{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly = polygon([(0, 0), (0, 6), (6, 6), (6, 0)], color='blue', edgecolor='black', alpha=0.5, zorder=1)+polygon([(3, 3), (3, 8), (8, 8), (8, 3)], color='yellow', edgecolor='black', alpha=0.5, zorder=2)+ polygon([(4, 0), (4, 4), (8, 4), (8, 0)], color='green', edgecolor='black', alpha=0.5, zorder=3)+ polygon([(0, 5), (0,8), (3, 8), (3, 5)], color='magenta', edgecolor='black', alpha=0.5, zorder=4)+polygon([(0, 0), (0, 2), (2, 2), (2, 0)], color='red', edgecolor='black', alpha=0.5, zorder=5) + polygon([(0, 0), (0, 1), (1, 1), (1, 0)], color='white', edgecolor='black', alpha=0.5, zorder=6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "Graphics object consisting of 6 graphics primitives"
      ]
     },
     "execution_count": 3,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "show(poly, xmin=-1, xmax=10, ymin=-1, ymax=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly2 = polygon([(0, 0), (0, 2), (2, 2), (2, 0)], color='magenta', edgecolor='black', alpha=0.5, zorder=1) + polygon([(0, 0), (0, 1), (1, 1), (1, 0)], color='yellow', edgecolor='black', alpha=0.5, zorder=2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAZEAAAGFCAYAAAA8Zs7aAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8qNh9FAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAWv0lEQVR4nO3df4xc1X338fe3gCfYjjeP4lJbZE0tpSEQ0eIao7gitlOJyBBBIf4jVcUT0SClkEUpD0qr+o80tdSwSkSdKmRSpDbKL/rH81REqVAxcUNCIarzCFyeRIkjKySkDQ/GhtDs+hcDSU//mPFmGc969353Z+aOeb+kq/W995y558wx/uyZufcQpRQkScr4lWE3QJI0ugwRSVKaISJJSjNEJElphogkKc0QkSSlGSKSpDRDRJKUNhIhEm2rIiKG3RZJ0i+dO+wGdOn5+PzU1BRjY2NMTU0Nuj2S9FqR+iV9JGYikqR6qhQiEXFbRHwnIqY7276IuGaeOlsjYn9EvBQRP4qIWxfXZElSXVSdiTwD/BlwRWf7OvCPEfG2XoUjYj3wIPAYsAG4C/hUROxIt1iSVBux2FV8I+JF4E9KKZ/tce7jwPWllEtmHbsX+K1SyuYeL9ezMdPT0zPfiaxatWpR7ZUk9TTY70Qi4pyI+H1gBbBvjmKbgb1dx74KXBER52WvLUmqh8p3Z0XEZbRD43XAMeDGUsqBOYqvAQ53HTvcue5q4FCvSq1Wi1arNbM/PT1dtZmSpAHIzEQOApcDbwf+BvhCRFx6hvLdH1HFHMdnTE5OMjY2NrONj48nmilJ6rel+E7ka8APSyl/1OPco8CTpZQ/nnXsRuD/AMtLKa90VSnQeyYyPj7udyKS1D+p70SW4mHDABpznNsHXNd17F3AEz0CZEaj0aDRmOslJUl1UfU5kbsi4h0R8esRcVlEfAzYBvx95/xkRHxxVpV7gYsiYndEXBIR7wduAe5eovZLkoao6kzk14AvAWuBKeA7wPZSyj93zq8F1p0qXEp5OiKuBT4JTADPAh8qpdy/2IZLkoZv0d+JLDGfE5Gk4XDtLEnSYBkikqQ0Q0SSlGaISJLSDBFJUlqtQ6TZbHLppZeyadOmYTdFktSDt/hKksBbfCVJg2aISJLSDBFJUpohIklKM0QkSWmGiCQpzRCRJKUZIpKkNENEkpRW6xBx2RNJqjeXPZEkgcueSJIGzRCRJKUZIpKkNENEkpRmiEiS0gwRSVKaISJJSjNEJElphogkKa3WIeKyJ5JUby57IkkClz2RJA2aISJJSjNEJElphogkKc0QkSSlGSKSpDRDRJKUZohIktIMEUlSmiEiSUqrdYi4dpYk1ZtrZ0mSwLWzJEmDZohIktIMEUlSmiEiSUozRCRJaZVCJCJ2RsTjEXE0Io5ExFci4uJ56myLiNJje+vimi5JGraqM5GtQBN4O3A1cC6wNyJWLKDuxcDaWdsPKl5bklQz51YpXErZPns/Iv4QOAJsBB6dp/qRUsrPKrVOklRrlUKkh7HOzxcXUPbJiHgdcAD4y1LKN+Yq2Gq1aLVaM/vT09OLaqQkqT/SX6xHRAC7gW+WUr57hqKHgA8AO4D3AAeBhyNiy1wVJicnGRsbm9nGx8ezzZQk9VF62ZOIaALvBq4qpTxTse4DQCmlXN91qkDvmcj4+LjLnkhS/6SWPUl9nBUR9wDXA1uqBkjHt4Cb5jrZaDRoNBqZpkmSBqhSiHQ+wroHuBHYVkp5OnndDbQ/5pIkjbCqM5Em8AfA7wFHI2JN5/hUKeUkQERMAheWUt7X2b8D+DHwPWAZ7RnIjs4mSRphVUPkts7PR7qO/yHw+c6f1wLrZp1bBtwNXAicpB0m7y6lPFjx2pKkmvH/JyJJAv9/IpKkQTNEJElphogkKc0QkSSl1TpEms0ml156KZs2bRp2UyRJPXh3liQJvDtLkjRohogkKc0QkSSlGSKSpDRDRJKUZohIktIMEUlSmiEiSUozRCRJaYaIJCmt1iHi2lmSVG+unSVJAtfOkiQNmiEiSUozRCRJaYaIJCnNEJEkpRkikqQ0Q0SSlGaISJLSDBFJUlqtQ8RlTySp3lz2RJIELnsiSRo0Q0SSlGaISJLSDBFJUpohIklKM0QkSWmGiCQpzRCRJKUZIpKktFqHiMueSFK9ueyJJAlc9kSSNGiGiCQpzRCRJKUZIpKkNENEkpRWKUQiYmdEPB4RRyPiSER8JSIuXkC9rRGxPyJeiogfRcSt+SZLkuqi6kxkK9AE3g5cDZwL7I2IFXNViIj1wIPAY8AG4C7gUxGxI9ViSVJtLOo5kYj4VeAIsLWU8ugcZT4OXF9KuWTWsXuB3yqlbO4q7nMikjQcQ3lOZKzz88UzlNkM7O069lXgiog4b5HXlyQN0bnZihERwG7gm6WU756h6BrgcNexw51rrwYOdVdotVq0Wq2Z/enpaQCee+45jh8/nm2ypEVavnw5Y2Nj8xfUa0Y6RIBPA78JXLWAst0fU8UcxwGYnJxk165dpx3/3F98jsayRpU2SlpC560+j9s/crtBohmpEImIe4DrgS2llGfmKf4c7dnIbBcAPwd+2qvCzp07ufPOO2f2n3rqKTZu3Mh151/H+jeszzRZ0iI9f+J5vvzClzlx4oQhohmVQqTzEdY9wI3AtlLK0wuotg+4ruvYu4AnSimv9KrQaDRoNH4541i5ciUAq89fzdrXr63SZElL6eSwG6C6qfrFehO4CfgD4GhErOls558qEBGTEfHFWXXuBS6KiN0RcUlEvB+4Bbh7sY2XJA1X1RC5jfYdWY/Q/kL81PbeWWXWAutO7XRmK9cC24D/B3wE+FAp5f5kmyVJNVHp46xSyrz3EZdSbu5x7F+A365yLUlS/bl2liQpzRCRJKUZIpKkNENEkpRmiEiS0haz7EnfNZtNms3mq9bRkiTVR61nIhMTExw4cIA9e/YMuymSpB5qHSKSpHozRCRJaYaIJCnNEJEkpRkikqQ0Q0SSlGaISJLSDBFJUpohIklKc9kTSVJarWciLnsiSfVW6xCRJNWbISJJSjNEJElphogkKc0QkSSlGSKSpDRDRJKUZohIktIMEUlSmsueSJLSaj0TcdkTSaq3WoeIJKneDBFJUpohIklKM0QkSWmGiCQpzRCRJKUZIpKkNENEkpRmiEiS0gwRSVKaa2dJktJqPRNx7SxJqrdah4gkqd4MEUlSmiEiSUozRCRJaYaIJCmtcohExJaIeCAino2IEhE3zFN+W6dc9/bWdKslSbWQeU5kBfBt4HPA/RXqXQxMz9p/PnFtSVKNVA6RUsoeYA9ARFSpeqSU8rOq15Mk1dcgn1h/MiJeBxwA/rKU8o25CrZarVc9pX7s2LEBNE+SVNUgvlg/BHwA2AG8BzgIPBwRW+aqMDk5ydjY2My2cePGATRTklRV30OklHKwlPK3pZR/K6XsK6V8EPgn4MNz1dm5cydTU1Mz2/79+/vdTElSwrAWYPwWcNNcJxuNBo1GY2Z/5cqVg2iTJKmiYT0nsoH2x1ySpBFWeSYSESuBN886tD4iLgdeLKX8R0RMAheWUt7XKX8H8GPge8Ay2jOQHZ1NkjTCMh9nXQHMvrNqd+fnF4CbgbXAulnnlwF3AxcCJ2mHybtLKQ8mri1JqpHMcyKPAHM+IFJKublr/xPAJ6peR5JUf66dJUlKM0QkSWmGiCQpzRCRJKUN62HDBWk2mzSbzVetoyVJqo9az0QmJiY4cOAAe/bsGXZTJEk91DpEJEn1ZohIktIMEUlSmiEiSUozRCRJaYaIJCnNEJEkpRkikqQ0Q0SSlGaISJLSXDtLkpRW65mIa2dJUr3VOkQkSfVmiEiS0gwRSVKaISJJSjNEJElphogkKc0QkSSlGSKSpDRDRJKU5rInkqS0Ws9EXPZEkuqt1iEiSao3Q0SSlGaISJLSDBFJUpohIklKM0QkSWmGiCQpzRCRJKUZIpKkNJc9kSSl1Xom4rInklRvtQ4RSVK9GSKSpDRDRJKUZohIktIMEUlSWuUQiYgtEfFARDwbESUiblhAna0RsT8iXoqIH0XEranWSpJqJTMTWQF8G7h9IYUjYj3wIPAYsAG4C/hUROxIXFuSVCOVHzYspewB9gBExEKq3Ar8Rynljs7+9yPiCuDDwP1Vry9Jqo9BPLG+GdjbdeyrwC0RcV4p5ZXuCq1W61VPqR87dgyAI8eP8PrG6/vYVPXT8vOWM/a6sWE3Q9ISGkSIrAEOdx073Ln2auBQd4XJyUl27dp12gv9w///K/7Hf/qP0Kg675XV3H7ZRwwS6SwyqLWzStd+zHEcgJ07d3LnnXfO7O/bt4/t27dz3fYGb7vojX1qovrp+Z+d4MsPvMCJV04YItJZZBAh8hzt2chsFwA/B37aq0Kj0aDRaMzsr1ixAoA3rjqftW/046zRdXLYDZC0xAbxnMg+4OquY+8Cnuj1fYgkaXRknhNZGRGXR8TlnUPrO/vrOucnI+KLs6rcC1wUEbsj4pKIeD9wC3D3YhsvSRquzMdZVwDfmLW/u/PzC8DNwFpg3amTpZSnI+Ja4JPABPAs8KFSirf3StKIyzwn8gi//GK81/mbexz7F+C3q15LklRvrp0lSUozRCRJaYaIJCnNEJEkpRkikqS0QS17ktJsNmk2m5w4cWLYTZEk9VDrmcjExAQHDhzgvvvuG3ZTJEk91DpEJEn1ZohIktIMEUlSmiEiSUozRCRJaYaIJCnNEJEkpRkikqQ0Q0SSlOayJ5KktFrPRFz2RJLqrdYhIkmqN0NEkpRmiEiS0gwRSVKaISJJSjNEJElphogkKc0QkSSlGSKSpDSXPZEkpdV6JuKyJ5JUb7UOEUlSvRkikqQ0Q0SSlGaISJLSDBFJUpohIklKM0QkSWmGiCQpzRCRJKUZIpKkNNfOkiSl1Xom4tpZklRvtQ4RSVK9GSKSpDRDRJKUZohIktJSIRIRH4yIpyPipYjYHxHvOEPZbRFRemxvzTdbklQHlUMkIt4L/DXwMWAD8BiwJyLWzVP1YmDtrO0HVa8tSaqXzEzkTuCzpZS/K6V8v5RyB/AT4LZ56h0ppTw3a/tF4tqSpBqpFCIRsQzYCOztOrUX+J15qj8ZEYci4uGIeGeV60qS6qnqE+urgXOAw13HDwNr5qhzCPgAsB9oAP8TeDgitpVSHu1VodVq0Wq1ZvaPHz9esZmSpEHILntSuvajx7F2wVIOAgdnHdoXEePAh4GeITI5OcmuXbuSTZMkDUrV70ReAH7B6bOOCzh9dnIm3wJ+Y66TO3fuZGpqamZ76KGHKjZTkjQIlUKklPIy7Y+lru46dTXwrxVeagPtj7l6ajQarFq1amZbsWJFlWZKkgYk83HWbuBLEfEEsI/29x3rgHsBImISuLCU8r7O/h3Aj4HvAcuAm4AdnU2SNMIqh0gp5X9HxBuBP6f9vMd3gWtLKf/eKbKWdqicsgy4G7gQOEk7TN5dSnlwMQ2XJA1f6ov1UspngM/Mce7mrv1PAJ/IXEeSVG+unSVJSjNEJElphogkKc0QkSSlGSKSpLTssicD0Ww2aTabnDhxYthNkST1UOuZyMTEBAcOHOC+++4bdlMkST3UOkQkSfVmiEiS0gwRSVKaISJJSjNEJElphogkKc0QkSSlGSKSpDRDRJKU5rInkqS0Ws9EXPZEkuqt1iEiSao3Q0SSlGaISJLSDBFJUpohIklKM0QkSWmGiCQpzRCRJKUZIpKkNENEkpTm2lmSpLRaz0RcO0uS6q3WISJJqjdDRJKUZohIktIMEUlSmiEiSUozRCRJaYaIJCnNEJEkpRkikqQ0lz2RJKXVeibisieSVG+1DhFJUr0ZIpKkNENEkpRmiEiS0gwRSVKaISJJSjNEJElphogkKa02T6xHRExNTQHQarVotVoz544cOQLAD559fiht0+L9dPok/3mixQ9f/CFHW0eH3RwlvHDyBVovtzh69CgrVqwYdnO0xMbGxlYBR0sppUq9qFi+byJiFTA17HZI0mvYWCllukqFOoVITE1N/RecPhM5dOgQV155Jffffz8XXHDBvK910003LXiplCpl+/Xax48fZ/v27Tz00EML/g2vX33sV9lTfdy/fz8rV66ct/w111zDnj17FvTaVcr267WPHTvGxo0b+9K/quX7VfZUH3/yk5+watWqectv2rSJxx9/fEGv3a+yVcpPT08zPj7el/5VLd+PsvP1b2xsbIzETKQ2H2ctpOFXXnklb3rTm+Z9reXLl3PVVVct6LpVyvbrtaen28G/efPmBf3l7Vc7+ln2VB/f/OY3L6iPjUaDt7zlLQt67Spl+/Xa/exf1fL9Knuqj6tWrVpQH88555wF/33uV9lM+X70r2r5fr4fc/Wv6gzklLPyi/WJiYm+lO33a9ehHWd7//r92v16XccwVzZTvg7tqMsYLkRtPs7q6NmYZ555ZmYatpCZyKiZnp5mbGyMqampSr9RjJKzvY9ne//g7O+j/SMyrzsSM5FGo/Gqn2ebRqPBRz/60bO2f3D29/Fs7x+c/X20fzkjMRM5239DkKQaSM1E6hYiPc26/bfy7WeSpP4ZlRAJ4PUkbj+TJPXPSISIJKmeRuKLdUlSPRkiAxIRH4yIpyPipYjYHxHvOEPZbRFRemxvHWSbFyoitkTEAxHxbKedNyygztbO+/BSRPwoIm4dQFPTqvZxBMdwZ0Q8HhFHI+JIRHwlIi5eQL2RGMdM/0ZpDCPitoj4TkRMd7Z9EXHNPHWWZOwMkQGIiPcCfw18DNgAPAbsiYh181S9GFg7a/tBH5u5GCuAbwO3L6RwRKwHHqT9PmwA7gI+FRE7+tbCxavUx1lGZQy3Ak3g7cDVtFez2BsRc67DM2LjWLl/s4zCGD4D/BlwRWf7OvCPEfG2XoWXdOxKKW593oD/C/xN17HvA5NzlN9G+3bnNwy77Ym+FuCGecp8HPh+17F7gX3Dbv8S9nFkx7DT/l/ttH/L2TiOC+zfqI/hi8At/R47ZyJ9FhHLgI3A3q5Te4Hfmaf6kxFxKCIejoh39qWBw7GZ09+PrwJXRMR5Q2hPP43qGI51fr54hjKjPI4L6d8pIzWGEXFORPw+7dnzvjmKLdnYGSL9txo4BzjcdfwwsGaOOoeADwA7gPcAB4GHI2JLvxo5YGvo/X6cS/v9OhuM7Bh2bqnfDXyzlPLdMxQdyXGs0L+RGsOIuCwijgEt2rOKG0spB+YovmRjV5tVfF8Duu+ljh7H2gVLOUj7L+wp+yJiHPgw8Gh/mjdwvd6PXsdH0oiP4aeB3wQWskTzKI7jgvo3gmN4ELgceAPt4PtCRGw9Q5Asydg5E+m/F4BfcPqs4wJO/03gTL4F/MZSNWrInqP3+/Fz4KeDb87A1H4MI+Ie4HrgnaWUZ+YpPnLjWLF/vdR2DEspL5dSniqlPFFK2Un7RpA/nqP4ko2dIdJnpZSXgf207wiZ7WrgXyu81Aba0+uzwT5Ofz/eBTxRSnllCO0ZlNqOYbR9mvbHNr9bSnl6AdVGZhyT/eultmPYQwBzrba4dGM37DsIXgsb8F7gZeD9wCXAJ4FjwEWd85PAF2eVvwO4gfZvPG/rnC/Ae4bdlzn6t5L2NPryTjv/V+fP6+bo33rgOO3PpS/pvC8vAzuG3Zcl7OOojeFngJ/RvhV2zazt/FllRnYck/0bmTGkfYvuO4BfBy6j/TjBL4Cr+z12Q+/8a2UDPgj8mPaXXvuZdWsh8HngkVn7fwo8BZykfffIY8C1w+7DGfq2rfMfV/f2+V796xzbCvxb5/14Grh12P1Yyj6O4Bj26lsBbp7r7+kojWOmf6M0hsBnZ/37cgT42qkA6ffYuXaWJCnN70QkSWmGiCQpzRCRJKUZIpKkNENEkpRmiEiS0gwRSVKaISJJSjNEJElphogkKc0QkSSlGSKSpLT/BmEsbbOZ2wTnAAAAAElFTkSuQmCC",
      "text/plain": [
       "Graphics object consisting of 2 graphics primitives"
      ]
     },
     "execution_count": 8,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "show(poly2, xmin=0, xmax=3, ymin=0, ymax=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 1 graphics primitive"
      ]
     },
     "execution_count": 1,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "polygon([(0, 0), (0, 6), (6, 6), (6, 0)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "Graphics object consisting of 1 graphics primitive"
      ]
     },
     "execution_count": 3,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "polygon([(0, 0), (0, 0), (0, 0), (0, 0)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "from kvadrati2 import Kvadrat2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "Graphics object consisting of 1 graphics primitive"
      ]
     },
     "execution_count": 5,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Kvadrat2(1,1,1).narisi()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "a = Kvadrat2(1,1,1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "b = Kvadrat2(2, 12, 19)\n",
    "c = Kvadrat2(3, 1, 1)\n",
    "d = Kvadrat2(4, 11, 15)\n",
    "e = Kvadrat2(5, 1, 4)\n",
    "f = Kvadrat2(6, 14, 14)\n",
    "g = Kvadrat2(7,12,1)\n",
    "h = Kvadrat2(8,11,7)\n",
    "i = Kvadrat2(9,3,1)\n",
    "j = Kvadrat2(10,1,9)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly3 = a.narisi(\"purple\")+b.narisi(\"yellow\")+c.narisi(\"orange\")+d.narisi(\"black\")+e.narisi(\"green\")+f.narisi(\"brown\") + g.narisi(\"red\") + h.narisi(\"pink\") + i.narisi(\"blue\") + j.narisi(\"green\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly3 = poly3 + polygon([(0, 0), (0, 18), (18, 18), (18, 0)], color='black', edgecolor='black', fill=False, zorder=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "Graphics object consisting of 11 graphics primitives"
      ]
     },
     "execution_count": 10,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "poly3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "aa = Kvadrat2(1, 9,9)\n",
    "bb = Kvadrat2(2,9,7)\n",
    "cc = Kvadrat2(3,6,7)\n",
    "dd = Kvadrat2(4,1,1)\n",
    "ee = Kvadrat2(5,1,5)\n",
    "ff = Kvadrat2(6,5,1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly4 = aa.narisi(\"green\") + bb.narisi(\"orange\") + cc.narisi(\"pink\") + dd.narisi(\"magenta\") + ee.narisi(\"blue\") + ff.narisi(\"purple\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly4 = poly4 + polygon([(0, 0), (0, 9), (9, 9), (9, 0)], color='black', edgecolor='black', fill=False, zorder=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "Graphics object consisting of 7 graphics primitives"
      ]
     },
     "execution_count": 14,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "poly4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "aa = Kvadrat2(1,2,5)\n",
    "bb = Kvadrat2(2,6,5)\n",
    "cc = Kvadrat2(3,1,1)\n",
    "dd = Kvadrat2(4,4,1)\n",
    "ee = Kvadrat2(5,1,2)\n",
    "ff = Kvadrat2(6,1,1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly4 = aa.narisi(\"green\") + bb.narisi(\"purple\") + cc.narisi(\"pink\") + dd.narisi(\"magenta\") + ee.narisi(\"blue\") + ff.narisi(\"yellow\") + polygon([(0, 0), (0, 6), (6, 6), (6, 0)], color='black', edgecolor='black', fill=False, zorder=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "Graphics object consisting of 7 graphics primitives"
      ]
     },
     "execution_count": 21,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "poly4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "a = Kvadrat2(1,8,8)\n",
    "b = Kvadrat2(2, 8, 6)\n",
    "c = Kvadrat2(3, 1, 1)\n",
    "d = Kvadrat2(4,1,1)\n",
    "e = Kvadrat2(5, 5, 1)\n",
    "f = Kvadrat2(6, 4, 1)\n",
    "g = Kvadrat2(7,1,3)\n",
    "h = Kvadrat2(8,1,2)\n",
    "i = Kvadrat2(9,1,1)\n",
    "j = Kvadrat2(10,1,1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly3 = a.narisi(\"purple\")+b.narisi(\"yellow\")+c.narisi(\"orange\")+d.narisi(\"black\")+e.narisi(\"green\")+f.narisi(\"brown\") + g.narisi(\"red\") + h.narisi(\"pink\") + i.narisi(\"blue\") + j.narisi(\"yellow\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 10 graphics primitives"
      ]
     },
     "execution_count": 31,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "poly3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
    "poly3 = poly3 + polygon([(0, 0), (0, 8), (8, 8), (8, 0)], color='black', edgecolor='black', fill=False, zorder=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "Graphics object consisting of 11 graphics primitives"
      ]
     },
     "execution_count": 33,
     "metadata": {
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "poly3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
   ],
   "source": [
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "SageMath 9.7",
   "language": "sagemath",
   "metadata": {
    "cocalc": {
     "description": "Open-source mathematical software system",
     "priority": 10,
     "url": "https://www.sagemath.org/"
    }
   },
   "name": "sage-9.7",
   "resource_dir": "/ext/jupyter/kernels/sage-9.7"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}