N2D`JiVqX}=`7mfAvrp_QrDUCm3OFea
zP>X$T{rZH!!4>x05f?SGd9j38nNplW$#+aO`DY_OVQ9o<d^Omf@gMxyDhVQ~mAZlu
zlJ5v3a{cq<8<K_flyu`z?Cmy|iF>hud}Xx-HpJS6?pCgt88=U+?TfiRbR!glJGgLH
z5jxquuW2O%pUl}Q$(rCu_J_YcEdd@4U!+#1L~OALPcl04m52=x!A(rDY;y9=Ltmu$
zidL{J;i!Q~mY9jS+_I(4_@`l#yXyCIo*Z@Dug+zOK-Byjm!SSD@Kic|)u#;P!GKHD
z$rLU`vr^Iaq*i6LYD!Yo8Atz!3BZ@DSikj$Ffz0kh4b|dh!oT4TY5*b)3cKufZjV+
zCFRfK1%-7r!2+-2;5<p1PGq)H^EV5ot%V;5q`3vM0v6zy`aj(bCxe?6*|(~&Af1x6
z)fSfH6dbsP*kV~a0Zv}*Tj!IU+{q?Hr{nfJ|HC12r#8tqPUF3NS=_pBj}r;LGjU%2
z`=p^on)3YHVm5PwhP($&CO<9?TPzy6GeW8b2ldNj*>6eNNfGnEV81s7?89lY>EBhl
zj;%t;WTz}c>^n-A=X<$Rt<IVM(+vO~|6_<p21>ZFn656K`QJ!QI-#5bD$kwG+ncDy
zk279H1*bm%T7n8SS9{(=?eAF#p!^oQ|0QjLF#SisuqViRaBzJOsP7B?&v+058|6Ap
zvV?aMO+xa2UVvYxTEj1%-wuSco@ZlfiE18^!mn6KfagLIL?|ikK(ahJ#^<o?xw9li
zf?RJlUVBWF<OBdQA=H5qo?@J#t-7HSskV6|<_FhAp@z~bW(~Nh#>p_7OTTh2ixH6W
zV$iD<<=2w!tu^Kfk<^F^)V_cD8;T9A{Ed`iVYxD!`|}M~_+2r+M$%vl@XJoctJ@6r
zM|To<6gAmBhCUhp;c#yG2;te@f}-6w0uQ6aqOrs4PGYX_{G+2P^yK8#mBFdW{rN(u
zj*QX7xsUE4<I$ae@VjR`Sgn_x@vgp8M9wVTnl(Xav8OzA#G>6U-zImY23q&=p~Nlr
zN~>zXTPjTGsPNg}=tqrEuti7$&6z6N!p0t(mXa{tKdW>feG>tCVM&S@rZF-}@!8Ie
zW8OEcf;R%D@gD~9s<6d;`(U151OkuCDm`si-V%trW4Mv39egec<|wgtc#IU+)!d{0
zAklI%g_V${yautD3_?l)H{W>|X=GuG(a06v5W_-<TKpJqVj^pGy#!U%&@)q+r+OsJ
zXjF-fXjq9|c@zM5&-Kw#t<JLyVdugNM#~M+j{(>y;8Ia8hMQOC)!tpr%_plFBrI#9
zV`*sHwshHpy%06HO1OUE(37%@+5%-GB@E~mug-)-ry&6M^diG0Lg^Ajv#(wnNEo2J
zl~bUsaLg@fFO-#V|D$W4_xz|4u~yhNPo0;Idrx69M#QD;T{2`*DySdO1^$Q~uS8kT
zZoC*?(G5TELkSLuTX=zZ2-ZVJ;6HzBq@<brG@+)q=kMN<>$URmkZN56sR?eiYTIT(
z*Xxvh@G`)OA?9sKnRQ}Z?h>uPoW9!@dB%8kZ~zp6pjqLK_dq_!Ie}tf1^-3-FfBG(
z|GHLiB*)iaT{_v`hiid4&HBxLchdEjJ1ZdynTFig?83<xVTOc!FCynB&c2R6KJ(-o
zfB`(i_-Ryj@#|-Q5<(Dat#*z;g2_+gl~2QC?SRp_H`ZryZUTr1<kYG*%or3wECZxD
zdO@2Ni{Zr!6%kmEiQ$6td%IvRX0=SdQeOqvKdod@^0TCi$Yw;FBn+;#s%PJRu%laT
zRPy@3CZRv)EYt}85?}_!DlCdc*tuq5-1~fIV0>U8NIspcY{10_uUz%F|1CJ?O!Zrn
zZ9_kmDQfN<K9|vLlbL%@sx<^y;^FPi8C%~xjWX3nU;!C@yBwRu@J0A{ALvc}e_h$P
zu_5P_nGK%U?Syg-Ejr<b0^HjchOy)LdG2>EMH^j7DT=utzT=PQ>d53hRrc|(mU2;s
zU@sNi(3$>Lf(@)JtJZcX5JD&}2KVUWaF|Tce66NJNcpREd*uy~0@0e&O!K|Z{J+7T
z0m%W`uN3)N!tOITG*CN0KQJmp$_hiDhhZv1L9O)7rQ(7~8}uWVj|ZKIEfbuuOX8rk
zW4sI3p-a(3_YT9qyX=CyWbqB9;SkwVk>1A%Igc|hUV%VV${`;syQdGZflN%57OHwj
zQ;f|w*l~={FQ+0Th|wbIg;6HYZs`KX?@?;kP`T^VsL0hNs1V~LsNSj?2fOrHT19mc
z=SuI~1dKTCo8%&aquR`ke~q?%M(Eg@6!}+tb5gs#s7&?!2oMJ}aO`~Ey}W3v=r1HW
z>FO5emFP7(<oAc@>T!EpiVBuQWTM8=?1xW8^&jmk%=ca+$AcFFZvQ)HSSP%6k_ag(
ziNf5x`cWC{?0&Yq0<lK3;Ln4HYU{!Tz<ZEaZL;8*EQ$aWTjzI}%Vq{e{`c$Ex`UOl
z>+5|D`#%dUxcS2(0MXq$N}5=L^UX(V$N&-l7QB%7yjXyH|F4y_#8-iCRpH!Qlrhwr
zF=;DD_`}CwK=MDF?T;QrbImR8yo#|42T(ek9m~~+NAFVg1-8h7!19)SRlM^~R_j?y
zzGz{|*$vF!ZKiV)QW~FhZR^PD6eL+nB7Wlkj`++{0f<7l>ne{{R6W0rQ>u8P6QMZ(
z;b6^f@s2?joD0r>J4^!7k=w7SeKXz&C{AMdKLE9ou3IR#q@^ZsdwWRgo1lsT{G=^9
z-2~W6P4I*+mK6{j^~Mi-DN%0*W=4YSzC3f-9eeyw)D`OrN7Rc9p@&T@uc0gkc;aJ+
zpEfHMX}sd{XgxHN1&F*Z$kaITZ&<SN%=RmwKkK1n){XQMQ^1)$lETl!wZ4g*#J?Z{
zW_LP46td5$#D%?l%C{qt&`lXNT&f*{NE}=F{#IR&(5|}!ac0ig<dJwCpH?8pXh*WQ
z`b5&So^rwl<RKzwg)4%A{O@IzB5<_}icCDQGtqpK>Z*qjS4mpH&c$Yfo3vmdus6ZG
zOd?zoA%)aKg{ZZ<_Ph@x__H(e9+2WOl9$5}2H(`?N2Vh(4cp=~oroUG4R1?R(1LH=
zjg|kSBVp%atb1a6&nlydzl6~Dn@1<89S9?HN2%g{g~*kv$ZTEM>}qEaSLfTdnvP}-
z{#!eD-^~9nzP3ZetX^Qdg%X|qxt5j7Lx8aW4mYc@LQy#%hwrT$E`(HDFt&aS>?ex*
z1~0YBUd(_fN^H-R1C3zfU%%&Nmz^rrW(Fe~V4?JsNDZ7aUZGhWh7i7UN#5xLT-aT=
zS%FF>J%Z*5dtns(8eByp+!vo;y=+1%dp!+?jef-gh1)FI&@)j~b1XmyD=d&0U`9sx
zSejoBIT&?3V=vuG3R>2id>lsHv9$6<N$H!ElpdR*IKdE6Nf0JhU3BhqPTUj5l9r$G
ziQ~h_ol5l+{~Rxk*SgAQ=uy@A@>g4g<nM_kB-HC(>3!O39w`X8!TxSfOVpMTRx*Tl
z{f7(u-12$Qt1Rhmq6skcNdtwxq6zLqU~_Vb<Z$`P-1zhB2_v&Jkm!i<UZcp#D+_q@
zzSpHKt}_eXZW>ilO}%}OmSEqW4D+{rXUGmsZ(Xg*-+`k4v=<=<G0QHTHiWlba2j#H
zNU@ElSD8+5V55|`$%y?#{GrqKBW{=oWPLMRv-}07#NXh*tbWNGnNTZ8&XzRbf{%13
zcD6ofw{b}USaZREBZ=2LB7_h-4ix(sR<T1Di2*0)n^A3xL8q|b)ip?A-e5;Ux}pd?
z){>=&Vc1p$b2FUKZGRU$6T%S5n#Pa|oUW|54?QWv$<Di@2s3x}wlcirvD#N%9VP~H
zbNU}K-mYYsT|MFqUzADlFqmY54EOICbW?MeJ?V(AOu*MdL#8G;{kH=J;kk6%P-5_Z
zHYqV0mgt?T{MI|Oq!cbS)%0fqpgqI5$=uM2?p0AY$bc}QDRLf>GhNBJK-yUFTDnli
z$&JJ~@9+9dY1mmM41etUTCl(n2fV&LJJNuEBuJc|?v31YqF)82hQIhgK)0s?N>fLI
z*Y{^#9F3Lh2sUMuqR6WDQ7|L|q6T%&-}P6`%t-9aHt9Snc2<*ovUf{(og?jooZ&t?
zv<=7B9==y8E<^iczr1egx%{*)B1Hs;TUE4{{h{|vWV<k(<E+t2#C6Ii=T30?w<WR|
zd}`N+y&2EN+M0xdvMyf1x)0ku6haCH9nCY8vNLE_`JJ|e&d-PzljZz&K^+yS-uii^
zJZ#XUc+IgEoglHTrP3|52hj_#^}UA7SmeE%7~N!m_aIiPX!{YW?0X|%1dj>D<Ihsq
zyS0w=<qwYeU3-Z%7`bHEw+hrzA59-8tVCT^=-`}Tj_#yc_?RhONOs$<EvUtaKv&QU
zroF9x$Nk0o*;*Vz5tJq^ej3>sRa?4`LJHdZe-+Z$j?-|j6X`z7`?U+LZF5K)ksG&}
zH{z()Z9H#XyAKw6{<Q1aH{2c&2>g<aDLd2mO`G2hLZX9_CA^8_js#nd&mv&{D~Q-l
zpcT;pvVi}EOj@MH`;&p6_{3pq8}>T~S@d?6rg_9$k>8^&;hqg!`yys5FGhtL&)S<r
zkk7Q%Iwu9Cj%bwM=sDt4FdfD;c<Z>>9zy!A@xpmJN(sJ)dk^kYH7to5wHPD_Go~mH
zT4LUWfjU@TF0R8Ul*%=}5u}q?qC93}^#^aXf4_b7RB<q;ktO!`oL$$FWb%H;VToZ^
z>M^EKwn88?<FtKAiRl=9d{W=^@Ar{Is1Z~;R_NFf7J|s2@p>%mvH`*P-#@r{8jYgR
zYYA0Ou8Sr;P1D=ylkl4GDP#)J1jeEi<6e{56muBfk|I{rqMbfT4V^YaWf-BBef@Ib
zG=~TG)!a>Vu)VM!-<?NbZ&sg0@`3Paswn*4J1v~x6q}Xp^6$X6J(l2d>|^;Gc=w25
z@?#?E**qRvRpfU=aER}OrL@P*`tTNw3}+7TaU^+M9*=rW`UfUVQn{SbJMSdB_QJe=
zc~AayZs+kWCt`S;kB=l*?85ixrr|#zkSrJRbF+b2DUXLR88pS-rE0{~hu8bhY%LCo
z<$U3qj47Qk<W^DP@ON%@qwhHsE)x_bxmeG!t+_zM!fXF;N>{vGBk1-v;)rRy7*k{C
zv=45hywH53Gk{CSMl0cG5a;<vi-~7g=IOMbbJo(mH3$EYIX#eS9yKO*-vv`_>HIjx
zy1quN_%xNRERSooh|>nmoOI)QVRn927Oj~vk>&R`b4v9ZO2-gHt|C2;&_G@Hw4WIJ
zL+v{FK6Y!wQ=+Q<Y|$U|HaGsfBW^@PnS8hJnj~8h+(r*x*OB*m*=d@0$lKW@jvA(C
zOr0Lr=9iEqrm?Q5gvM%GuKmht56?|)=mxJ6UUVoAf31i+vr)baV|_ag{SpNy3ri_0
z6YBEtz(AY{R7hFeUwhQ=DYMDbZBuuCFJNG8%#Y>7<Q66MCSF>j$g2IFEbe$@&T6<+
zgi`{0dcgCe1~S*iq;uLw43Y#tKEe9=MUOuCGyL;qsJlhN0?$HVj74gIbvsq<k?%M}
zMjlu*-R7th;XUkPbes$anAcC9op`&u1ARq`I3Un(dgDEPwUEN(sh@EwHLF?GZZZk6
zlf27(HD!`Xxjzg!H*wOL+V;ZIXvd}JcV}17HXv~kLIQCoo|ZSvc!oDUi^8B_nvb7b
z(DZEOnz-D+F2;Bm%0g1wE8cPs;em8{I)`ku))9&&6-VP)o?D&i{5R)U7G~ncW2kMr
zWN^9K<0$toR6RQAH0%<TlzsUUzU@sJfB%d<Ug8YHSIn60m*2()JKbq}f}75Q`@8|r
zBuhPsOQ-xITsh63YCUV@8>@_4#)q9&PvtZ!V5TOm8|Be;d=QO1v~xr`WTraNkJpQ8
z_xSJu{}D<mKPfk(!<EeNXuJ2JEoWA1xM)_Ir$Z;eeuerYF!=^@HH||L{*4nKYkFtE
z&|3Bdx&uV4Z-UsV_a@}^Lfzj_a{EpdJs0zx^K&JZ_BH2zWWNicL^~?u<mu;u2uaG%
z{*H^G@_Ohrn`$2j{aG)U;3ASf&u`^uRov{)njK@i1l=Vz=BPtEsC7z8&|rL5qVPgs
znd`}z7^{+Q4u$j`@$`+d`dNIG!+f!<R{<=13@OlPGnw#9lzR<$RVL>@oNpdX-)p0P
zohf`m<d-#u?x5VQUv6A`_EK1t13z66HGkaUtRwJNOA}5GJi;#6%)Fh&L!adxe^&~Z
zOaoqit7>n(M3{6Ij@0{SI!6&IR}Xc(kjSKoap#aN?&%AXJlmX0{;f(OV{4DX>48`S
zp<q|Hz)%b+R4s=;A;Zxu^mR00`zm0v0v9*}Y~4kD$wefue2tk6UZ@3$M=dM_jmS%J
zP1kj^Lpe1~Z!5t^pas6?=_UfwQ%E6T^2y*PGEK5_^`4hF)ZfYxne+6xu+f=*vN>*c
ztt;?0*fzi~X?#{bA*ViI$@OeEnuE2-d*I6G1HSR}dW5z?BAcK81E(*kcm#+U1ym;8
z75k+e|JPgCLk%(fn4b3DwD1p}`-|6&tl*8O)J0UO1gYSwbm5(+EFTE$CpcaVU;`Br
zF;&g8#Kgomaf&q^6&85@j-b&8LhuqYmTzay@&^#Ys==WXjqIQWzv?wtO7^o>O0`TZ
zQ+gInosZ>E(y-G*xap_xrE#LT$4A(us+T=i-L^Xs*MDpGaGP{_?LdhoCZ*dC-w+5q
zdjq%eVAMpjRmd}}L1vk|YId`^7MSbDN+lfD?(|cz?eS*<2{~(lhHr<mZ(wY2OcRA~
z#N!u|UpInM^=&u@h;qr8>IqVT1X)hotUB%9j1qs<&xc`YiZ3%tf5=;nBGz<JQmPB}
z0JXW4H_+}QRTQpT`R~NM>6?K;&!z^?7scHt$B}mJ1gY=%<#Q`(9Cz|r{(DU@v<I0a
zaDIn<wjzg8_o81L0}Xm#_OR$>^E_M!G6XzkwV=Yr_Qm1}G#H(;WfdJU$(C8eC|9vH
zFJJQC=(k81T*rna6VjL11x(dMw53HKyGxG?>v(EoaVh%;@<If``iDPgFvxoknRjOU
z_Ty}ZtSj+^oxTWGl|DpC-uJgsa|^oI_0r2vDR`}om{rhWx)>K4up6D?ZFGq!>-%w>
zVCY*d-?3G@X9mQGiWiF~6{(*3DjA%sr+iEo$N&7OBKuhC7`w6pr%B&W>qybd^KFn)
z_I+ktz;9>qwIyT#m4rW@EWEkX<R=BNg*=R-Wq*NV-O<F{cZVo?lz%IDX`bX=|Ej4$
zITcM);xBt6KGsY7Oavwi)F{UwHwqzp3Iq>rpa824SCw=;aw~mlkNSod=V1SPhLl%@
z&}+rgtYqq4!MRi<4P$DPa_Dc}7)LhFGqhD#R}Oo35V|iK7N(3@tfyx3)pQ?*G}rbj
z8t(c<|5p3E)5AbVsPxeKml2Qp##)88e|Kg<#es(op)DPvKH?l7nlr6yLD4B4H@i>V
zut;^vT{IY>uDWhB%DOGrLxaMLTG|vk-i%q!>B_}e%@E%_B5^tnF~<tLMX1C8+(u7k
z&O8<zS8}XOg4;wzL_x3F1LH!Y+qdh2yQyN_f2;4DN1yQC){^I6%^_otfae{0ANG&V
z0!Ki)rdQA>{?Jt;I3#AW1e)^gDeCN=Y_yMtQ@f0C6v;GomfAzn>YD^-k)s-AL8mf5
zrja^2Ml6}L)o?rn)6Ng>ZWG5ruu)Kq=w2w+4DY6c+h2*klfIQ$o4LQW^7m_%;kRh*
z`P@#&snpAH`NiLuFnX^7(==Hr!bwPE+udAt$gTKQ3K}n*{~vqr`PEe0w2jjdk&dEN
zfdC>1BE1Ibp$aG<9qCPw-XV&DbVBc_AR@hY5-HLJ={@w`TWCq%&2`_`^Spn+@5ArI
zyOzrjF0=RSInO!fm}6$2dwOepc)UD$K87rj=1_W7R2BBgSOWd*9&d9rM<ksz|8uj)
zzgnlm^#h(-?CHQ$!VJIM-{2>Dwi)la#K-sR?23l@Vjdp1e`S>W4TwTmj1m1gv8MR0
zUov0tVc0=sOL-mNl14D2pzrT;0<o=?V`%ms)pf23;fd$3bjilahP5&%|FS#^mRI?B
z0hKDV%up;N`DS<p8q0gnV);{e3Y=^4<gmUjNX1NKD1+>!eso!$2X*`J9AXhHYWd_e
zfO0a5Yb{^Ekzh9_M(q`15ZV{(Fv@_Waz8BkWb=L=W3|vEs=N}j*y^@KTfdbcK&l^u
z?v#hgwo)`2;SCTs+Lx4kDZvOh)RldSGop|pUwO>*9Te@qdD53Eiq%Z!&p<Wjx$+U8
z?o#Q`*^wqMzIaSn`B7Gai6%OP!>*K0<XWsN*&hrkJb04(0ti9K2hO-ZvxBeKTcf7%
zACb*?JVopvk|qq$yRLrz_#dV6bS$x^SVfMZAW94}g~7h01-HIxm<j?@%JY6|e?%v?
z&QTS+MG&ZOyC5sSaN{`Z@gYS~9S&J#WrakL!m{1m4Oa=|S}d$V;$rZ4E+Lllw<aGj
zp}y<xIr^Q2C@WAkU!|vxt&{H&{DXY+58@et?+=<Lx}HW0jQqCK%GAM?$oS$L93S(Y
z-q1nhuVG#G*`)^JUT*6!t12vJL+aiW41e;IEHv=o-rl)SpB(%|H9Y_`!U+7_sk9Sc
zdVGKvJ=nwAFx5!P5OkVZzG8sTM}ANEbDbzS*pMpjZg%Y-)HRNHt>3;`=Bjz_4AI#W
zW%(HY3jJN@%=xxdz*SIVI+8$2`v&jX_3j=()&{W1Vq>OmD<YA{F<)$g&6mC+c#xtP
za%vDsb*<vd=<=Wb@*I%dV{`Ml*oYnfo$bWiIYfRuOv!m)M9Ethl|Ft%v?G>qW4o;u
z+H)daH!huvk^`uRsbdq7@pFPxs12(6?0Q-{Rt$}hM>pY@kPUb+2E1Rxrx>0)y5F!v
zlzUfg95VbUK|DwCxOK2HpEO&4sr3u%)BOOk^@t7v^ivg>8_VT=m4YxZu1=Ns!2uI$
z#1zG9K3HyM1{2Cme(E_Lm>D?F#;NJI=zZ^YxwU)8tKj>B-aQ8jqV$Px>|7#$o7hja
zzXphnCH7P;q5;{ZCkD%-(<cmw|H##nqN}Bqph@BMlCgdK3Dr9M$zpY6*M$6s&Nmk;
z0k3QVK<gPO!o8OKgz<DNNkEpHnlWS<A$I<WLHG|2GmZ_pPe)#l>n=-@n8kdBSxpg5
z>&0q#dSKUClj~U$NlJ_ViDvRU61UfO;*=vgGa5#7HspJ+wfvWf0Hzos@efmke0Z4E
zntDO%V!65WaZq)L3(|nSCUns<@VPv1JS@pGW{u+~e3s^8pqB@^BgxEHzF0c5@wSC(
zgYi?5D(vyT)OQUmzzj|MSGf751_82c=!fre-d=HfaB<juN?bYBEA>KDXXVObV3(?i
z`GU9e8jL#yP&){{@OK);9NR?*%VJ`ZK;bAtsiuyIyq3_^J+Qz3LY`q!Wq5?9d!1GA
z_XN{Bl3FmW&l24gFoX1ZK?Fg}n*Yu!(dK1Wu|5u*fb)(|NB@-ToUN*QhS!OHQ5nhX
z<!X3L?KhST)%I1EC~@@gUt#Stl&n!;F4~-{q{iRA#7M1OcboeJOteGL$iws%WPi*0
z8J%0(b(5IyRHkjo`v}D!j*<0CmI4X3FL|5a6}-4}LWiHm%J-TsWg%YjYVr_~ldyet
zJC30-5(wa2{iptaD8#p$H~IY>b`h<Jle^FqxFje20@0<x_z2UZdtEN@i);~}g>l}i
zoNJJ)Bv39ul=lgqrRBKyZmw6l{za^h;9ueW-9hXJSp`T5rGke3ipyLM><2tLIM~hD
z*hkYIyvT2l7rIve6D#FXaGf`b*xveM6bGz+r@B}K<gzCkD%nb<-Ob_|qMnUg2A8p!
z?_u|c@!riX!A+;=sGe{sC<!8E8i*azyLwbkXV=DD1ruV<>ie1y^t&>jOKO`SP=r)^
zGn_|;k%p{%HZ#VI`;(Il8xz?8nU4$ctiL;{u+cm|P?^Gh7Xb9eKTUGqOe}DWc9?$%
zB^+bXbrya+pXoZyvF!iH$1g!jnEYyhi$rLbWHxwPw|YE?=v@1T;zS$bilzPh=~C&`
z`H|NYcIVL(-R|~UVCy#nT}z(dnDjh@&_93NAXgQSfr${LwmE9r6DTBbCZqjnhwFv@
z?3F4-J3{%H#==(%I0H5=&lR<BK_s&%B-HHs5u5m@eY7|ihjE}~|LBx5*y~Z!?NymW
zjjM?2v6^8+)GcC^Q*N0pe&?)VFW1r&Eq=)3J}bUAnD;ZUD}DY}QJ-jNKpzw>yf11I
zr`LRk7kCj)341P?mI88h)nE9s|2B6O;r~d#J028mX0KBSHlKeVymTVSNol&^dyWYb
z8=`!->bYE$xZ|FrI(QPuqy@Y0Ri@>0ex}^x6+kd)c#|V6+or6ZAr~@JvU{R%y=r&u
zNO#03eb8hiT)ZqZSF{(#xkZvMOoT-yn5HxhQ0$Xl$P$DZ{?%i~_`KWC#KCT8{DUxn
z<LsnxHgC%-2YqcZ2$6)}J)E4jyz(|X91hhF7UDGVRBtEND7+OoH{_P9;AkSq6y5X#
zd4c16ni0~)ofE+_6L}Xhe5jUh+Sh#H?RIoTGMFxjVhR`AM^WD^^WuA;3Bf~ul+C=O
zX*N?Z{=2wgS<`RE1t&cgEDIUF{}ige7F@BjvTe{Tbo!p;GWok~@T-NfiB2n`dEd9{
zo7<!(sOYkw<4!53b4dIy1tzZb&vwY!KOwJc+Lc&X2Z$Q4`%}fsFHRAyvi5HlqJxEM
zi>^Jrm1#+PQjNVmgb@6glBAdqNIc9fce>$vTeqN<+X&GR6w}xb{Z@&^8kZo<h;>%h
z!2rMF=pOh}@G%a*uX7uROPM-%lap<OR)C`kowKKrUEz$ZEt=D>iG^q@WPXuC6(&Ta
zfM_zP-vEpI`fiE38y6A?M^otsNZIt_<k(Cs^xVa}&=FhH^@H5m4!U0ju$za-D=k?I
zSNud!w41Jqwaj3IuFUVHeC7H38gC}y{7?6#>KCGW>UY4%vAgk!zk`qy1*f$DMOm9V
z975{$W7&sv|5^26;xq~1ErK<1_cW>1&h^OvW)bkcLs%Us)6@EyjnP1Ltx}%uVbxED
z7%#}38YA;|txK_b)VCLx%&vC=KXF70Tb^VD^mpTc34>5Slv);d1yV471Zn)|pokJP
zAa8#nZq<EIzeMpy&s6G;=rZKOBltMTuJrS!)AaL^d0`Ksx48wtx6~uud@m0x1Rg@@
zISWzct{8oTR;M<Xw|G~Vx%uFwnw;W*&eX#nH&}<4*8f-f{^Sff1#%v-=b3}sDrt2H
zAYD^~dZv#g&!7*7yQbI?+PVVA|4gxYN1B8yOQ3a6ez|_uMJ6kvtMiZcHm=W#zs9H&
zhGs!zRxAZXRw61G_!}jD)ttJ8`*LG*6FPUrX6hZ-HcRJI?^^vhDYvC%R@JsxDuA-9
z+}32_my63+I4U;eDx~6drP;7H13S{ga{6Vj+3Y&GkHW2kJ;yhHr1%#PPgAP|=l`7r
zfJ(YVKVoeEQqd#0K$a6B{x1A-YUQdoaB0S&N@%a7;M?K5t=h70W!_{51gi?oAc*`E
zwj@9PV>%2&UyA1CK(x7<n)z@gqSNJgt&mzZU)GE@E`rGGO_{ID0>(vJ>9{o(cl(nJ
z5C@OEscATaA_e~hh*zyK`etu#-4UuLE^T}l@M@I%-j^!(9aM(a8?p13zGQz*QDF#a
zKtF{E@mYm`4PNNDV6k5Pd1tdfGWJIq*-1X0%cZ)yLsU}T{yyo6O>E2ic@^D_Fi)`R
z<Y_nOWupw9lpe5)qIo&jmBR=Dz5~OJRk2;zNdY+p2*okVzeRVflDM4T$Z*QwGgno@
z4Tq28)1fgRJgY~gp8KPT(#ebQMevD<*5zOzriAd9ThhD+2X~YCgV%lpI0u@KZJS^C
zTJHCp{C#*+*WCi;nda`#?$toU-ePg5VlqO~7fD~hgnFOY9wlCh@4xp|_krp<5^v-8
zL?MdGqPsMFuMUS?WcYrSD$_7y_M}%TC-7%(N*jCQG&$P97@D=Yj?E&=VSbn^f0Fst
zcz6{uuKd#b_n+%b(5jxqJ9{T!>gWxi7E)<RADP^~0CzTr<+VQ*2m2N0X6EKduINjg
zz7ORo6K{Ri8Yn$fE;wX}gn0KQFwR~*m433lxjjW7^d`p#GTcoQ;_W&NsVjGS{fV;I
zy8CQg!T4-3RGcdslhN__aYn2PY#sT7?zsG7!dC>d!qS7nk|pORftXq%Q$=?9{zwOl
zyc!D&R;F&xmWC$jw>>DMXW53v{0Wy;7gDN=UZR$|Y)LIaUB}5`+6@}CU@sr&e*PM4
zwRr?KpNcs6iXJ}}pR9bcR5QWVZzLcx4$9Z@or{M=V_;{_fHPgTzXVO_herle{3FA&
zk37QGGI;Y51d*vTr^iybE{>7VwTLqxlqng%4**w>aa4~2+5kNAgH}m?{+WR4M`CEf
zBb3eqhDbulumPP){(O7eM>DG)7({{U1SRh-vefHn$$955Z82R655ZBVti&ssnn@&?
z<KBjOSNjAWm>?pFTpK3j(31E-aN=k<GNzf^xVt_136;zFa_ST*Ah|D|dB88!9h?%A
z151tXVXh*n$Ryu_V&LJ9w;(#!B@cByi3>9Q$Vuto=gfWs7+HIr8{k*Zl(@4<Rw2ha
z^!GvP3*p8IrV?RStSAt07@h^}OF$N2&*-`MyFP%(LM)6A_q}W{0#mymshRoU#`Vc5
z%jcGS39J1C6eJUW>uvD^O&FkDhxYD};SH3>=PUk7rzr)wknwR@KhuRuRLovR=ikyI
z;e!nmXo4P>6XsNAs}@dbV6<5df_wvxd+Tl{#Qu6<%XBen=&ipXYq{W@6J3}tR*Xwt
zBquX8N0!z<>EGRIZ3cw1=ih47DMJ267tfQ|#CvOTI#p(c!C}UmZ54j=_kx7q-|^Yj
z)u63Eejxf=6Y{!L7>EcYBp8Jycw6Kl22+wrIQ}-`iJ&9i9r^y}6Y!DhwBt;!V;I5o
z)|VR2A;Y@J+Dk5baDDdpv@n7%m*f$dAtS(m7^w<Jn+(bqY?Ar45<oAIlwzy5#ZJFg
z)M-oWaP$an$FH>v)$@P%^2cY=pwRBcQsjQQsm^{!;mjh2S95GT?f+6~4T+8tb7s=|
zj9n@36CJtVy-k^d*GWwq0j+;2BW)(#t5uG!1%0~Qg*L%k)8=E4#I-j)4p{aw8>beA
zUoT5I`hlRC5AsVLUG3Y?J_B6TnugMis7DeKY$`XR7RsI0t^7itBx8U6xl5NYg5BV`
z!7xs0CQA$E-ucKfCh>xY+B7&&{nV=4ORf*fR&rWWJu0KLTpE4iDXq#^M{b9IyDLx{
zNEit(w@|Ok7m9d|M4*%lg)LMmt-(7dUJQ^Wod!9rU<#of%?+_hjrKi}bd)n^iV1}i
zfry2iDNM-YS)PvBO{=24EuqbV<^-q#oTKXxOh|b6?wf2w#rRO3PwwGg$UTf<<$g~4
zTtV*f`<IVdU4LY$7Y0N)SEGWT+_l)ABiY_-{1AZ5!4bZ}-#qsE^v?;c9ck<RwwF<K
zrnZd56eph$jxx-ENb&TeXt%0>N3}8_^}4iZcmMjG^V{ii3I&A|c-{2PzI8pi`aR-8
zf*3#$$6nCfD^WM_^J32$@V65`xCJQistrPDO(`mV2z8>?5Ip50DK<J^jZ6EHth{Z<
zU6#l+sg~i2Xj2GY3)9dTqg^31yY}8Ry~Bo>fwJSAQg8ki1<uSn4K@h9X@ZJ1COU}+
z+4nwy+zi?JBBW%7eg2Z}MizGW!H)y2f^K?0ovWs$?>-}){0ijcB;Hdd(HtsI-{Ggl
z5Bw<0NkbDoy!%ZKTzmmX?-(BoM>K%(EB|o-T^v!VRqyD`>%cSG@0yZs?`2{vw%5WH
z*MC{>e<o43>l1{nx<RwE|LPC7)-ml}3^GPH1*?C-E+<lms1Aoj4>tk8jvIv6eEF!0
zBd;h(RsaizqGi`}l{q29liHd?{00Xc$^2#Ci+En7GuQ6~3TXcX9-I6^#;$}+h$ST1
z&~6?cZ;aIRGn~-wcFxNTcLB<I#zGJT=QvgDP*W3p{KjTb{QA3(kz;Nc;+5#{ySt}`
zkCW7fy98E90R;w@*E~ZLPx(>4U=hD7(VYJt{*>Iq1l4e**9}vpoIVGVC8KY#j!SL&
zA#ZN#4SO6NM2<l4ublFuC?Mg+Bd1b6I?n*SL$|*<A?yj_`N#}I_xi&uW@*Q$@6ym3
z@FVS}Q>~CP+<*F=8<uWCCm96S^!0Wj`}?@___M-RfM6qZMzD~@YZ^eRmhxTP=V|#l
zwb*jfw{;>nG1}wR;fh@{=o&s@I%?fs`~^^KD@Ej!(O!+~>>W;%u2j%vfb3Tcf8}x4
zmAj1r=i4>aD)ajLw)yIFD98sGK8az~1X{pyi!VN3zIlkN6Sg*@ep~Jl*Aj7+kW;3t
z3m@Cv=<J|!GD$qg;Q9}rvU2eDIz<9ud4H|(v`^Oir4KnZjb15wo&wJ~O>MVL+Pp?1
zpleHE7TU!V^W~c$@ave{((mq^8sU3m*KseKFrx1Q1ZB>-Ht$EjcabJT7%#9cB+~gJ
znHL;-GnQbWO}l)Zee0<s{t9!9g4cd@{dph>sU{Os#^{HVxDTy-8xABw`}{-WLvqI$
zLqmtU7muaneCH|%#S9izI3N;wwgLd<6FbgaRnI)R)?dCa0)B8P$)aIU?Qk%TpMM_)
ztRiWro3HQE5xcWCEKV~iVP8A(&Ww#$rmUF^9*iom@d@9rm@xcU>;&3_@mj3>rlk(^
zh~mTz?t-Y5TCYCfH?DO7YR?2dmHKm((jFt)IG?(@M){?!k}~|l#1Zh*q=I*!Q3w$K
z%EKEXw_8tzWVv)ThjM&ECs^?2@r1~X6aY|`rb;8(x4sw-wmsYVJSw7W>}%4Wn3fdd
zxZx@C+}1L;kZ5`<eZwIrqIBHZqt1zdnb-lEep{IvGHmWoR<$0G^vagcyscv$p1%7r
zeJ#A`t=J{z_?__{1xpw74esrHS?UyQHo@?h05<F<C?H?7l;&YZWH?Q?)e=?RH=sG>
zj7pk3PjHFv3%d8C4CwBFm<niA3gA6U`TCXDi7VlbP)yKdtMJlMEJtRwp9g5;>I$!A
zDjw<5Y7pWH4xe-z<mX-klNR4}hLqs(UOf5B$2tql=DqG1%r>HnJ0&&=1nJ^pOYjx#
z)51vTau#gn-1iwH=9zKvDnIp-9hsN)XJ?$9Q?^}BI6+A%nN29&{zxXvG(>WuFQx;5
zeQIY&6UB<?WxZ0|dP+R8<%pl=3)OE0bGoNiRzY+$owx*ONuh5@BJyR8mqeLNpM_B$
zXgi#1wzEWnpvJ5(!tv8iy2Uq>2ira%H`fb2v2w=OW{E}{DlnmYnW_?KYrV`%)q79G
z-QKt6a}OmE1feXyE#o}**3UIyoI<bp&sglD)PNx*(xZl0U75s(kS^!YSw(xwmKZni
zh0qH;%$@T9MRp+Gc~$f0J0o;kHO=t^HN!}eLT)aPZh9?46zG;ALmIo%&3xZr(Sa-P
zzf;Xrlee63YAsy=>Uf^a8X@!Ry<%{eebKY9U4FQ`a>rH?wVtVAwxC+48+GeTUaqBt
zyv)o&1-K`@41G(}vj(|``n)+_MIP^40Z|k^=m$*ix~t~zznCYD2kb~wlR!IangtRa
z-($pJq#))KF^FPaJbh!qO092PB-P#uc`D&L?Cx;Z84@_gfyHwM!+g#*^bgZ#`gSVv
zf`3OI0mj`Y3Nl<Y0OYbFJYa{~UJUcc?Pj#8%_o<y^vC<^lC0{KN$(Dg(E^%&UQO+%
zy<{bNl$1In_;~}@HeYU0TRc$pQs;mEs#WQ;33l!6Jwk%QzN3v<hjKomiP`vCI4#zs
z!twIRvp#7>AB-Gy{WQ2^MG95_>Bg{qI)m?xoR!tuX5a?Dd<1aLQwL6s%V&Vt*H--?
z4E!89q0i@ntwd^x?JlwBRF+i(1Zzy%O>KHYipl_+phWMD6+GCNH3M*1s5WZI#g^>-
zl&oX^hd7XZRAjfh4@)FnVEmiZ?$wFk>RBe6sl7dbFuTeOyqPO&)NXp|UmL$0kXgEx
zg`i2iDzC+1KejP|<;B}l7mhy3449rt75O&HAOji%E&BWCN|H2RS_;r)&p5x0dYsft
za_J$|OmYeOlm#HbTQjZT{UT_LMN=&ZlH|^jP!N#vs>oKra(r=pE_n^{s}^B|;k6mA
zwjg&2xvYe?%5+;PjpK&t;BM6tGM}&EHqOZ4UH=4-hdx97j~Wo0IY13%!fWh7`l@Qg
z_#!^_=jV3!Rk2U?FZVu-SA)O!n#F%dn^cd3Ap$6zkF5iVs*X^vUM)YPwO6pbWnB&0
zx!#DoE|!?<b(cpIV}v#(?^9Ylt(-+D^2MO@#tO7Bi%kZj$B6Ga9L3nfi4bsSM>EL&
z`WAvXP3n}idF4IHOMNgF5JkOq!&BcqGk&L`{#bhFdFv0LQlX43hMnc(NgWoYYJg{y
zTKDPArI~HwgcSZUoa~eOTA+H?8Aq~-*k`qQnRB%MGW7{c*2O<JpIjo{&|Z2-(S3lg
zF<lgR*_aE;^ugZ(0y|+`B|vi*G)Ma$XSWm@KmN7XLdEZ^*4D$%B+l?h{s|<PpG8~s
zVZ!Gyr@F!dvhmsZuKDO3))*{4ixi-nfD^*M4nFnYGb_I=PW4#3*zaC7pQ#P+lZh+e
zX^yX9hEUr%NB&Tyz_j*M^x7`Q?<?;3t(e|Mv*3{5P*%&CTNh^u!2UmFdzOYu=)Go0
z3ASV7iE)>gnR&HGfz+cIsA=&K+R1Nn7A>iX#mV4Cg@JE*P{{27*=s}nVNzofhuVB^
z+eb>p!Dd+BFX;F12~!q9YnxRz#<vhWfIrfu_;-_^#pwE*EKG<_44Jyq<PXOl2myKe
z`X`Z0=PV5tCiv$k0CWU_YPt)uCJR}?G=lb*<-|S;oz&HJH>pO+?S?Eh33oxcFigNn
z@I^O!<w^-rmjlcdrBdPUTQ7~49sL>1PZhB>|F%S3JuW}8C%fDV>~p?Krr42*rq7r?
zGK6Mt{-$IYp9hfP5;<uU&DJ|;f@AOUv;oTG?k;q;196un2BQCpuT8a^4i9K$kz78X
z_L{EZ1A2lYf2XbmdaZ3ZAoTm3FjaJTejmT>R1f7>TX;IC994+uAHhp$5#>~U#o4>Q
zwM(+%mb5RL0~*pJMa{tqN-)?L{aB_|uMn8f%71oBDbBSF7cW}E<-+6BR?lFwPQN@W
zF%!US(xnE7{WhH>RM5H^kfni+PGMkvz+0PdM53~H5TMxW>8iAWi5JJ%2<yI|5T@yK
zP3j+oWc|S;nb^xi(Hy!+s1s`(giGOX1@=0h&8eXYkpRCGpDPi?y&~pU0V;-;3xvM7
z=c=Q)JxQ1b0*o=}__(iP;0sxuVE?C|!~s|i_m*FX-xvNnbuO@wA{(r@94}OwnwbJ@
zlK@;F{vxxB{mjFoo>6ep(BDx7|3GQy8ZFrFyb8e3$#YvPzo-IXn8+GY3Qo+;ImjRg
zthjaMz{ZD`ZEH^8fwRiY0y9<bW$tq1#aQ6C!imSx<=v&iScO*XJ~ZYRg$^uFdtYIA
zQ}T7|5_K|fFeYGTocf3Jon~~|8&35?Ss!>lpkbG~!7o&~ffA$zssTo-*DmuzSzhtp
zgDfZa_yS(~LWS!>kc>}(7Y+1YFI0&*fE26n>Cq+a@p|yyYm!T+d-P50rpKRCKkM=^
zSa5WZoUE~Zjf>Nyka~`s!=soRhYZkQKj>_d^9u3+Glt@^Bs8sqTkiJ+-N%pDXMj$^
zW&^YjOsgwhh_}cD8zgLO#2<T=1e^_4S-v`tSOy!(m+mvknkX*C3GGG4DFK-iVyTJe
zL_GeYb#Xh__^0U&ClY{E#>~$LMRcmA$w+I^KIg>0F#R#ZQgJ<d=<O#%@I#e@R*ecE
zIbm0Cx)co02!l>nvxIi8X(4W0GLt~Uh_uf$2nao^op@?LEX1i1bXKJM9kIuSuYH$S
ztmYXN-iZ~v9E?)2J$ToNOX@sJN^-9$GGNaz*XH~~T;8*UW56ijPuKn?K_E-#5>KiC
zyT+}jzRyOb@1{Pbv3c^tBdVRBK&7CM<nj$Sr6S4V(+8LJ1pcB#do8QD5)4QRDcK7P
zWdOk1sB>f9Snx=jqzF3xq5b(Y+gCWkd<isJ#ZkTymG@>W0O-#az6dgK5vv(TuzM#?
zRxK8F<ZIy#v@?W&q%&?746r2c7gYjidvkXHHVB7t>+0l<JhfD6qoGjdHSDbCbzuon
zmw*!7&foAQxzxcGK}*@}qJp2-Zad35=gTF5>}hA@Whh!&Ql2^LeezgK)8|y@&0$7X
z3BT!7qtQuY5AJ;tZn@D%G`!gk&J%rk<ITf;V*BZ1`-NajMP>+l$p4rDuvgTH$H>^}
zW1B(E_#RnL`r5a*ip9XJNu?f9N%5M`2~Iqe6OTyJ9&hY_6!u>6T}r{K7ap)a)CVTR
zAoQIge^a8nPtCfc((H%fHEXHQ?rx!oeir<i<+$SrlS(07A%%K4`21V~3G5i+Q_PP)
z_dXUzpvuQ`^QhWZ0L>I|#_&P}RJnVV`D@X(Mt_>_KptdhhFp3IaecSlY}hkTMR8~j
z2X$?$@C7Fp-JCMFT}p^)82$oOPDHfOtBu`4&Wu0~u0O$Rd47rSw;U!bSf65Frb@Z{
zu&GjapD8Nb(Sl#dft_0T4~D#%bIZ0J7N~k11tIiQ|6mhf09kb4iW|k>zlVBje@bkA
z-<fO@f3w7!Dh?m6AS;t2r$@;SB+Cwr%j&ylJEM@wwj);|W-leAAh6%5B`cRH&)p<O
zYz{K=&O<-1u6XXwBaYm|3evSQWkrl+gu$Z)r^kT@L(YUE*h}q*3kn?nPiOC89w(nF
z-hTei)7N_ljC@B&jTIG8ce&;YEP0A{sAp?$)_+n0#J#chU((PuG_>|oX?jZp-w3i4
z#+~F4LYCOqcaMjm7zng+UY$)B_u(ad_ugLH-X6Nha!bdK1{X~O&#9r5H2!;dyID|@
zSMvUTE#Fwn*J5PnYJ<NUoHGtd=S?K!Sz5UP!3p@le#7MV$tKcr>}T4^2|<J|e%Yn0
z`uE1+cT738ej8%<?ZCI9{Z&0g_VbGJv-3`98(N#7T~MXomX%|~!AUw$58&`X3S1V8
z-TBSOGi^0XQD+2a<Ai+J7j4(NVP0?d`iLq6p+EbFIDjTJ5%akhyM{lQViwPXY^nyd
zDVBBvw}2t^%=%B=*XqPhM;nCd2<~N5thac1fQm@bLsNH3grTKgcJnFUYP={ecD#-*
zo~%@9;l$##0H8P3OT-I-kvF7%P6$H$9CJ?-UQhE>-i6|f;FrPQ*=bdKdntkPLtpyY
zjZ6895{zT(BgfM-9&xR4*eeK%^WWSWCKM2q^1AA+#b3y=ojrx|Wozg~K~yn8pc%zU
zby8ou$X?j^v{IvyL(eHwZo#hU0!c3O2ElZNPzx}AFsJxZAKAa<uJ_E*%Xdzjw=Kq*
zDw1ENer1<L+u@*$zH4ZnIUdsWVcw;6h+>B2b}@XL#7&xoaNOb}GvwR<MC0PAA)u(~
zuMJ41z42V=jnyl~2G|N(%>d%vP<@%Kku!cnEB=Y6=*Zk9WjV=@{LE0767@J>^(X^E
zHU(STrq=TdvtM8`T6vvjm=7BnsMkvFUw3%P&~0pyyrcjcp#dyFAFVBhSY#OK|D^og
z3$PjNQ{2B;u;|U1z!~_laK!ZY?8w5a{n)UTj_Hvj^w0!Zi!(Gv$*!>Puil7)xBru=
zQm)N?Up${Ex8QTX+~AG(@gT_EI9!?j;wdcRry$qUchqsR15jBl?t^h~B%qkq>+fuS
zezZa}{K4Qx3L2k#Wp#x{63X1BCEBgxu)qILx&;>DXOwQ*(?y1tTFv2+$RyXTj~}Yu
zW$nIy(+WsCvlIiw)0=PY3+ldouDvAY&iMpZxlp)fHn;O10CI5r*Yrn?*_(ox2zN6>
z#m8hfV^ho(JFrmFc`={W-2?&&33fK>uXe8EVoYR!qTD2YKFZXQ4<?czT6G6Z_;(Bb
z%+ysWaIqeaN;&+*pw|Cd=pY{GU`ns*9{xjE*h*?ls#%=4kabCCp9%mm#T!pJk>&_k
zgMbX8YeBA@qo8Eou$Q+RoA7383Fpr@Lus^_GZp*_37mJS#?qE=h|-H=EAw3nf4eCx
zWT8p+-P5+jyhWS;24Z2Q9uCq1!@Yi-JlK&ZI2f#4i1Sfu#qW!~S#D8&Y;7anlNu8b
z5oflPz&n$7c4STpI7~Sp!}01I069%aHty^x$h$=)#C*qt4%qtKHcO++aJf?O(47A@
zdTp6{C-}}@gEh^?4ifLC63El;|1SvZtUh7S+goW9&FWJ#&7h?F0;fwy5z=S({tYUZ
zwRNWf=&+6q85XpPIf&I4aRS0cb$~sT-)(x+WhpOzb>yhYOM$mRZ1K7%VOeH(9vD-g
z7269sj>SAIKmLV2@iNx9z*T_IkNpd}(RaA0zOo2nS4QlMf}=3=fj|^HLU(256~6%l
z-EyGt<tucku9n%a>yISpz=MwO;YC=G#r!+qO=oJm{cx3d%KVsJcfV<iWi7T^@Bzot
zur0LKGDaDuMEP&72lmsl77m|HTSvxg-{0K*(yU)<#D_G1F2is2OfRP#LtZ&sTZJ)!
z<m!F<kN$A&ymu%H?h`ZOY8Io1FrlNo$4nvrfYJ>(JpTIW%{wNOtbOzG9S56!^&dzY
zyPu@RV%SN|mi0^gPPV)lR>HArF4z5%7NMQ``1<n#S*$?kLkN4~f5Qv7NZw&ln%tKJ
zr!#By9GUnjcj~kKTk4XyHvQ{At_D#y?0A%l_$&#aa)6J1nL!OzVwD!Way>lglJnvR
z|GP|pEyL%p@WzKzcE2?p>#RNb@wM@GZ81gWH7s-sf{)DuL7iM4CaDr-j`FWrT;W57
zvEIbePxgs}K7aOwSpHwefSkX=gQ@d}^LY&jT6Ur1HU<Hl3i#?=cS)hG#t)?tD*?g$
z09bsE2BRNb0PpU1g;??w@c%DZ-MFR`LFDJJ`OUzf6J{;YlpUU0b>F6+VUp_vMZ7eO
zxEw%vA>@%UlNdzoXSE4j|EB`{_EG=B?al8)7$HYIz$era4s_P|L!7tqBlWq|Q;*u%
z69_7&!YNJbkpa~5%J{SB8fFI(EbBpm?7BII5+<bcZ?N9DW8@M7^R%jRu^!)f@FFDJ
z$^7s^vw7jA*r!&EtVEV;UL6OC(9V1R*6eR3i&Y??1fG3y4P1lz|GtLHHV5CFn*X+9
zzqkc6nLpl`uKAxOcCL-ckFt9&;1}(XH<NB!<^xRrfNDnrxem+~^8mjGMN4t616=#&
zNdRJK9Nlq9)Yxd+Q=C?1KS^is?z!Ce%Y*$tXM`%`X2Y$iVO_zvKm#Eblf4a9{v_lE
zq5tx4FaQ_Wbftfk<Pff=A0JV)=|swFm=vc9#%8rlg})3r$OIOHLMp(hqxLEY!iwTE
zpD0)0gRuXL+&2a=^}Ka!kXTx|TRpCBwe&L8`=|;@)fG3uyd{b?vfiKBUi`AZ=Hq}y
z>OKx2w`2T+;IPjV_;2O|exJww8R|@XoACBUpZ#pYQdA%HGn#B)Wf{6|y6ia@%t9#w
zjqKNkqs<;(sO7p(vZv%x{r=xA2{Tn8@u4-4YYo1e6>XoKlM>e}Yy2K<#P;)NA9_QL
z@W%{w{nZ*iFfAu|P$Iv~VLuybdi~_Tjsvp(x+;PN7im5CJ5-vX_jJ3;r2OnEu7d>V
z(#+$dg8ijic3E(le|0p2&`OQNxPYMfAE(>Dv?G*JswfX{g1_V7;^ooqCX{;#d;s*2
zs~pn>$0^07f6Q0}iWW<*`477Qem5-JiAbPz=VwLMQBrq%5uQ11*siBbsw`<)y!j6k
z`sdPl&ns?EYCEd_`F9qeqnJ=&EP>|hh87f(M6UX;1%Tr!KsfxwK_tz0f0R0j{qMhn
zqD=(<ZvgqP$^S9@|NZ^{PY<B6XM0kZ+6L3>^KEspFvewp!9)qMFB|tMl7v(q$bE<T
zbMR^FG^(0F^7$H4iVjFM9_w$wsJn{0Ddj%B`0nn?xV(4=iDb#y4+=odJD%??R-H|^
zZ(sQAgdLmsmkqABz>&@+E#vFQzVQD6j{mna{=fDBz4~%5xhxQiI=W{#-|>Qp?<F!u
z{^urnMA6)mIKb{JeCUXmf#*V$O#B<~I7B%_G6aqzpRYKPo)l6LhHarZIHtA)Sna<7
zP4>e&WI3ei7XH3(tZfJuZ{AQfuO#i4%5@oD0X_@PIMMHvdq5F%^WXEd8~)*PXmhCp
z--SrT%AzwrZVHY*J_Rl*bPVbo(h|bmUdDhIbca#?e)+yl7@qBl6qao<uvJ0D*X+WD
z_xKhZ{O^sYE9uJx%EiAVZ|kgnqUn5tsDD45jZ>`uVg@!E?iu3z;6c=wxglx&=lHv;
zk+*o3QU<4N1=`FpYOk)ODVpnsRAx|tN`tpvtXS$Dx@iCRX+~r92xD+CIL)$`8XI9y
z792?$hq1GCF#aGO7T@V^;Xn<PCWPx&(Q$IjXemh8LCO`Ey=zMxk({rTSLuW!^{3l*
z(Q{#0V+T%hU^Rwu!O4kYv{Z)|%>KHliU^MU?_KhODkUt+FFlpsiol7C@vkYx$m-*!
zGtlw~WJus<35;@3=Zcvb55q8-74Omd?e)D$5;5lblF}9)_AVYsv{=MS?&1Y-$7jWw
zyNFB560&0W$LYH#q)-#K&igZ9ZWnXR1M~bP<k$bMQlZ(7nt{dZhQHUm2QGPK7-sn&
zMVFEeE}CW<_bE3B`C-A|(BcdC7E%!6h%`iONM8s8$%l*AS2DMYhYLm7Ag}fw`l?^<
z>#*w-L=(TwJri`bVAy4PF)<z)N-a8PWiQu@c}BEGhs*L9^W?t?V9RrcayS``Yka#{
z`>ojHp8E?;qw{vHxCUQ-p(!}?8cTMr2+HlRpMGO-c5NN&0z*$F&t*V`Z+zQ&*DjZb
zajl8+W3D7>g0UB&)5p8@HKhYa8>LR-Mla@nUW`Z{U_cOuQ5}Sb-0w`w5KHJFE>JM?
z2$X92(3InUi5iR#MPbSiZ-Im4e&2veA?|V?c`m*PsMs%C?E3g8LTbS>Uoo#TQ^|nU
z?A?=tAUTOErA!T#bw7cpF$b?3?@iLzOPZ!iFY+z4hgM@@qxLhnmb$gr!V%~Xp(3ic
z2>mOwg$j`w=?CYp#s-b3-v(gw2D~hN9mn9dG@K7)2>Y3WUN)<z77xXYg_PaFUdb$w
zI@fYRbecGEt|<QuNa94UHlOVy6hr%6V`*6o7v~iWo|cnZ;P!@QPW-{Mp?<b(qSzh8
zezVn?+&O!az@mxt@x89MYI30KP+=pd?a;<rW<otD$+o2qV{v%M(;f>QWh4|dCK0`I
zxcQ*b@ncnlCwb2x!k?{LGJAShR6g{xov$cXa??sqonP1Kb(#QTKkUknX|fp63b?Xk
zKJ@w7mg7j#t)k!F_%bT@n`Kg_-7n<YP@j|p*E};I2slme;j8(PZD1;cFm%7OfSQvU
zlV;^rNc`?y#7$(A7q$8nNnxr+!$<8$ZWS#9hbj=){hb$EDD&Jk8Mld2j1U$JW<U5t
z-o*#8-vjwZUHTSM6#}D0#kb2aSMWb7$$4HT3P;B^T6wiIr;c(`>vv}dZ6EmVcio#!
z0a?GMpG@`X@;?3E6T0s^w!VtQVOZG_q&lZQP#u#Q#FM;BZy(^oVYOML{;WQ<+%4#H
zW?(WghVY!B$N!$9<_=Id!9Wj-qcj<;X6yQMN8gFY8Jnbe3(SP$LxM`Z-c}8Ktrir+
z60vF=j5Ea=!iJwH`?Xxi_uWxt^2F<bV>PH|z(V=xZMIruOmFlV8@#WT%*V4nXPYE}
znxk+;)7<L)X%(V2U+G&VFY&C>uJ}a}009CA3S+Iu_AXz8xLR0zK2xGf5R&P$!Hll7
zUy3bP(cnA9Gy+ODYpgn%bAsDd(+k}0)B+ZaEmOAh#``kv=-Gs#9A5Ow=v}y;Lg*p>
zBKU9dXxR!p>#hlTQFq2E=g>@ntCmDr23nm;I&r@;I`+~rgY-pssCJyyY1ju-l`D0~
z7*>d}Kfu>}QXZ>n6Cqx0il+jbu3+d{KENgcTdJJamAEG7gG=?$AHUJ>4Q2#8RNTM6
zHb=(4!qN?y`eqFjYJA3OMO-lh;{YH?rpD1%%;F6Upg*qIn)j(VV|nv;=h$nQbgf-6
z@IG<{7~45>k7e2E8gZA<Fqdrr=NpzHo0E46H+KAWWz@Pm*~J~zjEtq5j0LS;ko8y|
zbl%|Db?WpWVxU^)K~QXCttrtwGwW}*;@{oomz^CKF-?Sv()#n*yYbUEX(TT+OvQ9G
zN7q4ND{of?gEsrp@_K!YT-6@?Q^mP!WuZAQ$W5}xa(_@YS|#g5ahUjzcl2b}eFqnF
zePlP^NOt=><JT{)W&~gw>nVh%tdMUHwESL|@+Ut?l-Q#If$@!Mrq;$hchMjBc;|G|
z5}%S9h`ec1*1f`jsVbZyu+emBl4TO*6sB-cXXWipQ5O`y;3Ln`3lJ6)96pH|O+2H+
zbyVJACn8?wIF0NHrDi<sn%7DJuKw6rc$JdX+EE?#{X`(e&1EUrS}bOtcIfOG!m@oA
z`=R~=E^IXF2?YFS-@xX@)(;Mn*Kd9TSB)6j(*%L_!xZd9zi)>6-<C%};%AsCW(T|d
z;b6Bb0Nup9p1I8jH?J6gxYGk6@E>(vYv!pqQd&p*Saf)xy44DSAzJM58x{dEF@7Kw
z$XzxBwm<uzqb#j_X=`56jW*8tJ6PR~7P6FIkfuF0snz*u%UT|YyQ`-2Er!E)Cy*)i
z<&8nhkRT%Rs8KI#HpA7!J6~!8>%>yxC+A<uUUg|-VML$gQb1sdF8B*55IjLe$Lt)p
zhqN*5W)-U0H$}%{qh|-fx|j8wZY;ZQuBJNhAEjX?fw-0f{lCiTH`mWtm&#6Bg}&vW
z*-#^7XO=7IEMqrbn1?v9l%BvA(KMt^m46q>`$yBh$>`bBCrZ0`AGirmv~$q=2Y8op
zdC!HJ&mXc%Ux;vYecd~`*M`3E%|p(>@>&mYdOplf-CW^P0x$ywm{G$W*i6LB+>qn-
zk3(ivk5V05E`A-ptt4LOQrO#WjtaVTKJfEYBEoyib?1(X&g<W}{BcreK`j7uXcNa@
zUxDc>&@DRCShbF`nF{HecXtKEz=fr;x}+QOFrvRp2z7_pim;>yagA*R3%dw`P=V0u
zJI&;O)bJewrf_Mk?k)^)&y?+YJbXN$_h2R`W_GYR(OHes0Xa|Gzz^Bdm!u{#J>K$-
zWi=ihHA=e19nlXdf-)GzXwI=Yj?Hc(uDb(UQY!+ZyU~gEysk2=+XyMS-UU&>*TcCp
zcTzJe=eEy(9rh$T3&7j+$vRx_IKd8$xms%W)}x_dg}vohZQhyrVZnRf6EU#SJ{kE+
zsmbj67Y=cZs`a)tphbFrjkfcbXo7S73gZOOrMGJ<#>!w(5xt<ofWS><Xvh(NFeBRe
z%NNKS26DF#IgDn5n--O`AB6r2KCMj>tnFe>B{mqcy3?|8-#lzFI2gCSslxz7GF-Nd
z#Cf|1Jas3nxnJ*D>M99V)1XGA_U)B2cd%>F$Hp8K8)o5J%mMBWW@!k7(7*K0bMkLq
z*8ZWs&k>NLQWgGG(-oK1a;_xnwyF;5C;Z_ioju(t#WLjGi(&%aoWohQ_^V#}%pCd#
z7Ql=02$RsHriv#7*&t(_LR1OhF$>&4YqCFOFJ;ZFQ+rj?H@4p?hUM+Wc`;#?+itU;
z!m}WQUrzwATC=W3LBj*9e_}ARxS`Y40wo%|`;-1wu+i515by6!Slt4A?Lt%5C>kl;
zSt4Vl`nCCwPkVxm7KlUL>S3eqJnLLI4A1<e`<ZlWrDauwvsXFVejO)`%jwd+=3j3}
zVMm?H{XQdOL$O294!0&7p%Zhro4>uC5rr;)RnB{x^vd5;8#nOuc;Wi~f_fWjlMn&d
z>EC|=OBW!Y<g~u(C-3@ll!r#M?kz}#jvb#`JBY9sKjJ?QdV%i1c0wa>CFo^Gj&_lI
zg3az0nn38SjHrI|Zp{sE%D()G?jx7gaoMc-b)go5s;l28z8@%ZVq#SwufN}|CeGmR
zWvJ&oZmQ-ldCwsF=|(xV#oZ;wg|d!8k%y3hboEDcI)iS)AM$1992Kc})~lwCW1fb*
zRLIFX;%+Mr3}L}XrQDAMy;8?dhD_}>1i9wrR}-h+ZOEyH?j0iTA%x?v9Fz<V(S@O@
zz_dN}mstEFOrU5Gaa`Vgn>?os(%HX@Vju|6e<50rG>yJ~`D?dGuu^aQ`E|x-OLOI0
zsd9z`3v;gF5kmc84Kuv!xbvcWphBvdcy;&2kQY@&GaAHt{F31+rVsDHtTfblraPi`
zv(z2I$>p#TeO=zNTLF&e$jFcc)hI>S&jFPw8zAZhpgXjC6<m?F*6^87H{x{{;<W_h
zz=p#EcV)cwn!lLZQ5&uU$q-Oyyk7FUpP#>69jMT}MMMnyR?gwFxt@aESErfm{Opl4
zoM3jy&u)v&_rr0;NUhCWvsw0m_<&!lx+OFg*9?DNs(F_MF&I(+wIwOi`%a~*&>VRF
zj?p3nQ`BA-pQo7?U%9K-2(Ie-j7aGtXR9m<K_!oR>%IQQrc=2-rvg!XJ;|fVR*VTd
zs0%0u!l^JFNU}3TRyk&tDc_5<Sj;N4SAx<{sSo^z1!Xjef(QZ_#Rz<=dur*}6RQhT
zNv^+6;c!4m5>%3r_<~qqdhM^{hvQfZ@KJ!Y^-Mm3e>v<MUs5ez^H<#u$Cf0U-T*3@
zHR<66$)#>QqYxt%W2zTjK6S)H5_@sX@?PArs6pd~G7!T?Nls4%zKA*uomm!URv+PI
z!8}J=6YO_c{b90o{(=Xef94GGag#$nSU)Zo{D$<O<g=a;TbRrYG-Xxqr~?kHGU8cp
zm`o5@uceeP$W#gv|D6@$e=7m3Rd9I4U`vfL3ymAcA~?^IK-M!6C)@35OfmAXQA<B(
z*B~KX6|IjVRqgM77^|&I(OnS*nfj}Zn0z?irW%$j#Wz;|A$~RV=t_z_fcBivb@ZS%
z3ED@3e+uRW=|Jc!?ywHnwV0-U4q{~G*iW}6rtWbMW%y;?b2%>oz=Lm^i=U?}#xd%e
z+>9f$kE75IPBiZF4q5Vv#dk0N`tG2End$5L$yJZW2BEqAkRp-?JC(d7nYVYy7}d`d
zt|DA;h{>>591G~E)(u72Xlivocsv7mIVZD)MAWW`rHtC)gICo6NmUMAd=#9H#T~k@
zfF=`OFL>~dj0${rm&^S!J-y0|t3|~b_%7@*jr(sr{qdTr@c768$m3pR6=t(_e3!?9
zkCK*{hX?DlXon_Jo?X&^mDC#-cC>5@ZR_=~ub*`Vk;QF4+G{-aTnLS6p}D(BYK6_R
zL=N_B6&Z1kyU5;Ga5=$3%V09^T=86$#vF5Sztb@`fymOU_r+5Ha@aWca(HlaF!4bm
zsAiiNMqFE@8vR26oO_LX%Ep{viGigb^kt_0R@`&MX14aKqm4@ZTrrI1>XEzZtl~ph
zqRpBl5O=aJgxSpHu`pZGDxZY6Ao@J2^;5_z;Fu6Q_}4ROMxZu?5%q)2r!u?lf?{jH
zOx8Kp_UJ~Xxpmsg!KMm98Ro3NgLq3we!H=^LUlgNZ_WFDq9^d)7W-ky<%pyqI#Oyl
zW${v+!L2}QK4r{I8BJk+=xZ+7IvP%2#bfa?c<RHZ01G_7IfDcK=QEF&`qj!wjrE_P
ztP@_=>>0b@v0o4nay>AV;VtZCXf^Is0+2(k8=_B+cX#kEC0M_ev6^?{UGfYYhT?{8
zq2lx&%fWh|CdY3lZG}B(B<hRpmf4Sqo}Hi)57hWPt1sz=yEb$#ol1y6g|I((?F$b%
zXlc+_J5tdRoq?V#AFcsaZRz?#Gbk7C@TUx~S^OU;{~Mtevbr&lWMFSfWRo-*JiqRD
zXEBscZQeY%&KM^L*9n(VPQ`yB=J-}&P?7VkOcev@Lx{i=EkC9y(;uQ`=WDi3{BM$s
zOfxDRk@t3=Iv@v+L#Y8SNj9%3hMdTlS`;&^ATKwadaiK9X5r~M-cW1zI-w=(7EiaO
zVe0X0M|WV&^0PLa!7@8u9;Dd9kDobZY{uV^Okg1h_0;Lw{*K2(7%0i!3?>-k_hr6$
z>56Qss>gC76a28Ctb`3U_GAxqVQPl22kb{kpuIP&i(z|!qO`cN)17o<JL5qh*<TaU
zJ!Qf8m59+kwP+QXLw^4K;AUWfj=9s-B<D$E8NOmZrMtgVQYXE=u{{F(fNHD7JEIfo
z65sz`aQg8j%|<pMK5R7B1}23uHMEi4A}P&GAvl@ny?DSq^Y$w`sclQzw+h`AeH2i2
zq&J>avz2S7k3X_i`vjL!(<L!JZd4M;E=|#KKXpH>Cq?Zl2ILG#!1?p)T8;MP-4uWF
zh=V*6m~?7QMh+jP*D;~>kAoyE9@a-48;^r7n_umf^fDam|NgZz0ktHdx&No2f`ni>
zqzum=hZw((_Ffj~GzTBr@&GO2?$=wZ5rSObIexs@x@BMTkrT2-hZYjc@zQpgp7|v-
zy%3=8i={X<oSspdi?2WnhMt_Y2-&d~Hsxo{*m_Ca@{BGJto43Yf_7Ren0PV_oT-kP
zK70h?o)a_ANZf64Wx_Ja*|!8i9Km#AVMnE_l|<`dw>OG_Y{|2S!$*K=`5gEiPZW^d
z%sBnOegoNeh=z<A&U%*s<jm96)f7f#3cvHG?D?hQ;SGb>ixU-Nxe`Qb3EMLyy(;h$
zmwSvgHP~b;yehfX{KVRyf3{p-KtfzB=QPkl4>$0x_3h0mF3e4a=I*mWJmUsT7K_oF
z#ou}9MHvX%ZkDVKX+3Hc_1KoKq`*fKj<aAcZp%qua+B>y-V<}HkN&U`jfH~>)z@+M
zIfC29(?k95jhPZKGv@D3A<|01I3YUTkfJMRASZj0Pt{Cp={D7FmuI$)N6+fl8GPJ9
zU7u1f!$!@{I{c1*p1!Ue1Xt)cW+nX{d=-DiJ-nC)4?8{f0)z;OPxHk<R0JtsiWh}f
zpM_bS2opFN$_DQm;Mc?A&zafpRLZ9^29vXX(-N%Nh}|_lhmF>ivie4$g8)TB-@x6J
z`b9tQ%Cr9e@B?8<AV1|?G^d^VzB{S3?a|~v-_s;wD=f>;udbWFHt#b8K7Z}8(mJf?
zCg)=EbU(WST^OUp3Yqe&0b-@EH%Ro}eVT?c(;nc{N~}qN9P;g}2%&}H#he^s8N!`g
z*CoG1x^TJhkuh}Nf%L!;;+^j#+Lr?=w3th;EP6ejp<mO?uwJ2yw5dVSqa{OxSW=1A
z)qUR@hFQjs!f!~^)Z+b76XrhOx6dq&40!u&oPx#PuqXoMQg$VpuvnC*P%?_RR&#34
z^V+<ZM?*B`TH<hE>*KGBV0=w$t9QS=L-?undL}X;_2k%R7O$>DiKf9sK5q3C5FPjL
zG(;OkWVjP4lxl*UIK;!?v{6$$J_6>)l9T{BcZ6l%wweJ7$-*;M$><rw_$vvKZ#m7l
zp+N_DQ}E@xs!?h>!Kre75r47(Atm3RW~$K0vfxXL@VA^6c9d=+1&kRhZ4Hd%y{fe;
zSN*_^EbDG<jWQ`c_yH_>%&b07tGcr~muSVl5+d3P4!@*D+0$HrAQ!DlN2!-7I_wVp
zJwm2L`TERNpW&2ccHe6NOz7&p04R40(e;f~=eUy9|7PNG_N?5Uta33|9QM~7rT7?@
zLsjXO5+{RC^+j|XWZ6uR?@vu+>!&8wzEkSSl&D@GYZbJ}iPh#P`{FnA<Hq7_=S$TY
zue9p*PX_6)1VzAJ*{t>av%tfZNc0ESOyGUyzO84_dJfX#w@YyPiX6Qi;%nux!F4LV
ze$g%FHn}7%d?X0IGbpxTY)*4jw$A~n8E$Rw-|?V)Vo<q*bNgw$tBjF>*F)H7anSut
zElE~Gm!NX#_+w)|vMD|5niM+uzsX#AA2JPVoLS_g8+UId=uao<qsnAz5<tR^O1-su
zTLb(QQWIW6C6XU@8j&pyEas=wz{$lYzb=H?&IF(*C^6!C@Efq=w2b9dBvZ5;tn#&s
z>DUoxUF?8w>D||;U-xwOP`@>xEYI9Z&^WFJq`SOq0mLl?=ll!o;$?G`V)w<WJ_Z4^
zG#YrdDpT{M*1oL-QkvMjnjF&W%sp-hI|P4S8)h#X!!P(S>8+Fnj>HqiequJ%>2Xw$
zX4I^fpypt>{Vg$89Ts=DO9L()mj6@Kb%!;vZQp>3L5c!OktPrj3!)$f1PLH5^cuP}
z1(6OnDqsj)@}#%Wi^LLoR|qH_1ujSt3@soD(xeHB36K!-hWCDDzWH}%pMAbFXYaMw
z+GnsFlT1je!Vvxs#=<xhJf#xw&{VD9_t(~*$jldlDA%zCy5lF!iJ>10*f`W#pBvqf
z@rK<X?f78e^rGXG2iU%{7@$~IOc$Fb-^m8{2NY><U}5#Bgu(63?t#?sagcVZzvw=u
zJ+ZYb_1!!w4IfFB!1j&mVXDHcWK4V&Ie##-cGlDH-F@a2yAbE@LN9Hf`wa9=wqoh7
zpjm@(=JXVRZUWBE0%+H3kw<satdNb~I{xcH&8;*dqXZNPpVoXAe@l+d_2og=;>Tzh
zwtcKcXox-1F@)QW->TNEY(^r~!ye(3qqp(KFi?j3OX-bwnfQQhvoY(+;f)}%HHole
z3mM>ykDmP%?l5%^$sxM1lsKyAT<3T?=}`97#)52TL*~k)%&hu;DE<&qjsx(@<J0qw
z4p{tiDxGqWl<D7QA9(0SIk{MRYD;Ao6j<7tuh^8PsoG(*7&#^v3z`)J#$HvpGh4w&
z!s*f|2VZlQ?5rXPM$;31ZTm6N=fF@E$rL`D#AUv*jLSvd(PZ`(qJL^${+9ox8Nn~=
zF*`ocxhqFG6%VkXh6A|9SfI(zc>=>!I*H(|X6$!JH?f54RD#rA5nbBEgMk2ZezcOh
zEDLujnY6Y$8n5!ux2Lmd*RQA{2I>%g`e>fPyUq1?%0C^l((3Ol4}7?RKRpc7lW(%f
z778h9QP*KyS=4x9fT79q5LSWUXR<(D?mLDPKiqxtMi(Ct8aY51ii%Gsk#9ekS!&4f
z3h<|(F!70c=oRD78kWBtyHLhfGDl-gUD1H5g}6FQZw=&&y*<@fxr{p&X{QCN1-0<W
zbrX$6>vACD`NvyjfG9@<@^WO}Jy*33)BqvRln~5cr~K;iQwKA)i3_M=gkpHQg?H0v
zbf&cP-CsU|c2cMl`{(!=4|}XT6GTQ{2)|;ggcc=cg`1C2NLL@sD41@b<>&3uGVWTo
z%oPtE6mf0*ccQ@CYxjYFqZ5HLWSU*!xJSh2V=L^EHKfNv+rgAt1%g_>N=VU_%EdH@
z?Nxocu128WX+kV#OrOsZZ#J+KPEej%t}KnV;z<8eh6*Ur&d#e*&S1&up7*CR@R3al
z{lDGsc2Z?ONyFEI+cZ==<W`}Q-nT}3oxs%ht{m4A&RADUNaYpTZiW?E<k0RSXC_mo
z3=ll?#?rLWgp*OGYlJqC*fHmGub4y1gwuQ+CXjOR%3?p?n^*c0Iw!%hwwme#zT+)|
z>=y;(*bxly=IP-;gWnuf(}r8W0wC25UqK-5L%6QCjmG@)t{`%zl<#|?{*6n2?QpD+
z<zK?!k9xE5-u6eCC`pA+HSWMOK(Txl2#WYaAwHu8|GeMM6K>&^Z<V^3vLUc!QrXWH
zb*`UVrzi;E0N$Cma=XS@{r^PcFyLs^>BQ^8_RObQbs-g&FtIts$9EKwv2E~3{bhl`
zWu}l731=FL>yj3`DfZdKO|+XQrRw~zYE|4KLxQ~~aVi$yMfJw^<-8D`-R+*AEEsNQ
z0gP5DE%Z14W@$Uq$E6_A&^(kJhcbk@A|x(0iTGxBEdANf`kS7K*B3YcJ(Za=reQoS
zOE;5Y36m33h2)>G^<5GPMrnq?M(}^?LH3sc4?euSmMwGp%St^Gm7O)_iVg2qfQ(3z
z6;-6EugmdhvQKGJ5njTEcEVqME(?JD=WC%I*Xm%eXv^^Wzpd=v$1Nro{lc)V3y+c1
zQhQ-B)W_0Q_ySYI^<7iP7VT}PZaC_85NzAvdvU$EG2O&6Do}6j?wFe~Al%bA#t`Rx
zmQ=Ua&-Tw@Q&d_u(tVsz{7})eySGyUIWsJqY51@w=@u@~)**%qAW9p;ca#hKJfC#q
z*O@aZB}gs<G<?KCw>jmiF(SJuw|G@9z1`@5SBDm*L^O}HCq`?soOgFZ#eZ01!>0=j
z6}!A0B;Z!Y;cC^)4?r^R>%rRML#X18Ylz57BMbI19XsX78L|Nb8JBaMP&-3AUp<nm
zaa=XSVqH+DqD_%~OK!Fm-55_Og5Yz=JbOw(Hi<Wir;Gj&lP5j>z2U(JDT|=hhcU?!
zd<dr@X(BDMII5Y53XnDVw5LB#SOBkddRc!>xk${ySu}3)QplvZK$C)zrppR04G?4u
zC*J%mZdzB=Gg=^)#dye&YTQum*4^g0^z-Q)JQRGT`E%i4LE`RFt%nh=gI)VbLskS6
zpe%+ea2QfNeT!PTGjQ4a0=&(`=~3;uuJ9c!o(*}T|BqyH35)(^dtDMjOt5C<>o)sX
zGu6V1t~bx6n5Q2cpx*Tm5Hj2w-o-*1ul{ulDm&PWj=9g=e~f3Mp{e&@XuuzhV>`bR
zCA@iuo^A?vQ&!n2dTy0w$IEI$1sicWu~Fj%Q)uoWGZ)d+(L=XRw)?o5Sg?Rm!ga;c
zkp-?bYwY>@6RUkC4e`4Uno6xB<R7Wp!Q)0(UeUBZ(Vm$5puxF<^{HOsE<&HpfmQez
ziINzL)|4&JK@}{%e>2TF&!0PS&q`7?XHnaa%t3P!c$ys~gVwj~DzAK&w&=aIeTyV&
zzQ>OEHfP;%Z-us<xmO{%+cfnvRYU}DPw2T-VH<$yIdCzu$_Ki{n=bd|wQ%|@R`|p1
zAHa0~5q_(8@tBRBh;bSD9!!gs!a;M%4-#k%CwE|rWJ??p*`8n{e-@esUs>?-{xdzO
zi-2G5PKTr#4^0$wL?6UQtod)r?u$6+hF_*5o+%bHXJ-6DeY$tQP=PA*?fxw=wNlxW
zp=*og0&{Ud;L`!JVTW~dt&Z~m@l&)5&zCH8eQx388`oUkKF(b8rohbCp*^V;zP_59
zrhoR%uU=eQvv<0YXVDS~ZWghxNfw4)FnLs-x``$|w8sA4Fz`pD8*ujh#_=nWZ3wPL
z-ec$r1}f>gLk<1l8OJsubMl&Tt~2fF__`3A_gDJ;mYY}j2HI_K>Oj}BM15*_P8##Y
z>vT>otW74Dp+rvP=%>Rh?x(3|<h06JNm3|}nWA)(xu~-ba(wSQCOU7jl0+AnFNsj@
zWoK0-`m6|gJ|fmu&_6U#+9BnWrgA3tD`4o2djR|50I&yZVW0UPh1yDf(!}l1&vB}(
z#)6^uRP3`sHN~`@-zU3IAeHCz${sj>8y@xVB`5;E4lFF+B1K+&6+k}YzO?G(^w1MU
z*}4?W1Pf2<`(bb9Bf%L_YhPzOKnMKF6nP(|ApU;N2P{yH9Cs$!baN<6uQRKYcA~fO
z+Ppr)>n!g1{xQt14SKFU`8wzV{K5O@i}kC<JU?4hWioaiUxD04CZ?tz6gr=I^^ICK
zG-#9eV|3$AbOIN=SMB)V>;0@Bu2sGZUJ2^nwL0=>yM5k2!++D$@sagh{hmx|H={i5
zM#@kpi@%18F(0fDWI-fbcpnioio{wsGtp0CcMbbo9N<V^UU}Y%2XNjmEXjVGeg^`3
z(HmN#{TwDuUx8CYn;st)XYr08{*|+GD;8X7(V@Gr6{h%zymMy$c`v8^f~D0;lGLo>
zEG8}B*|YcaWhbw)ZD{AFg$ecF-bg*xaUw-(7XJgv;Im?!26%qg=OS{DtSuw#<Zax;
zAacfYS9GvcdU-+8iGbI%P^Hwg<PveJY|!(lHYY#d^-MyAr1#C~IV(&&X59Z-MbDIe
zsHLssiXbr-Le1F1Y7CRV-4{*dGithe4%$#sc=zyqrH~{S=j37ACxA^sxpTYgxlp4w
zyfGsFlE+hy{d8OO7`CA~CT-`H-?OBFrSv=|+;&1b<1v4lvrx+*hHjFtaW^-EE)ZHp
z*ArF7evgd1ZqK^YE%XtNtabTUP{u~;rC%D{t?E`LSO{`#3=<z7(-8iQ-^?hBcxPBT
z3{~%YjDd;^V$vY<j(W^MPkqD_I|*{Yo3<?Byt;c~&Zg@E!{!(E9cm&qrgRF_ty|u*
z&bbu`E_@ELw`H6@)0CMCp;j8j&#v{Y0*TY?cBH{4p6W}ul7p^4Q>innZ9SgAvSkn7
zqGT<BD6l9M>!JelvQnz8V~ds*n#8M`Ov<l4&29(U<+JLlHL*vw3&<#o3h`^28wdpO
z_B4pOTRc1OzRi-R(Bn20^~wU#!u>>);+X)%)w|*TbO%h{Yw|^tzmCL6c&`ok+unmd
zPJxYgCKsLGD45B6@AT<NTSMt$K}O>vT;S=A0RLCjI4kw{hn#Mqjvai5Jl$Hx*?rNC
zjt`p-?{sL%+kG`FZ%KFqp8Vqp-c=%SNF;x$fl%K;`F@U0m_MD12_h5tG61#jIq;JH
zR;r-OP6=<{m(!j)p;4kg+89LZ=m;yq$ZO_RZLCc~Fovs9M&!K(=|#}@3;^X7n$s(&
zYkjWKfqaj8X&=VH%FHcU)}0Y4qBKb~*IxhSku-?j>w)R&T=Pv)TxmUw=}g3EPq!uT
znz^k0^$4bjzKF8aFY;U`<#M%F4mFRhowkEr^Lw*7V$t$9;7Y_pm7S4+&XGz|1jkfa
z@*cz|t+inBMkHUIhk(DBW-A#v`o>x@WC>_2vhC%6G#n|sCq!}O6cKrh@9?g!HZk-^
zUzopxPS{p|%2m>J#I&EC9L99f29o~)zN4{<YMw&V=6&WV_pvsPulCr+?~-h{eBH>u
zFx-jbvYSOxRk^8rlL~mUGw!6{m=_}g^lqKhCNzcHZa-fy7{u>BhAK|3jJBOgGR1QA
zcVuV`msW=lD@6y*od=*M7C;$*Mc^h{GT3Wxged>k?mo5p75t!WS=q|qFGu)|ik1yi
ze?kj1${If62bI{94-##JwxP{)_xL`ar945RG)xWeN`6e}JOK%ugBjcBp~3Diy#=}#
z>DAHSz!@R|FCX&{I#Y~Q*<7*tR4#1ad}zTGEA%77Srm4YDi6^0|FI82&T@2yVe(1i
zP&pwGl$|lJ_4<*5aakT9h#46~b@p_cN5Re*N!h^AQ1_lNODYm7O?-!z?8%IY;Bx;y
zV7yp5W**UMC|u=Q6V(hr=0Ql9-<=O#C_A~rcXOay*Q8ac_^Pgbhoi#Bk;4$5>q#f)
zIQ&lgoie!w6{AKKgJpk2@@g3Qlju@9i03oW)?i%aYmOy#f06EiJ!{S_MgO`(6^a>!
z+s)1`-by+PfB4H6+ec!GP6b{K+TUI`zk2mH^|imDWFfkG@a2D}^+@BR>t?Exz_^5A
zOV_SHUUz%Gt=5obqML>f_+^TXDU<YZ>!{`KpmDhU>V9plNQ&J^f_i=Uf1TgWG=iL3
zR5(DWh-v?`_FLY4EZ3&~T9D#&%+3nCakk(Kd`bwS`hTriRp()pE}bhC;GnE4@D}Qp
z!C5!ACAzh$I6j7SN_=G96U)_=pS&5o*CEPQpd9`jCln0>)QHRcW8XS%A8hFX3ax{G
z>VY2c|IQKIYITCcOZn}GuxsvVjUJaMT9o$rm8}yKTYhnC>;-9U(wfT)(`Ic_@SgLo
zk3s+Un9H)IPB<eGT#3u!2w;<tuDU-5$^{LcJj}2NJX}&@x1G$pyO%WR?@kWJjF66Z
zA3yUy_JB8>2QNf1qY|Uh?6m@j8)WW6P?e?Q{WXq6wkx2|O5tmC#Eh$8u9emd)@Yl>
YmV&ro%Fw<c3j!{<o|$fqj@#e=22;`0g#Z8m


From 61d3aaa92850d7b7fbc053abd9fda80c826de7cd Mon Sep 17 00:00:00 2001
From: marimperorclerc <95975874+marimperorclerc@users.noreply.github.com>
Date: Fri, 24 Apr 2026 13:14:56 +0200
Subject: [PATCH 29/29] Update octahedron_truncated.c

Modified version with the convention t=0 for no truncature.
t and tinv are exchanged everywhere in the code.
Please double-check that I didn't messed up somewhere.
---
 sasmodels/models/octahedron_truncated.c | 38 +++++++++++++------------
 1 file changed, 20 insertions(+), 18 deletions(-)

diff --git a/sasmodels/models/octahedron_truncated.c b/sasmodels/models/octahedron_truncated.c
index 098ce97c..093ef433 100644
--- a/sasmodels/models/octahedron_truncated.c
+++ b/sasmodels/models/octahedron_truncated.c
@@ -11,9 +11,11 @@ form_volume(double length_a, double b2a_ratio, double c2a_ratio, double t)
 // length_c is the half height along the c axis of the octahedron without truncature
 // b2a_ratio is length_b divided by Length_a
 // c2a_ratio is Length_c divided by Length_a
-// t varies from 0.5 (cuboctahedron) to 1 (octahedron)
+// t varies from 0 (octahedron) to 0.5 (cuboctahedron)
+// updated convention with t=0 for on truncation
+// t and tinv are exchanged starting from the previous version of the code
     const double tinv = 1.0 - t;
-    return (4./3.) * cube(length_a) * b2a_ratio * c2a_ratio *(1.-3*cube(tinv));
+    return (4./3.) * cube(length_a) * b2a_ratio * c2a_ratio *(1.-3*cube(t));
 }
 
 
@@ -42,13 +44,13 @@ Fq(double q,
     const double Lc = fmax(maybe_max, maybe_mid);
 
     // Find the circumradius by truncating the line from Lc to Lb. This chops of
-    // the similar triangle with sides (1-t)Lc, (1-t)Lb, leaving coordinate (tLc, (1-t)Lb).
+    // the similar triangle with sides (t)Lc, (t)Lb, leaving coordinate ((1-t)Lc, tLb).
     // The distance to the origin then follows.
-    const double qr_max_outer = q*sqrt(square(t*Lc) + square(tinv*Lb));
+    const double qr_max_outer = q*sqrt(square(tinv*Lc) + square(t*Lb));
     constant double *z_outer, *w_outer;
     int n_outer = gauss_weights(qr_max_outer, &w_outer, &z_outer);
 
-    const double qr_max_inner = q*sqrt(square(t*Lb) + square(tinv*La));
+    const double qr_max_inner = q*sqrt(square(tinv*Lb) + square(t*La));
     constant double *z_inner, *w_inner;
     int n_inner = gauss_weights(qr_max_inner, &w_inner, &z_inner);
 
@@ -96,16 +98,16 @@ Fq(double q,
             const double qx2 = square(qx);
             const double qy2 = square(qy);
             const double AA =
-                ((qy-qx)*sin(qy*tinv-qx*t) + (qy+qx)*sin(qy*tinv+qx*t)) / ((qy2-qz2)*(qy2-qx2)) +
-                ((qz-qx)*sin(qz*tinv-qx*t) + (qz+qx)*sin(qz*tinv+qx*t)) / ((qz2-qx2)*(qz2-qy2));
+                ((qy-qx)*sin(qy*t-qx*tinv) + (qy+qx)*sin(qy*t+qx*tinv)) / ((qy2-qz2)*(qy2-qx2)) +
+                ((qz-qx)*sin(qz*t-qx*tinv) + (qz+qx)*sin(qz*t+qx*tinv)) / ((qz2-qx2)*(qz2-qy2));
 
             const double BB =
-                ((qz-qy)*sin(qz*tinv-qy*t) + (qz+qy)*sin(qz*tinv+qy*t)) / ((qz2-qx2)*(qz2-qy2)) +
-                ((qx-qy)*sin(qx*tinv-qy*t) + (qx+qy)*sin(qx*tinv+qy*t)) / ((qx2-qy2)*(qx2-qz2));
+                ((qz-qy)*sin(qz*t-qy*tinv) + (qz+qy)*sin(qz*t+qy*tinv)) / ((qz2-qx2)*(qz2-qy2)) +
+                ((qx-qy)*sin(qx*t-qy*tinv) + (qx+qy)*sin(qx*t+qy*tinv)) / ((qx2-qy2)*(qx2-qz2));
 
             const double CC =
-                ((qx-qz)*sin(qx*tinv-qz*t) + (qx+qz)*sin(qx*tinv+qz*t)) / ((qx2-qy2)*(qx2-qz2)) +
-                ((qy-qz)*sin(qy*tinv-qz*t) + (qy+qz)*sin(qy*tinv+qz*t)) / ((qy2-qz2)*(qy2-qx2));
+                ((qx-qz)*sin(qx*t-qz*tinv) + (qx+qz)*sin(qx*t+qz*tinv)) / ((qx2-qy2)*(qx2-qz2)) +
+                ((qy-qz)*sin(qy*t-qz*tinv) + (qy+qz)*sin(qy*t+qz*tinv)) / ((qy2-qz2)*(qy2-qx2));
 
             // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
             const double AP = 3./(1. - 3.*cube(tinv)) * (AA+BB+CC);
@@ -172,19 +174,19 @@ Iqabc(double qa, double qb, double qc,
     const double qy2 = square(qy);
     const double qz2 = square(qz);
     const double AA =
-        ((qy-qx)*sin(qy*tinv-qx*t) + (qy+qx)*sin(qy*tinv+qx*t)) / ((qy2-qz2)*(qy2-qx2)) +
-        ((qz-qx)*sin(qz*tinv-qx*t) + (qz+qx)*sin(qz*tinv+qx*t)) / ((qz2-qx2)*(qz2-qy2));
+        ((qy-qx)*sin(qy*t-qx*tinv) + (qy+qx)*sin(qy*t+qx*tinv)) / ((qy2-qz2)*(qy2-qx2)) +
+        ((qz-qx)*sin(qz*t-qx*tinv) + (qz+qx)*sin(qz*t+qx*tinv)) / ((qz2-qx2)*(qz2-qy2));
 
     const double BB =
-        ((qz-qy)*sin(qz*tinv-qy*t) + (qz+qy)*sin(qz*tinv+qy*t)) / ((qz2-qx2)*(qz2-qy2)) +
-        ((qx-qy)*sin(qx*tinv-qy*t) + (qx+qy)*sin(qx*tinv+qy*t)) / ((qx2-qy2)*(qx2-qz2));
+        ((qz-qy)*sin(qz*t-qy*tinv) + (qz+qy)*sin(qz*t+qy*tinv)) / ((qz2-qx2)*(qz2-qy2)) +
+        ((qx-qy)*sin(qx*t-qy*tinv) + (qx+qy)*sin(qx*t+qy*tinv)) / ((qx2-qy2)*(qx2-qz2));
 
     const double CC =
-        ((qx-qz)*sin(qx*tinv-qz*t) + (qx+qz)*sin(qx*tinv+qz*t)) / ((qx2-qy2)*(qx2-qz2)) +
-        ((qy-qz)*sin(qy*tinv-qz*t) + (qy+qz)*sin(qy*tinv+qz*t)) / ((qy2-qz2)*(qy2-qx2));
+        ((qx-qz)*sin(qx*t-qz*tinv) + (qx+qz)*sin(qx*t+qz*tinv)) / ((qx2-qy2)*(qx2-qz2)) +
+        ((qy-qz)*sin(qy*t-qz*tinv) + (qy+qz)*sin(qy*t+qz*tinv)) / ((qy2-qz2)*(qy2-qx2));
 
     // normalisation to 1. of AP at q = 0. Division by a Factor 4/3.
-    const double AP = 3./(1. - 3.*cube(tinv)) * (AA+BB+CC);
+    const double AP = 3./(1. - 3.*cube(t)) * (AA+BB+CC);
 
 
     // Multiply by contrast and volume