{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Robot Simulation" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import jyro.simulator as jy\n", "import random\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "" ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "robot = jy.Pioneer(\"Pioneer\", 3.5, 2, 0)\n", "robot.addDevice(jy.Pioneer16Sonars())\n", "robot.addDevice(jy.DepthCamera(4))\n", "light_sensors = jy.PioneerFrontLightSensors(3.0)\n", "light_sensors.lightMode = 'ambient'\n", "robot.addDevice(light_sensors)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "def worldf(physics):\n", " physics.addBox(0, 0, 4, 4, fill=\"backgroundgreen\", wallcolor=\"gray\")\n", " physics.addLight(2, 0.75, 1.0) # increased brightness for new linear version of lights" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "12ecb3d3539a42dfa97aef2381c4cd76", "version_major": 2, "version_minor": 0 }, "text/plain": [ "VBox(children=(VBox(children=(HBox(children=(Checkbox(value=True, description='Update GUI'), Checkbox(value=Fa…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim = jy.VSimulator(robot, worldf)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "camera = robot.device[\"camera\"]" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAADwAAAAoCAIAAAAt2Q6oAAABMklEQVR4nO2WP46EIBSHkX+KiIVX0NLOM5h4BBtv6QXsPIqxM1pQ4RRuJu5kZ2cYXVgTvuIlog++/HiF3rqu4GrgeZ5tO2jjpE2Bl2Wx7aDNNZN20oZwM20KJ30eTdN4ngchvNc9Nme6qipKKSGEEIIxRgghhCCECKHfG00nned5HMecc8bYx5u8lk6SZIvhIYz93W0VALCvG9tf5L4e55v0NE2MsSAIfN+nlG53d8ox54K7rovjWAjBOQ/D0LbPW0DbAp/gpE3hpE3hpE2Bi6IAAAzDYNtEAxxFEQAgy7L7klLKns9bYCHEjy+UUlJKKeXDepqmf2/1gqfSzxjH8fipZVkeadeWPoW+7/ePdV1rtX/NtF3attX63k7SB3HSpvgXM63LNZN20oZwM22KS0rfAGJCXIWBeVSVAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "image = camera.getImage()\n", "image" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(60, 40)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "image.size" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(40, 60, 3)" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = camera.getData()\n", "data.shape" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "robot.move(0.50, 0.35)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "sim.step()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "" ], "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "robot = jy.Pioneer(\"Pioneer\", 3.5, 2, 0)\n", "robot.addDevice(jy.Pioneer16Sonars())\n", "robot.addDevice(jy.Camera())\n", "light_sensors = jy.PioneerFrontLightSensors(3.0)\n", "light_sensors.lightMode = 'ambient'\n", "robot.addDevice(light_sensors)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "04d589f944ef41659f46f594f58a3cb3", "version_major": 2, "version_minor": 0 }, "text/plain": [ "VBox(children=(VBox(children=(HBox(children=(Checkbox(value=True, description='Update GUI'), Checkbox(value=Fa…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sim = jy.VSimulator(robot, worldf)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAADwAAAAoCAIAAAAt2Q6oAAAA9klEQVR4nO3WrwvCQBTA8ffu3f52y6LFgWARhqBlMItBQYNBi0GLwWISi8k0w6nMTW46jzcP3ieMhf348ga7w+HuCL5RTQfUIdFcJJqLRHORaC5eRuumA95T2yUiAoA5Fk6ajL6up4iolMIS+43c0adZEgQBESmliKjeQ6qjD2lcHkP+xFxWOR4AyLKsdmjeS/QmjswMnszn+/01bulFFGqttdZE5GQMDP5uip+QaC4SzUWiueD5sgeAsNWlh/Li4nZFzC/jlr2HZcN0jy7otAf+RVv0e6l/0U4ko7l/0QWT8cq/6G95+cuTaC4SzUWiuUg0Fy+jb7N+OIfqryPOAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "camera = robot.device[\"camera\"]\n", "image = camera.getImage()\n", "image" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(40, 60, 3)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = camera.getData()\n", "data.shape" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "def random_action():\n", " \"\"\"Generate a random action from a limited set of possible settings\"\"\"\n", " possible = [-1.0, -0.5, 0.0, 0.5, 1.0]\n", " return [random.choice(possible), random.choice(possible)]\n", "\n", "def get_senses(robot):\n", " light = robot[\"light\"].getData()\n", " sonar = [v/3.0 for v in robot[\"sonar\"].getData()]\n", " camera = robot[\"camera\"].getData()\n", " return [light, sonar, camera]" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[2, 16, 40]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "senses = get_senses(robot)\n", "list(map(len, senses))" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "robot.history = []\n", "\n", "def brain(robot):\n", " senses = get_senses(robot)\n", " net.propagate(senses)\n", " translate, rotate = random_action()\n", " #self.move(translate, rotate)\n", " robot.history.append(robot.getPose())\n", " robot.move(0.50, 0.35)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "robot.brain = brain" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Using TensorFlow backend.\n", "ConX, version 3.7.4\n" ] } ], "source": [ "import conx as cx" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'output2'" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "net = cx.Network(\"Robot Prediction Network\")\n", "\n", "net.add(cx.Layer(\"light\", 2),\n", " cx.Layer(\"sonar\", 16),\n", " cx.ImageLayer(\"camera\", (40,60), 3),\n", " cx.FlattenLayer(\"flatten\"),\n", " cx.Conv2DLayer(\"conv\", 16, (3,3), keep_aspect_ratio=True),\n", " cx.Layer(\"hidden\", 50, activation=\"relu\"),\n", " cx.Layer(\"output1\", 2, activation=\"sigmoid\"),\n", " cx.Layer(\"hidden2\", 5, activation=\"sigmoid\"),\n", " cx.Layer(\"hidden3\", 10, activation=\"sigmoid\", dropout=0.25),\n", " cx.Layer(\"hidden4\", 10, activation=\"sigmoid\"),\n", " cx.Layer(\"output2\", 5, activation=\"sigmoid\"))" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "net.connect(\"sonar\", \"hidden2\")\n", "net.connect(\"light\", \"hidden\")\n", "net.connect(\"camera\", \"conv\")\n", "net.connect(\"conv\", \"flatten\")\n", "net.connect(\"flatten\", \"hidden2\")\n", "net.connect(\"hidden\", \"hidden2\")\n", "net.connect(\"hidden2\", \"hidden3\")\n", "##net.connect(\"hidden2\", \"output2\")\n", "net.connect(\"hidden3\", \"output2\")\n", "net.connect(\"hidden3\", \"hidden4\")\n", "net.connect(\"hidden4\", \"output1\")" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "net.compile(error=\"mean_squared_error\", optimizer=\"adam\")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.2321053632934627" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cx.maximum(get_senses(robot))" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " Layer: output1 (output)\n", " output range: (0, 1)\n", " shape = (2,)\n", " Keras class = Dense\n", " activation = sigmoidoutput1Layer: output2 (output)\n", " output range: (0, 1)\n", " shape = (5,)\n", " Keras class = Dense\n", " activation = sigmoidoutput2Layer: hidden4 (hidden)\n", " output range: (0, 1)\n", " shape = (10,)\n", " Keras class = Dense\n", " activation = sigmoidhidden4Layer: hidden3 (hidden)\n", " output range: (0, 1)\n", " shape = (10,)\n", " dropout = 0.25\n", " Keras class = Dense\n", " activation = sigmoidhidden3Layer: hidden2 (hidden)\n", " output range: (0, 1)\n", " shape = (5,)\n", " Keras class = Dense\n", " activation = sigmoidhidden2Layer: flatten (hidden)\n", " output range: (-Infinity, +Infinity)\n", " Keras class = FlattenflattenLayer: hidden (hidden)\n", " output range: (0, +Infinity)\n", " shape = (50,)\n", " Keras class = Dense\n", " activation = reluhiddenLayer: conv (hidden)\n", " output range: (-Infinity, +Infinity)\n", " Keras class = Conv2Dconv166Layer: light (input)\n", " output range: (0.08961089734771652, 1.2321053632934627)\n", " shape = (2,)\n", " Keras class = InputlightLayer: sonar (input)\n", " output range: (-Infinity, +Infinity)\n", " shape = (16,)\n", " Keras class = InputsonarLayer: camera (input)\n", " output range: (-Infinity, +Infinity)\n", " shape = (40, 60, 3)\n", " Keras class = InputcameraRobot Prediction Network" ], "text/plain": [ "" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "net.picture(get_senses(robot), hspace=200, scale=1)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

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" ], "text/plain": [ "" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "net.propagate_to_features(\"conv\", get_senses(robot), scale=3)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "net.dataset.append([[1] * 2, [1] * 16, data], [[1] * 2, [1] + ([1] * 4)])" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "scrolled": false }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "a5c27598982d420c976764e7e26b3d79", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Dashboard(children=(Accordion(children=(HBox(children=(VBox(children=(Select(description='Dataset:', index=1, …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "net.dashboard()" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " Layer: output1 (output)\n", " output range: (0, 1)\n", " shape = (2,)\n", " Keras class = Dense\n", " activation = sigmoidoutput1Layer: output2 (output)\n", " output range: (0, 1)\n", " shape = (5,)\n", " Keras class = Dense\n", " activation = sigmoidoutput2Layer: hidden4 (hidden)\n", " output range: (0, 1)\n", " shape = (10,)\n", " Keras class = Dense\n", " activation = sigmoidhidden4Layer: hidden3 (hidden)\n", " output range: (0, 1)\n", " shape = (10,)\n", " dropout = 0.25\n", " Keras class = Dense\n", " activation = sigmoidhidden3Layer: hidden2 (hidden)\n", " output range: (0, 1)\n", " shape = (5,)\n", " Keras class = Dense\n", " activation = sigmoidhidden2Layer: flatten (hidden)\n", " output range: (-Infinity, +Infinity)\n", " Keras class = FlattenflattenLayer: hidden (hidden)\n", " output range: (0, +Infinity)\n", " shape = (50,)\n", " Keras class = Dense\n", " activation = reluhiddenLayer: conv (hidden)\n", " output range: (-Infinity, +Infinity)\n", " Keras class = Conv2Dconv166Layer: light (input)\n", " output range: (0.0, 1.0)\n", " shape = (2,)\n", " Keras class = InputlightLayer: sonar (input)\n", " output range: (0.0, 1.0)\n", " shape = (16,)\n", " Keras class = InputsonarLayer: camera (input)\n", " output range: (0.44705883, 0.9529412)\n", " shape = (40, 60, 3)\n", " Keras class = InputcameraRobot Prediction Network" ], "text/plain": [ "" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "net.picture()" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "========================================================\n", "Testing validation dataset with tolerance 0.1...\n", "Total count: 1\n", " correct: 0\n", " incorrect: 1\n", "Total percentage correct: 0.0\n" ] } ], "source": [ "net.evaluate()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "#net.delete()\n", "#net.reset()" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "image/png": 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Q0dFBf3//iZ7KaYfRiWmmFCPuzwPLhBCL0UT9RuAtEwcJIVYCZcAzM57NUeBxWIGZR+7DERW5KxTTYbfbZ9wJSHFimdZzl1KmgA8CDwC7gHuklDuEELcLIa7NGXoj8Ft5nAw6Q9yjeYqHZTJy2hoYo3rkHoorcVcoFKceRXnuUsr7gPsmHPvchMe3zd60psdt16aerwTBg7t6ufmXW3joY5fQXCATRkXuCoXiVGbeJohPZcvs6wsDcGQw26npoV29PLy713w8YkTuOeL+VNsAv9p0eE7mq1AoFMeTeSvu7gninkpn2N2jWTFG+73u0WzhoO893MbX789WZRsxF1Sz4v6Lpw/xrf/bO7cTVygUiuPAvBd3I1vmb9t7uOq7T3BkMEL7sCbuPaPZkpqhWJL9/WESqQyQtWVyPffu0ShDYwlzjEKhUMxX5q24e+zjI/eukShSwvauUY7kidxDsRTJtGR/v2bZjET1yD2WTYU06sQPhONz/wYUCoViDpm34m6zWnBYLWa2zJAeie/oGjVFuieYK+6aiO/uCSKlZMRYUNUj91gyzdCYdqwvpMRdoVDMb+atuINmzRjZMsO6MD+6p590RiJENnJPpjPEkprVsrs7xFgiTTKtjTGyZXKj/N7g5CL/CoVCMZ+Y1+LucVhNW8bYcbpDz29fUeM3677nZsTs7A6aUfuCgIuxRJp0RpoFyUBF7gqFYv4zr8XdbbcS0W0ZI3I3OHdxOeF4ilAsaVoyTpuF3T0hM1OmodwDwFgiNU7c+1XkrlAo5jnzW9wdVjNbZiiSwK0vslotgvULywCtuYcRua9rLKU/FDcXVRvLNHEPx1KmLVPitqvIXaFQzHvmtbhrtkzWc29t0gS9vtRNQ5kb0Lz0oB65n7u4HIDH9w4AmGNCMS1yr/Q5qS91K3FXKBTznnkt7m6HjWgyQzojGYkmWddYittuZWG5h9oSrVRm92jUjNwvWVGFy24xK0o26rZMOJ6kazRGXamLmoAz74JqOiO5fuNT5nML0TUSNW8mCoVCcaKY1+LusWvZMqPRJFJChdfBuy9s4vr19VT7XWbGjCHulT4nFzRXmumPuZF790iUuhI31X5X3sg9FEuytX2ER/dMXfr0LT/exLfVLleFQnGCOXkbABaBW8+WMfLTy7wO3nVhtjxppc9Jz2iMErcdAL/LzitXVvPw7j68DivlXgeQtWUuWlaJz2ljMBwnnZFYLdnmBMYNwvDr85HOSNqHo8rWUSgUJ5x5HbkbC6pGKQFDrA0WlLjGRe5+l41XrqgCoNTjwOfU7m3do1HGEmk9cneSkTA4YZfqqL6j9UD/WMH5DEcSpDOSiCojrFAoTjDzWtw99gmRu2e8uNcGXPSMxgjHU7jsFuxWCw1lHpbX+Cj3OvC5NHF/uVPLjW8sd1Md0Lz6idG34aMPhONmLfiJ9OvPGYvPrIGIQqFQzBbzW9wdVqLJNIPhqSL3KKFYEr/Lbh7/5pvWctu1LXgdmrg/3aZlz5zZUEq13wlM3qUajGaj8f0D+a0ZoybNWJ4a8wZq96tCoTgezGtxd+vibFR/nBS5l7gJxlL0BuP4XdnlhTUNpZy9qByrReB1WBkcS1Dld1JX4qImYGTZTBD3nAyYQtZMNnLPL+4vHBnm3K88NG2XKIVCoThW5rW4G7bKvr4wbrvVLANssEBPh9zbGxoXuee7xrrGUoQQ1AZcuO3WSQKeW8Kg0KKqKe4F+roadea3to9M+b4UCoXiWJnX4n5BcwUAD+3qo8wzWbyNXPeO4SgBV/7EIEP01zWWAmCxCJqrvezrC40bF9QXVJdUednfN7W4F1pQNRZl9/aG8p5XKBSK2aIocRdCXCmE2COEaBNC3FpgzD8IIXYKIXYIIX4zu9PMT3OVj9V1ARLpDGUT/HbIRu7AOFsmFyNjZr0u7gDLqv2TBDwYS+J32lhW7ePAQAFbJpyN3DOZyX3CjYVYo2OUQqFQzBXTirsQwgpsBK4CWoCbhBAtE8YsAz4FXCilXA18ZA7mmpdr1tYBkxdTAdM/h6yIT8TvsiEEnNlQYh5bWu2jS8+yMQhGUwTcdpZW+zg0MEYsOdl6yW3yEc1z3mgQsqcnhJSTxV+hUChmi2Ii9w1Am5TygJQyAfwWuG7CmPcBG6WUwwBSyr7ZnWZhrl6zAJi8mArgsmc3KhXy3BvKPKxtKB13fmm1D2Bc9B6MJfG7bJzTVE4qI3nu4NCka/XnpE/my5gxbJnhSNKM8nP5xVMH+fJfd+adp0KhUBwNxYh7PdCe87hDP5bLcmC5EOIpIcQmIcSVszXB6Wgo83DLZUu5bl1d3vO1evReyJb5/DUt/Oq95447Zoh7W464h2JJAm475y6uwGG18MS+yWUI+kNx/PonhHy57iM5+fF7eib77ve93MP909SuUSgUimKYrQVVG7AMuBS4CfixEKJ04iAhxM1CiM1CiM39/VPXaDkaPvrqFVy+qibvOcN3LxS5u+zWSZbNonIPdqtgX27kHk0RcNlwO6y0NpXxxL6Bcc9JpDIMR5IsqtRrxOdZVA1Gkyyv0W4c+cS9fThidoZSKBSKY6EYce8EGnMeN+jHcukA7pVSJqWUB4G9aGI/DinlnVLKVilla1VV1UznfFTUlkwduefDZrWwuNI7LnIPxpIE9BvEK5ZVsbsnRF/OhqTBMc1mWVThBfKL+2g0yeJKL5U+5yRxT6Qy9AQ1n1/58QqF4lgpRtyfB5YJIRYLIRzAjcC9E8b8CS1qRwhRiWbTHJjFec4YI3IvlApZiGXVftpy0iGDUc2WAXjFskoAPva7bXzjgd1IKU2/valCi9wjeXLdR6IJSt0OVtT6JqVDdo9GkRKSaUk8lTmquRbiTT98mu89tG9WrqVQKOYX04q7lDIFfBB4ANgF3COl3CGEuF0Ica0+7AFgUAixE3gE+Dcp5eBcTfpoqC3RyvoWsmUK0VjuoWskhpSSTEYSiqfMG0TLggCti8rY2j7Cxkf20zEcNTNlmozIXV9QbR+K8IFfbmEsrpUmLvHYWVETYG9veFy6ZPtQts1faJasmZ1dQZV2qVCcphQVzkop7wPum3DscznfS+Cj+tdJxbrGEmoCTpZUeY/qebUBJ4l0hqGxBA6bBSkxI3eLRfD7f7qALYeHeON/PsPe3pBZaKypcrwt86cXO7l/Rw83HmoklsxQ4rZT6XMQTaZpH46YNk7HcMR87VAsSZVe42amJFIZxhJpM0NnpnSPRqkNuBBCTD9YoVCcNMzrHarFsLTaz7OfvoIFegRfLEaOfG8wTjCnZHAuy2r8AOzpDbGzK4jPaaO5SlswNbJlNh3UPsDs0OvJlLjtrKgNALA7x3fvGM5G7uFZKBlsiPqxiHtvMMZFX3uER/fO3uK3QqE4Ppzy4j5TakoMcY+ZpQcCE6ydgMtOXYmLPT0htraPsKahxMy8GYunSKQybDk8DMD2zlFAE/dl1ZMzZtpzIvfZyJgxRH2kQHniYugPaU1LekdVJUuFYr6hxL0A2cg9R9zdk337FbV+XuoYZVd3kHWNpThsFhxWC2OJNC91jBBLaouj27s0cS/12PE6bSws97Cnd3zkbnSMCs6KuCf0f2cu7sYu23y7bRUKxcmNEvcCGHXde4IxU2wnRu4Ay2v9HBwYI5WRZvExr9NKJJFi0wHNkllR4zcXTA0BX1HrHxe5dwxHWFmr2TyzYcsYEXsoliKdp85NMRgZP/kyfxQKxcmNEvcC2K0WKn0OeoNxQnot93y58oYgQ7aypMdhIxxPsenAECtr/ZxRn61bU+rWyiGsqNFuCvFUmlgyTW8wzqoFmhcfik0fbU+XC59rxxRzvXxE9YyffHV0FArFyY0S9ymoCbimtWWW64uqdSUus0Wf12klEk+zo2uU9QtLaSjLLubmRu7pjGR/3xhdI1pUv2qBHrlPY8s8s3+QDV95iD++2FFwTK4dM1NrxrRlVOSuUMw7lLhPgSnuBbJlQCs7bLUI1i3MVlvwOm10jEQYjiRprvLRWK5tbBIiew0jNfPQ4JiZKbO40ofTZiE0hS3zyJ4+3v7TZ+kPxdnWPlpw3MgsiLthxyjPXaGYfxzdts3TjJqAi5c6RujUFzvt1sn3Qpfdym3XrmZNjvXiddh4Vk+BbK7y4dE7RAVcdiwWLV/cEPz2oYjZDaqhzI3fZZ9yE9PvNrdT6XNiswr6QoWzWEYjCfP7mWbMGBG7itwVivmHEvcpqA24GAgneHhPn9n1KR9vP2/RuMceh5VkWvPEm6t8WK2aoJfmdIsKuOyUuO10DEfxuWzYrYKagAu/yzblguqLR0bYsLicwbE4PVOkKBZjy0xsHD6RqIrcFYp5i7JlpqAmoGXM9IfiXLayuujnGbnuDpuF+jI3tQEXNosw/XaDhjI37cMROoaj1JW6sVoEfpeNUCxJXyjGvjz1Z7pHY6xfWEqN30VvcHJNeIORaNIsd5xP3Le1j7D2C3/nQIF+sAARlQqpUMxblLhPQU1Om75LVxQv7h6nZsMsrvBitQisFkFdqXuSuDeWeegYjtI+FDEXXX1OG+FYijvu281NP940rv7M1iNaY+31C8uoDrjoC8XytvMDzYpZqBcxyyfuO7uDZCQcHoxMOmegbBmFYv6ixH0KavyauK9tKDmqWi9ex/hFU4Bbr1rJ+y9uHjeuocxNx3CEjuEIjWWaEGuRe4q9fSEGwgn25lSmfLF9BIfVwqoFfmoDTpJpyXCOt57LaDRJtd+J02Yxs31yMTJ0RqL5nw/KllEo5jPKc5+Cet0quaJAI5BCeHVbxqgzA/DaMxdMGtdY7iGWzBBLJnIidzuhWNLM0Nm0f5CVei2arUdGWF0fwGmzmjtoe4IxKnyTbzyj0SSlHs3XNxZUpTSqW9rp1DN0hscKL7ZGVCqkQjFvUeI+BSUeO3/85wtYkbNRqRiM7JjpKlHm5r835ETuPcEYhtuy6cAQjeUe7nz8AC+2D/P285qArGXUF4yzekKHwUxGMhLRaseXeuyMRpP819OH+MGjbQyEEzzysUvpNCP3wuJubGJSkbtCMf9Q4j4NaxomdQucFl+eyD0fRjokZIXe77KZwl4TcPL0/gGe2j9AwGXn/OZK3nBWvX4uG7lPJJxIkZGYkfvgWJw7/rabmoCTdEaytWMkK+4FbB3I5rmrHaoKxfxDee5zwKUrqrn54iW01AWmHFdfmo3cDaHP7ef65tZGgrEU8WSGu96zgbv+cYNZysCofdObR9xHI9kdtSVuO9vaR4km0/zrq5ZjtQh2dQfNNMqpcuCNiF3VllEo5h9K3OeA2hIXn37tqrybnnLxOm1UeB04rBaqdN/cyDu3WQRvam3EZhH806XNkz4FZGvf5BF33WopddsJuO0k0lplyguaK1lc6eWptgFS+seDQguyMH5BVfV1VSjmF0rcTzANZW7qy9zmzlVjt+rCcg+N5R4e+8Qr+cgVk3qNA5o10zkS4+O/28Yje/rM40Y0XupxmOmXS6q8VPmdrKjRShQD2K1iysjdiNilZNb6uioUiuOD8txPMO++cPE428Ov2zJGu75c62YiNQEXj+zpQ0rY3RPklXouvpHeaHjuAOcuLge0gmV/fbkb0IqeTZkKmeO1x5JpXHbrUb8/hUJxYigqchdCXCmE2COEaBNC3Jrn/LuEEP1CiK3613tnf6qnJtevr+ct5y40HxuFxYxG21NRE3AipVZpcntnkJc6tE1OA3o/11KPnVJd3Dfo4m5UsQRYXRdgZIpUyGgijVfP/FG+u0Ixv5hW3IUQVmAjcBXQAtwkhGjJM/S/pZTr9K+fzPI8TxsMz31xpWeakdmiZL9+77m47BZ+8+wRALZ1jFLld1Llc7K02o/HYeWC5koAM62zxG2nvtRDKJ4imZ5suUgpiSRSlPu0+vMqHVKhmF8UE7lvANqklAeklAngt8B1czut05dl1T4++qrlXL2mbtqx77qgiac+eRln1Jdw7do67t3WxVg8xfOHhmhdVIYQgouWVbLt8682UycXlntw2S3Ul7rNQmb5yhMk0hkyEsq92kKv2sikUMwvihH3eqA953GHfmwibxRCvCSE+L0QonFWZncaYrEIbrl8GWVex7RjbVaLOe6GsxuJJNL8+tnDdAxnGetVAAAgAElEQVRHaW0qN8flZu1YLYLWReW01AVMcc9dVG0finDmbQ/w3MEhACr06xfKdc9kJO/++XM8trf/KN+pQqGYS2YrW+Z/gSYp5Rrg/4D/yjdICHGzEGKzEGJzf78Sg9mkdVEZC0pcfO+hNvNxIX7yzla++oYzKfNowp27kenJtgFCsZQp7uW6uBfy3EejSR7Z08+T+9T/p0JxMlGMuHcCuZF4g37MREo5KKU06s/+BDg734WklHdKKVullK1VVVUzma+iABaL4Oo1CwjHU7jt1ik3ULnsVuxWixm5D+dE7lsODwNwYGAMyEbuhTz3If3G0B8qXH5YoVAcf4oR9+eBZUKIxUIIB3AjcG/uACFEblWsa4FdszdFRbFcs1bz6dcvLJ12AxWQN3I3xP1gvybu5dPYMsNjuriHlbgrFCcT0+a5SylTQogPAg8AVuBnUsodQojbgc1SynuBW4QQ1wIpYAh41xzOWVGAM+tLuHJ1La9qKa6KZckEz30wHOegHrEb/xriXmhBdXBMRe4KxclIUZuYpJT3AfdNOPa5nO8/BXxqdqemOFqEEPzw7Xkdsbz4nTZsFsFwJMHW9hF6RrViYpU+BwNhTbQrfFN77sNK3BWKkxJVfuA0RghBqcfO3c8d4fqNT/Hh327FbhVcvjIb+ZupkNN47sORJIlTuETBQDjORV97mL0TWh8qFCcrStxPc0rcdoYjSc5pKqPM4+C8JRUsytlAVeq2I8T0njvA4Ficbz6wx/TtZ4udXUGe2T9Y8PzBgbE5v7EcHtR63e7pUeKumB+o2jKnObUlLsbiae58eys+l410RnKfXnsGtMYjHru1oC0zmCPubX1h/uORNkKxJGdPkYp5tNxx/24ODYzx+CdeOelcKJbkNd95nC9cu5qbNizM8+zZIaaahSvmGUrcT3O+ccNahMDcDGW3aoJv4HZYcTusBUVteCyB1SJIZyRP69G14dcfDfe93M13HtzLuYsr+OL1Z4w7t78vTH8oTiYjzeqZBn2hOIlUhu7RyaWPZxPj5hZX4q6YJyhxP82py1N1sjaQI+52Ky67lViByH0okqSpwsP+/jGebhsAjj4t8oUjw/zzr19ACBCMF+9oIm12jRocS0xqVD6o30hCscIF0GaDqIrcFfMM5bkrJmFE7g6rBZvVgttuJRRP8a2/7zF3rhoMjyXMYmQvdWp14geOUtwP6WmXFy2tpDc0PgI/MBA2v+/JE50P6q8V0huKzxXGzS2aOHUXjRWnFkrcFZPwOGwEXDbcerlfj8PKU20DfO/hNt585zP8+9/3mGOHxhLUBFyUuO0YzZoGCqRFxpJpHtzZO+m4EX231AUYiSTHLd4e0DdTAXTpqZq5DOief3iOxT2iNwuPpVTkrpgfKHFX5KW2xIVHF3eXvqAacNm4ek0d33+4jba+MPFUmnA8RbnHMc4uCcZSxPOI4F9e6ua9d22elE44MBbHYbPQXKm1EszNmd/fX2TkHp9rW0aL2FV1TMV8QYm7Ii+1JW7ceuclI4K/8oxaPn9NCw6bhV88fdDc2VrmdZg9YJdUaU1GBvMsqhqbpHZPSCccDCeo9Dqo0e2g3L6w+/vHqC9147Ba6BrVUhH/vLWTjN4DNuu5z23kHjUid+W5K+YJakFVkZf3X7zE9M4Nkb9mbR2VPifXr6vjD1s6ed2ZWi2bCm82cr+guYID/WMMhOOTFmuNiHxf70Rxj1Phc1IT0K7RG8xG7gf6wyyt9mGxaJH7V/+2i0f39PP7LR1sfOtZDI4dH8/dWEhV4q6YL6jIXZGXC5dWct06rWx/pc9Jtd/J+UsqAK3vazSZ5gePauWFy3LE/fwlWsengXCcz/5pO/dv7zGvaaRI7u0NIaUclwVT4XNQ4x8fuWcykgP9YzRX+VhQ4qZrJMoLh4dZXuPjiX0D/GFLh3lNlS2jUIxHibtiWj7+mhX88V8uxKZXmly1IMD5Syp4Yp+W+ljudXD5ymquX1fHmfUlgLYQ+stNh/n1s4fN62Qj9zAP7Ojhoq89zIH+MIPhBBVeJ6UeOw6rxcyY6Q7GiCbTNFd7qStxsa19lGAsxftesYQSt522vrD56WKuI3cjz93w3hWKkx1lyyimpcRtp0RvtG3wjxct5pkD2qalMo+D5TV+LlhaaS44GsK/5fAwyXQGu9Vi5r8fGhzjDy90IqXmvw+E41T4HAghqA446dNtmfahCKC1BmwfipLQe722NpXTXOVlv35jAIinMiRSGRy2uYlXYsqWUcwzVOSumBGXraxmUYVWg8Zo+gHa4qvXYWWTLvyRRJodXUFAi9yr/E4yEh7cpaVE7uoOEk9lzKYgNQGXacsY/9YGXNSVapZNuddBU4WH5iofe3vDjEaT5nPn0poxIncl7or5ghJ3xYywWgSfumoVN5zdMKkxSKXfSTyVwatn2Tx/cIhIIkU4nuKCZs23N3LijSJjFXq2TU3AOUnca0pc5q7ZsxZqjb+XVPkY0nPcmyq1DJ25tGai5iYmJe6K+YESd8WMufKMWr75prWTjlfqQt3aVE5ThYdnDw4xENKE+NzFFVgtAo/Dyhn1Aba2jwDZuvHVfpdpy/SMxvE4rPidNjPzprVJK0jWrKdcAjRVzL24m7aM2sSkmCcoz10x6xg576vrAtQEnPx9Z6+5SFpf5mZ1XYDmKh9CwPZOzbKp9BqRu4tQPEUkkaI3GKM24EIIwaoFAT502VLeeFYDAM3VPvP1Fuslio+HLaPKDyjmC0rcFbNOpV+LwlfXlRBJpLhncwdPt2kefJXPyW/edx42i+DOxw+Yz8lG7prI9wXj9ARj1Oh2jNUi+NirV5jjF5Z7sFkEqYxkkRG5x+fQlpmwoDoaSfLpP70MwMa3nDVnr6tQzBQl7opZx7BlWuoCWIVW5dGoEV/ld+Jzar92xoIsZHu1GmLeNRqlZzTGOU3568LbrRYWVng40D/G4uPouceSaaKJNNdtfJJDgxH8TvUnpDg5KcpzF0JcKYTYI4RoE0LcOsW4NwohpBCidfamqJhvXLO2jlsuX0ZThYfGcjc1ASd7ekNYRFbEIeuV+5w2XPou2GU1mt2ypydEXyhmliTIR3OVD7tVsEAfM5e2jBG5pzKSvb0hDg1GaK7yEornr6OjUJxophV3IYQV2AhcBbQANwkhWvKM8wMfBp6d7Ukq5hfNVT4++qrlCCEQQrBhsZYhU+FzYs1ptmGIu2HJgGbLVPqcPLFvgGRajqstP5Fr1tZxw9kNBPQc/JFIktd97wnueb590ti+YIyNj7Rxy90v8siePqSRrlMEUkqiybRZhqFHz+JZXadt2BoaO/rmJArFXFNM5L4BaJNSHpBSJoDfAtflGfdF4GvA3LbEUcw7NiwuB7ILrQYlHjulHruZpw5a0+7VdQGe0ht/TCXu166t46tvWIPdasFlt7CtY4QdXUG+8rddjEayUbyUkht++AzfeGAPj+7p490/f57vP9xW9PzjqQxSZj91GCmazVXap4x8RdIUihNNMeJeD+SGQh36MRMhxFlAo5Tyr7M4N8UpwoYmXdwndFECOHdxOWfoJQsMzqgPENcbXk9ly+Tid9l5Xm8kMhJJsvHRrHh3DEc5MhTh89e0sPkzr+KM+gBP7x8oev6G326Iu9HSz6yAqSJ3xUnIMee5CyEswLeAjxUx9mYhxGYhxOb+/v5jfWnFPGFZtY9Kn4P6sskt/X709lZuv258z9Qz6rJiXzNF5J6L32ljLJHGabNw/bo6fvH0IcJ69syOLq1D1FkLy3DYLLQsCNDWNzbV5cYR0f12o89s70RxP8rOUwrF8aAYce8EGnMeN+jHDPzAGcCjQohDwHnAvfkWVaWUd0opW6WUrVVVVTOftWJeYbEI/vv95/PxnFTGqTC8bCGyqZHT4XdpWSsra/28+ZyFJFIZs6fr9s4gVosw2wE2V/kYCMdN6yaSSPGbZ4+QTOfPYTcjd73MQk8whsNqoaFMy/ZRnrviZKQYcX8eWCaEWCyEcAA3AvcaJ6WUo1LKSillk5SyCdgEXCul3DwnM1bMS5qrfOMyZaaisdyN32WjwuucVNqgEH6XJrwtdSWcvagMr8PKY3u1T4fbu0ZZVu0zM3KW6hug2vQuTw/t6uPTf3yZ/3mhg1AsyU+fPEgilRX62ITIvWc0RsBtJ+CyYbcKs+xwIaSUvOpbj42rkKlQzDXT/uVIKVPAB4EHgF3APVLKHUKI24UQ1871BBWnH0II1jWWjsuDnw4jcl9dF8Bhs3Dh0koe3dOPlJLtnaPjfH1jIdRo4WeUIv7hYwf47J+288W/7GTzoWwj8IgZueviHoxR6rEjhKDC62RobGpbpjcYZ19fmC2Hhot+PwrFsVLUDgwp5X3AfROOfa7A2EuPfVqK051/f9Nakpni0xVzxR3gkhVV/H1nL8/sH2QgnOAM/ThAQ5nWts8Qd6Mm/MGBMQ4OaF58d06/1uiEyD2SSFOqp1+Wex3TZssc0F+nY3hyg++JxJJp/vRiJ28+pxEhxLTjFYpCqO11ipOS6iIXUg1KPQ6sFsHKWl3cl2trOp/+o1YiIDdyt1ktLK70sr9PE93BcIJKn5NKvab8ru6gmcsOWc89N2XTqG9f4XNMmy2zX79hdAxHpn0fD+7q5db/eZnVdSWc2VAy7XiFohCqKqTilOCdFzTxk3e0ms28G8o8fPRVy4km05S47bTkRO4AzdVe9vdrojsQjlPtd/KHf7qAP//LhfhdNvpyxT2pZd2UenLEXV9crfA6zD6uhTAi955gbJyXnw/jU8CAysBRHCMqclecEtSXuqmf0JD7lsuX8aHLlpJIZ3DarOPOLa3ycf/2HuKpNAN6D1evXiemNuCaELlrgpy7IFzq1r6v8DkZmtaW0W4iGaktxi6cYi1hOKJdq5jc+S//dSd7e8P81z9umHbs/27r4pymcmqL3DegmP+oyF1xSiOEmCTsAEuqfGQkHBmMMBiOm8XOQMut7wlmI+dIQovcy/PYMuVeB2OJ9JQdmg4MhM3rT2fNjOjpmcNFiPuu7pDZ5WoqYsk0H7r7Re5+7si0YxWnDkrcFaclRvR8eDDCQDhOZU59m5qAy9yoBNlUyBK3HWON02gtaDyvUKQdS6bpGI5y8bJKYPpFVSNnvpjIfSSaYDiSIDPNwrNxzeAcFlZTnHwocVecliwq18R9T2+IWDJjtvkDqC1x0h+Ok9ZFM5pMY7MIHDaLWTys1PTctecZu1RfPDI8Loo/PBhBSrhwaSUWMX3kbtgy06VXAgyPJUln5LSibYj7XJZEPp6EYkluu3eHank4DUrcFacl5V4HXoeVF4werjmWS23ARTojzUXNSCJbEdL416hEWW5E7uEEo9EkN/zwGX7+1CHzWsZi6opaPwtK3NNG7llxnz5yH41qoj5dlJ8V91Mjcn/+0BC/ePqQ2aJRkR8l7orTEiEECyu8vHBEE/dK/3jPHbLVH2PJNC49C8fY5WrkuRvtAQfCcXqDMdIZaTb9BtjVEwJgcaWX+rIixH2sOMFOpDJm7Zzp8uyNG8apErkbC9xGFpMiP0rcFactC8vdDOsLmIZIA2ZGSY/uu0cSaTymuGt/MkZapNFSsD8cZ0Df6bqtYwQpJVJK/ry1k/OXVOB12mgocx+FLTO1YBtRuzZ2agvnVLNljAXuiLJlpkSJu+K0xei9ClmRhmwNeSNyH2fL6CJvZMt4HDY9Lz5Ov27j9Ie0/q/PHhzi8GCEfzhHa+rdUOahOxgr2LkplkybgjVdeuVoNHt+uijfyLwJz2GP2eOJsWNYee5To8RdcdrSWD65hytkO0b1BGM81TbAY3v7zT6tpufuym4RqQm46AvFzBo1ANvaR7lnczt+p40rVy8AYE19CVLC8wfz15gx0iAXlLimbd83nNOMZLobwVDk1PLcDVGPTpF+qlDirjiNMTJm/C7buFx4q0VQ7Xdy//Ye3nfXZpoqPHzl9WcCmufud9mw5VSrrPY76dUjd7tVYLcK/ry1k/te7ubqtXVmtH/B0gocNgsP7+7LOx/DkjEKm41ECotx7rnpI3dtbPCUsWXS4/5V5EeJu+K0ZaEu7hPb/4G243V//xjrGkv51XvONYuGuexW05IxqAm46A3GGAhpNWpW1gb42/Ye3HYrH7psqTnO47Bx/pIKHtlTQNx1kTZKEk+1UGrcCBxWS9HZMolU5pRo5m1E7Ercp0aVH1CcttSXubGI8Q26Db70+jMYiSQ5d3H5uOqMr19fz7l6T1iD6oCTvmCcvlCMKr+TdY2lvNw5yrffvI66CSURLltZzefv3cHBgTHT6kmlM+zoCppWS7Pe4SnfourX799NJJE2Sy00VXqmXVA1bgSgLao6fZN37M4nTFsmcWp8EpkrVOSuOG2xWy0sqvDmbeW3sjbAeUsqJpXdfe2ZC3jvK5aMO1bjd5FIZ9jfF6bK5+RDly3j7vedx6Urqidd97KV2rEHd/aax+7d1sV1G59i04FBAJqNyH2CaAf1RiJ/eambkWgCq0WwsNwzbSrk0FgCp037Uw8fZ2umfSjCE/tmt6WmsmWKQ4m74rTmP992FrdetfKYrmHcHLpGY1T6nFT5nZzfXJF3bGO5h7MXlfGjx/czokfUL3dqPV7/+nI3kPXcJ0buf32pm3gqw0A4zpGhKKVuOxVeJ4NjCQbCcdr0Esa5SCkZjiTMxePjnQ753Yf28c+/fmFWr2nkt6sF1alR4q44rVlZGzB7oc6U6kDWs68qoufr7detZjiS5Gv37wZgj77RaWgsgc9po8rnxCImi/vvt3Rg0T9IvHB4mFKPnXKfg+GxBJ/+n5e54YdPT/LUw/EUybQ0F4+Pd8bMvt4QodjUmT9HS9aWUeI+FUrcFYpjpMaftXUq8/j3E1ldV8K7L2ji7ufa6RiOmOIOUOa1Y7EIyjzjm4AcHhxjy+Fh3niWljPfORKl1OOgwusglZE8tLuPkUiSR3aPt0CMTBmjUNrxzJiRUpo182ezibiyZYpDibtCcYyMj9yLq5f+5nMaAfjTi50MjiU4b4m2SFum73wt9zroHsmWKjDqqLzzgiasevhe5rGb+fnpjDRTMHMxctxPROTeE4wVXSLhaFCbmIpDibtCcYzkpkcWY8uAlu5YG3DxX88cBuBdFzRhEVlxv2R5FY/u7eelDk3U9/aGsFkEy2v8ZgpnidthVrOs9jt5y4aFPLSrL29pAmM37vHcpZq7BlBMCeNiMUQ9omrLTElR4i6EuFIIsUcI0SaEuDXP+Q8IIV4WQmwVQjwphGiZ/akqFCcvNXr0XowtA1rhslcsqzR3tZ7TVM7r1zdw4VJtIfaWK5ZR6XPy2T9tJ5OR7O0N01TpxWGzsERPoSzz2M1qlq9ZXcsbzmogkc5w19OHzNcZ0m2ZuV5QDcdTk6yXXHEvpoRxsShbpjimFXchhBXYCFwFtAA35RHv30gpz5RSrgO+Dnxr1meqUJzEGBkzxUbuABfpDTwqfU4qfE7+/R/WcvPFzQAEXHZuvXIl2zpGebJtgL29IVbU+AFYoufBl3rsNFf5uGJVDe84fxFrGkp43ZoFfOehfdy/vZtH9/SZkX91wInLbpmRLXP3c0e465lDSFm4Kcjt/7uDd/zs2XHH2vrCOPSdvHNhy8SUuE9JMZuYNgBtUsoDAEKI3wLXATuNAVLK3F5fXmDq1jAKxSlGld+J02bB5yx+X+BFSzVxX1Hry3v+tWcu4FN/fJn7d/RwZCjC69fXA1qLQIASjwO3w8pP3tlqPueON5zJjs5RPvCrbPqhy27B77Thd9lnFLn/9MmDtPWF2dY+ytdvWGN6/rm0D0XZ3R0imc5g1wV9f3+YlroA2ztHZ3VBNWvLKHGfimJ+E+uB9pzHHcC5EwcJIf4F+CjgAC7LdyEhxM3AzQALFy482rkqFCctbz13IWfWl0za9DQVFT4n7zh/EWsbSvOedzusnLu4nP95oQMpYbkeuRt58OWeyRaQ32Xnl+85l2cODNJU4SUYTVLisSOEwO+yEZqB5z40lqDC6+APL3Rw/fo6XrGsatKY4UiCVEZyZChizq+tb4xXrqiicyQ6a+KeyUhVfqBIZm1BVUq5UUrZDHwS+EyBMXdKKVullK1VVZN/QRSK+crZi8p594WLj/p5t193Bm88u6Hg+UuWVxFLas0pDHE/e1EZX7h2tbnbdSKN5R7+obWRDYvLuaKlhnOatEyc3Mj9Ly91cc6XHxyXcfLXl7pNG8cgndE2QV2ztg7IbriaiFHIbL/us49GkgyE4yyt9lHhdUxaUP3jix288puPmq0MiyWm58t7HFYSqcxRP/90ohhx7wQacx436McK8Vvg+mOZlEKh0Lh0hRYEOawWmvRcdatF8M4Lmsxqk8UScNlMz/3ZA0P0h+Ls6c3m2H/6jy/z1ft2j3vOSCSBlNBU4aGx3M2OriD5MOrXHBjQ8trb+rXrLq32Ue51TIrcnz80zMGBMbNmfrEYNyOjHlBE1ZcpSDHi/jywTAixWAjhAG4E7s0dIIRYlvPwdcC+2ZuiQnH60lzlo77UzZIq77gywzPB57SZkftBXYT39GhiHYwlGY0m2Xx4aFy6pBFxl/ucrF5Qwo48kXs0kSae0j5dGJG7kSlTSNw79XaDXSNTtx2ciGHFlOuds1Sue2Gm9dyllCkhxAeBBwAr8DMp5Q4hxO3AZinlvcAHhRBXAElgGHjnXE5aoThdEELwpdefgeUovPxC+HMid6Nx965uLcLuGNJENpmWPNU2wGtW1wLZLJdKr4Mz6gPcv6OHUCyJ35Ute5xbdXJ/f1bcHTYLDWUezZYJj0+FNNoNdo5EaaV4DL+9Uk8BVfVlClPU0r6U8j7gvgnHPpfz/YdneV4KhULnlXmqS84Ev8tOOJYimkjTpfeHNUoftOf0dn10T78p7kNm5O5gdV0JADu7gpy7JFsYzRD3Cq+D/f1jSClp6wuzpNKL1SKo8DkJxlJmJo2U0mwU3nmUkftkW0aJeyHUDlWF4jShzGNnLJFme5dmrZR67OzuCY4T2w1N5Ty+t9/MaTc2H5V7HayuDwCwfYLvbiymnrWojNFokqGxBG39YbPpiFEiwWhGMhBOmDaOYc8Uy0RbRol7YZS4KxSnCa161swv9ZIHr2mpZTiSpD8Up30ogtdh5br1dXSORE1PfkC3Zco8Dqr9Lqr8TnZ0jffdjci9dVEZADu6gnQMR1lWrWX3GLtoDf8+N1o/Ws/dKPdrXFN57oVR4q5QnCacvagMv8vGfXrd+CvP0KyXXT0hOoajNJZ7WN+oCbSR8jg0lqDUYzc3Jq2uC7BzQuRudJA6v7kCIeDHTxxASiZF7obFY/jtiyo8RdsyfaEYn/j9NnMNQGXLTI8Sd4XiNMFutXDxsipSGcmCEhfrGrXNU3t6gnQMR2goc7OsxofDZjFTHofGEqY4g1b/fn9/mIRuqwCM6KK9otbP9evqeWLfAJAVd0OIB/RF1VwLqHM4OmVZA4On2ga4Z3MHT+/XulWVqwXVaVHirlCcRhh580uqvJR5HSyq8PD43gE6hqM0lHmwWy2sqvXzcocWuQ+OxU0LBGDVAj/JtOTAQLYo2Eg0icdhxWmz8pErlmGzCCxC6+8KWX/ciLo7h6OUuO2sqPUzlkgTjE4ffQ+EtOcanxoqfceWCvnAjh4+/NsXj/p5Y/EUsXlyQ1HirlCcRlyii7vRnPv16+t5sm2AcDxFQ5nWdHt1fQnbu0aRUjIYnhy5A+zuzm5+Go4kzFLFiyq8vOeixZzfXIHTpm2yKvPY8TttHBrUfHzjU4LRPLwYa2ZAX9ht01MtjzVb5s7HD/DnrV1HfXN420+f5bN/2j6j1zzeKHFXKE4jqv0uvnvjOt57kdbk+02tjRgp9EZZ4DPrSwjFUhwZimh1ZXzZSpdLqrzYrYLdOd2jRiJJSj3ZvPdPvXYVv37veeZjIQTLanzs1XfDap8S3NQfjbjrkbtRbsC4mczElukejbLl8DCgNRQplngqzUsdo6Y1dLKjxF2hOM24bl09TXrkXl/qNqtTGpH7GXo++0sdowxHEuNsGbvVwtJqP7t7souquZF7IZZV+2nrCyOlpHNEs4CMyN3ImNnfH+bebV3cv71n0vMHc+rBu+wWnDYLVosoakFVSsmft3Yyqi/85l6/Z7R4cW/rC5POaPOfuCnrZESJu0JxmvNPlzSztqHErOa4vNaH3Sp4ct8AGck4WwZgVa1/nC0zMXLPx7IaHwPhBM8dHCKSSLO8xkelz4HTZjGzZ978o2e45e4X+cCvtpiRtcFAjph6HDaEEHjs1qJsmd9t6eDDv93K77ZoxW3/9nIPAZe2f/Noatvk9rp9qSN/AbXpSKUz/O3l7qPevDUTlLgrFKc5Fyyt5M8fvAiXXfPInTYrrYvK+eOLWn3AieK+coGfnmDM3JRUVOSuV7S8S8+xv6C5EiEEjeUe2oeiehXJBDdfvASf08avnz087vmD4YTZ+MOtz9PtsJqe+WgkmTeaHgzH+cp9uwDY1xtmNJLk+cND3LhBKzl+NLbM7p4QDqsFIWDbhOqZxTIQTvBPv36BR/f0zej5R4MSd4VCMYkvXr/a9OIrvOO7SxmLqk/tHyCdkYxGk5RNE7kvr9E+Fdy/o4eGMrfp7y8s93BkKMKRIS16P3tRGa9fX89fXupmRN8cZSzsntmg2UVGNUy3w2p67p/640u8/afPTXrdHzy6n7F4ioXlHtr6w+zsDiIlXLi0Er/TdlS2zO6eEEurfSyt8s04cjc+KdQU2Uj9WFDirlAoJrG02s9nrm5BCG2zUS7nLalgRY2fL/5lp56nDqXTRO61ARd+p410RnJBc7YuzcJyD+1DEQ4PjZmP33LuQhKpDNdtfIrXfvcJOoajJNIZcwesxxD3HFtmX68m3EcGI+Ned1v7COsby7hoWSVtfWF2dWtrBasW+KkpcRUl7u/++XN87f7d7AOuqk8AABFWSURBVOkJsnKBnzUNpbzUMVJUfv5ETHEPKHFXKBQniLeft4itn321GWUbOGwWvvGmNQyEE7ztp1rf1DLv1JG7EIKlevR+QXOlebyx3EMonjIj4cZyD6sWBHjLuQvxOW3s7A7y8G7Nwli1IIDXYTVtGY9uy0gpzUXZB3f1mteWUrKnN8TyWi3aHo0mebJtgEqfVkqhNuCa1pZpH4rwyJ5+fvjYfnqDcVbW+lnbWMJAOGEWXzsa+vSG6NWB4nvtzhQl7gqFoiAlBeyWNQ2lfPn6M6j2O2ldVMbZC8unvdYyfcfq+RMid4An9w1Q4XWYPWi/8voz+eV7tG6exo7XSp+TlQsCVOpNyCt8TnqDMYLRFGN6BP/Q7qy49wbjhGIpltf4zd2yj+/tZ9UCzVaqCbimXVA1biylbu3nsKI2YDYqN8omA9z5+H5+9Nj+aX8GfcEYFsG4DKS5ovhuvgqFQpHDjRsWmguTxfD285porvKNsyQMcd/ZHTTLIRiUex3UBJxsOqDllVf4HPzwbWdj0xt0L6n08tjefrNccVOFh2cPDPF02wBLqrJ59cuq/aa1lMpIU9xrS5z0heI8sqeP/36unf9821mTeuA+tLuPxZVebr9uNV/6yy7WNZQS0YuXGesEAPdu6yKdgfdf0jzlz6A3GKfS5zzmxivFoCJ3hUJxXDizoWSS+DWWu83vF06wf0BbvDU6Q1X6nFT5nZTpUW9TpZdEKsPmQ0MAvPOCJlIZyVt+8ixv+tHTZuri8hofC0pceHWvftUCLfKuDbhIZyRf/usu7t/RM6nP61g8xab9g1y2sppXLKvigX+9mBKPnRq/C4fVMk7cB8MJ+kPT5773hmLHxW8HJe4KheIE4nHYzDoxecVdF2IhmJSRY5RQeErfMXr1mjruef/5fOSKZbQPRbn7+SNUeB1U+JwIIWjWrZlcWwayLQG7R8ZbNA/t7iORznD5qvHNUiwWQUOZm3Zd3KWUDI4lGBqLT9uwuzcYp9o/9347KHFXKBQnmIV69J5P3FfpaZdlHsckK8MQ9037B3HYLFR4HWxYXM77L27G67ByoH+M5bo/DlqVSofVYm7WWlDiHne9rtHsxqLhsQRf+stOllX7OKdp8npCo57CCRCOp0ikMmTk+J20+egPxahWkbtCoTgdMER9YlYOaGWEASp9kxcgq/1OPA4roXiKuhIXFt2LdzusXHnGAiCbXw/wz5cu5Xs3rTNr09eUaBG0UXahO2fX6Ofv3cFwJMG335wdP3HO7XrfWaPaJUBfsLC4J9MZBsIJao5DpgwUKe5CiCuFEHuEEG1CiFvznP+oEGKnEOIlIcRDQohFsz9VhUJxKmKI+8KKyeLeXOXDZhGTNlKBll7ZVKFF70adGoPXr68HtOwWg6XVPlP0ASq9TlbW+vnIFctxWC1066mN7UMR7t3Wxc0XL+GM+pK8c24sdzMaTWo7Y3O8+v4pas4YnvxJ47kLIazARuAqoAW4SQjRMmHYi0CrlHIN8Hvg67M9UYVCcWry+rMa+MgVy6grmSx6DpuFc5eUs7oukOeZsLgqv7hfuLSCH7z1LFPk82GxCO7/yMXccHYDtSUuM2/9T3rZhZumyAQybkjtw5FxZQ8MAZdScv/2nnFNTYy0y5PJc98AtEkpD0gpE8BvgetyB0gpH5FSGkvHm4CG2Z2mQqE4VVlc6eUjVyyflIZo8Kv3nMtnrp4YT+rPrchWt8xFCMFrz1xgliqYjgUlLrpHtK5Q//NiJ+ctKaehbPInCQPDQjoyFBkfuevi/syBQT7wqy3mjQKyG5hOmsgdqAfacx536McK8R7gb/lOCCFuFkJsFkJs7u/vL36WCoXitKWQ6EN2UXWiuB8tdaVuukdjvHBkhIMDY7zxrKnjU0Pc2/Wa96CVIjbE/fG92sYrI0cftA1McHx2p8IsL6gKId4GtALfyHdeSnmnlLJVStlaVVU1my+tUChOQ9Y0lGC1CDO9caYsKNFKEfzvti4cNgtXnblgyvEBl51Sj50jQxEGwnF8Tht1pW7Tc3+yTQtenz04ZNag6Q3GsRZYP5gLitmh2gk05jxu0I+NQwhxBfD/gEuklCd/JXuFQjHvWVbj56XPvxqv89g22y8odZPOSP74YicXNFeYZRCmYlGFlwP9Y1QHnFT4HFT5nPQH4wyG42zvDFJf6qZzJErHcJTGcg9do1GqfE6slsKfRGaTYiL354FlQojFQggHcCNwb+4AIcR64EfAtVLKuS9UrFAoFDrHKuyAuZg7Gk1y+aqaop6zui7A9q5R+kNxyr0OqvxO+v9/e/ceI1V5xnH8+2O5BEGQm8hFZalrLa0XKAXTqDFKKhgL9dIKNam2pqa2NJjGWhoTY0z/UdNLrKQWo621Wi9tTUlDq9Zbm7SgiIAgIhepQrl5QzcSFHj6x3kXh80OOwM7Z2YPv08y2TPvnJ159j1nnn3nPXOe07p7/0lVc6a0AJ9Mzazf3srYdAA4D50m94jYA8wGHgdWA49ExCpJt0ianla7HegPPCppmaQFZZ7OzKzhlJ7QdN4pxx5kzU+cPjq71uyKTTsZ0i8rjbDjg908u2Y7A/v24pLxoxh0VC8Wv/4O+/YFa7e3HnBSVa1V9C8vIhYCC9u13VSyPKWL4zIzy83IY7KR+2dGDKj44Oypo7JCZ6279zC0fzZyb929h78u38Klnx9Nz6YeTGoezKINb/O/nbv48KO9tJScVFVrPkPVzI54A/v2YsyQo7h4/MiKf6dleH/69MxS6OB+2Zw7wL4IvntuViDtzLFD2PTuLp5dkx1gbbiRu5lZkUnimevPrep3ejX1YNzIAbz0xnsMSRUrAS6ZMGr/VyUnN2e163+/KLsm7MnH5pfcPXI3MyNL8Af7Tn1HTh+dTc0M7d+b8ScM4qLTRjBnysn7Hz/luKMZ2LcXr279gGOP7lP24ie14ORuZnaITk21Zwb3683Avr248+sTDpiz79FDTGrOqkrmOSUDnpYxMztkF3zuONbvaO2wLHCbyc2DefKVbbkeTAUndzOzQ9a/T09umHrKQddpuyD44Z5FWy0ndzOzGho3cgAPfnsyE0/s/CLiXcnJ3cysxtpG73nyAVUzswJycjczKyAndzOzAnJyNzMrICd3M7MCcnI3MysgJ3czswJycjczKyAndzOzAnJyNzMrICd3M7MCqii5S5oqaY2kdZLmdvD4OZKWStoj6bKuD9PMzKrRaXKX1ATMA6YB44BZksa1W+0N4Crgwa4O0MzMqldJVchJwLqI2AAg6SFgBvBK2woRsTE9tq8GMZqZWZUqmZYZBbxZcn9TaquapGskLZG0ZMeOHYfyFGZmVoFcD6hGxPyImBgRE4cNG5bnS5uZHVEqSe6bgeNL7o9ObWZm1qAqSe4vAC2SmiX1BmYCC2oblpmZHY5Ok3tE7AFmA48Dq4FHImKVpFskTQeQ9AVJm4CvAr+WtKqWQZuZ2cFVdA3ViFgILGzXdlPJ8gtk0zVmZtYAfIaqmVkBObmbmRWQk7uZWQE5uZuZFZCTu5lZATm5m5kVkJO7mVkBObmbmRWQk7uZWQE5uZuZFZCTu5lZATm5m5kVkJO7mVkBObmbmRWQk7uZWQE5uZuZFZCTu5lZATm5m5kVkJO7mVkBVZTcJU2VtEbSOklzO3i8j6SH0+OLJY3p6kDNzKxynSZ3SU3APGAaMA6YJWlcu9WuBt6NiJOAnwO3dnWgZmZWuUpG7pOAdRGxISI+Ah4CZrRbZwZwX1r+I3C+JHVdmGZmVo2eFawzCniz5P4mYHK5dSJij6SdwBDgrdKVJF0DXJPutkpacyhBA0PbP3eDcFzVcVzVa9TYHFd1DieuEytZqZLk3mUiYj4w/3CfR9KSiJjYBSF1KcdVHcdVvUaNzXFVJ4+4KpmW2QwcX3J/dGrrcB1JPYGBwNtdEaCZmVWvkuT+AtAiqVlSb2AmsKDdOguAK9PyZcDTERFdF6aZmVWj02mZNIc+G3gcaALujYhVkm4BlkTEAuAe4H5J64B3yP4B1NJhT+3UiOOqjuOqXqPG5riqU/O45AG2mVnx+AxVM7MCcnI3MyugbpfcOyuFkGMcx0t6RtIrklZJmpPab5a0WdKydLuwDrFtlPRyev0lqW2wpCclrU0/B+Uc06dL+mSZpPclXVeP/pJ0r6TtklaWtHXYP8rckfa3FZIm5BzX7ZJeTa/9mKRjUvsYSbtK+u2unOMqu90k/Tj11xpJF+Qc18MlMW2UtCy159lf5XJDvvtYRHSbG9kB3fXAWKA3sBwYV6dYRgAT0vLRwGtk5RluBq6vcz9tBIa2a7sNmJuW5wK31nk7biU7GSP3/gLOASYAKzvrH+BC4G+AgDOBxTnH9SWgZ1q+tSSuMaXr1aG/Otxu6T2wHOgDNKf3a1NecbV7/KfATXXor3K5Idd9rLuN3CsphZCLiNgSEUvT8gfAarIzdRtVaYmI+4Cv1DGW84H1EfHferx4RPyT7Ftdpcr1zwzgd5FZBBwjaURecUXEExGxJ91dRHaeSa7K9Fc5M4CHImJ3RLwOrCN73+YaVyp/8jXgD7V47YM5SG7IdR/rbsm9o1IIdU+oyqpgjgcWp6bZ6ePVvXlPfyQBPCHpRWUlHwCGR8SWtLwVGF6HuNrM5MA3Xb37C8r3TyPtc98iG+G1aZb0kqTnJJ1dh3g62m6N0l9nA9siYm1JW+791S435LqPdbfk3nAk9Qf+BFwXEe8DvwI+BZwBbCH7aJi3syJiAlklz+9JOqf0wcg+C9blO7DKToSbDjyamhqhvw5Qz/4pR9KNwB7ggdS0BTghIsYDPwAelDQgx5Aabru1M4sDBxC591cHuWG/PPax7pbcKymFkBtJvcg23gMR8WeAiNgWEXsjYh9wNzX6SHowEbE5/dwOPJZi2Nb2US/93J53XMk0YGlEbEsx1r2/knL9U/d9TtJVwEXAFSkpkKY93k7LL5LNbZ+cV0wH2W6N0F89gUuAh9va8u6vjnIDOe9j3S25V1IKIRdpTu8eYHVE/KykvXSu7GJgZfvfrXFc/SQd3bZMdkBuJQeWiLgS+EuecZU4YERV7/4qUa5/FgDfSN9oOBPYWfLRuuYkTQVuAKZHxIcl7cOUXWsBSWOBFmBDjnGV224LgJnKLuDTnOJ6Pq+4kinAqxGxqa0hz/4qlxvIex/L4+hxV97Ijiy/Rvaf98Y6xnEW2ceqFcCydLsQuB94ObUvAEbkHNdYsm8rLAdWtfURWQnmp4C1wD+AwXXos35kBeUGlrTl3l9k/1y2AB+TzW9eXa5/yL7BMC/tby8DE3OOax3ZfGzbPnZXWvfStH2XAUuBL+ccV9ntBtyY+msNMC3PuFL7b4HvtFs3z/4qlxty3cdcfsDMrIC627SMmZlVwMndzKyAnNzNzArIyd3MrICc3M3MCsjJ3QpL0l4dWImyy6qIpiqD9fpOvlmnOr3Mnlk3tisizqh3EGb14JG7HXFSne/blNW8f17SSal9jKSnUzGspySdkNqHK6ulvjzdvpieqknS3alm9xOS+tbtjzJrx8ndiqxvu2mZy0se2xkRpwJ3Ar9Ibb8E7ouI08gKdN2R2u8AnouI08nqh69K7S3AvIj4LPAe2VmQZg3BZ6haYUlqjYj+HbRvBM6LiA2pwNPWiBgi6S2y0+g/Tu1bImKopB3A6IjYXfIcY4AnI6Il3f8R0CsiflL7v8yscx6525EqyixXY3fJ8l58DMsaiJO7HakuL/n5n7T8b7JKowBXAP9Ky08B1wJIapI0MK8gzQ6VRxpWZH2VLpCc/D0i2r4OOUjSCrLR96zU9n3gN5J+COwAvpna5wDzJV1NNkK/lqwaoVnD8py7HXHSnPvEiHir3rGY1YqnZczMCsgjdzOzAvLI3cysgJzczcwKyMndzKyAnNzNzArIyd3MrID+DyjYLDYSaKQ/AAAAAElFTkSuQmCC\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if net.saved():\n", " net.load()\n", " net.plot_results()\n", "else:\n", " net.train(epochs=200)\n", " net.save()" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "image/png": 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Failed to display Jupyter Widget of type SequenceViewer.

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\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "

\n", "

\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "

\n" ], "text/plain": [ "SequenceViewer(children=(VBox(children=(HBox(children=(IntSlider(value=0, continuous_update=False, description='Jyro Playback', layout=Layout(width='100%'), max=99, style=SliderStyle(description_width='initial')), Label(value='of 100', layout=Layout(width='100px'))), layout=Layout(height='40px')), HBox(children=(Button(icon='fast-backward', layout=Layout(width='100%'), style=ButtonStyle()), Button(icon='backward', layout=Layout(width='100%'), style=ButtonStyle()), IntText(value=0, layout=Layout(width='100%')), Button(icon='forward', layout=Layout(width='100%'), style=ButtonStyle()), Button(icon='fast-forward', layout=Layout(width='100%'), style=ButtonStyle()), Button(description='Play', icon='play', layout=Layout(width='100%'), style=ButtonStyle())), layout=Layout(height='50px', width='100%'))), layout=Layout(width='100%')), Output()))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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\n", 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