{
 "cells": [
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   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "nbsphinx": "hidden"
   },
   "outputs": [],
   "source": [
    "import psutil\n",
    "\n",
    "import pystencils as ps\n",
    "import pystencils.plot as psplot\n",
    "import numpy as np\n",
    "import sympy as sp\n",
    "\n",
    "import shutil"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Demo: Finite differences - 2D wave equation\n",
    "\n",
    "In this tutorial we show how to use the finite difference module of *pystencils* to solve a 2D wave equations. The time derivative is discretized by a simple forward Euler method."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "$$ \\frac{\\partial^2 u}{\\partial t^2} = \\mbox{div} \\left( q(x,y) \\nabla u \\right)$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We begin by creating three *numpy* arrays for the current, the previous and the next timestep. Actually we will see later that two fields are enough, but let's keep it simple. From these *numpy* arrays we create *pystencils* fields to formulate our update rule."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "size = (60, 70) #  domain size\n",
    "u_arrays = [np.zeros(size), np.zeros(size), np.zeros(size)]\n",
    "\n",
    "u_fields = [ps.Field.create_from_numpy_array(\"u%s\" % (name,), arr)\n",
    "            for name, arr in zip([\"0\", \"1\", \"2\"], u_arrays)]\n",
    "\n",
    "# Nicer display for fields\n",
    "for i, field in enumerate(u_fields):\n",
    "    field.latex_name = \"u^{(%d)}\" % (i,)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*pystencils* contains already simple rules to discretize the a diffusion term. The time discretization is done manually."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle \\frac{{u^{(0)}}_{(0,0)} - 2 {u^{(1)}}_{(0,0)} + {u^{(2)}}_{(0,0)}}{dt^{2}} = \\frac{- 4 {u^{(1)}}_{(0,0)} + {u^{(1)}}_{(1,0)} + {u^{(1)}}_{(0,1)} + {u^{(1)}}_{(0,-1)} + {u^{(1)}}_{(-1,0)}}{dx^{2}}$"
      ],
      "text/plain": [
       "Eq((u0_C - 2*u1_C + u2_C)/dt**2, (-4*u1_C + u1_E + u1_N + u1_S + u1_W)/dx**2)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "discretize = ps.fd.Discretization2ndOrder()\n",
    "\n",
    "def central2nd_time_derivative(fields):\n",
    "    f_next, f_current, f_last = fields\n",
    "    return (f_next[0, 0] - 2 * f_current[0, 0] + f_last[0, 0]) / discretize.dt**2\n",
    "\n",
    "rhs = ps.fd.diffusion(u_fields[1], 1)\n",
    "\n",
    "wave_eq = sp.Eq(central2nd_time_derivative(u_fields), discretize(rhs))\n",
    "\n",
    "wave_eq = sp.simplify(wave_eq)\n",
    "wave_eq"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The explicit Euler scheme is now obtained by solving above equation with respect to $u_C^{next}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/latex": [
       "$\\displaystyle {u^{(2)}}_{(0,0)} \\leftarrow_{} \\frac{- 4 {u^{(1)}}_{(0,0)} dt^{2} + {u^{(1)}}_{(1,0)} dt^{2} + {u^{(1)}}_{(0,1)} dt^{2} + {u^{(1)}}_{(0,-1)} dt^{2} + {u^{(1)}}_{(-1,0)} dt^{2} + dx^{2} \\left(- {u^{(0)}}_{(0,0)} + 2 {u^{(1)}}_{(0,0)}\\right)}{dx^{2}}$"
      ],
      "text/plain": [
       "Assignment(u2_C, (-4*u1_C*dt**2 + u1_E*dt**2 + u1_N*dt**2 + u1_S*dt**2 + u1_W*dt**2 + dx**2*(-u0_C + 2*u1_C))/dx**2)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "u_next_C = u_fields[-1][0, 0]\n",
    "update_rule = ps.Assignment(u_next_C, sp.solve(wave_eq, u_next_C)[0])\n",
    "update_rule"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Before creating the kernel, we substitute numeric values for $dx$ and $dt$. \n",
    "Then a kernel is created just like in the last tutorial."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       ".output_html .il { color: #666 } /* Literal.Number.Integer.Long */</style><div class=\"highlight\"><pre><span></span><span class=\"kt\">void</span><span class=\"w\"> </span><span class=\"nf\">kernel</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"kt\">double</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">RESTRICT</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">_data_u0</span><span class=\"p\">,</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"kt\">double</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">RESTRICT</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">,</span><span class=\"w\"> </span><span class=\"kt\">double</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">RESTRICT</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
       "<span class=\"p\">{</span>\n",
       "<span class=\"w\">   </span><span class=\"k\">for</span><span class=\"p\">(</span><span class=\"n\">ctr_0</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"w\"> </span><span class=\"o\">=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">];</span><span class=\"w\"> </span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">&lt;</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">59</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">];</span><span class=\"w\"> </span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">+=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span>\n",
       "<span class=\"w\">   </span><span class=\"p\">{</span>\n",
       "<span class=\"w\">      </span><span class=\"k\">for</span><span class=\"p\">(</span><span class=\"n\">ctr_1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"w\"> </span><span class=\"o\">=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">];</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">&lt;</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">69</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">];</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">+=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span>\n",
       "<span class=\"w\">      </span><span class=\"p\">{</span>\n",
       "<span class=\"w\">         </span><span class=\"n\">_data_u2</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[(</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">-1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[(</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">-1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">-1.0</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u0</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">];</span>\n",
       "<span class=\"w\">      </span><span class=\"p\">}</span>\n",
       "<span class=\"w\">   </span><span class=\"p\">}</span>\n",
       "<span class=\"p\">}</span>\n",
       "</pre></div>\n"
      ],
      "text/latex": [
       "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n",
       "\\PY{k+kt}{void}\\PY{+w}{ }\\PY{n+nf}{kernel}\\PY{+w}{ }\\PY{p}{(}\\PY{k}{const}\\PY{+w}{ }\\PY{k+kt}{double}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{RESTRICT}\\PY{+w}{ }\\PY{k}{const}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u0}\\PY{p}{,}\\PY{+w}{ }\\PY{k}{const}\\PY{+w}{ }\\PY{k+kt}{double}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{RESTRICT}\\PY{+w}{ }\\PY{k}{const}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u1}\\PY{p}{,}\\PY{+w}{ }\\PY{k+kt}{double}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{RESTRICT}\\PY{+w}{ }\\PY{k}{const}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u2}\\PY{p}{)}\n",
       "\\PY{p}{\\PYZob{}}\n",
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       "\\PY{+w}{      }\\PY{p}{\\PYZob{}}\n",
       "\\PY{+w}{         }\\PY{n}{\\PYZus{}data\\PYZus{}u2}\\PY{p}{[}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{n}{ctr\\PYZus{}1}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{=}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mf}{0.25}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{float64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u1}\\PY{p}{[}\\PY{p}{(}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{1}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{p}{)}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{n}{ctr\\PYZus{}1}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mf}{0.25}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{float64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u1}\\PY{p}{[}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{(}\\PY{n}{ctr\\PYZus{}1}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{1}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{p}{)}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mf}{0.25}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{float64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u1}\\PY{p}{[}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{(}\\PY{n}{ctr\\PYZus{}1}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{\\PYZhy{}1}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{p}{)}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mf}{0.25}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{float64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u1}\\PY{p}{[}\\PY{p}{(}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{\\PYZhy{}1}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{p}{)}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{n}{ctr\\PYZus{}1}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u1}\\PY{p}{[}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{n}{ctr\\PYZus{}1}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mf}{\\PYZhy{}1.0}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{float64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{n}{\\PYZus{}data\\PYZus{}u0}\\PY{p}{[}\\PY{n}{ctr\\PYZus{}0}\\PY{+w}{ }\\PY{o}{*}\\PY{+w}{ }\\PY{p}{[}\\PY{l+m+mi}{70}\\PY{o}{:}\\PY{+w}{ }\\PY{n}{int64}\\PY{p}{]}\\PY{+w}{ }\\PY{o}{+}\\PY{+w}{ }\\PY{n}{ctr\\PYZus{}1}\\PY{p}{]}\\PY{p}{;}\n",
       "\\PY{+w}{      }\\PY{p}{\\PYZcb{}}\n",
       "\\PY{+w}{   }\\PY{p}{\\PYZcb{}}\n",
       "\\PY{p}{\\PYZcb{}}\n",
       "\\end{Verbatim}\n"
      ],
      "text/plain": [
       "void kernel (const double * RESTRICT const _data_u0, const double * RESTRICT const _data_u1, double * RESTRICT const _data_u2)\n",
       "{\n",
       "   for(ctr_0: int64 = [1: int64]; ctr_0 < [59: int64]; ctr_0 += [1: int64])\n",
       "   {\n",
       "      for(ctr_1: int64 = [1: int64]; ctr_1 < [69: int64]; ctr_1 += [1: int64])\n",
       "      {\n",
       "         _data_u2[ctr_0 * [70: int64] + ctr_1] = [0.25: float64] * _data_u1[(ctr_0 + [1: int64]) * [70: int64] + ctr_1] + [0.25: float64] * _data_u1[ctr_0 * [70: int64] + (ctr_1 + [1: int64])] + [0.25: float64] * _data_u1[ctr_0 * [70: int64] + (ctr_1 + [-1: int64])] + [0.25: float64] * _data_u1[(ctr_0 + [-1: int64]) * [70: int64] + ctr_1] + _data_u1[ctr_0 * [70: int64] + ctr_1] + [-1.0: float64] * _data_u0[ctr_0 * [70: int64] + ctr_1];\n",
       "      }\n",
       "   }\n",
       "}"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "update_rule = update_rule.subs({discretize.dx: 0.1, discretize.dt: 0.05})\n",
    "ast = ps.create_kernel(update_rule)\n",
    "kernel = ast.compile()\n",
    "\n",
    "ps.inspect(ast)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To run simulation a suitable initial condition and boundary treatment is required. We chose an initial condition which is zero at the borders of the domain. The outermost layer is not changed by the update kernel, so we have an implicit homogenous Dirichlet boundary condition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "X,Y = np.meshgrid( np.linspace(0, 1, size[1]), np.linspace(0,1, size[0]))\n",
    "Z = np.sin(2*X*np.pi) * np.sin(2*Y*np.pi)\n",
    "\n",
    "# Initialize the previous and current values with the initial function\n",
    "np.copyto(u_arrays[0], Z)\n",
    "np.copyto(u_arrays[1], Z)\n",
    "# The values for the next timesteps do not matter, since they are overwritten\n",
    "u_arrays[2][:, :] = 0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One timestep now consists of applying the kernel once, then shifting the arrays."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "def run(timesteps=1):\n",
    "    for t in range(timesteps):\n",
    "        kernel(u0=u_arrays[0], u1=u_arrays[1], u2=u_arrays[2])\n",
    "        u_arrays[0], u_arrays[1], u_arrays[2] = u_arrays[1], u_arrays[2], u_arrays[0]\n",
    "    return u_arrays[2]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Lets create an animation of the solution:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<video controls width=\"80%\">\n",
       " <source 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type=\"video/mp4\">\n",
       " Your browser does not support the video tag.\n",
       "</video>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ani = psplot.surface_plot_animation(run, zlim=(-1, 1))\n",
    "\n",
    "from pystencils.jupyter import display_as_html_video\n",
    "display_as_html_video(ani)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "assert np.isfinite(np.max(u_arrays[2]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "__Runing on GPU__\n",
    "\n",
    "We can also run the same kernel on the GPU, by using the ``cupy`` package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
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       ".output_html .il { color: #666 } /* Literal.Number.Integer.Long */</style><div class=\"highlight\"><pre><span></span><span class=\"n\">__global__</span><span class=\"w\"> </span><span class=\"kt\">void</span><span class=\"w\"> </span><span class=\"n\">kernel</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"kt\">double</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">RESTRICT</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">_data_u0</span><span class=\"p\">,</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"kt\">double</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">RESTRICT</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">,</span><span class=\"w\"> </span><span class=\"kt\">double</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">RESTRICT</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
       "<span class=\"p\">{</span>\n",
       "<span class=\"w\">   </span><span class=\"nl\">ctr_0</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"w\"> </span><span class=\"o\">=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">((</span><span class=\"n\">int64</span><span class=\"p\">)</span><span class=\"w\"> </span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">int64</span><span class=\"p\">)</span><span class=\"w\"> </span><span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">int64</span><span class=\"p\">)</span><span class=\"w\"> </span><span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"p\">);</span>\n",
       "<span class=\"w\">   </span><span class=\"nl\">ctr_1</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"k\">const</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"w\"> </span><span class=\"o\">=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">((</span><span class=\"n\">int64</span><span class=\"p\">)</span><span class=\"w\"> </span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">int64</span><span class=\"p\">)</span><span class=\"w\"> </span><span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">int64</span><span class=\"p\">)</span><span class=\"w\"> </span><span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"p\">);</span>\n",
       "<span class=\"w\">   </span><span class=\"k\">if</span><span class=\"p\">(</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">&lt;</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">59</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">&amp;&amp;</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">&lt;</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">69</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span>\n",
       "<span class=\"w\">   </span><span class=\"p\">{</span>\n",
       "<span class=\"w\">      </span><span class=\"n\">_data_u2</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">=</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[(</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">(</span><span class=\"n\">ctr_1</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">-1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">0.25</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[(</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">-1</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">])</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">_data_u1</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mf\">-1.0</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">float64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"n\">_data_u0</span><span class=\"p\">[</span><span class=\"n\">ctr_0</span><span class=\"w\"> </span><span class=\"o\">*</span><span class=\"w\"> </span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">:</span><span class=\"w\"> </span><span class=\"n\">int64</span><span class=\"p\">]</span><span class=\"w\"> </span><span class=\"o\">+</span><span class=\"w\"> </span><span class=\"n\">ctr_1</span><span class=\"p\">];</span>\n",
       "<span class=\"w\">   </span><span class=\"p\">}</span>\n",
       "<span class=\"p\">}</span>\n",
       "</pre></div>\n"
      ],
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       "\\PY{+w}{   }\\PY{p}{\\PYZcb{}}\n",
       "\\PY{p}{\\PYZcb{}}\n",
       "\\end{Verbatim}\n"
      ],
      "text/plain": [
       "__global__ void kernel (const double * RESTRICT const _data_u0, const double * RESTRICT const _data_u1, double * RESTRICT const _data_u2)\n",
       "{\n",
       "   ctr_0: const int64 = [1: int64] + ((int64) blockIdx.y * (int64) blockDim.y + (int64) threadIdx.y);\n",
       "   ctr_1: const int64 = [1: int64] + ((int64) blockIdx.x * (int64) blockDim.x + (int64) threadIdx.x);\n",
       "   if(ctr_0 < [59: int64] && ctr_1 < [69: int64])\n",
       "   {\n",
       "      _data_u2[ctr_0 * [70: int64] + ctr_1] = [0.25: float64] * _data_u1[(ctr_0 + [1: int64]) * [70: int64] + ctr_1] + [0.25: float64] * _data_u1[ctr_0 * [70: int64] + (ctr_1 + [1: int64])] + [0.25: float64] * _data_u1[ctr_0 * [70: int64] + (ctr_1 + [-1: int64])] + [0.25: float64] * _data_u1[(ctr_0 + [-1: int64]) * [70: int64] + ctr_1] + _data_u1[ctr_0 * [70: int64] + ctr_1] + [-1.0: float64] * _data_u0[ctr_0 * [70: int64] + ctr_1];\n",
       "   }\n",
       "}"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "try:\n",
    "    import cupy\n",
    "except ImportError:\n",
    "    cupy=None\n",
    "    print('No cupy installed')\n",
    "\n",
    "\n",
    "res = None\n",
    "if cupy:\n",
    "    gpu_ast = ps.create_kernel(update_rule, target=ps.Target.GPU)\n",
    "    gpu_kernel = gpu_ast.compile()\n",
    "    res = ps.inspect(gpu_ast)\n",
    "res"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The run function has to be changed now slightly, since the data has to be transfered to the GPU first, then the kernel can be executed, and in the end the data has to be transfered back"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "if cupy:\n",
    "    def run_on_gpu(timesteps=1):\n",
    "        # Transfer arrays to GPU\n",
    "        gpuArrs = [cupy.asarray(cpu_array) for cpu_array in u_arrays]\n",
    "\n",
    "        for t in range(timesteps):\n",
    "            gpu_kernel(u0=gpuArrs[0], u1=gpuArrs[1], u2=gpuArrs[2])\n",
    "            gpuArrs[0], gpuArrs[1], gpuArrs[2] = gpuArrs[1], gpuArrs[2], gpuArrs[0]\n",
    "\n",
    "        # Transfer arrays to CPU\n",
    "        for gpuArr, cpuArr in zip(gpuArrs, u_arrays):\n",
    "            cpuArr[:] = gpuArr.get()\n",
    "assert np.isfinite(np.max(u_arrays[2]))            "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "ename": "CompileException",
     "evalue": "In file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:22:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/././bits/philox_rand.h:113:9: error: no type named 'uint32_t' in namespace 'std'; did you mean '__hip_internal::uint32_t'?\n  113 | typedef std::uint32_t uint32;\n      |         ^~~~~~~~~~~~~\n      |         __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:22:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/././bits/philox_rand.h:114:9: error: no type named 'uint64_t' in namespace 'std'; did you mean '__hip_internal::uint64_t'?\n  114 | typedef std::uint64_t uint64;\n      |         ^~~~~~~~~~~~~\n      |         __hip_internal::uint64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1428:28: note: '__hip_internal::uint64_t' declared here\n 1428 | typedef unsigned long long uint64_t;\n      |                            ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:46: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                              ^~~~~~~~\n      |                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:62: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                                              ^~~~~~~~\n      |                                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:33:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   33 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:33:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   33 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:46: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                              ^~~~~~~~\n      |                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:62: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                                              ^~~~~~~~\n      |                                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:45:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   45 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:45:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   45 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:10: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |          ^~~~~~~\n      |          __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:34: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |                                  ^~~~~~~\n      |                                  __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:57: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |                                                         ^~~~~~~\n      |                                                         __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:80: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |                                                                                ^~~~~~~\n      |                                                                                __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:9:10: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    9 |    const int64_t ctr_1 = 1LL + ((int64_t) blockIdx.x * (int64_t) blockDim.x + (int64_t) threadIdx.x);\n      |          ^~~~~~~\n      |          __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\nfatal error: too many errors emitted, stopping now [-ferror-limit=]\n20 errors generated when compiling for gfx1103.",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mNVRTCError\u001b[39m                                Traceback (most recent call last)",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:860\u001b[39m, in \u001b[36m_NVRTCProgram.compile\u001b[39m\u001b[34m(self, options, log_stream)\u001b[39m\n\u001b[32m    859\u001b[39m         nvrtc.addNameExpression(\u001b[38;5;28mself\u001b[39m.ptr, ker)\n\u001b[32m--> \u001b[39m\u001b[32m860\u001b[39m \u001b[30;43mnvrtc\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43mcompileProgram\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43mself\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43mptr\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43moptions\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n\u001b[32m    861\u001b[39m mapping = \u001b[38;5;28;01mNone\u001b[39;00m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy_backends/cuda/libs/nvrtc.pyx:125\u001b[39m, in \u001b[36mcupy_backends.cuda.libs.nvrtc.compileProgram\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m125\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy_backends/cuda/libs/nvrtc.pyx:138\u001b[39m, in \u001b[36mcupy_backends.cuda.libs.nvrtc.compileProgram\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m138\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy_backends/cuda/libs/nvrtc.pyx:53\u001b[39m, in \u001b[36mcupy_backends.cuda.libs.nvrtc.check_status\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m---> \u001b[39m\u001b[32m53\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[31mNVRTCError\u001b[39m: HIPRTC_ERROR_COMPILATION (6)",
      "\nDuring handling of the above exception, another exception occurred:\n",
      "\u001b[31mCompileException\u001b[39m                          Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[12]\u001b[39m\u001b[32m, line 2\u001b[39m\n\u001b[32m      1\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m cupy:\n\u001b[32m----> \u001b[39m\u001b[32m2\u001b[39m     run_on_gpu(\u001b[32m400\u001b[39m)\n",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[11]\u001b[39m\u001b[32m, line 7\u001b[39m, in \u001b[36mrun_on_gpu\u001b[39m\u001b[34m(timesteps)\u001b[39m\n\u001b[32m      3\u001b[39m         \u001b[38;5;66;03m# Transfer arrays to GPU\u001b[39;00m\n\u001b[32m      4\u001b[39m         gpuArrs = [cupy.asarray(cpu_array) \u001b[38;5;28;01mfor\u001b[39;00m cpu_array \u001b[38;5;28;01min\u001b[39;00m u_arrays]\n\u001b[32m      5\u001b[39m \n\u001b[32m      6\u001b[39m         \u001b[38;5;28;01mfor\u001b[39;00m t \u001b[38;5;28;01min\u001b[39;00m range(timesteps):\n\u001b[32m----> \u001b[39m\u001b[32m7\u001b[39m             gpu_kernel(u0=gpuArrs[\u001b[32m0\u001b[39m], u1=gpuArrs[\u001b[32m1\u001b[39m], u2=gpuArrs[\u001b[32m2\u001b[39m])\n\u001b[32m      8\u001b[39m             gpuArrs[\u001b[32m0\u001b[39m], gpuArrs[\u001b[32m1\u001b[39m], gpuArrs[\u001b[32m2\u001b[39m] = gpuArrs[\u001b[32m1\u001b[39m], gpuArrs[\u001b[32m2\u001b[39m], gpuArrs[\u001b[32m0\u001b[39m]\n\u001b[32m      9\u001b[39m \n\u001b[32m     10\u001b[39m         \u001b[38;5;66;03m# Transfer arrays to CPU\u001b[39;00m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/pystencils/src/pystencils/jit/jit.py:29\u001b[39m, in \u001b[36mKernelWrapper.__call__\u001b[39m\u001b[34m(self, **kwargs)\u001b[39m\n\u001b[32m     27\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m name, mapper \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m._view_mappings.items():\n\u001b[32m     28\u001b[39m     kwargs[name] = mapper.view_ndarray(kwargs[name])\n\u001b[32m---> \u001b[39m\u001b[32m29\u001b[39m \u001b[30;43mself\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43m_invocable\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43mkwargs\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/pystencils/src/pystencils/jit/gpu_cupy.py:62\u001b[39m, in \u001b[36mCupyKernelWrapper._invoke\u001b[39m\u001b[34m(self, **kwargs)\u001b[39m\n\u001b[32m     60\u001b[39m device = \u001b[38;5;28mself\u001b[39m._get_device(kernel_args)\n\u001b[32m     61\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m cp.cuda.Device(device):\n\u001b[32m---> \u001b[39m\u001b[32m62\u001b[39m     \u001b[30;43mself\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43m_raw_kernel\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43mlaunch_grid\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43mgrid\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mlaunch_grid\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43mblock\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mkernel_args\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_core/raw.pyx:101\u001b[39m, in \u001b[36mcupy._core.raw.RawKernel.__call__\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m101\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_core/raw.pyx:108\u001b[39m, in \u001b[36mcupy._core.raw.RawKernel.kernel.__get__\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m108\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_core/raw.pyx:125\u001b[39m, in \u001b[36mcupy._core.raw.RawKernel._kernel\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m125\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_util.pyx:67\u001b[39m, in \u001b[36mcupy._util.memoize.decorator.ret\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m---> \u001b[39m\u001b[32m67\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_core/raw.pyx:549\u001b[39m, in \u001b[36mcupy._core.raw._get_raw_module\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m549\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_core/core.pyx:2621\u001b[39m, in \u001b[36mcupy._core.core.compile_with_cache\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m-> \u001b[39m\u001b[32m2621\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32mcupy/_core/core.pyx:2639\u001b[39m, in \u001b[36mcupy._core.core.compile_with_cache\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m-> \u001b[39m\u001b[32m2639\u001b[39m \u001b[33m'Could not get source, probably due dynamically evaluated source code.'\u001b[39m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:645\u001b[39m, in \u001b[36m_compile_module_with_cache\u001b[39m\u001b[34m(source, options, arch, extra_source, backend, enable_cooperative_groups, name_expressions, log_stream, jitify, to_ltoir)\u001b[39m\n\u001b[32m    643\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m runtime.is_hip:\n\u001b[32m    644\u001b[39m     backend = \u001b[33m'\u001b[39m\u001b[33mhiprtc\u001b[39m\u001b[33m'\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m backend == \u001b[33m'\u001b[39m\u001b[33mnvrtc\u001b[39m\u001b[33m'\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m \u001b[33m'\u001b[39m\u001b[33mhipcc\u001b[39m\u001b[33m'\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m645\u001b[39m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[30;43m_compile_with_cache_hip\u001b[39;49m\u001b[30;43m(\u001b[39;49m\n\u001b[32m    646\u001b[39m \u001b[30;43m        \u001b[39;49m\u001b[30;43msource\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43moptions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43march\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mextra_source\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mbackend\u001b[39;49m\u001b[30;43m,\u001b[39;49m\n\u001b[32m    647\u001b[39m \u001b[30;43m        \u001b[39;49m\u001b[30;43mname_expressions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mlog_stream\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mcache_in_memory\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n\u001b[32m    648\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m    649\u001b[39m     \u001b[38;5;28;01mreturn\u001b[39;00m _compile_with_cache_cuda(\n\u001b[32m    650\u001b[39m         source, options, arch, extra_source, backend,\n\u001b[32m    651\u001b[39m         enable_cooperative_groups, name_expressions, log_stream,\n\u001b[32m    652\u001b[39m         cache_in_memory, jitify, to_ltoir)\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:1072\u001b[39m, in \u001b[36m_compile_with_cache_hip\u001b[39m\u001b[34m(source, options, arch, extra_source, backend, name_expressions, log_stream, cache_in_memory, use_converter)\u001b[39m\n\u001b[32m   1068\u001b[39m     \u001b[38;5;28;01mpass\u001b[39;00m\n\u001b[32m   1070\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m backend == \u001b[33m'\u001b[39m\u001b[33mhiprtc\u001b[39m\u001b[33m'\u001b[39m:\n\u001b[32m   1071\u001b[39m     \u001b[38;5;66;03m# compile_using_nvrtc calls hiprtc for hip builds\u001b[39;00m\n\u001b[32m-> \u001b[39m\u001b[32m1072\u001b[39m     binary, mapping = \u001b[30;43mcompile_using_nvrtc\u001b[39;49m\u001b[30;43m(\u001b[39;49m\n\u001b[32m   1073\u001b[39m \u001b[30;43m        \u001b[39;49m\u001b[30;43msource\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43moptions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43march\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mname\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43m+\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43m'\u001b[39;49m\u001b[30;43m.cu\u001b[39;49m\u001b[30;43m'\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mname_expressions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\n\u001b[32m   1074\u001b[39m \u001b[30;43m        \u001b[39;49m\u001b[30;43mlog_stream\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mcache_in_memory\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n\u001b[32m   1075\u001b[39m     mod._set_mapping(mapping)\n\u001b[32m   1076\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:414\u001b[39m, in \u001b[36mcompile_using_nvrtc\u001b[39m\u001b[34m(source, options, arch, filename, name_expressions, log_stream, cache_in_memory, jitify, method)\u001b[39m\n\u001b[32m    411\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m jitify \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m    412\u001b[39m     _jitify_deprecation_warning(jitify)\n\u001b[32m--> \u001b[39m\u001b[32m414\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[30;43m_compile_using_nvrtc_no_warning\u001b[39;49m\u001b[30;43m(\u001b[39;49m\n\u001b[32m    415\u001b[39m \u001b[30;43m    \u001b[39;49m\u001b[30;43msource\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43moptions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43march\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mfilename\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mname_expressions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mlog_stream\u001b[39;49m\u001b[30;43m,\u001b[39;49m\n\u001b[32m    416\u001b[39m \u001b[30;43m    \u001b[39;49m\u001b[30;43mcache_in_memory\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mjitify\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mmethod\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:402\u001b[39m, in \u001b[36m_compile_using_nvrtc_no_warning\u001b[39m\u001b[34m(source, options, arch, filename, name_expressions, log_stream, cache_in_memory, jitify, method)\u001b[39m\n\u001b[32m    399\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m    400\u001b[39m     cu_path = \u001b[33m'\u001b[39m\u001b[33m'\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m jitify \u001b[38;5;28;01melse\u001b[39;00m filename\n\u001b[32m--> \u001b[39m\u001b[32m402\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[30;43m_compile\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43msource\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43moptions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mcu_path\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mname_expressions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\n\u001b[32m    403\u001b[39m \u001b[30;43m                \u001b[39;49m\u001b[30;43mlog_stream\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mjitify\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mmethod\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:384\u001b[39m, in \u001b[36m_compile_using_nvrtc_no_warning.<locals>._compile\u001b[39m\u001b[34m(source, options, cu_path, name_expressions, log_stream, jitify, method)\u001b[39m\n\u001b[32m    381\u001b[39m prog = _NVRTCProgram(source, cu_path, headers, include_names,\n\u001b[32m    382\u001b[39m                      name_expressions=name_expressions, method=method)\n\u001b[32m    383\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m384\u001b[39m     compiled_obj, mapping = \u001b[30;43mprog\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43mcompile\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43moptions\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mlog_stream\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n\u001b[32m    385\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m CompileException \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[32m    386\u001b[39m     dump = _get_bool_env_variable(\n\u001b[32m    387\u001b[39m         \u001b[33m'\u001b[39m\u001b[33mCUPY_DUMP_CUDA_SOURCE_ON_ERROR\u001b[39m\u001b[33m'\u001b[39m, \u001b[38;5;28;01mFalse\u001b[39;00m)\n",
      "\u001b[36mFile \u001b[39m\u001b[32m/pycodegen-dev/.venv/lib/python3.12/site-packages/cupy/cuda/compiler.py:879\u001b[39m, in \u001b[36m_NVRTCProgram.compile\u001b[39m\u001b[34m(self, options, log_stream)\u001b[39m\n\u001b[32m    877\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m nvrtc.NVRTCError:\n\u001b[32m    878\u001b[39m     log = nvrtc.getProgramLog(\u001b[38;5;28mself\u001b[39m.ptr)\n\u001b[32m--> \u001b[39m\u001b[32m879\u001b[39m     \u001b[38;5;28;01mraise\u001b[39;00m CompileException(log, \u001b[38;5;28mself\u001b[39m.src, \u001b[38;5;28mself\u001b[39m.name, options,\n\u001b[32m    880\u001b[39m                            \u001b[33m'\u001b[39m\u001b[33mnvrtc\u001b[39m\u001b[33m'\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m runtime.is_hip \u001b[38;5;28;01melse\u001b[39;00m \u001b[33m'\u001b[39m\u001b[33mhiprtc\u001b[39m\u001b[33m'\u001b[39m)\n",
      "\u001b[31mCompileException\u001b[39m: In file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:22:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/././bits/philox_rand.h:113:9: error: no type named 'uint32_t' in namespace 'std'; did you mean '__hip_internal::uint32_t'?\n  113 | typedef std::uint32_t uint32;\n      |         ^~~~~~~~~~~~~\n      |         __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:22:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/././bits/philox_rand.h:114:9: error: no type named 'uint64_t' in namespace 'std'; did you mean '__hip_internal::uint64_t'?\n  114 | typedef std::uint64_t uint64;\n      |         ^~~~~~~~~~~~~\n      |         __hip_internal::uint64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1428:28: note: '__hip_internal::uint64_t' declared here\n 1428 | typedef unsigned long long uint64_t;\n      |                            ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:46: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                              ^~~~~~~~\n      |                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:32:62: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   32 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                                              ^~~~~~~~\n      |                                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:33:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   33 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:33:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   33 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:46: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                              ^~~~~~~~\n      |                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:44:62: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   44 |             (uint32_t)ctr0, (uint32_t)ctr1, (uint32_t)ctr2, (uint32_t)ctr3, //\n      |                                                              ^~~~~~~~\n      |                                                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:45:14: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   45 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |              ^~~~~~~~\n      |              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\nIn file included from /tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:1:\nIn file included from /pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/generic_gpu.hpp:4:\n/pycodegen-dev/pystencils/src/pystencils/include/pystencils_runtime/./random.hpp:45:30: error: unknown type name 'uint32_t'; did you mean '__hip_internal::uint32_t'?\n   45 |             (uint32_t)key0, (uint32_t)key1,                                 //\n      |                              ^~~~~~~~\n      |                              __hip_internal::uint32_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1427:22: note: '__hip_internal::uint32_t' declared here\n 1427 | typedef unsigned int uint32_t;\n      |                      ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:10: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |          ^~~~~~~\n      |          __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:34: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |                                  ^~~~~~~\n      |                                  __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:57: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |                                                         ^~~~~~~\n      |                                                         __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:8:80: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    8 |    const int64_t ctr_0 = 1LL + ((int64_t) blockIdx.y * (int64_t) blockDim.y + (int64_t) threadIdx.y);\n      |                                                                                ^~~~~~~\n      |                                                                                __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\n/tmp/comgr-345b3a/input/tmp/tmpnz1gjn5f/c8573e542c59846fdedfebf89b822ea2cba126fc.hsaco.cu:9:10: error: unknown type name 'int64_t'; did you mean '__hip_internal::int64_t'?\n    9 |    const int64_t ctr_1 = 1LL + ((int64_t) blockIdx.x * (int64_t) blockDim.x + (int64_t) threadIdx.x);\n      |          ^~~~~~~\n      |          __hip_internal::int64_t\n/tmp/comgr-345b3a/include/hiprtc_runtime.h:1432:26: note: '__hip_internal::int64_t' declared here\n 1432 | typedef signed long long int64_t;\n      |                          ^\nfatal error: too many errors emitted, stopping now [-ferror-limit=]\n20 errors generated when compiling for gfx1103."
     ]
    }
   ],
   "source": [
    "if cupy:\n",
    "    run_on_gpu(400)"
   ]
  }
 ],
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