{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pygame 2.0.1 (SDL 2.0.14, Python 3.7.3)\n", "Hello from the pygame community. https://www.pygame.org/contribute.html\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from nes import NES\n", "\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "\n", "mynes = NES(\"./roms/Super Mario Bros. (Japan, USA).nes\", \n", " verbose=False, headless=True)\n", "buffer = mynes.run_frame_headless(run_frames=60)\n", "plt.figure(figsize=(7.5, 7))\n", "plt.imshow(buffer)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "buffer = mynes.run_frame_headless(run_frames=180, \n", " controller1_state=[0,0,0,1,0,0,0,0])\n", "plt.figure(figsize=(7.5, 7))\n", "plt.imshow(buffer)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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