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")
diff --git a/sasmodels/compare.py b/sasmodels/compare.py
index 26b67ada..1c5c5ca5 100755
--- a/sasmodels/compare.py
+++ b/sasmodels/compare.py
@@ -75,7 +75,7 @@ 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
@@ -1049,7 +1049,7 @@ 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',
@@ -1253,6 +1253,7 @@ 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:]
diff --git a/sasmodels/direct_model.py b/sasmodels/direct_model.py
index 7c1004ff..e9c133c6 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 0ae362d6..2bc58b18 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 390df745..80fec08e 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("  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..f0b4c5c5 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+b);
+    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 +115,30 @@ 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;
 
+    // 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);
+
     // 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 c29b7954..13b4be74 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..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]
@@ -26,13 +26,25 @@ _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)
+
+    // 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);
+
     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;
@@ -43,7 +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;
@@ -114,21 +126,33 @@ 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;
 
+    // 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);
+
     // 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 0bacdd7c..30a00059 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 bddb8d2e..3517c41f 100644
--- a/sasmodels/models/core_shell_bicelle.c
+++ b/sasmodels/models/core_shell_bicelle.c
@@ -93,16 +93,20 @@ Fq(double q,
     const double uplim = M_PI_4;
     const double halflength = 0.5*length;
 
+    const double qr_max = q*fmax(radius+thick_radius, 2*halflength+thick_face);
+    constant double *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<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 e2012562..e62b6003 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/core_shell_bicelle_elliptical.c b/sasmodels/models/core_shell_bicelle_elliptical.c
index 0264c7dc..c554e7c9 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_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<GAUSS_N;i++) {
+    for(int i=0;i<n_outer;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_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)+thick_rim);
+        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_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_bicelle_elliptical.py b/sasmodels/models/core_shell_bicelle_elliptical.py
index 17c6e387..fa81f080 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..132fb8cd 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_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<GAUSS_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 = ( 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_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)+thick_rim);
+        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_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_bicelle_elliptical_belt_rough.py b/sasmodels/models/core_shell_bicelle_elliptical_belt_rough.py
index 9d8df416..7911a0eb 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 89d3e2a2..162b4f1c 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 279053c1..56f793c7 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..19a280bc 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_outer = q*fmax(sqrt(tA*tA + tB*tB), tC)/2;
+    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<GAUSS_N; i++) {
-        const double cos_alpha = 0.5 * ( GAUSS_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);
 
+        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_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)
         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_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/core_shell_parallelepiped.py b/sasmodels/models/core_shell_parallelepiped.py
index 40cab898..be0fa915 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 0684dd12..a40535fb 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/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 29f9fdf1..34e67ecb 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..28da822f 100644
--- a/sasmodels/models/elliptical_cylinder.c
+++ b/sasmodels/models/elliptical_cylinder.c
@@ -82,22 +82,31 @@ 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));
 
+    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);
+
+    constant double *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<GAUSS_N;i++) {
+    for(int i=0;i<n_outer;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_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;
-        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 +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 += GAUSS_W[i] * inner_sum_F1 * si;
-        outer_sum_F2 += GAUSS_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;
diff --git a/sasmodels/models/elliptical_cylinder.py b/sasmodels/models/elliptical_cylinder.py
index b6cbc91b..d2288e3b 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 cd00dd8b..294bcc9c 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..dd2de7ff 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_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
+    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;
     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_outer; i++) {
 
-        const double theta = 0.5 * ( GAUSS_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);
 
         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_inner, &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_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.py b/sasmodels/models/hollow_rectangular_prism.py
index 44ac17bb..786d15c3 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..c973b856 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_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
+    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;
     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_outer; i++) {
+        const double theta = 0.5 * ( z_outer[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_inner, &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_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/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/img/octa-truncated.png b/sasmodels/models/img/octa-truncated.png
index a268f37f..a9f23b93 100644
Binary files a/sasmodels/models/img/octa-truncated.png and b/sasmodels/models/img/octa-truncated.png differ
diff --git a/sasmodels/models/lib/adaptive.c b/sasmodels/models/lib/adaptive.c
new file mode 100644
index 00000000..cc8c7e95
--- /dev/null
+++ b/sasmodels/models/lib/adaptive.c
@@ -0,0 +1,11241 @@
+// 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
+};
+
+constant double Gauss20Z[20]={
+	-.993128599185095,
+	-.963971927277914,
+	-.912234428251326,
+	-.839116971822219,
+	-.746331906460151,
+	-.636053680726515,
+	-.510867001950827,
+	-.37370608871542,
+	-.227785851141645,
+	-.076526521133497,
+	.0765265211334973,
+	.227785851141645,
+	.37370608871542,
+	.510867001950827,
+	.636053680726515,
+	.746331906460151,
+	.839116971822219,
+	.912234428251326,
+	.963971927277914,
+	.993128599185095
+};
+
+// From gauss76.c created by Andrew Jackson on 4/23/07
+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)
+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)
+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, 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) {
+        *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;
+    } else {
+        *w = Gauss5000Wt; *z = Gauss5000Z; return 5000;
+    }
+}
\ No newline at end of file
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
diff --git a/sasmodels/models/octahedron_truncated.c b/sasmodels/models/octahedron_truncated.c
index 679abeff..093ef433 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
@@ -11,96 +11,13 @@ 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)
-    return (4./3.) * cube(length_a) * b2a_ratio * c2a_ratio *(1.-3*cube(1.-t));
+// 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(t));
 }
 
-// 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 +33,29 @@ 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 (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(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(tinv*Lb) + square(t*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 +64,19 @@ 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 +84,47 @@ 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 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));
-
-            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 = 6./(1.-3*(1.-t)*(1.-t)*(1.-t))*(AA+BB+CC);
-
-
-            inner_sum_F1 += GAUSS_W[j] * AP;
-            inner_sum_F2 += GAUSS_W[j] * AP * AP;
+            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;
+
+            // 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.
+            // 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 =
+                ((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*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*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);
+
+            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.
@@ -181,15 +132,13 @@ Fq(double q,
     outer_sum_F2 /= M_PI_2;
 
     // Multiply by contrast and volume
-    // contrast
-    const double s = (sld-solvent_sld);
-    // volume
-    // s *= form_volume(length_a, b2a_ratio,c2a_ratio, t);
-	
+    const double s = (sld-solvent_sld) * 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;
+    *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 +159,35 @@ 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*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*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*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));
 
-    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(t)) * (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.
 
diff --git a/sasmodels/models/parallelepiped.c b/sasmodels/models/parallelepiped.c
index 7b5262b6..876dce3b 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_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
+    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<GAUSS_N; i++) {
-        const double sigma = 0.5 * ( GAUSS_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
+        constant double *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.
         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_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;
diff --git a/sasmodels/models/parallelepiped.py b/sasmodels/models/parallelepiped.py
index 25775978..4f8066ab 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..dc9e6780 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_cos_psi*radius*radius*fmax(alpha, beta), q_sin_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 +84,25 @@ double _integrate_psi(
     double alpha,
     double beta)
 {
+    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;
     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 sinc_term = square(sas_sinx_x(qhalf_thickness * cos_psi));
         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..04919b32 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_outer = q*fmax(sqrt(length_a*length_a + length_b*length_b), length_c)/2;
+    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;
     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_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);
 
         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_inner, &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_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/rectangular_prism.py b/sasmodels/models/rectangular_prism.py
index 9a281537..2613b654 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 1487db02..dddee562 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..00a32de2 100644
--- a/sasmodels/models/triaxial_ellipsoid.c
+++ b/sasmodels/models/triaxial_ellipsoid.c
@@ -100,30 +100,35 @@ 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;
+
+    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);
+
     // 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));
 
         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;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[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[j] * fq;
+            inner_sum_F2 += w[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 0de7349d..0d514242 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")