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#include <Python.h>
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#include <math.h>
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// Marsaglia RNG very simple implementation
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#define znew  ((z=36969*(z&65535)+(z>>16))<<16)
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#define wnew  ((w=18000*(w&65535)+(w>>16))&65535)
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#define MWC   (znew+wnew)
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#define SHR3  (jsr=(jsr=(jsr=jsr^(jsr<<17))^(jsr>>13))^(jsr<<5))
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#define CONG  (jcong=69069*jcong+1234567)
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#define KISS  ((MWC^CONG)+SHR3)
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#define MWCfp MWC * 2.328306435454494e-10f
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#define KISSfp KISS * 2.328306435454494e-10f
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int _InsideCircle(unsigned int iterations,
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                  unsigned int seed_w,unsigned int seed_z)
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{
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   unsigned int z=seed_z;
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   unsigned int w=seed_w;
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   unsigned int i;
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   int total=0;
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   for (i=0;i<iterations;i++) {
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      float x=MWCfp ;
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      float y=MWCfp ;
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      // Matching test
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      int inside=((x*x+y*y) < 1.0f) ? 1:0;
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      total+=inside;
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   }
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   return(total);
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}
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static PyObject* InsideCircle(PyObject* self, PyObject* args)
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{
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  int i,z,w;
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  if (!PyArg_ParseTuple(args, "iii", &i,&z,&w))
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    return NULL;
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  return Py_BuildValue("i", _InsideCircle(i,z,w));
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}
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static PyMethodDef MonteCarloMethods[] = {
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  {"InsideCircle", InsideCircle, METH_VARARGS, "Inside Circle Randomly Check"},
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  {NULL, NULL, 0, NULL}
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};
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PyMODINIT_FUNC
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initMonteCarlo(void)
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{
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  (void) Py_InitModule("MonteCarlo", MonteCarloMethods);
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}