src/wolfram/notebooks/playground.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "initial_id",
   "metadata": {
    "collapsed": true,
    "ExecuteTime": {
     "end_time": "2024-01-17T19:55:59.560044Z",
     "start_time": "2024-01-17T19:55:59.460673Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 1000x600 with 1 Axes>",
      "image/png": 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AICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoAgIQaAICEGgCAhBoCgY4czqWmaqqra88ILb+piAOC/wYFeHujnwQwrxHv27KmqqlOnnnIYywKA/y179uypcePGHXROSzOMXPf391dfX1+1t7dXS0vLEVsgAPw3apqm9uzZU5MnT65jjjn4WeBhhRgAeHO4WAsAgoQYAIKEGACChBgAgoQYAIKEGACChBgAgv4fQGQf49hC1pcAAAAASUVORK5CYII="
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "from visualize import evolve_and_visualize, export_current_state\n",
    "from wolfram.ca import WolframCA\n",
    "\n",
    "width = 100\n",
    "height = 100\n",
    "steps = 99\n",
    "\n",
    "init_states = np.zeros(100, dtype=int)\n",
    "init_states[50] = 1\n",
    "\n",
    "ca = WolframCA(\n",
    "    width=width,\n",
    "    height=height,\n",
    "    rule_number=30,\n",
    "    init_method=\"specified\",\n",
    "    initial_states=init_states\n",
    ")\n",
    "\n",
    "export_current_state(\n",
    "    ca,\n",
    "    \"Rule 30 Initial Pattern\",\n",
    "    export_path=\"../../../data/wolfram-ga/demo/rule_30_init_pattern.png\"\n",
    ")\n",
    "\n",
    "anim = evolve_and_visualize(ca, steps)"
   ]
  },
  {
   "cell_type": "code",
   "outputs": [],
   "source": [
    "anim.save('../../../data/animation_wolfram.mp4', writer='ffmpeg', fps=30)"
   ],
   "metadata": {
    "collapsed": false,
    "ExecuteTime": {
     "end_time": "2024-01-17T19:56:00.998344Z",
     "start_time": "2024-01-17T19:55:59.556909Z"
    }
   },
   "id": "e31b7fd0de6b9075",
   "execution_count": 10
  },
  {
   "cell_type": "code",
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 1000x600 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from visualize import evolve_and_visualize_at_end\n",
    "\n",
    "evolve_and_visualize_at_end(ca, steps)"
   ],
   "metadata": {
    "collapsed": false,
    "ExecuteTime": {
     "end_time": "2024-01-17T19:56:01.085279Z",
     "start_time": "2024-01-17T19:56:00.999985Z"
    }
   },
   "id": "a1cef1b6ef856b3b",
   "execution_count": 11
  },
  {
   "cell_type": "code",
   "outputs": [],
   "source": [
    "export_current_state(\n",
    "    ca,\n",
    "    \"Rule 30 Pattern After 29 Steps\",\n",
    "    export_path=\"../../../data/wolfram-ga/demo/rule_30_end_pattern.png\"\n",
    ")"
   ],
   "metadata": {
    "collapsed": false,
    "ExecuteTime": {
     "end_time": "2024-01-17T19:56:01.207268Z",
     "start_time": "2024-01-17T19:56:01.097991Z"
    }
   },
   "id": "20d92bfc49369ffe",
   "execution_count": 12
  },
  {
   "cell_type": "code",
   "outputs": [],
   "source": [],
   "metadata": {
    "collapsed": false,
    "ExecuteTime": {
     "end_time": "2024-01-17T19:56:01.211750Z",
     "start_time": "2024-01-17T19:56:01.207374Z"
    }
   },
   "id": "b7de4aff17e57b07",
   "execution_count": 12
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}