<snapdata remixID="14708333"><project name="testCases" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AezdC7zlU90/8PU9kWEQQxKZFGYIJZFQmvjnNo+aVE8qlT+lkuqlqzx/mql/ukhSKn+S0eWhf0XkEk80UqJCLskzUaZJJXI3hjDPea8968yePee29/mdfc7ec+Y1373ut+/vu77r+1lr/X6nZ0kL//71r38tueyyyzqCrrnmmhZGuKzIlVde2RHj/OlPf7qs0x3k60lN/usVvnTFFVeknXfeOb3iFa8Y96S/P//5z5scZS1770NNa6655rgfo+fwghe8IOlvreed89u0AHqYL33pS9OkSZM6YpQ77bRTioh05513NtXfP//5z2mdddZJ2267bVPlxirzuuuum7bffvvUq7HHqgsttdu0AGpl1VVX5XQMbbnllun2229vqr933HFH2mqrrZoqM9aZ11prrUTjj3U/mmm/JQHsr4G77747a5r+0hYvXpze+ta3pt/85jf9Jedyd9111wppz3jGM1aIq4/461//2rfsfPWrX61PWs6/+uqrp0WLFi0XN1RAnwfS8hGRTjvttH6rWH/99dPjjz+e+hvPk08+maZOnbpCuQ9+8IMrxDVGlHIPPvjggG339PQkbTSWHc/hygTw05/+dPrHP/6Rx+qBR0SaN29eFq63vOUt+aHsuOOO6fvf/36Oe/nLX57znn322emJJ55Ir3vd63KYIEVE+vrXv57ri4gsPBGRy/3zn//MabvuumvOj+ERkd7znvfk8Gj/mGgzZsxIhxxySN9Ynv3sZ6cPfOAD2V7UPmHZYYcdcn+f+tSniso0bdq07PohSBGRyiSLiDxJZ82alcvhnbSbb765T5hf/OIXp7XXXlvxrqHKBPD444/PduHWW2+dJk+enJeCb3zjG2mDDTZI3/rWt9Iqq6ySZ/9GG22UmVe04f77758sHZdffnmOP+yww3I9t912Wy7rAbDfTj311MRfNMtf/vKXnP/ee+9N0r7yla/k8LB/WsxIwzH2n/KUp+QaHn744VSE7KGHHspx3/ve99JVV12V/ZZE2lffjWnhwoU53phNxkcffTSHTUJ25y9/+cs8IWfPnp3j77vvvuz6WbBgQXrggQd4u4YqE0Cawez89a9/nZnDTvzmN7+Z/eWHlvv973+fgyeeeGJ2aTwP6HnPe14O03CWv6OPPjqH/UCi559/fnrta1+b2HPveMc70rOe9SxJab311kvHHHNMuuGGG3K4HT8Rkd785jfnpvbbb7905JFHZn/5mT59enrhC1+YjjjiiDyJ1lhjjWR8vbsjaZNNNinZstZ/1ate1Rfmue666xLe0YB2GgipeHTOOeckE5y/W6gyAaQZMBizMYefS3uxpQgjLWnpkvb2t79dcqLxhGkIEQRKWD3KAgJPf/rT0w9/+MOsAeWR/otf/CLRprYg2IInn3yypLaQ9o1HYz/60Y/ycvyFL3xBMJmIePH3v/89iTOGnLD0h5Zb6k2lHnxhvxE6Y6IN5TFmdRi/crvsskvi4qH0bqDKBLCeGR5Cfbhb/TS6idKt42vHuCoXwB/84Adp3333TWazfbQZvQZ7RGQDW9g+1e9+97s+45vNExF9Y7UksyEtw8DLlClTUrG3Zs2ale29e+65J0mDHi1tfYXb6HnkkUcy6ABAXv3qV2c7sAAR9igkvM022yTj0S3hiBowEy4ghPlBYxoL7Yc3NLpl3M6BNBO68EDZbqLKBZDdU5YnNiFBZMecd955fUvVwQcfnBBGsnO4GM+dO3dufrD8iD100003JcY7w91DFe+BWp6KTSmunXTAAQekAjq0+9hjj6VPfepTCSh5wxvekL773e9mxPrJT35ScgZhBLWgdeORUK9BASvpz3/+81PhhzzC0P7HPvYxwa6iygWQYLBZCpfMZkuVMAYSGMy3bSPOlg23EBBjO4dmKHFcduS3v/3tbLgLQ9XcsaKPfOQjebukvv0iTLQW7XXcccelgw46KGexMpx77rnZ72fevHmcvDJkT93P2972tlTqEv3GN76Rk/baa6/sjvBnXBWvXAAJHON6Ru/Sy2C2rAjfd999yYMxs+UpXLCUSS/ojh9Zem3fMOILEFFG2ZImHxLfbrIPqe0FvVsjRbCEkb4AEvKUiQbBSzN+6QV8WS0ssfVAxHaN7Rt7pSVNWTxVtpuocgEcTeZ4CGg02xgPdUO/xtlNaHcgvo4rAbQcR0QGGAN1WDx7iCZxUiA8ljTQkdxQfWKqRERexsvm+kBlaEH5JzTgABxyRBRRu3ESUWMqpnk4liH2T0QkNiAhg1wjIp+Y1FfJ7jHzf/aznyXo2IMhZBBixDLBfMlLXpJ23333FY7qoOf6+qr0AxARNRQbURsj1Pv+978/GVNE5OPGiEgQbEG5kH8ZfzEzSr8ssZZqggXhEzK2Y6nPJJOXTS3eaVFE5L3GiEjKSe9kqkQD/upXv8o8cOPEqYBtiBzR+wPZ9TrJCYcbJoTk2muvFZXPeLOn7sfZcP0pSEnyoNiUwmeccUa67LLL8imDDWx1i28ELuKqoquvvjofkembB2+iHHXUUcmJjjE5fvvTn/6UHNPNnDkzn8xAxGUZ5SeUjf1xolMEjQBKV5/Jh4QJOluRwOLt/PnzRSeALXs6+KcSAbS3hwfu3hEOwAHgcNqBwUDEdtttl6655hrZ8lkvjeJYqmi6nND742zY0ZqjrI033rg3ZsX/ytGsJQVCLvWVuKpdfbcl5DIuVL/hhhsm2u3d7353es5znpOc6QIO++yzT25a/wgSbZ8jlv7QdEu92TFB1XPsscem5z73uTmu8QeAIfQl3okI/5e+9CVOR1MlAoghNAJOQKmWTX5xjsw8BNrLTLc0S2Noi7MPaIkRVzSZOgiVvTXCXBDi5UsvLDgbhqqlEW7lS33qGQ0yGWhhddurc9RmK0gfaSJnw8ZpA/2SSy6RLR+10YAEiHlhvPopUVlbMY7gjEVZ46bp8MgELkKHvy4Cyw89K4+36ubvZKpEABsZUJjUGL8yhAmGjfOVYaxVjHFEAhhRM8aBjcbOsM2KDVPS2DhlVpe4Rrdoz8b4EnZZofi58jcu4+KrJHZXRCTLbmO9ELkLEY3xjuga4+rDgFV9uNEPuNTbtPIPh3+N9Yz3cMsCaJlgcJvxlgLHbozsAw88MJ/zOvEQJpzsoXpGQM2YadkRX5jLyHa8RaAY9C6lKus8Vbz87CyucvVE6xBG+eVVtj59JP7Pfe5zeTm17DpWNLGYAS7Ysv3UTTgbJ52wZZMdLA+e2Qkowulunwmp3/L+8Y9/zCcjbGn5mRbcepIHv+TXD2Xr0zvN37IAMpxtDWBq4/YCJrDPuIgdyB2M2E4Y6sGqu+QtZZ2YECxAgLCX9OKWM2JhdQBA/FUQoVdPfxcCTCRpyMToT2ikFbITQFiF9ZOLSll24jOf+UxRic3Lbs6BpT+AymabbbY0lJp+2aqv4DjxtCyAjGjMYixjktnssoDzWsLHDsQs2rGMVRkawbYNv1ksDcjwMISVBSwgyyJE6vJgtQeolNvGyspfgAx/EVhpVRFwoC4gBALWF5MB+DBmKwHtKE8hR3SEioaDdMXjFZBhS8eYARD80G/p6hIGVAAX1/rL5JYfz6Tjh7r1Q7lOppYFsJMH3f6+T7Q4EAcmBHAgznRp/BFn753QWdeeMOgIj7/s8EHTq0qsXACLAe04CQCxrEYsOz6C7NhN3hyznAIejGqbtgYVUTuyk9ZocwEnTlEiQtZ8uvLZz342n6eqN0e26ce4EFDCpoOGI5Yd1bGPdcVtIK4Xl9jLEZFPgIy52LoRsdz9P/wB5iJqvFAe2IioXewVHoyOveSQnHzSzz6chS0Hlv7stOle6YT9f5zKP4J25HmvycFTrjw65x9KOHPmin4qF0D9YjMBFU4J2CyAA/vHG3I2ZO+///78IpEtFYa2i5wECOOV33PPPfMXCTxUqFFcIa82shFLWB2l3hLXTvf1r399BgKOIbXLZqu/lMtuFG/DGg8mTZqUXFI988wz84XVcooEvctXiH1ot6Bc5xJfjuT4B6O7HrojJ992941Z2AhWjuj9ufr2i7OQ9Xrz/9VWWT09+vgj2f/Hu29Km62/bTpg+yPSxussAzo5cZR+RkUA3dfTX8I2d+7c/IrmvHnz8uUBSJfQeLMtovb+L20pP8HkvuY1r0nlEiZhpC3FD0QusKp3oPTRjCdQ6jfhuIADt+wNFk1GgzmGK/n+9re/5VveJpT8kL10/sEIqBksXdpBO/0Hp48eXHxvn79RAxLWrTbcMaevPWlKOny347L/gcX3ZHe0fyoXQAjPQ7E/6IgJ4uXHOG5BbvwI0uUigslVDurj9yChX4yAdgtaFpa/lC/1im8HQaHI9pB+8nOhX68KQMb6UcYB6UK38tBqXEQrco1RujLQbkHLwkh5dZnIwoPRCzZ+WU4uS+0Hdz8ph/3QbvXunH3/Mx26S+21Adrw+juuSJbgEifvaFLlAjianZ2oe3Q5QFAJbxHSKlobqo6OE0B2oX1H2m+owXV6OjOl8Uiu08fU2P/KBPDxxx/PaBQqhH4Z1QzsiMif5GDfRCxDe1BgRC0cEbks5BsR+a5fRKSSh30XEfn1zHIZNfX+c6QF8JTlrjeqLf8hW21Dv5Awey6iNgYnHRGRyslMQb5bb711KjywjEZEetOb3pTHjWcRkS+YljG7F1mOE6F/PBjKFm7L4CtupDIB1C9bKmw9/rL7DyA4Ly32DUZKB07YPh6kb7t4kNL4gRLlIEV57fwz5iHKM86oXUYVf9ZZZ6VPfOIT+QOSwu0iqJ6tpz3fpuEa90knnZRc24KCnYOLv/zyy/OrmrQ2QTKG2bNn58u07Dw8I9DyOlkxPnwhrOxK8c6cvSknv3A3UaUCiDGMasCgHMCLQwSM60Fx58+fn2c/UFG++9IIJG688UZZk9vGG2ywQdak9ZdRPZgLL7wwjYUW1DF7npZI/kJMhBNOOCFvM4lzpGaPk9ar/+6LtEK77LJL9rpgesstt2S+2IYpPANKfvvb32YN2W1asKfc4M0cGMEPJmGyKsxgZ7IYS6ggOLNZvHTEhith2hGzxRFeaFc54ZIHAoQUCSyUbLlWv5vKNAi0rN6BSJ0DpTUbX7Sf1zEhXpcHmAEuqhIcfa4/Axc28fSTBtQenjTyTBkTWH55uATYHmPZrsEDad1CPZY5+27ola98ZfJJtU4ZnC0egjqc/tKScdpqaZ2Pr5+OPf7Y4RQZN3lM3jK5x02nKupIj+OgL37xi7k62sXXnggj8uHr66+/PqcN98cst0zYeC1HaeKcaFiu9thjj/yByVJfRA2IsAX1hRGO4QXUXHrppXlJYpCzDbnKWuoiahvZwitQQwSttWCfP6T7pz6Y/mOdOYkwojUPXidfe2rIPmSQho+I5HTC+yg0uDjfarY3aJxASqnIuAARwMwJB3BSzx88E49v+MQtZUt8CXeTm21AhnN/g3KdCuPKQ+8vT2McRGdZFM+G4r6pzwAAEABJREFUY9NAiS51iiPggAM/pOdtMQ9G2EOxpLnMannyYN/73vcmtpYPHi1evDh/zk1eS52HX+oSNxRN3Whq+sSDRy+X7eFdH0kzbt0zC2TPKZPSmfPPWi59oIA+WValn3POOfkLrT7ezjwgjHgK5UrXbwALEBG+4IILUv33XnysE3qeO3du3gFw5QsIU0Z+dq4wf7dRFkBvotUPjB2CqegnP/lJYpfVpw/lL1sQ8j3taU/j5DfhsqfuBwJkoNN4ogkdFxFONhY/bec7K/yO97gQJWHlHy4t/NvCdMxatV3/UmbNK9dIF2/yo7TkkEfTk4cuTm+cdkBJGtKdN2/ecnnYgiI23XRTTh85GfKZkaLxJJSjxt122y0jZ3HI9pX8/MwLKwFXuBupx6f9zdrTTz89EThkK6TVwQIGDGxEsDwUxjRNx6AmQMWQLiCDxrBEalNeZFJwpbH1IEthfZUPqBAudYkbjCzxUy/cPK27cO10zJ1HZoEjdA+edm9y3jxY2f7STBbtmwS0MRDCzhRnXLZMpJWy4gEQ/CFQQJU4IJArDb+MzxIuTtnSTgmL6ybqcb3JlwjYX900sMaxsEMJ3D2z70pzjprTmDwRHiMO5CV4jNrut1lX3esTbLfY4AViImqnDTSI5Vs+6cOxUS3Z8o8nMqb6/gAeVgwvYUXUxkpzlzzSi79b3EoEEEqLiPzBxojIR2aWzojId94iIjkZiIj8JdGIGvKNqH0fhnBE1I7svBdBuIpGZiO+7GUvS17EsQyxKYEaWjsikn9sxIha3cKjRWVMLpvaBI+I5G28iMhjjojkcx0RkZE71A5gzZo1K4e9NxNRSyNklmFuWvpv8803z28UOvnxKqjxeiEqonbRVbbC6wJQxDVQRwV7qugt+w2zoD22kM9XsGM8HA8BMl60aFH+mrwZDvEV2028PkB5juww3vEVW0g8g9x2UCMQYrzLKw8bTJ3sKOHRIprWONl3+ks4PvOZz+Qv1/tIkbE4gjR5fMnAGE28iy++OHfJRVSTS7/LJ4YJW07s/bGN48Sj19v337EfwfXNQJHsYa72uZ1OlQggoXPlHHr25VBagOANxhyCZZvF0Vp9PicajHEPsT5+KL+LoLY+hso3kvTPf/7zWZPRPhdddFH+iilhHKrOIjzuAZa8NLutqXoNWNIGc+0jSqdZuZ1OlQgggXHlHDPMUNsT4jAJGoZ+2S8eAG0JEBA0R3C0BETLrpPXdXtLXdGA6qwn8ZAhLUl7QJy0IwSqrvq8VftpWhpQX43PmMXR9BCvSUcgXVCwnSKfPhmvcvqNN/qtHI3N318/Szx+MUsc0+EPFK2u/sp0YlwlAtiJA5/o8/jgwKgIYLPLSiusKOjQRi27ikZSjw1soESc8GgS+87dx9Fsw5JrydeGMTsi5WdvQ9E0rXCnUssC6IjOw3ccZXm1bDpmE/Z5MsdqlhvIDnMskT4qKV0Y2XJhjLtkSmgZ8Ww/qFE6O0kb8mhPHmWKsMljWbMca18YEUBuFWQcbFoPn82qbn42L3CgDWEAQv9L2FLJX8hY9NE7M1C08eAJIXL265gOr7SHj/I47ivluZZjBwX8hYCe4u9Et2UBNFizsMxO4UIYW/y33npr8SZ2D6HE/BLJRqo/tC/xXECFi2xZcKFrQsjfLvKQ++tjeYtPP2gipzz8iOYiTEVDQswmVyN6LX96wadIlAPkTFJ8sWMgrpupZQEkEG7PmLmMY1rJH+4jYIBIYWRhHkMcY4WV5SpPewEjjG4PEMgQlm6TmYZzjiosTzHsaQNxjeQITxn1Nqa1EjYOwILmcjZtEmkbADFm4EC4vu4SVla6NPnxAI/UhwfCeAKkGXuZrEAHPuIDTWrM6qgnk7OAuvr4TvO3LICdNtCJ/o5PDkwI4Ph8LitNr0YkgMACe46BjWNsQn6XKyHEiBCdGNmAikBE5D/XoJwlyBLupMARU8kjH4qI/M0UNmW5yuTCpyWJwc6Aj6jlsVzLw42ofX9FHVWQUxanORHL6rXn9853vjNXHxGJrcc+jaiN2V1FNh878KCDDsqnJfjjrmRELU8u3PuDF/ZMe715oxtP8GzLLbdMAI56+ssTMbxvxah3vNKIBNCgCIGXafj9AT/XrvgZ1TZMCWO5YOkMV1q5/sS4Z9cxxL0NBiVLR7ZT1OXB+GI+I97WChtMPU49yh97BgC8M2Fj18a0F5jYVOqpithzJoh6CaSTEJONYOonoTF+7dlk98aez20IO8smROw2Y2E7ikeEEpBTnpDh2aGHHiopuanEQ4htdEPRBFN7+ELI2ZPydCqNWAAN3EeIuI7hImqz203liMh/WRzjpTvX5Ja9LP56IkgesjjC5gF7WE5KaLfZs2dL6iNCJ+BB0zIRNW0IaXqo0qokYEu9+kjI3FE0eSZPnpzcp7RdpD39NUkWLlwouAIRJMImAW+ALOMTFxH5mzHSCgFVxV/4QgDFzZgxg9OxNCIBhNJoBggPByA2M9gWAs3GD6lZmvjl5UK6UCBtVtCqIzjxBx98sKoSTSavh6Udfg/dEuuBKFfyaE998ngwXMt0rqiCH9rWgy71ap8fQaxcx280Pb+/+cFFxgwJ2yfUFWMW71aPMBKmvZkk/MZTkHFB1OKR+rg0pjFDy+roVBqRAI7GoAnsaNQ73ur0x3jGW5/Goj+VC6CTArPTMtXsgGwwu/LUTDk2ZjP5q8zr2y3ssFbqbJY/ludW2hnvZSoXQMdq9X9I0HFVROSLlpjhaC0i8p+5AjQiIv91TCjYciYPhBlRsyUJdETki6z1F1eLX/6xIKZBmSwRNTRqCY2o9VufShjQiKhdvlUuopYHoIhY8bIp+zEiMiIu/AJC1Nlt1FP1gMqrhZAoTWgLRRuAQXGhXfYeG4Y94+yYrWPrRh4PjKs8l33o5Sl+9bi46tO8yoobC7JFwt7UNvsN4CA4wsUuK7aiv+2h397ss11T+g18yO+LCtyIZSAK2HBxVTn3LVvVtOodz1S5ALpgCs2WQQMKzjQxVByt4O+qQYzlpXPoEtAgaPLQDLY7PGBGu/eEHc5LK2Sbw4WAEm63q19lgpS23YKG9AEWcfpYkDxTgZCaOBBvSef6KBHXe8Vf+9rX8p+qFUb45c25xj8DIW080Ej7ULkAWkZpN0JlCwUapQWLVtBhYbPfFkTRBrYuPCCXS53n2uuSF8kDVcujPnUrC31DjPI0SxdeskoajIZTn35ZGgkjLWXi6VMpa1egjMNOAIBFK9KYZQzqMNmUsSJ8+ctfTu9617sSfhmzeGW/853v8HYdVS6AncKhffd8PA1GnTKOTu9nywJod95SwkhuPBZzFSkiUjG42XQR0cerRgBhibVUyQCMWK7F0QSnnHJKBiAQspsk0iJqdTkKFFaf7wc6lYmIJM7Jg/qqoIjaWByLOQpkj/n6g7FHLPugJvsOgOJqt6TTZsIFULk3iDdMCHGWZ6jY2G1021iX5v6juqwYwurTrrFJE8dVd6dSywLICLeUGLhvARIOfsuQpYdfumW4HFHNmDFDdLKU8hQbSrylCqPZSN40s+z4LszRRx+d2FIeGubffvvtqRyFuR7l9Ux1OZXwZS+Gu01qZoD4kVI5ajMOdREQbem75dRx4Pve975EePbee+9kspWTIekusRaQ8eEPfzj/0UNLrrzGxLZltphAxmK7xZJOaP0JiDlz5uRXUh1FQt02om10s6HlLcu0vnUitSyAvtgZUUNtBl5/LEYLiENmOmbxF8GrTxdPs0TU3iG2hcMYb8wjXz2xAYU9LG49ERZaoj6uVb/JQTsTfnUQKi4inOeddx5vosm8NScgPxeYMkn4kRORiNqWjQuuAMtHP/pRSYOS4z4ZCv/4UStv1Sk3nqhlAWQwM6C9s2u2mpnCQAHtxb/tttvmGe9YSZgRbvAlHcoVdoFVuguqXJoTIpbOWAdKbOsob7sGMnQsV/J6MAWc0AiEvioNWMblzTdt6692UTl6kwbJ0oziHcvJV8ZNWwqbGNJdIChjxiPp+GlSSdN3q4gx4acdAuUKr42R1sQnfnV3KrUsgGM+4IkOdAUHKhNAG9BepqF9IiLv4gMRhUuW2eIfjtufcQ1ssMGGU3608tgsdyGCZo6ojZNmAha06dJBM31UXymrPAI2LP383U6VCeCHPvShdPjhhyfLjCXFssQWiqjZPBhJqCKi7wupJWwPLaL2MNlSEZE/+OhBR9RQrfLIUgw1lrIM84jI32ZJbfjn8qx7emxPSyAzwYa6/UsmhC4QqojoO34s4fp+Q+yAC8SrTERktM+PAKmI6PumDpQ8a9asPLHxV55uoJ6qBmFbpthI9XV6SOwYcewVdk75VAXEy7ZxYRMKVIfzYd8nhGZ9SV85XxDlIkdTjuL4PVh1KUdwxY02sft8S5t9Vt+WieCrp+LYZ77sX/rpS7H6jQ82ro3ZxjJ+OSuHcJXjQsb8tpLwgP/II49M6mILCjejYeUfz1SZAA5nkATFNoWtFfnN5IhIkCUgQXt6wK4q3XDDDX3bNSeeeKLsy5Gbxb4HY8/RURXNuFyGMQ7YQrFFoxsAhf5Zav2phohIhNE7vjQoNGxvUR5bNMoUshsA7crHvBHfTcvzqAggQcIwyM5SBSUvWLAgFURZmGzJog0wlXZkV/HbDzz55JN5M4q2vAkQUppHPn7fn7ZUQZTi5GknGRtTw7hssZgM9kH10bgg2tIfYXloR37xBJMgiserMgYTEs/whN8qwrbE11JW+W6gURHAbmDMOB5DV3VtxAJoN74dHIEM2UWNbUHGxW6y+ez2TWOeKsLMB0toFXUNVUd/OwbG79REWQDMJncZt7hOpRELoIE7p4XwIDV2iqXREuKMmIDec889qdgtmCe/5QRKhnQhQsLDPhRfhEqd8jgXZi9qyxKnvCVaOptKPLKBqz7+0SDLvS+jAgdAj81wwmJ5tJQSkIJqASRh33fxp8gIizFCsvpmXEWo8KjwhekiHR+BDTy18W7zXjyyNNvkLqaMuE6lSgSwfvAEiE0krnxqAuOFC2EmISphbnlwL3rRiwQzeaiQoRd4oMgc2fvDdix2IRTcG9X2/+w/20caNikIAw1djuzE6z/EHKvuJ7gcARclgv3Hjy8El79QsQuh4BLXTe6IBRDzCARmF2YRwKLxpHtYNCLGmb2MdPldQLBkOmITtkXjniCA4YHK734dDeBB0kC0jXjGuTLqL3nFjxYZE1DhyK1cLtAWcMWVDkwAIsLAhjH/466fCOavqdLQZSvFkm4M6pShni/qNJHxSRpQpv6SV1y30IgFsBMY4TZx4x+PGarfXsUsE2qovIOlv3r/qwdLrjTNamFLp9JKR7mypgXQFw/KLB/lvlVSvS0MGkW/m6nQnyljhzVTpjHvx+es2Rd1wcWRCrEJ+xIq9HglYPr06RXWOPpVNSWAukOTWDbZP76GDyCIN/sAgvFE+uiOHbCgj82Q5dG1MHUg46vAphEAAAT1SURBVCrl+YciAOPFL3m4FMnuuWfvlLZ4zn/nP801VPlm0pkm+rjFFluksmznBjvgp2kBNCazzEPFZNemnFqYfYRzrGnR4hNT6YM+In1uhSxnpbw62XAeNHtMuD967Ilv5vYvvnTVviZ/ddXk9L9mLE6f/cxFWUD6KzeSOEeZ+ulicF+jHeJpSQCNzTntlClTkgcCZGCA6+pjTfc9cEYqfdDPkRLNbnyW4+uvvz4Zpzf/ShuN7kMPn5POPPM/+5rda49/pTkffyitttpqff1qLDPSsP71NdhhnpYF0LV4+3seyFP33zbNnxZtoXbzl2a358eGtM0yVPvrTZmRpj738LTgtpPSzL2W5HPuocqszOktCSDt5+Cc8GHetPlLUrPUex7fUhntDU4xeHITqRdesm5v7sVp0WO7p+tu3LgPRBQw0Z+70YavS/+295J02GHv6S078X8oDrQkgN7/KDv2QzXQ7vSZez2ZLvqvSSNu9oKLe9K+e97bu+TukzXZzF5tNhTt8MJz0wZP/7deQW2JrSPucydW0JWc2ueVi0ckhIRvZq8gL3ugQ/tow2ds8Kqcca01t5kQwsyJoX+6UgANu1UhbFX4ZvZqSO2i3Xa9oVdrPjkhhJgxBHWtABp3s0JYhfBpF/362v0mhBAjhqCuFkBjH64QVil82n3e9OM5E0KYuTDwT9cLoKEPJYRVC582J0+elu6970reCSHMXOj/Z6UQQEMfSAhHQ/i0hxb+5VROppm9oEZbOTDx08eBlUYAjbhRCAkEwZA2XIJ2Z9YBjsHKPX+b05dLntmBQrjcAEYhsFIJIP4VIbzgkp60xWZHpfm3/p9hUzPCpy106byNOX00IYR9rMielU4AjZoQztzzyTRt8//bFM0cpubTRqE9ZtxRvH3uzF5N2BdYyT0rpQC2+5nf/ueT2t1kx7Q3IYBteVRL2tJKJzYyIYBteGqbTn1vG1rpzCYmBLBNz+3SeRu1qaXOamb8CmBn8XHI3u4x469D5lkZM0wIYBuf+g031f4QYxubHPdNTQhgGx/RJs86pI2tdUZTEwLYxue07jq7pocX/aGNLY7/piYEsM3P6OZbjmhzi+O7uQkBbPPz2XH789vc4vhubkIAx+D5XHHldoO1ulKlTQjgGDzuXXb65Ri0Oj6b7D4BXLIkf9Z3KHZf8OPqXt8cqq3G9B//1xqNUSttuCsE8Oqrr0rvWr8n3bplpFu2WS3/KYOhnujMvZeksRBCbWp7qP6tLOkdJ4A+0u2LV4fusFUWOEK33tt2Th9av3bgP/2mR4f97AgCgRh2gRFm1JY2R1hNVxWvRABb+SwHLv5heqTh0v3//9SUzp+f5m49Jf1p61XSRx66RRXL0bf3ePuwtF99IQJBMOrjRsOvDW2NRt2dXGclAtjsZznk3+K/l6Rm6Gn//o7k82P/++Z70+a3LMn0/3Y+MN25xpQ+/h946deTPwrTFzFMD8EgIMPM3nQ2dWuj6YIrQYHlBLDTxnvc6d9Ku177zyyMm1y/OH1+9c3Tav++3bBASONYCQhBaYwfaVid6h5pPd1avqMFsP6h+PzZydf9IU37/RNNL8OlHoJCYEp4pK661DnSerq5fNcIYFUPicAQnJHWpw51jbSebi8/IYD9PGGCQ4D6SRpWlLLqGFbmlTzThAAOIAAEyGuYrZCyA1Q7Ed3Agf8BAAD//zo4apMAAAAGSURBVAMAe+aD3Dj4tZYAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="testCases"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="testCases_Stage_cst_clickGreenFlag"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts><script x="127.76422764227641" y="116.8780487804878"><block s="receiveCondition"><block s="reportMouseDown"></block></block></script></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="-210.16216216216208" y="62.48648648648651" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="32"><block s="receiveGo"></block><block s="bubble"><l>Sprite 2 should draw a single square. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l><comment w="90" collapsed="false">This code is correct</comment></block></script></scripts></sprite><sprite name="Sprite(3)" idx="2" x="-35.1621621621623" y="61.486486486486484" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,155.54999999999998,6.222000000000006,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="bubble"><l>Sprite 4 should draw a single octagon. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l><comment w="90" collapsed="false">This code has been corrected.</comment></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="-109" y="-160" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="24.390243902439025"><block s="receiveGo"></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doWait"><l>2</l></block><block s="gotoXY"><l>14</l><l>-82</l></block><block s="down"></block><block s="doRepeat"><l>0</l><script><block s="forward"><l>40</l></block><block s="turn"><l>45</l></block></script></block></script></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7.708333333333485" y="7.708333333333336" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="7.708333333333485" y="23.89583487499999" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7.708333333333485" y="40.08333641666667" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="7.708333333333485" y="56.2708379583333" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="testCases" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><costume name="clickGreenFlag" center-x="191" center-y="133" image="data:image/png;base64,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" mediaID="testCases_Stage_cst_clickGreenFlag"/></media></snapdata>