1747 lines
219 KiB
Plaintext
1747 lines
219 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {},
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"outputs": [],
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"source": [
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"import matplotlib.pyplot as plt\n",
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"\n",
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"plt.rcParams[\"font.family\"] = \"Times New Roman\"\n",
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"plt.rcParams[\"font.size\"] = 16\n",
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"\n",
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"g_label_fontsize = 16\n",
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"\n",
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"colors = [\n",
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" \"#455D7A\",\n",
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" \"#233142\",\n",
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" \"#F95959\",\n",
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"]\n",
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"\n",
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"edgecolors = [\n",
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" \"#FFFFFF\",\n",
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" \"#FFFFFF\",\n",
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" \"#FFFFFF\",\n",
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"]\n",
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"\n",
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"hatches = [\"\\\\\\\\\", \"\", \"\"]"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 2,
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"metadata": {},
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"outputs": [
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{
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"data": {
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"image/png": 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Fc0TE/vvvnzFfvHhxVvOqqqpi5cqVaXn37t3j85//fFYzt2f33XfPmK9evTrrmT179syYZ/vcZwAAAACAplAQRfMRRxyRMV+4cGFW8yoqKjLmQ4YMyWpeQwwcODBjnu01RER07NgxY77zzjtnPRMAAAAAINcKomgeM2ZMxvyNN97Iat6CBQsy5qNHj85qXkN8+ctfzpi/9dZbWc+s73Ec9ZXaAAAAAAD5UBBF82677ZbxecSzZ8/Oat7cuXPTspKSkhg7dmxW8xpi5MiRGfM///nPWc/csGFDxvwrX/lK1jMBAAAAAHKtIIrmiIjx48enZXPmzIlUKtXoWZnuhB45cmSTPtv4C1/4QgwaNCgtnzlzZtYz165dm5b17t079tprr6xnAgAAAADkWsEUzRMmTIhOnTrVyT766KN45ZVXGj3rxRdfTMsmTZqU7WoNdtppp6VlH3zwQcY7rBvinXfeadA5AAAAAADyqWCK5s985jMxYcKEtHz69OmNmjN79uxYvnx5nezAAw+MUaNGJdqvIU455ZSMP9R3xx13ZDXvtddeq/O6pKQkzjjjjKxmAQAAAAA0lYIpmiP+cdfxv/4AXmOL5oceeigtu+SSSxLt1VDt2rWLiy66KC2/7bbbYv369Y2e9+CDD9Z5/b3vfS969+6d9X4AAAAAAE2hoIrmXXbZJSZPnlwnKy8vj+eff75Bx1dVVcVNN91UJzv22GPjyCOPbPAOM2bMiEGDBkVpaWn07ds3LrvssqipqWnw8d/73vdi8ODBdbJVq1bFL3/5ywbPiIh46aWX4s0336x93bt377j00ksbNQMAAAAAYEcoqKI5IuLcc8+Ngw8+uE7W0IL16quvjhUrVtS+7tmzZ1x77bUNPvf9998fxxxzTPzlL3+JTZs2xaJFi+LHP/5xTJw4scEziouL4/e//3107NixTv4///M/8fbbbzdoxqZNm+J73/te7euioqL43//937RnWAMAAAAAFIKCK5p32mmnuO+++6Jr16612cyZM+P222/f5nGzZs2q84iMNm3axIwZMxr1qIlMj72IiJg2bVrac5+35Qtf+ELccccdUVxcXJtVV1fHscceG5WVlds8tqamJv7f//t/dX5A8Cc/+UmMGTOmwecHAAAAANiRCq5ojojo169fPPbYY9GhQ4fa7Iwzzqj3ec333ntvHHXUUVFdXR0RER07dozp06fHkCFDGnXe8vLyjHlNTU28//77jZpVVlYWN910UxQVFdVm7777bowYMSIWLFiQ8ZiVK1fGuHHj6vx44MSJE+NnP/tZo84NAAAAALAjleR7gfoMGTIknn766SgrK4ulS5dGdXV1jB07NsrKymLcuHHRu3fvqKioiDvuuCOee+652uP69+8f9913X+y3336NPueee+4Z8+bNS8tbtWoVu+++e6Pnfec734nOnTvHSSedVPtjgH/9619j4MCB8a1vfStGjRoVu+yyS6xatSpeeOGF+N3vfhdr1qyJiIjWrVvH1VdfHWeddVajzwsAAAAAsCMVpVKpVL6X2Jbly5fHueeeG3ffffc2P9epU6c477zz4sILL4zS0tKszvXAAw/Ecccdl5afddZZcd1112U1M+IfdzJfcMEF8cgjj2z3s0VFRTF69Oi48sor4wtf+ELW52xKb7/9dgwcOLD29VtvvRUDBgzI40YAAAAA0HT0YdtX8EXzp+bPnx+33nprPPvss/Hee+/Fhg0bYuedd45BgwbFUUcdFePHj8/Jj+XNmDEjLr744pg3b1706tUrJkyYEBdeeGG0apX8KSNvvvlmPPjggzFz5sxYtGhRrFy5MoqLi6N79+6xzz77xKGHHhrjxo2LPfbYI/G5mpIvFgAAAAD/TvRh29dsimYKhy8WAAAAAP9O9GHbV5A/BggAAAAAQPOhaAYAAAAAIBFFMwAAAAAAiSiaAQAAAABIRNEMAAAAAEAiimYAAAAAABJRNAMAAAAAkIiiGQAAAACARBTNAAAAAAAkomgGAAAAACARRTMAAAAAAIkomgEAAAAASETRDAAAAABAIopmAAAAAAASUTQDAAAAAJCIohkAAAAAgEQUzQAAAAAAJKJoBgAAAAAgEUUzAAAAAACJKJoBAAAAAEhE0QwAAAAAQCKKZgAAAAAAElE0AwAAAACQiKIZAAAAAIBEFM0AAAAAACSiaAYAAAAAIBFFMwAAAAAAiSiaAQAAAABIRNEMAAAAAEAiimYAAAAAABJRNAMAAAAAkIiiGQAAAACARBTNAAAAAAAkomgGAAAAACARRTMAAAAAAIkomgEAAAAASETRDAAAAABAIopmAAAAAAASUTQDAAAAAJCIohkAAAAAgEQUzQAAAAAAJKJoBgAAAAAgEUUzAAAAAACJKJoBAAAAAEhE0QwAAAAAQCKKZgAAAAAAElE0AwAAAACQiKIZAAAAAIBEFM0AAAAAACSiaAYAAAAAIBFFMwAAAAAAiSiaAQAAAABIRNEMAAAAAEAiimYAAAAAABJRNAMAAAAAkIiiGQAAAACARBTNAAAAAAAkomgGAAAAACARRTMAAAAAAIkomgEAAAAASETRDAAAAABAIopmAAAAAAASUTQDAAAAAJCIohkAAAAAgEQUzQAAAAAAJKJoBgAAAAAgEUUzAAAAAACJKJoBAAAAAEhE0QwAAAAAQCKKZgAAAAAAElE0AwAAAACQiKIZAAAAAIBEFM0AAAAAACSiaAYAAAAAIBFFMwAAAAAAiSiaAQAAAABIRNEMAAAAAEAiimYAAAAAABJRNAMAAAAAkIiiGQAAAACARBTNAAAAAAAkomgGAAAAACARRTMAAAAAAIkomgEAAAAASETRDAAAAABAIopmAAAAAAASUTQDAAAAAJCIohkAAAAAgEQUzQAAAAAAJKJoBgAAAAAgEUUzAAAAAACJKJoBAAAAAEikJN8LZCOVSsWiRYtixYoVUVpaGv369YtOnTrle62cue2226KioqL29cUXX5y3XQAAAAAAtqdZFc1z586NqVOnxiOPPBKVlZW1eVFRURx44IFx0kknxWmnnRbt2rXL45bJPP7443HKKafUyRTNAAAAAEAhaxaPzlizZk2cdtppMWjQoLjlllvqlMwR/7jDefbs2TFx4sTYc88949FHH83TpsmsXLkyvvvd7+Z7DQAAAACARin4ovndd9+Ngw8+OG6++eZIpVJRVFQUp59+esyZMyc2btwYq1atiunTp8fgwYMjImLJkiUxZsyYZnkX8GmnnRbLli3L9xoAAAAAAI1S0EXz66+/HkOHDo333nsvIiJat24dDz30UNxwww0xaNCgaNOmTXTt2jXKysrilVdeiWOPPTYi/nGH85QpU+L888/P5/qNcuONN8b//d//5XsNAAAAAIBGK9iiedGiRTF69OhYs2ZNbXbllVdGWVlZxs+XlJTEnXfeGXvttVdtdvXVV8fUqVObetXEFixYEOeee26+1wAAAAAAyEpBFs1btmyJsrKyOo+RGDZsWJx99tnbPK5NmzZx/fXX18nOP//8ePXVV5tkz1zYsmVLnHjiifHxxx/nexUAAAAAgKwUZNF8xRVXxJw5c+pkkydPjqKiou0eO2LEiBgyZEjt60+L3I0bN+Z8z1z42c9+VluE77vvvnneBgAAAACg8QquaK6oqIhLLrmkTjZw4MAYMWJEg2eceuqpdV4vWLAgrrnmmpzsl0svvfRSXHbZZRHxjzu2J02alN+FAAAAAACyUHBF8+WXXx5VVVV1srFjxzZqxrhx46K4uDht7qpVqxLvlyvr16+P8ePHx9atW6Nz587xu9/9Llq1Krj/cwAAAAAAbFdBNZtLliyJ2267LS0fPXp0o+Z07tw5Bg8eXCdbv359/Pa3v02yXk6dc8458f7770dExP/+7/9Gnz598rwRAAAAAEB2CqpovvHGG6O6urpO1rZt2zjggAMaPWv48OFp2bRp06Kmpibr/XLlwQcfrC3Ux48fHyeccEJ+FwIAAAAASKCgiuZ77rknLdt3333THoPREP/8g4CfWrx4cbzwwgtZ7ZYrS5YsidNPPz0iInbbbbf49a9/ndd9AAAAAACSKpii+c0334x33nknLd9vv/2ymrf33ntnzB944IGs5uVCKpWK73znO7F69eooLi6Ou+66Kzp27Ji3fQAAAAAAcqFgiuYnnngiY963b9+s5u2xxx7RunXrtPyZZ57Jal4uTJ06NZ566qmIiPjJT34SQ4cOzdsuAAAAAAC5UjBF80svvZQx/9znPpfVvOLi4ow/sDd//vxYuXJlVjOTeOutt+K///u/IyJi6NCh8dOf/nSH7wAAAAAA0BQKpmh++eWXM+bZFs0RET179kzLUqlUvPnmm1nPzEZ1dXV8+9vfjqqqqujYsWPceeedWT13GgAAAACgEBVE0fzhhx/We5dxkqK5R48eGfN58+ZlPTMbP/rRj2Lu3LkREXH99dfH7rvvvkPPDwAAAADQlAqiaF64cGG97yUpmrt3754xX7BgQdYzG+vpp5+Oa665JiIiTjjhhDjppJN22LkBAAAAAHaEknwvEBFRUVGRMW/fvn106NAh67mlpaUZ82XLlmU9szHWrFkTJ598cqRSqejTp0/85je/2SHnbYwVK1ZEZWVlo44pLy9vom0AAAAAgOaoIIrmxYsXZ8zbtWuXaG59RfPy5csTzW2oCRMmxIcffhitWrWKO++8Mz7zmc/skPM2xrRp02LKlCn5XgMAAAAAaMYK4tEZ69aty5g3VdFc3/ly6Y477oj77rsvIiIuvPDC+MpXvtLk5wQAAAAAyIeCKJo/+eSTjHnbtm0TzS0uLs6YV1dXJ5q7PRUVFXH22WdHRMTBBx/sjmEAAAAAoEUriEdn1Fc0J72jeevWrRnzTZs2JZq7LTU1NTF+/PhYt25dtG/fPu66664oKSmI/5gzOvPMM+O4445r1DHl5eVRVlbWNAsBAAAAAM1OQTSgqVQqY570juaampqMeX2P1MiF//mf/4k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",
|
|
"text/plain": [
|
|
"<Figure size 1400x840 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"fig, ax = plt.subplots(\n",
|
|
" figsize=(14 / 3, 14 / 5), ncols=1, nrows=1, constrained_layout=True, dpi=300\n",
|
|
")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 3,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"labels_name = [\n",
|
|
" \"XLA\",\n",
|
|
" \"Lynx\"\n",
|
|
"]"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 4,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"data_base = [\n",
|
|
" 0.4619,\n",
|
|
" 0.4714,\n",
|
|
" 0.3613,\n",
|
|
" 0.3462,\n",
|
|
" 0.3872,\n",
|
|
" 0.3650,\n",
|
|
" 0.3338,\n",
|
|
" 0.3487,\n",
|
|
" 0.3500,\n",
|
|
" 0.6614,\n",
|
|
" 0.4153,\n",
|
|
" 0.3723,\n",
|
|
" 0.3406,\n",
|
|
" 0.3370,\n",
|
|
" 0.3551,\n",
|
|
" 0.3524,\n",
|
|
" 0.3748,\n",
|
|
" 0.3412,\n",
|
|
" 0.3746,\n",
|
|
" 0.3700,\n",
|
|
" 0.3667,\n",
|
|
" 0.3737,\n",
|
|
" 0.3988,\n",
|
|
" 0.3721,\n",
|
|
" 0.3485,\n",
|
|
" 0.3690,\n",
|
|
" 0.3558,\n",
|
|
" 0.3590,\n",
|
|
" 0.3530,\n",
|
|
" 0.3563,\n",
|
|
" 0.3339,\n",
|
|
" 0.3428,\n",
|
|
" 0.3435,\n",
|
|
" 0.3538,\n",
|
|
" 0.3507,\n",
|
|
" 0.3508,\n",
|
|
" 0.3536,\n",
|
|
" 0.3341,\n",
|
|
" 0.3650,\n",
|
|
" 0.3404,\n",
|
|
" 0.3320,\n",
|
|
" 0.3345,\n",
|
|
" 0.3277,\n",
|
|
" 0.3431,\n",
|
|
" 0.3425,\n",
|
|
" 0.3302,\n",
|
|
" 0.3132,\n",
|
|
" 0.3363,\n",
|
|
" 0.3706,\n",
|
|
" 0.3602,\n",
|
|
" 0.3660,\n",
|
|
" 0.3459,\n",
|
|
" 0.3550,\n",
|
|
" 0.3928,\n",
|
|
" 0.3686,\n",
|
|
" 0.3656,\n",
|
|
" 0.3705,\n",
|
|
" 0.3698,\n",
|
|
" 0.3520,\n",
|
|
" 0.3332,\n",
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|
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"]"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 5,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"data_lynx = [0.46289,\n",
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|
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|
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|
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|
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"0.77344,\n",
|
|
"]"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 6,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"cnt = 150\n",
|
|
"x_data = list(range(1, len(data_base) + 1))"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"legend_labels = [\"XLA\", \"Lynx\"]"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 8,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"Text(13.333333333333346, 0.5, 'Loss')"
|
|
]
|
|
},
|
|
"execution_count": 8,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"ax.plot(\n",
|
|
" x_data[:cnt],\n",
|
|
" data_base[1 : cnt + 1],\n",
|
|
" color=colors[1],\n",
|
|
" label=legend_labels[0],\n",
|
|
")\n",
|
|
"ax.plot(x_data[:cnt], data_lynx[:cnt], color=colors[2], label=legend_labels[1])\n",
|
|
"\n",
|
|
"ax.grid(True)\n",
|
|
"ax.tick_params(axis=\"x\", bottom=False, labelsize=g_label_fontsize, pad=1)\n",
|
|
"\n",
|
|
"\n",
|
|
"ax.set_xlabel(\"Training iteration\")\n",
|
|
"ax.set_ylabel(\"Loss\")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 9,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"<matplotlib.legend.Legend at 0x7f78e8b1b950>"
|
|
]
|
|
},
|
|
"execution_count": 9,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"ax.legend(\n",
|
|
" ncol=3,\n",
|
|
" loc=\"upper center\",\n",
|
|
" frameon=False,\n",
|
|
" shadow=False,\n",
|
|
" fontsize=g_label_fontsize,\n",
|
|
")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 10,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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jjz5abp61a9eGfC2A+EHQDAAOPCFUK4dyDgBEy8svv6yWLVs6Hvviiy/01ltvSZL27t2ryy+/XPn5+ZKk+++/Xz169KixdcajoqIijRo1qvTj2267LeAc06aAy5Yt0/Tp06O2NgBAzcvIyNBll12mr776Svfcc4/xvCZNmmjixInq1KmTUlNTQ5rb7XaradOmuvnmm3XqqaeWjqenp2v69Om66aabdOihh5aOb9++Xc8880zp3gGffvpp6RujThYvXqzOnTvr3//+d9DWf7Zt6/nnn9dDDz0UdL0PPvigVq9erY8++qjcek169eqlVatWBczbrl077dq1Sy+++KLxum+//Va7d++u9B4AYkdS5acAQOLxF9M6o6Z4vT5t3b6jtpeBONKiWVMlJblrexm1rmHDhnrllVfUp08fx+P33HOPzjvvPN16661atWqVJOmcc87R0KFDa3KZcemDDz7Qzp07JUnnnXeejjnmmIBzLr74YrVr187x8eQRI0bo3HPPjfYykQBsn08iZIlrVk6O0vPyfv94507Z0fwesnFjWW6+RkbTc889pzlz5mjmzJkBx9q1a6f09PSI587JySn9/T//+U917ty59OM9e/Zo0KBBmjRpkoqLi0Oab8aMGerVq1dY+wc8/fTT6tOnj04++WTH40lJSWrfvr3at2+vK664QkOGDDGGxZL02GOPGZ+iaty4se6++2699dZbpZvvStKwYcOCBvoAYhdBMwA48IbwzZu3kKC5OmzdvkN/uvSa2l4G4siMz8fpsJYtansZMeG8887T+eefr6+++irg2P79+9W1a1ft2HHgjZxWrVrpgw8+kJsAolKvvfZa6e9vv/12x3NcLpduueUW3X///QHHPvnkE23evNlYcQ6EbPduee68s7ZXgSpIlfSnsgOff65obied/NJLUtOmUbwD3G63Ro8erRNPPLH0aaESK1askNfrDWiBEYqcnBytWLFCkpSamqpBgwaVO96gQQPZtq2hQ4fq0EMP1RdffKHx48cb55sxY4YuueQS5efnq3Pnzho4cKDOPfdctW7dWrm5uZoxY4b+8Y9/lN6zhN/v19ChQzVx4sRK12xZloYNG6adO3dq7NixjuesWLFCJ554onGOXbt2afXq1aUfDx06lJAZiGO0zgAAB74QguZQzgGAaLvxxhvV1BAqlITMycnJ+vjjj43n4Xc///yzZs+eLUlq3769Lr30UuO5/fv3d3w02uv16o033ojaGgEAteuII47QkCFDAsZzcnI0bdq0iOb87LPPVHSw2r13795q0qRJueMul0sffvih/v73v6tv375677331KVLF8e5FixYoJ49eyo1NVXvvvuufv31V91888064ogjlJKSosaNG6t379768ccf1bp164DrP/30U23fvj3ktY8cOVInnXSS47HHH39cXq/XeO3QoUNVUFAgSbr66qv14IMPhnxfALGHoBkAHPi9ldea+KhoBhAD0tPTdfvttwfdLOeRRx7R6aefXoOril+vvPJK6e9vvfVWuVzmb5cPOeQQXXnllY7HRo0aFfQHawBAfPvb3/5WbqPYEiNGjIhovjfffLP09xU39XViWZbxzdC+ffuqVatW+vXXX3Xttdca52jcuLH++c9/Boz7fD598803Iaz6gPT0dI0fP15paWkBxxYuXKjnnnvO8bo5c+bo1VdflSQdd9xx5f4MAMQngmYAcOANpUdzMUEzgNhw4okn6qKLLjIe/+qrryrdRR4HNlj6+OOPJR3Y+Kl///6VXjN48GDH8c2bN+uTTz6p1vUBAGJH/fr1A9pbSNLnn3+uZcuWhTXXypUrNWPGDElSx44d1a1bt5Cua9u2rXH8u+++U/v27Sudo3fv3o7jixYtCmkNJY499lg9/fTTjseGDh2q7OzscmOFhYW6/vrr5fP5lJGRoY8++qhK/a0BxAaCZgBw4A+yI3MJXwhhNADUlOuvv9642c63335bru8wnL3xxhulGyz17dtXDRs2rPSa0047zbhh0vDhw6tzeQCAGHPnnXcGtFDy+/169tlnw5pn1KhRpW8Ih1LNXKJ+/fqO4++//35A6w2TZs2aqV27dgHjGzduDHkdJe644w6deeaZAeOFhYUBb8z+4x//0JIlSyRJL730ko499tiw7wcg9hA0A4ADv6fyx5399GgGEENSU1N18803G4/ff//9WrNmTQ2uKL54vV6NHDmy9OPbbrst5GtvvfVWx/Gvv/5ay5cvr/LaAACxqUWLFrrhhhsCxseNG6cNGzaENIfH49Hbb78tSUpJSXGcz8RUAZyZmRnyHJIcg+Zdu3aFNYd0oI/022+/rYyMjIBj06ZN0wcffCDpwNfHl156SZJ0xRVXaMCAAWHfC0BsCn8rVABIAGwGWHNaNGuqGZ+Pq+1lII60aMaGdk62bNlifGRVkvLy8tS/f39Nnz49aD/nRDVp0iRt2rRJktStWzcdf/zxIV971VVXaciQIdq7d2/AseHDh5f+MA2ErXFjJfP3J67l5uTox59+Kv349NNOU1a9etG7YePG0ZsbjoYMGaJRo0bJ7/eXjnk8Hg0bNkz//ve/K72+7MZ7vXr1Cmvj3uTk5LDX68Sp+rmwsDCiuY444gg988wzuuOOOwKO3XPPPTr99NN1/fXXy7ZttWnTRqNGjYroPgBiE0EzADjwh7CBk5/WGdUiKcmtw1q2qO1lAHGtqKhIzz77rPbt2ydJSktLc/wB8ZtvvtGIESOMfYUTWclmRJIcfzgOJiMjQ/369dO//vWvgGNjx47V008/7VjdBVTGcrulMEInxB47NVUFZapL7UMOkWVod4D41KFDB/Xp06e0x3+JUaNG6cEHH9QhhxwS9Po33nij9PfBnkxy4na7wzrfxKky2hNCK0GT2267TRMmTNC3335bbnzLli3q3Lmzdu/eLbfbrXHjxoXUpgpA/KB1BgA48IXQOsPnoaIZQGwYPny41q5dK0m6+uqrNW6c+SmB++67r/RcHLBw4ULNnDlT0oENlHr06BH2HIMGDXKsFN+7d6/Gjx9f5TUCAGLX/fffHzCWn5+vl19+Oeh1a9eu1VdffSXpQGB9zjnnRGV9lXEKrKuyibBlWRo9erRjC4/du3dLkh588EHHfs4A4htBMwA48IcQIttVeJcfAKrL559/XloxdOyxx2rUqFHq3bu3rrzySsfzc3NzNWDAgCr9AFnXvPLKK6W/Hzx4cEQVYh07dtT555/veGzEiBERrw0AEPs6d+6s8847L2D8tddeU25urvG6t956q/Tr8YABA8JubRXLrbAOP/xw46aIGRkZuvfee2t4RQBqAkEzADiwaZ0BIA789NNPpRsIZWRk6N133y1t0fDqq68a+zxOnz5dr7/+ek0tM6bt3bu3XAX4fffdJ8uyIvr15ZdfOt5j7ty5+vnnn2vqUwIA1IL77rsvYGz37t3Gr7c+n0+jR4+WdKDXcr9+/aK6vtowePBgxyrt/Px8PfbYY7WwIgDRRtCcIGzb1rp16zR79mwtWLBA+/fvr+0lRYVt28rOztZnn32m1157TU8//bQeffTRkDZhAMryhRA0U9EMoDZt3bpV119/vbwHX69uu+02dejQofR406ZNy/Udrujee+/VunXror7OWDd69Gjl5+dH/T7Dhw+P+j0AALXnvPPO0ymnnBIw/uKLL6rYYRPxKVOmaPPmzZKknj17qlmzZlFfY02zLEtvvfWW4z4Fw4YN009lNsoEUDewGWAdt2DBAr300kv67LPPtGPHjtJxy7LUuXNnXXfddRowYEBcb1Cze/duffrpp/r00081c+ZM7dq1q9zxFi1a6PTTT9ddd91VOwtEXLJD6NHs9xI0A6gdHo9Hf/7zn7V161ZJB3apP+OMMwLOu/LKK/XRRx9pwoQJAcdyc3PVv39/TZs2LerrjVV+v780ALYsS5MmTVKTJk2qNOcHH3yg1157LWD8o48+0osvvljl+QEAseu+++4LaF21efNmvfPOO7rpppvKjY8aNar09+FuAhhPVq5cqYKCgoBxv9+vG264Qb/99pvS0tJqYWUAooGguY7as2eP7r33Xo0ePdqxB6Nt2/r111/166+/6tlnn9Xrr7+uSy+9tBZWGrlFixbpxRdf1Pjx41VUVFQ6fuKJJ+qyyy7T2WefrS5durCLLSISSuuMUMJoAIiGIUOG6Pvvv5ckHXfccerbt6/x3OHDh2vGjBkBb8RKv7fQGDhwYNTWGsumTp2qVatWSZK6d++unj17VnnO9u3ba+TIkfL5fOXGCwsLNXr0aHpSAkAd1qdPH3Xo0EErV64sN/7888+rf//+crkOPFS+adMmTZ06VdKBXsZO/Z3rgu3bt6tv376ybVtutzvga+Py5cv1wAMPaNiwYbW0QgDVjdYZddDy5cvVtWvX0o0FLMvSzTffrHnz5qmgoEC7du3SpEmTSh/r2bx5sy677DI9+uijtbvwEO3atUsDBw7USSedpDFjxqioqEiWZekvf/mL5syZo/nz52vo0KE677zzCJkRMX8oQXMI5wBAdRs/fnzpLvYtWrTQkCFDgm5e16xZs3Kb3VV07733av369dW+znhQtrXIbbfdVi1ztmrVSpdddpnjsddff51NGAGgDnO5XBoyZEjAeHZ2tv7zn/+UfvzWW2+Vhq6RbAIYD2zb1vXXX6+tW7eqcePG+vbbb1WvXr2A8/79739r1qxZtbBCANFA0FzHzJkzR6effnppdU5KSoomTpyo119/XZ06dVJaWpoaN26sXr166aefflKfPn0kHfgi8Nhjjzl+UYwl//3vf3X00UfrjTfekN/vlyQdffTR+uGHH/TBBx849sQCIhFSiExFM4AatnDhwtJHb5OSkjRmzBg1atSo0uuuuuoqY7VuTk6OBgwYUK3rrC233nqrfvzxx5DOzc7O1v/+9z9J0hFHHKGLLrqo2tYxePBgx/FVq1aV3hMAEF/8fr+uuuqqgGrliq6//nq1aNEiYPyZZ54pnadkE8CkpKQ6uQmgdKA39RdffCFJevPNN/V///d/ev755wPO8/v96tevX43slwAg+gia65D169erR48e2rNnT+nY888/r169ejmen5SUpPfee09HH3106diwYcP00ksvRXupYfP7/fr73/+uSy+9VDt37iwdv+666zRv3jyddtpptbg61EV2hce6HM+hohlADdq7d68uv/zy0h/Enn32Wce+zCYjR440htJfffVVuV6R8WjhwoUaMWKEWrduHdL5r732Wml18aBBg0ofZ64O5557rjp27Oh4jE0BASA+TZkyRVOmTNFhhx0W9Ly0tDTdeeedAePz5s3T//73P3355Zelm/FedtlljqF0vJszZ47+8Y9/SDrQf/ryyy+XJA0cOFDnn39+wPnZ2dn65z//WaNrBBAdBM11hNfrVa9evUo3BZKks846S7fffnvQ69LS0gJ2pB8yZIh++eWXqKwzEgUFBbr88sv1/PPPl3vcdOjQoXrnnXfYOABREVKPZoJmADXEtm317du39ImlK664Qvfcc09Yc7Ro0SLom8lDhgyJ6xYazz33nP7whz9UGgBIUl5ent5++21JUkZGhm688cZqXYtlWbrlllscj02ZMiWu/5wBIFE999xzuuSSS0L6+XPQoEGqX79+wPjTTz+tN954o/TjurgJYE5Ojq666ip5PB4dc8wx+te//lXu+Jtvvun4Z/Pyyy/ru+++q6llAogSguY64rnnntO8efPKjT388MMh9Xo699xzy1UEe71eXXvttY47w9a0PXv2qFu3bvr000/LjQ8bNkwPPvhgLa0KicD2Vl7RbPkImgHUjKFDh+rzzz+XJB111FGlj9yGq2/fvsbNf/fv368bb7wxLnsIL126VOPHjy9tCVaZsWPHat++fZKkq6++OqT2I+G64YYbHMMIv9+v119/vdrvBwCIni+//FLff/99yF9nGjRo4LjR7rfffqtPPvlEktSuXTtdcMEF1brOWDBo0CCtXLlSqampGj9+vDIyMsodb9OmjePmf7Ztq1+/fsrLy6uppQKIAoLmOmDt2rUaOnRoubHjjz9e5557bshz9O/fv9zH2dnZAe881rScnBxddNFF+vnnn8uN33HHHWFXcQHhCqlaOYQwGgCqavLkyaUb9mZmZmrixImOm+mE6vXXXzduljt9+nT9+9//jnhuSbUSVN91113y+/0hBQC2bZf7HG+99daorKlx48bq3bu347E33nhDhYWFUbkvANR1Nf11xuPx6J577lFGRoYuvvjikK+76667lJKSEjBestdQXdwE8O2339a4ceMkHehJ3alTJ8fzBgwYoO7duweMr1q1Svfdd180lwggygia64Bnnnkm4IcV0w82JldccUXAjvXPPPOMdu3aVeX1RaKwsFCXXnppQMjco0ePWg/AkSBC6NFshXAOAFTF7Nmzde2115b+UD1y5Egde+yxVZqzZcuWjpVEJf7xj3/ot99+i3j+oqIi4zGPxxPxvCajR4/Wl19+qc6dO6t9+/aVnv/pp59qxYoVkqTOnTsbfwiuDn379nUc37lzp959992o3RcA6rKa/jozdOhQLV68WBdeeGFAdW4wLVu21HXXXed4LCkpqVraNsXSU0jLly/XbbfdJkm68MILHftUl2VqoTF8+HB98803UVkjgOgjaI5zmzdvLu0xWFaPHj3Cmqdhw4Y65ZRTyo3l5OSU6x9VkwYNGqSZM2eWGzv88MP1/vvvV+tmPYBJKJsByk/QDCB6Fi9erEsuuaT0EdK//vWvuvbaa6tl7htvvFFnnnmm47GioiJdeeWV2r9/f0Rz5+TkGI/t3bs3ojlNZs2aVfpDbajVzCXV4dKBN9qj6dxzz1VWVpbjsWeeeSYqgQgA1HU1+XVmwoQJevLJJyWF9nWmonvvvdfx59dLL71Uhx56aJXXZ2p36a2GvWSKi4vDWsef//xn5eXlqUmTJhozZkyl1dqHHXaYnn322YBx27Z1ww03RPx9CIDaRWIX50aNGhXwjm56erpOPvnksOfq1q1bwNjw4cNLH+2pKSNHjnQMz0eMGKHMzMwaXQsSGBXNAGrRL7/8om7dumnHjh2lY88880y13uOOO+4wHsvOzta1114b0fcAGzduNB4rqSSuDv/973910UUXlf6QHUpoPG7cuHLV2qawvbokJyerS5cujsdWr15Nr2YAiEBNfZ0ZPXq0rrrqKvn9fqWmpoZdzCVJRx55pHr16hUwXl2bAG7fvt1xPFgYH6rdu3eHfO7gwYO1cOFCSQc29WvRokVI1w0cOFBdu3YNGF+/fn3UWlsBiC6C5jj3wQcfBIydcMIJAW0wQlF2Q8ASGzdurNGdX5cvX6677rorYPyaa66pkxslIIYRNAOoBbZt65VXXtHZZ59dLmSuX7++2rZtW633qqzNxGeffeb4NbkyP/74o/HYmDFjqvwG9rp163TTTTfp0ksvLf1B+vjjj9eRRx4Z9LodO3YE7PGQlJRUpbWEwumx4BIPPPBA0MAEABAo2NeZt956q8rzL1myRL1791b//v1Lnzw5//zzI94f4f777y/3cdu2bR37E0di8eLFjuPr1q0La56SDXLLWrt2bUhVzS+//HJpodhpp52mq6++OuT7Wpalxx57zPHYe++9Vy3/PwHUrOh/d42o+e2337Rs2bKA8RNPPDGi+Y455hjH8f/85z86++yzI5ozHLZt6+abbw6o0M7KyqIvM2peKEFzDVf7A6jb5s6dq3vvvVdff/11wLH9+/dr4cKFOuGEE6rtfv/73/8qPeeVV15Rfn6+Xn755ZD6Ui5fvlyjRo0yHp8+fbrOOuss/eUvf1GrVq2UlZWl1NTUgDfIbduWx+NRUVGR9uzZo+3bt2vlypWaPXu25syZExBWV/Y4c35+vnr37l0uvJcOPC11+umnV/p5RWrnzp364YcfjMf379+vHj166KuvvtIhhxwStXUAQF3x/fffa/LkycbjY8aM0fbt23XppZeqRYsWysrKUnJycsDXGb/fL4/Ho8LCQu3Zs0dbt25Vdna2fvzxx9LK3LIiaZtRomvXrurWrVtp3+H+/ftXSztIj8ejiRMnOh574403HCupnaxdu1b//e9/A8aLioo0btw49evXz3jtxIkTdffdd5d+3LJly5DuWVawvRIGDx6sI444Qn/605/CnhdA7SBojmNffPGF43ikFU8dOnRQSkpKwLuWTj/wRsPbb78d0JdZOtCvuWnTpjWyBqBUCP2XLXo0A6iiHTt26LvvvtM777yjTz/9NOi5PXv21HPPPaczzzxTzZo1i+iH1Pz8fK1bt04ff/yxHn/88ZCueeutt/Tll19q8ODBuvDCC9WxY8dyraz8fr82bdqkSZMm6bHHHqu0P+asWbM0a9assNcejFPbDNu2tWzZMk2dOlWvvfaaVq9eHXDOu+++q127dumGG25Q165d1aZNmyr/8O/3+7Vjxw79/PPPeuSRR7Rz586g5//22286/vjjdc899+iSSy7REUccobS0tCqtAQDqEp/PpzVr1uj9998Pqb/9lClTNGXKlGq7f3Jysnr27FmlOUreIHW73erfv3+V5iouLtaCBQv08MMPO35tk6SpU6fq2muv1d/+9jcdeeSRji0o9+7dq1mzZumee+4xVi7fdtttysvLU8+ePdWyZcvSwL6wsFAvv/yyHnjggXJv/k6ePFkjR47UzTffHNLX023btpXutWD6XC+++GI98sgjGjhwoBo2bFjpnABql2XH0jalCMtll12mzz77LGB8zJgxuuGGGyKas2PHjlq5cmW5McuytH379qhW2ng8HnXo0EHr168vN56UlKR169ZF9M5oLFm8eLGOP/740o8XLVqk4447rhZXFLr9+/eX2/W3W7duQR8Dritm3v13nbYt+OPM81Mz1XWMuXIPAIJ58skn9eCDD0Z8/dq1a9WoUaOQX6Mfe+yxchvhVcXbb7+tDRs26IknnpDH46nx/RzKOvLII7V8+fKA8QEDBoT9yK3b7da3336r//u//4toLevWrVO7du0iurasGTNm1MjTZACiL1G/l64ON910k959910VFxerNmOLCy64IKSngExWrFiho446StKBn+E/+eSTiOc699xzIyoEsyyr9Gv12LFjdcMNN0T0Z/rOO+/omGOO0dlnn23ciFCSMjMz9dRTTwXdD+KMM87QL7/8Il+I7Qgty1KLFi00Z86cuM8HEDvq6mt0bWZQVDTHMVNvqsMOOyziOZs3bx4QNNu2rd9++03nnXdexPNWZvTo0QEhs3TgCzFfRFArQmqdQUUzgMjddNNNVaqQatmyZdAf8ioaNGhQlR79Leuwww5Tw4YNqxSUR9tjjz0WUY/pynpXB9OyZUvHR65rcg0AUFeMGjUqaDumePHGG2+U/r6qmwC++eabysvLq9Icl112mRYsWBDRtYcddpiSk5P1yy+/VHpus2bNgh5/++23Q+oBXRFPOwOxjaA5Tm3atMn4KGZVgmbTF4MlS5ZENWh+4YUXHMcjrcwGqiyE6jy3nwdCAESuWbNmlf4QVplwgubquF88adWqlVq1alWj90xOTi5XPQIASGzFxcV65513JEmtW7fWRRddVKX5quONyIYNG1a5BUV1fK2rbBNfAPGJoDlOrVmzxnisKkGz6d3B7OzsiOeszMyZMwOqqCWpUaNG5Xbj3b17t6ZOnaqvv/5ac+bM0bZt27Rnzx41adJErVu31gUXXKC//OUv/ICHahHKRn8um80AAQAAADibOHFiaYFYdW0CCACxjKA5Tq1du9ZxPDMzU1lZWRHPm5qa6ji+devWiOeszJgxYxzHL7nkEqWkpGjJkiX617/+pXHjxjlWbm3ZskVbtmzRL7/8oieeeELXXHONhg0bpubNm0dlvdu3bw/Ytb4yFYP03Nxc7d+/vzqXFTUVH82q6qNa8cL2Bt9kRDoQRsfL/0cAdVOivkYDQLzgdTqxvfbaa5IO7AFw5ZVX8rM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",
|
|
"text/plain": [
|
|
"<Figure size 1400x840 with 1 Axes>"
|
|
]
|
|
},
|
|
"execution_count": 10,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"fig.savefig(\"loss.pdf\", bbox_inches=\"tight\", dpi=1000)\n",
|
|
"fig"
|
|
]
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": ".venv",
|
|
"language": "python",
|
|
"name": "python3"
|
|
},
|
|
"language_info": {
|
|
"codemirror_mode": {
|
|
"name": "ipython",
|
|
"version": 3
|
|
},
|
|
"file_extension": ".py",
|
|
"mimetype": "text/x-python",
|
|
"name": "python",
|
|
"nbconvert_exporter": "python",
|
|
"pygments_lexer": "ipython3",
|
|
"version": "3.12.9"
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 2
|
|
}
|