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fomightez/01_moving_dot.ipynb

Last active January 6, 2025 21:46
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01_moving_dot.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Imports"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"import matplotlib.animation as animation"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Displaying animation in the notebook\n",
"\n",
"Choose only one option and comment out another."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"# Option: ipympl - see https://matplotlib.org/ipympl/#basic-example\n",
"%matplotlib ipympl"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Data"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"def parse_data_to_xy(data: list[tuple]) -> tuple[list, list]:\n",
" \"\"\"Convert list of points into lists of X and Y values\n",
"\n",
" Args:\n",
" data (list[tuple]): tuple contains (x, y) coordinates for the respective points\n",
"\n",
" Returns:\n",
" tuple[list, list]: lists contain all `x` and `y` values respectively\n",
" \"\"\"\n",
"\n",
" x_vals = []\n",
" y_vals = []\n",
" for d in data:\n",
" x_vals.append(d[0])\n",
" y_vals.append(d[1])\n",
"\n",
" return x_vals, y_vals"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"data = [\n",
" (0, 0),\n",
" (1, 0),\n",
" (1, 1),\n",
" (0, 1),\n",
" (0, 0),\n",
" (-1, 0),\n",
" (-1, -1),\n",
" (0, -1),\n",
" (0, 0),\n",
" (1, 0),\n",
" (1, -1),\n",
" (0, -1),\n",
" (0, 0),\n",
" (-1, 0),\n",
" (-1, 1),\n",
" (0, 1),\n",
"]"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"x_data, y_data = parse_data_to_xy(data)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[0, 1, 1, 0, 0, -1, -1, 0, 0, 1, 1, 0, 0, -1, -1, 0]"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"x_data"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[0, 0, 1, 1, 0, 0, -1, -1, 0, 0, -1, -1, 0, 0, 1, 1]"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"y_data"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Animate dot using `ax.plot()`"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Slow motion"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "50d6c46494de4c0f8b351c26d4131c1c",
"version_major": 2,
"version_minor": 0
},
"image/png": 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",
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SoqKjL2mJh62L4zH9t4ZmP74k6akYHldDrldDqjPQwAAHCXmpGBdTtqa2vl9/tVV1en/v5+nT59WtLgbzrJyclRHh0AAJiO7vrA+pu/+Ru9/PLL4a+3bNkiSdq3b5/uueeeaA0LAABMY3d9YL3wwgt64YUXoj0MAAAwg8zITxECAABEE4EFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABgGIEFAABg2F0dWNXV1fryl7+sJUuWKDMzU8uWLdMPfvADBYPBaA8NAABMY7HRHkA0Xb58WQMDA3r22WdVVFSkCxcu6Ktf/aoCgYB++MMfRnt4AABgmrqrA2vXrl3atWtX+Ot58+bpypUr+uUvf0lgAQCAcburdxGOpa2tTRkZGdEeBgAAmMbu6hmsa5WXl+v555/X3/3d393W/Xp6euTz+SZpVIg2l8sV7SFgkrGNZza278zmcrmUmZkZ7WGMYgkEAqFoD8K073//+/rHf/zHG96mtLRUixYtCn/tcrm0e/dubd++Xf/yL/9yW8/n9/vV1NQkm802rvFiahv+0APbd+ZiG89sbN+ZLRgMKicnRw6HI9pDiTAjA8vj8cjv99/wNvPmzQv/Y2toaNCePXu0fv16vfDCC7Ja2XMKAADGb0YG1u1wuVzau3evVq1apX/7t39TTExMtIcEAACmubs6sFwul/bs2aPZs2frF7/4RcTMVW5ubhRHBgAAprO7epH77373O5WXl6u8vFzFxcUR1wUCgSiNCgAATHd39QwWAADAZGA1NwAAgGEEFgAAgGEEFgAAgGEEFgAAgGEEFgAAgGEElkHV1dX68pe/rCVLligzM1PLli3TD37wg/BpGjAz/PjHP9Z9992nrKws5efnR3s4mKCf//znKikpkcPh0I4dO3TixIloDwmGHD58WI8//riKiopkt9v1xhtvRHtIMOgnP/mJtm/frpycHM2dO1dPPPGErly5Eu1hhRFYBl2+fFkDAwN69tlndeLECf3oRz/SL3/5S/31X/91tIcGg4LBoB577DF96UtfivZQMEG//vWv9fTTT+u73/2ujhw5ouXLl+vRRx+V2+2O9tBgQCAQ0PLly/XMM89EeyiYBIcPH9aTTz6pd999V2+88YZ6e3v1yCOPTJnjWHIcrEn2zDPP6Je//KXOnz8f7aHAsJdeeknf+c535HK5oj0UjNOOHTu0du3a8MnhBwYGtHDhQj311FP6i7/4iyiPDibZ7Xb96le/0sMPPxztoWCSeDweFRYWav/+/dq2bVu0h8MM1mRra2tTRkZGtIcB4BrBYFAnT57Uzp07w5dZrVbt3LlTH330URRHBmA82traJGnK/MwlsCZReXm5nn/+ef3Jn/xJtIcC4Bo+n0/9/f3Kzs6OuDw7O1tNTU1RGhWA8RgYGNBf/dVfafPmzVq6dGm0hyOJwLol3//+92W322/45/LlyxH3cblc+vSnP63HHntMX/ziF6M0ctyq8WxjAMDU8M1vflMXLlzQiy++GO2hhN3VJ3u+Vd/4xjf0+c9//oa3mTdvXvjvDQ0N2rt3rzZu3Kh//ud/nuzhwYDb3caY/jIzMxUTEzNqQbvb7VZOTk6URgXgdn3rW9/Svn37dODAARUUFER7OGEE1i1wOp1yOp23dFuXy6W9e/dq1apV+vnPfy6rlUnC6eB2tjFmBpvNptWrV+vgwYPhhc8DAwM6ePCg/uzP/izKowNwM6FQSN/+9rf1+uuv66233lJhYWG0hxSBwDLI5XJpz549mj17tn74wx/K4/GEr8vNzY3iyGBSbW2t/H6/6urq1N/fr9OnT0uSioqKlJycHOXR4XZ8/etf15NPPqnVq1dr3bp1eu6559TZ2akvfOEL0R4aDOjo6FB5eXn466qqKp0+fVoOh0OzZ8+O4shgwje/+U29+uqreuWVV5ScnKzGxkZJUlpamhITE6M8Og7TYNRLL72kp556aszrpspxOTBxTz75pF5++eVRl+/bt0/33HNPFEaEiXj++ef1s5/9TE1NTVqxYoV++tOfav369dEeFgx4//33tXfv3lGXf+5zn9MLL7wQhRHBJLvdPublzz///JT4JYnAAgAAMIwFQgAAAIYRWAAAAIYRWAAAAIYRWAAAAIYRWAAAAIYRWAAAAIYRWAAAAIYRWAAAAIYRWADuOu+9956Sk5Nlt9v105/+NHx5f3+/7r33Xtntdi1evFhtbW1RHCWA6YzAAnDX2bFjh77yla9Ikv72b/9WZ8+elST9wz/8g44fPy6LxaIXXnhBqamp0RwmgGmMU+UAuCt1d3dr69atunTpkpYtW6bnnntODzzwgHp7e/W1r31NP/rRj6I9RADTGIEF4K518uRJ3Xvvverr61NCQoK6u7tVUlKiw4cPKyEhIdrDAzCNsYsQwF1r9erV+s53viNpcEYrJiZGv/jFL4grABNGYAG4q5WVlYX/3t/fr5qamiiOBsBMQWABuGu99tpreuWVVyRJc+bMkSR94xvfUFNTUzSHBWAGILAA3JWampr053/+55Kk3bt36/e//70yMzPl9Xr1ta99LcqjAzDdEVgA7kpf/epX5fV65XA49NxzzykvL08/+9nPJElvvvmmXnzxxegOEMC0RmABuOv8+7//u/bt2ydJeuaZZ5SXlydJ+sxnPqMnnnhCkvSd73xH1dXVURsjgOmNwzQAAAAYxgwWAACAYQQWAACAYbHRHgAA4O722m9+rUAgoEc//QdKTk6O9nDuWmwHswgsAABugdfrUVnZVTU1Nqqrq1MWq1UZGRlavKhEc+YWRnt4M9YHRw+roqJcmzZvVVHRgmgP55YRWAAA3EAoFNLHJ47r8uWLkiSHI1OOzEz19HTL5/Pp0KH3tLTZr1Wr1kR5pBNz/wO7NDAQUlJSUrSHMiMQWAAA3MBHH36gsrKrys3L04YNm5SSkhq+rquzU4cOv6fz584qP79A2dk5URzpxIx8XZg4AgsAMCUM9Pfr1MlSVVZWqLu7S3a7XfPmFWnJ0mWKiYkJ366+rk4HD/5O6ekZ+tRDj4z5WFcuX9Lx4x+qoGCW7t15/7jHVFdbo7KyqyoomKV7duyU1Rr52bDEpCRt3XqP3nj9NyovuxoOrPLyMh374Ijmzy/SguKFOn3qpHw+rywWi5zObK1YuUqZmVmjns/r9aimulpNTY3q7AwoGAwqPj5eTme2FpcskdOZHb7t0SOHVFlZoa3b7lFh4bwbvo5LFy/o44+Pa+my5eGZttraGr3/3rujbnujNVitLS2qqq5UY0ODAoEO9fT0yGazyZGZpeLihZo1a/aY9wuFQqqqqtTVq5fV0d6unp4eJSQkKjUtVfl5BVpcskQWiyV8++H1YCMd++CIjn1wJPy13W7Xpx97/IavO5oILADAlPDBB0fU3OxXTm6eYqyZamxs0Jkzp+TxuLXzvgfCP4DzCwpktyerpaVZXo9HWU7nqMcqK7sqSSouXjShMZ09e0Y2m02bNm8Nx1UwGFRFeZla21plT7KrqGiB0tMz1NzsH3X/lpZmvfP2fiUnp6igYJY6OtrlctWrsbFB9933oHJycyNuf/rUSTU2NiglJVVZTqdirDHq7OxUTU21amqqtWnTFhUtKJYkZWfnqLKyQj6v56aB5fF6wvcZZk+ya/78ovDXNTXV6uvru+HjXLx4QeXlV5Vkt8vhyFRcXJy6urrU2OCSq75Oy5ev1IqVq0bd78NjR1VeXqaYmBhlZ+fIZrOps7NTfp9fjQ0NWrS4JCKw5syZq56eHkmS2+1WR0e7nM5spaSkhG8THx9/w7FGG4EFAJgSWltbtGfvp5SeniFJ6urq0oH9b6qhwaXysqtaULxQkmSxWFRcvFCnTpXqatmVUYHl8/nU3OyX3W5XfkHBBMbTKr/fp0WLSpSQkCBJam9v0ztv71dnZ2f4dpcuXZDdnqxgsHfUY/j9fi1YsFAbNm4KB8T582d16mSpjh07oocfeSxiVmz+/CJt2Lhp1O46r9ejtw+8pdLSE5pbOE+xsbFyDsWS1+u96Wvxej2Ds2dZn3yvHJmZ2rxlW/jrpqbGmwZWQUGBFi1erIwMR8Tl7e1t2v/Wmzp37oyKFhTLbreHrwsEAiovL1NcXJw+9dCjEdcNDAyovr4uIq4kac3a9eG/f3D0sDo62lW0oHhaLXLnOFgAgClh0aKScFxJUmJiopYtXyHpkxmpYUULimW1WlVdVaXeYDDiuvKyK5KkBQsWjvrBfTs8HrekwagYdvTIYXV1dWndug16/LP/U488+pgys5zy+32SRp8YJSYmVmvWrosYx5Ily2S3J6ujo0ONjQ0Rt583v2jMtVBZWU7l5OQqGAyGx5WWlqb4+Hg1N/s1MDAgaXBX3Nkzp3Xp0oXwfbs6O9UZCCg9PUNxNtu4vx+SNHvO3FFxJQ2u35o9e65CoZAaXPUR13V1DcZocnJKRFxJktVq1ezZcya0naYqZrAAAFNC7tA5IUfKyRm8bDgihmd7EhISNGfOXFVVVaqyskILFy2WJPX19amqqlJWqzW8K2282tvbJCkcfS0tzfJ6PSpeuEiLFpdIGtxNtW3bPfrta/93zMfIyspSXFxcxGUWi0U5OTmqqOiQz+tVfn7kLFtPT7fq6urU2tKiYDCoUGhgaDztg9d3d4dv68zOVl1trfx+n7KGQu/MmVOSpMLC+UpISJA3vHswWyb09vaqvr5Ozc1+9fT0KDQUd8O7SLuHdu0NS0tNU0xMrJqb/Tp//qzmzZuvpCT7qMedaQgsAMCUkJg4+vAAiYmJkgZ3JfX09IS/lqTihYtVVVWpsrKr4cCqqa5Sb2+v5syZG3Hb8QgOzYzZhtb6tLa2SpLyciNDMC4uTllZWWppab7u+EdfPvhah2d3hpWVXdXHJz664a664dkqScp25qiutlY+r1dZWU41uFyKj49XMBhUg6te8+YXhXchOg18wrGurlbHPjgSXh819vj6I76Os9m0ectWfXjsqE6dLNWpk6VKTEpSpiNTefn5mj9/gWJjZ16OzLxXBAC4K2RnZ4cXl3u9HmVlOY0tbpd03d1Wo3cEjt/Ix/L7fPrw2FFZLBYtX75ShfPmKykpKRwfhw+/r+qqyoj7OIdmpbxejxapRC5XvQpmzVago0Mul2sosIZmsJwTm8Hq7Azo8KH31d/fp4WLFqu4eKGSk5MVGzs4Q3fqZKnOnz875jdo7txC5ebmqaHBJbe7SR63W3V1taqrq9WVy5e1e8//GDXTN92xBgsAMCV0dXaOvqyrS9LgWp2xPjVWvHAwpMquXlVra6s8HrdSUlJHfTpvPOJtg8/X3T04hrS0NEkatW6qr6/3ugvNO8d4TdInM1eJCZ/McFXXVEmSFi5crBUrVyk1NTViZqejo33U4zgcmYqNjZXX61EwGJTX61FBfoEKCmapocGlgYEB+Xw+JSenKHGCBxCtr6tTf3+fZs2arfXrNyo9PSMcV9cb30jx8fEqLJynDRs26VMPPaKHHnpUqWlpam1tUdnVKxMa21REYAEApoRrw0Ua/GSbNBgS1x6DSpLmzZuvuLg4VVdX6tLFwYXdxcUTW9w+bDiofD6fpMG1WFlZTpVdvaLLly+pp6dH7e1tOnL4kHp6usd8DJ/Pq97eyE8XhkIhud1NkhRxLKzg0G635BGHIhjW0dGuZv/ow0BYrVZlZTnV0dGh6qpKWSwW5eXlq6Bglnp6ulVRXqb+/j4j6696gkPjSx49vmAwOOb2u5G09HQVLxj8ZOjwerexDG/3m33CcaohsAAAU8LlyxfV2tIS/rqrq0vnzp6WJC24zoL1uLg4zZs3X319fSoru6KYmBjNN/RR/pycXFksFlVXV4Uv27J1mxITE3Xi+If69f/3K73+29/I7W6SwzH6k3WS1N/fr9LSEwqFPtlvdvHieXV0dCgpya68/Pzw5alDQVdVWRERE8FgUMeOHY1YezXS8MFHz58/K6czW3E2m1LT0pSSkqJz584M3sbA+qu01MHx1dbWqHvEQvv+/n4d/+jYdddl+f2+Ua9JGgymmppqSVLq0GOPxW4fPOipZyhKpwvWYAEApoS0tHTt2/dfys3NkzUmRk2NDQoGg8rPL7hhNBUvXKQrVy5LGjyMgKkDUCYmJalg1izV1lTL7/fL4XAoJSVVn3roUZWXX1Vba5sSkxJVVFSsurpaBcbYRZaR4VBFeZnc7iZlZDjU0d4un88rq9WqTZu3RMzKFRUV6/Kli/L5vPrta/9XzuxshQYG5HY3KS7OpoKCWaqvrxv1HMMHDw0EAlq0qCR8eUHBLF26dHHoNhOfwSqYNVsOR6b8fp/eeP03ys7OkdVqldvdpIGBARUWzldVVcWo+wUCAR05ckgxMTFyODKVZLerr7dXXq9HPT09SktLv+EnPufMnauzZ0+rurpKPT09Sk/PkDXGKpvNpqVLl0/4dU0WAgsAMCVs3rxV5RVlqqqsUHd3t+x2uxYvXqIlS5fdcJdfenqGEhMT1dXVpeKhg5GasnLlajW4XDp86D098OAuJSXZZbPZVFKyNOJ2i4Y+xXitjIwMrVu/QadPnVRdba2s1sFdeCtWrBp1gFSbzaY9ex/SmTOn1OCqV31d7eDhKOYWauXK1TpZemLM58hyZslisSgUCkUcWLVg1mxdunRRCQkJN5whulVWq1UPPLhb58+dVW1ttRoaXIqLi1Nubp5WrlqtivLysceX5dTKVWvkbmpUa1vr0CmDrEpJSdHChYtVsmTpDRe4p6amaefOB3Tu3Bn5fN7wrki73T6lA8sSCARMfiACAIA7qrGxQb9754DS0tL00MOfNv74FRXlOvbBESUkJmrNmnWaM2fumOvBRhp5LsKRR0ufyl751cvq6+vT//xfn4849yPGhxksAMC0NTAwoDOnT0lS+FhYps2fXySbzaYPjx3VkcPv67jNpszMLMXHx6uvr0/NzX498ODuMRd/Txf1dXXq6+tTSkoqcWUIgQUAmHbKy6/K3dQkr8+rttZWpaamqahoYkduv5FZs2Yr99OfUXl5merr69XS0qye7m7FxsYpw5Ghnp6eaRVYbneTyoeOGRYMBtXQ4JKk8KmJMHEEFgBg2nE3NamiolyxcXGaPXuO1q3bMOkzL7GxcVq0qCRiIfl01d7eroqKwTVTFotFyckpWry4RPPnF0V5ZDMHa7AAAAAM4zhYAAAAhhFYAAAAhrEGC8CU8dpvfq1AIKBHP/0HSk5OjvZwxm0yX8dM+R5NJ+8d/L3q6mojLlu+fKVWrFwVnQFd48SJj3R56ICiw8ZzeIiX//eLkqTPff7/ve5tpuPhJ6KFwAKAKHv7wFtyu5v0wAO7jZyk2KSBgQFVVJSrprpKzc3NCgZ7FB8fr9y8fC1fvkIpKanRHqLOnD6ls2dPT1r05OTmyWazSZKam/1qbm42/hxjuZXgkQbPZzi8OL29vV0ej3vSxzbZQqGQamuq5fF4lJycrKIFC8Inlu4NBlVeUabOQKdycnJVMGtWlEc7NgILAAy7/4FdGhgIKSkpKdpDmZCOjg69d/D3amlpVmxcnJxZTsXZbGpva1NlRbnqamt0//27lJmVdfMHm8YWL/7kU4NnTp+6Y4F1q+bNm6958+ZLGpxhGm9gTcZBWscjFArp8OH3VTPiHJAVFWV6cNde9fX16q19byoQ6JA0eF7HRYtLtG7dhiiN9voILAAwbCrM6kxUV1eX3j7wlrq6OrVy1RqVlCyJOAyCy1WvQ+8f1JEjh/TwI5++4alsMD2kpU38dDomVFVVRsSVJPn9fl04f06dnZ3huBp2+dLFweOU5ebdwVHeHIEF3OWG1/Rs3XaPTpaeUG9vrxYUL1RJyVIdPXpIHrdb9uRkbdmyTZmZn8xU9Pb2qqqqUi5XnVqaW9TV1SmL1aqU5BTNmTNXixaXXPf8YpWVFbp86YJaWloUExOrvPx8rVmz9objHBgYUGVFuSoqytXS0qy+vj4lJ6do7txCLVm6NLz7YDz6+/v16iv/KavVqs/+4f+66WlQ3vzv19Xc3KyHH3lMqampGhgY0P/5z5dG3e5G66SGd/+M9M47+yO+zs7O0YO79lx3HFevXtGVy5fU3t6muLg4zZlbqNWr1yo2duL/az/+0TF1dg6+LwoL5426Pj+/QMtXrNTJ0o/lbmpSTm5ueFfnps1bdP7c4A/DuXPnas3a9Tr+0THV1dUqISFR6zdsVEHBJ7t1BgYGBt9L9XXy+/3q6uqUNHiuuYJZs1VSslQJCQkRzz/8XCOdPXtaZ8+ejrjs2t1rHxw9rIqKcm3avFVSSJcuXlRbW6tstngVzJqllStXKzExcSLfugiBQEDnzp1Rg6teXV1dio2NVWZmlhaXLFF+fkHEbZsaG0e9B6TR7xVTu0Lb29v0+m9/M+rym+2SHObxuHX61MmhcwtalOXM1ooVK5WV5bz5nW/yuGMpL7+qYG/vmNe53U0EFoCp6WTpCTkyM9XgcunihfOqramRzRYnhyNTHo9bHx77QP/jUw+Hb9/c7NdHH36g2NhYORyZyszKUl9vr/x+n06fPqnq6io9uGtPeO3KsLNnT+vM6VOyWCzKzc1TXFycGhsa9PaB/err6x9zbP39/XrvvXfV4KpXTEyMsrKcirPFye/36+zZ06qvr9ODu/aMOyxiYmLkyMyU1+NRa2uLMjIc171tb2+vWlpahk6gOzhTZbFYIg7QWFNTrb6+vhs+58jbu1z16u7uVl5efsQP9xudoPfMmVOqralWltOppKQkNTU16srlS+rt7dWWCS4+bmlpVm1tjQoL50XEld/vV3V1pXp7e+XMcio/v0AnSz9Wc7M/Yu3YydKP5czOVk9PtyoqyuV2u2W1WpSdnaOGBpeOfXBEj33ms+GQ7e7q0gdHD8tqtcrhyJTD4VD/QL9ampt14fw5VVVWatfuPbLbP4nV/PyCcLwOr4vKyMi44bYbqezqFXm9Hjmd2Zo9e468Xq/Ky66qscGl3Xs+ZSSyWltb9PaB/erp6VZycopmz56j7u5uNTY2qKHBpbVr12txyZLw7RMSEyPeF8MHAr324J8Zjlt7jTcTFxc35vPdiubmZr3z9n4lJ6eooGCWOjra1eCqV1Njg3bufEC5eeOPndiYsf8dd3Z2Xvc+cRP4BWuyEFgAJEmbt2xTbm5eOIBCoQHt3vMpWSwWvfH6a2pu9isYDIaDKTExUdu371DBrNkRu476+/t19Ohh1VRX6cqVy1q27JOz3be2tOjsmdOyWq26/4Fdys7OkTR4qo533t6vjo72Mcd28uTHanDVKz09Qzvu3Rk+JUl/f78++vADVVSU68zpU1qzdt24X392do68Ho+8Xu8Nf0j7fF6FQiE5h8YuDQbWyE9UNTU13jSwRt7+7QNvqbu7W0uXLr/lRe4NLpf27n1IqUO7dbxej/a/9aaqKiu0Zs1aJSSMPxAqKyskSSVLloYvu3Llkk4c/0ih0OCxqa9euay8vHxJUrA3GHH/1WvWqqioWJUV5Tp69LC6ujr1mT/4Q9lsNv3udwfU2NAQEbIxsbHatGmL5swtjJj1DIVCKi09oUsXL+jc2bPauGlz+LqlI95Xw+uiZs2ac8szO16vR1u2bg+vXerv79fhQ++prq5WJ0tPaMvW7bf67bquY8eOqqenW/OLFmjjxs3hoHS56nXw3d+ptPSE8gsKwiGdlpYW8b4YDp7J+rReQkLimM93K5qb/VqwYKE2bNwU3j18/vxZnTpZqmPHjuiRRz9z05ng68nNy9PFi+dv6z7ZOVPrwyESx8ECMGT4h116ekb4v1arVRaLJbw2IxAIhG+fkpKqOXMLR52eJCYmJrwo2FVfF3FdeUWZQqGQCgvnheNKkmw2m1avXjPmuLq7u3T1ymVJ0tZt2yPO9xYTE6O1Q6dIKS+/Gv7hPx5OZ7akwR+8w5qb/Tpz+pSamhrDl3m9XklSdnb2uJ/LhCVLlobjSpKyspzKcjoVCoXk9/sn9Nget1uJiYlyODIlDc5onTj+kZKTU/Tgrr36wyf+H+287wE1Nw89zzXf9uH3UtrQeyklJTUc5mlp6ZIi30vx8fEqWlA8apeyxWLRkpLByKt3Rb6XJsrpzA7HlTT4Xlqzdr0kqbq6Sr3X2RV1q1pbWuT1eBQTE6N1a9dHxEZ+foHmzJmrUCik8vKyCT1PtMTExGrN2nURa++WLFkmuz1ZgUAgfG7D8cjLyw+/925FTm6uMjNv/fZ3CjNYACQp/MNteDdb3Ihde8Prm/r6Rv/Qcbvdcrub1NkZUP/QrE3v0H+7u7sjbusbipOcMdZK5OTmyWKxjIqkxsZGDQwMKC0tLRx/I9lsNqWkpKqlpVntbW0R0XE7xgqssqtXdOXKZfn8PuUM/YbsG7o+25kz+kHuoCzn6HUu9iS7vPKop6dnQo/d3t4WMYtXUT4Yxlu2bguvr8nPL9DadRt05PD7o+4//F6Ki4uN+Fr65P01VsD4/X41NroU6OgYNQPYc817aaLG2oWVkpIyFAgd8o/Y5uPh9Q2+TzIzsyL+LQ3Ly89XdXWVvB7PqOumg6ysrDGDOCcnRxUVHfJ5vRHr7G6HxWLR1q3bte+t/1bfTUI3Pj5emzZtHdfzTDYCC4AkhX/DtlqG/2sZcd3g3wcGBsKXdXd36/3335XHff2PhI+8vTT4yTRJY65vsVqtSkhICN9m2PBMR2tr65gLw0fq7unReD+/Fx8fr/T0DLW0NId3hTY0uJSYmCh3U6P6+/sVExMjr9ej2Lg4pWeMjr07aazv4fBs4rXf99s1clewNPi9j4uLG7V4eXgX4bUsQ++hT/474r00dFloxBj7+vp09Mgh1dbWXHdME31N10pKHPsQGomJiQoEOka9D29Xd9dgEF7vUB3Dz3/tLyHTxfXWqCUOva6u7ol9/1LT0rR163a9/967152Ztlqt2n7PvVP2gLsEFoBbN+L/cx8eOyqP2y2HI1MrV62Ww5Gp+Ph4WSwWtbW16o3XX9O1+47G90n+wcdITk656W65+Pj48TxBmDM7Wy0tzfL5vEpOTlF7e7s2b9mmD44eltvdpJSUlPBi9PGuLzFn8g6LcOuHXBj/LtmR9zx1slS1tTVKTk7R6tVr5MzOUUJCgiwWi/r7+/Wr//O/x/08U9/4v4dTmYl356xZs7Vy1WqdOlk65vUbNm6a0CzjZCOwANy2vr5e1dfXyWKxaOd9D4z6CH1HR8eY90tISFRbW9uYswMDAwNj/jZvT7JLklJTUyf91BzZzmxdvXJZXo9HbW1tstlsKiycpwsXzqnBVa+eoXUhziivv5ps8fHxEdsiLS1dLle9fF5vxEFFGxsbx7r7baseOubR9nt2jFp7c7330kRd7xNpw+/Na9/TYbdYDsP3v97zdA4dimIiH0YYy506Gtn1v39Dr8vQoS6WLl2uluYWVVVVRFy+ZMkyFRUVG3mOyRLtX8EATEPBYK9CoZDi4uLG/EFUW1M95v2G1w01NTaMuq6psWHMXQHDa7Pc7qYJry26meGF916fVw2ueuUOzVQVFMySy+X6ZIG74fVX1pjB/xXf7JOHd0paWrr8fl94exQVLZDFYhk8LprHrd7eXjW46vXxiY+MPF8wOLhdU0Z8gGFYbe3Y76WRxvP9axzjPdjR0a5AoCN8uIixJMQPvt97gjd+Lw6HqM/nVW8wOOr6Bpcr4nZjGZ4lHWvt4/XED/17nOx/Kz6fd9Q6ulAoFD422USPhTXSps1bIhaxz549R6uu86GYqYTAAnDbEhISZLPZFAwGVXNNTNXW1lz3k1Hz5xfJYrGoqqoy4mCCwWBQJ6+zGyAxMVELiheqr69P77/37piHcvD7fbp0zcluxyPJbpfdbpfP61FTU2N4kW5BwWy1traorq5GVqvV+Klhho/v5PY03eSWd0ZObq56e3vlctVLktLS07Vu/Qa1t7frwP59evWV/9Tvf/9O+BOBEzV8mIKysqsRl3s8bp0/f+6m9x/+/t3OKWI8Hnf4cBTS4Axq6ccnJA3+AL/2+G3D0tLTJUn1dXU3DJ/09AxlZmWpv79fH398PGINmctVr5qaalksFhXNX3CD1zU4e+u+wTrHUeMb2iZN7qYJryO7kf7+fpWWnoj4pejixfPq6OhQcnKy0YN+xsTE6J4d9w19stWhLVu3T4szB7CLEMBts1qtWr58pT7++LgOvX9QzuxsJSXZ1d7WJr/fp0WLFuvy5Uuj7peWlq7lK1bqzOlTeuft/crJyVWczaamxkbFxcUpPj5BPT2jdxOuXbteHR0danDV643XX5PDkSm73a6+vj41N/vV2dmpzKysiHPGjZczO0dVlRWyWCzhI207nU7Fx8crEAgoK8s56oCmpR8fj5gxGP57aekJxY247fV2cc4rnK/ysqu6eOG8WltalJqaJovVouTkFBUXL5zwa7pd8+cvCJ9AeXi92cKFi5WVlT14oNFgUJmZWZpbWKjjH3044QNfLl+xUofeP6jS0hOqqqpUSmqqOgMBeTzu676XRsrPL5DNZpPX69Fb+/5bWU5neMH/6tVjnyEgK8upo0cO6erVy0pKGozqjo4OJSUl3fB4ajk5uXI6s+XxuPVfb7wup9Mpq9WqJLtdK1eujrjtpk1b9M7b+1VeXia3u0mOzCx1d3XJ7W5SKBTSqtVrwsE2lsJ583X2zGkdev+gZs+Zq8SERMki5ebmXfcDBsnJySqcN19VlRV6879fV05OrmJiYhQTG6sNGzZF3PaDo4fHfIyRl8fHx4cPXzGSw+FQxdDryshwqKO9XT6fV1arVZs2bTW+RjEpKUn33nu/EhITjJyp4E6YHqMEMOUsLlkie3KyLlw4p9aWFjU3Nys9LV3btu9QZmbWdX8oLl++UsnJKbp08YLc7ibFxMQoP79Aq9es04H9b2qsPRsxMTHaufN+VVVWqKKyXM1+v/x+n+Lj42VPTlZRUbFmz5lr5HVlDwWWw5EZ3v05HFuVlRVjrr+qqamOOK7TsGt3lV4vsHJyc7Vt+w5dunhBTU2Nqh86flh2dk5UAisxMVFLlizTuXNn9PGJj7Ru/UZZLBY5HA45rokpE+vi5syZqwd37dHZM6fV3OxXa2urUlNTtX7DJhUXL7xpYMXHx+v++3fp9JlT8nk9Ebs3rxdYC4oXqmhBsS5dvCCf1yubzab5RQu0cuUqJQ2t+7uee3bsVGnpCbnq61RVVSlJysjIGBVY6ekZ2rP3IZ0/d0Yul0u1NdWKjY1VTk6uFi0u0axZs2/4PMuWrRic8a2sVHVVZXgWLMYac93AkqSNGzcp3mZTTU11eH1bXFzcqMC63oFFR15ut9vHDKz09AytW79Rp06Wqq62Vlbr4L+RFStXRZxSyyTHFDzW1Y1YAoHAzPwIAwBg3AYGBvTewd/L5apXfn6B1qxZd8PZluli5LkIi4quv3sOmChmsAAAo1itVu249z59/PFxXb1yWf/1X79ValqaUlNTFRsTq66uLsXExmrnzvujPVRgSiKwAABjslqtWr9+oxYuXKTysjI1NjbI4x78FGFiYqJyc/M0MDAwBY4JBkw9BBYA4IbS0tIndCJt4G7EGiwAAADDmNcFAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAwjMACAAAw7P8H7D1p5ABJmnYAAAAASUVORK5CYII=' width=600.0/>\n",
" </div>\n",
" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# CREATE FIGURE AND AXES\n",
"fig, ax = plt.subplots(\n",
" figsize=(6, 6),\n",
" facecolor=\"whitesmoke\",\n",
" layout=\"tight\"\n",
")\n",
"\n",
"# STYLIZE THE PLOT\n",
"ax.set_aspect(\"equal\")\n",
"ax.set_frame_on(False) # remove bg colour and spines\n",
"\n",
"ax.set_xlabel(\"X\", weight=\"bold\")\n",
"ax.set_ylabel(\"Y\", weight=\"bold\")\n",
"\n",
"SQUARE_SIZE = 2\n",
"\n",
"ax.set_xlim(-SQUARE_SIZE, SQUARE_SIZE)\n",
"ax.set_ylim(-SQUARE_SIZE, SQUARE_SIZE)\n",
"ax.set_xticks(\n",
" ticks=range(-SQUARE_SIZE, SQUARE_SIZE+1)\n",
")\n",
"ax.set_yticks(\n",
" ticks=range(-SQUARE_SIZE, SQUARE_SIZE+1)\n",
")\n",
"ax.tick_params(\n",
" color=(0, 0, 0, 0)\n",
")\n",
"\n",
"ax.grid(\n",
" color=\"dimgray\",\n",
" lw=0.35,\n",
" clip_on=False,\n",
")\n",
"\n",
"# Footer\n",
"ax.text(\n",
" 1, -0.18,\n",
" \"by @pawjast\\nmade with @matplotlib \\u2665\",\n",
" transform = ax.transAxes,\n",
" horizontalalignment=\"right\",\n",
" verticalalignment=\"bottom\",\n",
" color=\"#9a9996\",\n",
" fontsize=16,\n",
" family=\"monospace\",\n",
" weight=\"medium\"\n",
")\n",
"\n",
"# SET UP AND STYLIZE EMPTY PLOT THAT'S GOING TO BE ANIMATED\n",
"my_plot, = ax.plot(\n",
" [], [],\n",
" color=\"red\",\n",
" lw=0,\n",
" marker=\"o\",\n",
" markersize=10,\n",
")\n",
"\n",
"\n",
"# CREATE FRAME UPDATE FUNCTION\n",
"def update(frame):\n",
" \"Update data for each frame\"\n",
"\n",
" # Note:\n",
" # `x` and `y` must be a sequence. Hence a need to wrap them inside a list\n",
" # As in this case slicing produces a single number each time\n",
" x = [x_data[frame]]\n",
" y = [y_data[frame]]\n",
"\n",
" my_plot.set_xdata(x)\n",
" my_plot.set_ydata(y)\n",
"\n",
" ax.set_title(f\"Slow-mo. Frame: {frame}/{len(data)-1}\")\n",
"\n",
" return my_plot\n",
"\n",
"\n",
"# RUN THE ANIMATION\n",
"ani = animation.FuncAnimation(\n",
" fig=fig,\n",
" func=update,\n",
" frames=len(data),\n",
" interval=750,\n",
");"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"<link rel=\"stylesheet\"\n",
"href=\"https://maxcdn.bootstrapcdn.com/font-awesome/4.4.0/css/font-awesome.min.css\">\n",
"<script language=\"javascript\">\n",
" function isInternetExplorer() {\n",
" ua = navigator.userAgent;\n",
" /* MSIE used to detect old browsers and Trident used to newer ones*/\n",
" return ua.indexOf(\"MSIE \") > -1 || ua.indexOf(\"Trident/\") > -1;\n",
" }\n",
"\n",
" /* Define the Animation class */\n",
" function Animation(frames, img_id, slider_id, interval, loop_select_id){\n",
" this.img_id = img_id;\n",
" this.slider_id = slider_id;\n",
" this.loop_select_id = loop_select_id;\n",
" this.interval = interval;\n",
" this.current_frame = 0;\n",
" this.direction = 0;\n",
" this.timer = null;\n",
" this.frames = new Array(frames.length);\n",
"\n",
" for (var i=0; i<frames.length; i++)\n",
" {\n",
" this.frames[i] = new Image();\n",
" this.frames[i].src = frames[i];\n",
" }\n",
" var slider = document.getElementById(this.slider_id);\n",
" slider.max = this.frames.length - 1;\n",
" if (isInternetExplorer()) {\n",
" // switch from oninput to onchange because IE <= 11 does not conform\n",
" // with W3C specification. It ignores oninput and onchange behaves\n",
" // like oninput. In contrast, Microsoft Edge behaves correctly.\n",
" slider.setAttribute('onchange', slider.getAttribute('oninput'));\n",
" slider.setAttribute('oninput', null);\n",
" }\n",
" this.set_frame(this.current_frame);\n",
" }\n",
"\n",
" Animation.prototype.get_loop_state = function(){\n",
" var button_group = document[this.loop_select_id].state;\n",
" for (var i = 0; i < button_group.length; i++) {\n",
" var button = button_group[i];\n",
" if (button.checked) {\n",
" return button.value;\n",
" }\n",
" }\n",
" return undefined;\n",
" }\n",
"\n",
" Animation.prototype.set_frame = function(frame){\n",
" this.current_frame = frame;\n",
" document.getElementById(this.img_id).src =\n",
" this.frames[this.current_frame].src;\n",
" document.getElementById(this.slider_id).value = this.current_frame;\n",
" }\n",
"\n",
" Animation.prototype.next_frame = function()\n",
" {\n",
" this.set_frame(Math.min(this.frames.length - 1, this.current_frame + 1));\n",
" }\n",
"\n",
" Animation.prototype.previous_frame = function()\n",
" {\n",
" this.set_frame(Math.max(0, this.current_frame - 1));\n",
" }\n",
"\n",
" Animation.prototype.first_frame = function()\n",
" {\n",
" this.set_frame(0);\n",
" }\n",
"\n",
" Animation.prototype.last_frame = function()\n",
" {\n",
" this.set_frame(this.frames.length - 1);\n",
" }\n",
"\n",
" Animation.prototype.slower = function()\n",
" {\n",
" this.interval /= 0.7;\n",
" if(this.direction > 0){this.play_animation();}\n",
" else if(this.direction < 0){this.reverse_animation();}\n",
" }\n",
"\n",
" Animation.prototype.faster = function()\n",
" {\n",
" this.interval *= 0.7;\n",
" if(this.direction > 0){this.play_animation();}\n",
" else if(this.direction < 0){this.reverse_animation();}\n",
" }\n",
"\n",
" Animation.prototype.anim_step_forward = function()\n",
" {\n",
" this.current_frame += 1;\n",
" if(this.current_frame < this.frames.length){\n",
" this.set_frame(this.current_frame);\n",
" }else{\n",
" var loop_state = this.get_loop_state();\n",
" if(loop_state == \"loop\"){\n",
" this.first_frame();\n",
" }else if(loop_state == \"reflect\"){\n",
" this.last_frame();\n",
" this.reverse_animation();\n",
" }else{\n",
" this.pause_animation();\n",
" this.last_frame();\n",
" }\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.anim_step_reverse = function()\n",
" {\n",
" this.current_frame -= 1;\n",
" if(this.current_frame >= 0){\n",
" this.set_frame(this.current_frame);\n",
" }else{\n",
" var loop_state = this.get_loop_state();\n",
" if(loop_state == \"loop\"){\n",
" this.last_frame();\n",
" }else if(loop_state == \"reflect\"){\n",
" this.first_frame();\n",
" this.play_animation();\n",
" }else{\n",
" this.pause_animation();\n",
" this.first_frame();\n",
" }\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.pause_animation = function()\n",
" {\n",
" this.direction = 0;\n",
" if (this.timer){\n",
" clearInterval(this.timer);\n",
" this.timer = null;\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.play_animation = function()\n",
" {\n",
" this.pause_animation();\n",
" this.direction = 1;\n",
" var t = this;\n",
" if (!this.timer) this.timer = setInterval(function() {\n",
" t.anim_step_forward();\n",
" }, this.interval);\n",
" }\n",
"\n",
" Animation.prototype.reverse_animation = function()\n",
" {\n",
" this.pause_animation();\n",
" this.direction = -1;\n",
" var t = this;\n",
" if (!this.timer) this.timer = setInterval(function() {\n",
" t.anim_step_reverse();\n",
" }, this.interval);\n",
" }\n",
"</script>\n",
"\n",
"<style>\n",
".animation {\n",
" display: inline-block;\n",
" text-align: center;\n",
"}\n",
"input[type=range].anim-slider {\n",
" width: 374px;\n",
" margin-left: auto;\n",
" margin-right: auto;\n",
"}\n",
".anim-buttons {\n",
" margin: 8px 0px;\n",
"}\n",
".anim-buttons button {\n",
" padding: 0;\n",
" width: 36px;\n",
"}\n",
".anim-state label {\n",
" margin-right: 8px;\n",
"}\n",
".anim-state input {\n",
" margin: 0;\n",
" vertical-align: middle;\n",
"}\n",
"</style>\n",
"\n",
"<div class=\"animation\">\n",
" <img id=\"_anim_img4867db6a3c5d489b91f671cb1296d82f\">\n",
" <div class=\"anim-controls\">\n",
" <input id=\"_anim_slider4867db6a3c5d489b91f671cb1296d82f\" type=\"range\" class=\"anim-slider\"\n",
" name=\"points\" min=\"0\" max=\"1\" step=\"1\" value=\"0\"\n",
" oninput=\"anim4867db6a3c5d489b91f671cb1296d82f.set_frame(parseInt(this.value));\">\n",
" <div class=\"anim-buttons\">\n",
" <button title=\"Decrease speed\" aria-label=\"Decrease speed\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.slower()\">\n",
" <i class=\"fa fa-minus\"></i></button>\n",
" <button title=\"First frame\" aria-label=\"First frame\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.first_frame()\">\n",
" <i class=\"fa fa-fast-backward\"></i></button>\n",
" <button title=\"Previous frame\" aria-label=\"Previous frame\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.previous_frame()\">\n",
" <i class=\"fa fa-step-backward\"></i></button>\n",
" <button title=\"Play backwards\" aria-label=\"Play backwards\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.reverse_animation()\">\n",
" <i class=\"fa fa-play fa-flip-horizontal\"></i></button>\n",
" <button title=\"Pause\" aria-label=\"Pause\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.pause_animation()\">\n",
" <i class=\"fa fa-pause\"></i></button>\n",
" <button title=\"Play\" aria-label=\"Play\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.play_animation()\">\n",
" <i class=\"fa fa-play\"></i></button>\n",
" <button title=\"Next frame\" aria-label=\"Next frame\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.next_frame()\">\n",
" <i class=\"fa fa-step-forward\"></i></button>\n",
" <button title=\"Last frame\" aria-label=\"Last frame\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.last_frame()\">\n",
" <i class=\"fa fa-fast-forward\"></i></button>\n",
" <button title=\"Increase speed\" aria-label=\"Increase speed\" onclick=\"anim4867db6a3c5d489b91f671cb1296d82f.faster()\">\n",
" <i class=\"fa fa-plus\"></i></button>\n",
" </div>\n",
" <form title=\"Repetition mode\" aria-label=\"Repetition mode\" action=\"#n\" name=\"_anim_loop_select4867db6a3c5d489b91f671cb1296d82f\"\n",
" class=\"anim-state\">\n",
" <input type=\"radio\" name=\"state\" value=\"once\" id=\"_anim_radio1_4867db6a3c5d489b91f671cb1296d82f\"\n",
" >\n",
" <label for=\"_anim_radio1_4867db6a3c5d489b91f671cb1296d82f\">Once</label>\n",
" <input type=\"radio\" name=\"state\" value=\"loop\" id=\"_anim_radio2_4867db6a3c5d489b91f671cb1296d82f\"\n",
" checked>\n",
" <label for=\"_anim_radio2_4867db6a3c5d489b91f671cb1296d82f\">Loop</label>\n",
" <input type=\"radio\" name=\"state\" value=\"reflect\" id=\"_anim_radio3_4867db6a3c5d489b91f671cb1296d82f\"\n",
" >\n",
" <label for=\"_anim_radio3_4867db6a3c5d489b91f671cb1296d82f\">Reflect</label>\n",
" </form>\n",
" </div>\n",
"</div>\n",
"\n",
"\n",
"<script language=\"javascript\">\n",
" /* Instantiate the Animation class. */\n",
" /* The IDs given should match those used in the template above. */\n",
" (function() {\n",
" var img_id = \"_anim_img4867db6a3c5d489b91f671cb1296d82f\";\n",
" var slider_id = \"_anim_slider4867db6a3c5d489b91f671cb1296d82f\";\n",
" var loop_select_id = \"_anim_loop_select4867db6a3c5d489b91f671cb1296d82f\";\n",
" var frames = new Array(16);\n",
" \n",
" frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAJYCAYAAAC+ZpjcAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n",
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"uffO984dMR+dc+65loaGBpcAAABgjNXbBQAAAAw3BCwAAADDCFgAAACGEbAAAAAMI2ABAAAYRsAC\\\n",
"AAAwjIAFAABgGAELAADAMAIWAACAYQQsAAAAwwhYAAAAhhGwAAAADCNgAQAAGEbAAgAAMIyABQAA\\\n",
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"\"\n",
"\n",
"\n",
" /* set a timeout to make sure all the above elements are created before\n",
" the object is initialized. */\n",
" setTimeout(function() {\n",
" anim4867db6a3c5d489b91f671cb1296d82f = new Animation(frames, img_id, slider_id, 750.0,\n",
" loop_select_id);\n",
" }, 0);\n",
" })()\n",
"</script>\n"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from IPython.display import HTML\n",
"HTML(ani.to_jshtml())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Save to a file"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"ani.save(filename=\"01_slowmo.mp4\", writer=\"ffmpeg\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Super fast"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 600x600 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# CREATE FIGURE AND AXES\n",
"fig, ax = plt.subplots(\n",
" figsize=(6, 6),\n",
" facecolor=\"whitesmoke\",\n",
" layout=\"tight\"\n",
")\n",
"\n",
"# STYLIZE THE PLOT\n",
"ax.set_aspect(\"equal\")\n",
"ax.set_frame_on(False) # remove bg colour and spines\n",
"\n",
"ax.set_xlabel(\"X\", weight=\"bold\")\n",
"ax.set_ylabel(\"Y\", weight=\"bold\")\n",
"\n",
"SQUARE_SIZE = 2\n",
"\n",
"ax.set_xlim(-SQUARE_SIZE, SQUARE_SIZE)\n",
"ax.set_ylim(-SQUARE_SIZE, SQUARE_SIZE)\n",
"ax.set_xticks(\n",
" ticks=range(-SQUARE_SIZE, SQUARE_SIZE+1)\n",
")\n",
"ax.set_yticks(\n",
" ticks=range(-SQUARE_SIZE, SQUARE_SIZE+1)\n",
")\n",
"ax.tick_params(\n",
" color=(0, 0, 0, 0)\n",
")\n",
"\n",
"ax.grid(\n",
" color=\"dimgray\",\n",
" lw=0.35,\n",
" clip_on=False,\n",
")\n",
"\n",
"# Footer\n",
"ax.text(\n",
" 1, -0.18,\n",
" \"by @pawjast\\nmade with @matplotlib \\u2665\",\n",
" transform = ax.transAxes,\n",
" horizontalalignment=\"right\",\n",
" verticalalignment=\"bottom\",\n",
" color=\"#9a9996\",\n",
" fontsize=16,\n",
" family=\"monospace\",\n",
" weight=\"medium\"\n",
")\n",
"\n",
"# SET UP AND STYLIZE EMPTY PLOT THAT'S GOING TO BE ANIMATED\n",
"my_plot, = ax.plot(\n",
" [], [],\n",
" color=\"red\",\n",
" lw=0,\n",
" marker=\"o\",\n",
" markersize=10,\n",
")\n",
"\n",
"\n",
"# CREATE FRAME UPDATE FUNCTION\n",
"def update(frame):\n",
" \"Update data for each frame\"\n",
"\n",
" # Note:\n",
" # `x` and `y` must be a sequence. Hence a need to wrap them inside a list\n",
" # As in this case slicing produces a single number each time\n",
" x = [x_data[frame]]\n",
" y = [y_data[frame]]\n",
"\n",
" my_plot.set_xdata(x)\n",
" my_plot.set_ydata(y)\n",
"\n",
" ax.set_title(f\"Super fast. Frame: {frame}/{len(data)-1}\")\n",
"\n",
" return my_plot\n",
"\n",
"\n",
"# RUN THE ANIMATION\n",
"ani = animation.FuncAnimation(\n",
" fig=fig,\n",
" func=update,\n",
" frames=len(data),\n",
" interval=50,\n",
");"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"<link rel=\"stylesheet\"\n",
"href=\"https://maxcdn.bootstrapcdn.com/font-awesome/4.4.0/css/font-awesome.min.css\">\n",
"<script language=\"javascript\">\n",
" function isInternetExplorer() {\n",
" ua = navigator.userAgent;\n",
" /* MSIE used to detect old browsers and Trident used to newer ones*/\n",
" return ua.indexOf(\"MSIE \") > -1 || ua.indexOf(\"Trident/\") > -1;\n",
" }\n",
"\n",
" /* Define the Animation class */\n",
" function Animation(frames, img_id, slider_id, interval, loop_select_id){\n",
" this.img_id = img_id;\n",
" this.slider_id = slider_id;\n",
" this.loop_select_id = loop_select_id;\n",
" this.interval = interval;\n",
" this.current_frame = 0;\n",
" this.direction = 0;\n",
" this.timer = null;\n",
" this.frames = new Array(frames.length);\n",
"\n",
" for (var i=0; i<frames.length; i++)\n",
" {\n",
" this.frames[i] = new Image();\n",
" this.frames[i].src = frames[i];\n",
" }\n",
" var slider = document.getElementById(this.slider_id);\n",
" slider.max = this.frames.length - 1;\n",
" if (isInternetExplorer()) {\n",
" // switch from oninput to onchange because IE <= 11 does not conform\n",
" // with W3C specification. It ignores oninput and onchange behaves\n",
" // like oninput. In contrast, Microsoft Edge behaves correctly.\n",
" slider.setAttribute('onchange', slider.getAttribute('oninput'));\n",
" slider.setAttribute('oninput', null);\n",
" }\n",
" this.set_frame(this.current_frame);\n",
" }\n",
"\n",
" Animation.prototype.get_loop_state = function(){\n",
" var button_group = document[this.loop_select_id].state;\n",
" for (var i = 0; i < button_group.length; i++) {\n",
" var button = button_group[i];\n",
" if (button.checked) {\n",
" return button.value;\n",
" }\n",
" }\n",
" return undefined;\n",
" }\n",
"\n",
" Animation.prototype.set_frame = function(frame){\n",
" this.current_frame = frame;\n",
" document.getElementById(this.img_id).src =\n",
" this.frames[this.current_frame].src;\n",
" document.getElementById(this.slider_id).value = this.current_frame;\n",
" }\n",
"\n",
" Animation.prototype.next_frame = function()\n",
" {\n",
" this.set_frame(Math.min(this.frames.length - 1, this.current_frame + 1));\n",
" }\n",
"\n",
" Animation.prototype.previous_frame = function()\n",
" {\n",
" this.set_frame(Math.max(0, this.current_frame - 1));\n",
" }\n",
"\n",
" Animation.prototype.first_frame = function()\n",
" {\n",
" this.set_frame(0);\n",
" }\n",
"\n",
" Animation.prototype.last_frame = function()\n",
" {\n",
" this.set_frame(this.frames.length - 1);\n",
" }\n",
"\n",
" Animation.prototype.slower = function()\n",
" {\n",
" this.interval /= 0.7;\n",
" if(this.direction > 0){this.play_animation();}\n",
" else if(this.direction < 0){this.reverse_animation();}\n",
" }\n",
"\n",
" Animation.prototype.faster = function()\n",
" {\n",
" this.interval *= 0.7;\n",
" if(this.direction > 0){this.play_animation();}\n",
" else if(this.direction < 0){this.reverse_animation();}\n",
" }\n",
"\n",
" Animation.prototype.anim_step_forward = function()\n",
" {\n",
" this.current_frame += 1;\n",
" if(this.current_frame < this.frames.length){\n",
" this.set_frame(this.current_frame);\n",
" }else{\n",
" var loop_state = this.get_loop_state();\n",
" if(loop_state == \"loop\"){\n",
" this.first_frame();\n",
" }else if(loop_state == \"reflect\"){\n",
" this.last_frame();\n",
" this.reverse_animation();\n",
" }else{\n",
" this.pause_animation();\n",
" this.last_frame();\n",
" }\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.anim_step_reverse = function()\n",
" {\n",
" this.current_frame -= 1;\n",
" if(this.current_frame >= 0){\n",
" this.set_frame(this.current_frame);\n",
" }else{\n",
" var loop_state = this.get_loop_state();\n",
" if(loop_state == \"loop\"){\n",
" this.last_frame();\n",
" }else if(loop_state == \"reflect\"){\n",
" this.first_frame();\n",
" this.play_animation();\n",
" }else{\n",
" this.pause_animation();\n",
" this.first_frame();\n",
" }\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.pause_animation = function()\n",
" {\n",
" this.direction = 0;\n",
" if (this.timer){\n",
" clearInterval(this.timer);\n",
" this.timer = null;\n",
" }\n",
" }\n",
"\n",
" Animation.prototype.play_animation = function()\n",
" {\n",
" this.pause_animation();\n",
" this.direction = 1;\n",
" var t = this;\n",
" if (!this.timer) this.timer = setInterval(function() {\n",
" t.anim_step_forward();\n",
" }, this.interval);\n",
" }\n",
"\n",
" Animation.prototype.reverse_animation = function()\n",
" {\n",
" this.pause_animation();\n",
" this.direction = -1;\n",
" var t = this;\n",
" if (!this.timer) this.timer = setInterval(function() {\n",
" t.anim_step_reverse();\n",
" }, this.interval);\n",
" }\n",
"</script>\n",
"\n",
"<style>\n",
".animation {\n",
" display: inline-block;\n",
" text-align: center;\n",
"}\n",
"input[type=range].anim-slider {\n",
" width: 374px;\n",
" margin-left: auto;\n",
" margin-right: auto;\n",
"}\n",
".anim-buttons {\n",
" margin: 8px 0px;\n",
"}\n",
".anim-buttons button {\n",
" padding: 0;\n",
" width: 36px;\n",
"}\n",
".anim-state label {\n",
" margin-right: 8px;\n",
"}\n",
".anim-state input {\n",
" margin: 0;\n",
" vertical-align: middle;\n",
"}\n",
"</style>\n",
"\n",
"<div class=\"animation\">\n",
" <img id=\"_anim_img7d208ee2f01849fea911b73aecd88302\">\n",
" <div class=\"anim-controls\">\n",
" <input id=\"_anim_slider7d208ee2f01849fea911b73aecd88302\" type=\"range\" class=\"anim-slider\"\n",
" name=\"points\" min=\"0\" max=\"1\" step=\"1\" value=\"0\"\n",
" oninput=\"anim7d208ee2f01849fea911b73aecd88302.set_frame(parseInt(this.value));\">\n",
" <div class=\"anim-buttons\">\n",
" <button title=\"Decrease speed\" aria-label=\"Decrease speed\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.slower()\">\n",
" <i class=\"fa fa-minus\"></i></button>\n",
" <button title=\"First frame\" aria-label=\"First frame\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.first_frame()\">\n",
" <i class=\"fa fa-fast-backward\"></i></button>\n",
" <button title=\"Previous frame\" aria-label=\"Previous frame\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.previous_frame()\">\n",
" <i class=\"fa fa-step-backward\"></i></button>\n",
" <button title=\"Play backwards\" aria-label=\"Play backwards\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.reverse_animation()\">\n",
" <i class=\"fa fa-play fa-flip-horizontal\"></i></button>\n",
" <button title=\"Pause\" aria-label=\"Pause\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.pause_animation()\">\n",
" <i class=\"fa fa-pause\"></i></button>\n",
" <button title=\"Play\" aria-label=\"Play\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.play_animation()\">\n",
" <i class=\"fa fa-play\"></i></button>\n",
" <button title=\"Next frame\" aria-label=\"Next frame\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.next_frame()\">\n",
" <i class=\"fa fa-step-forward\"></i></button>\n",
" <button title=\"Last frame\" aria-label=\"Last frame\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.last_frame()\">\n",
" <i class=\"fa fa-fast-forward\"></i></button>\n",
" <button title=\"Increase speed\" aria-label=\"Increase speed\" onclick=\"anim7d208ee2f01849fea911b73aecd88302.faster()\">\n",
" <i class=\"fa fa-plus\"></i></button>\n",
" </div>\n",
" <form title=\"Repetition mode\" aria-label=\"Repetition mode\" action=\"#n\" name=\"_anim_loop_select7d208ee2f01849fea911b73aecd88302\"\n",
" class=\"anim-state\">\n",
" <input type=\"radio\" name=\"state\" value=\"once\" id=\"_anim_radio1_7d208ee2f01849fea911b73aecd88302\"\n",
" >\n",
" <label for=\"_anim_radio1_7d208ee2f01849fea911b73aecd88302\">Once</label>\n",
" <input type=\"radio\" name=\"state\" value=\"loop\" id=\"_anim_radio2_7d208ee2f01849fea911b73aecd88302\"\n",
" checked>\n",
" <label for=\"_anim_radio2_7d208ee2f01849fea911b73aecd88302\">Loop</label>\n",
" <input type=\"radio\" name=\"state\" value=\"reflect\" id=\"_anim_radio3_7d208ee2f01849fea911b73aecd88302\"\n",
" >\n",
" <label for=\"_anim_radio3_7d208ee2f01849fea911b73aecd88302\">Reflect</label>\n",
" </form>\n",
" </div>\n",
"</div>\n",
"\n",
"\n",
"<script language=\"javascript\">\n",
" /* Instantiate the Animation class. */\n",
" /* The IDs given should match those used in the template above. */\n",
" (function() {\n",
" var img_id = \"_anim_img7d208ee2f01849fea911b73aecd88302\";\n",
" var slider_id = \"_anim_slider7d208ee2f01849fea911b73aecd88302\";\n",
" var loop_select_id = \"_anim_loop_select7d208ee2f01849fea911b73aecd88302\";\n",
" var frames = new Array(16);\n",
" \n",
" frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAJYCAYAAAC+ZpjcAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n",
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