data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEwtJREFUeF7t3QWQncXSBuBZJLi7u7u7BQmeEDQEdydBQ3APVrhrcPfg7k4I7u4SJBAgyK1nqr6/lvybG3bnBM7e01O1ld2z3/T0vP1293x7mfc2/fnnn3+mGP+zCDQ1NTXV8+aagoD1HJ5y34KA5RiGhQIEgoAF4MXUcgSCgOUYhoUCBIKABeDF1HIEgoDlGIaFAgSCgAXgxdRyBIKA5RiGhQIEgoAF4MXUcgSCgOUYhoUCBIKABeDF1HIEgoDlGIaFAgSCgAXgxdRyBIKA5RiGhQIEgoAF4MXUcgSCgOUYhoUCBIKABeDF1HIEgoDlGIaFAgSCgH8DvOpWQL3+1+P17t9/g7hdEfCrr75KzzzzTJp00knTSCONlKaZZpr06quvpm222SbdcMMNaY455vgbdGr9IzvuuGMaNGhQuuSSS4Y7+Y8//khDhgxJo402WovPDu/31SSkGjx4cBpzzDGHu+bGG2+cJpxwwnTaaacN99kR9cBvv/2W7K1Dhw6tWqJdEfDXX39N4403Xjr44INzgI877rh05ZVXpuWWWy71798/zTvvvOn777/PIFQEaF4dkNYAlufGGWecNOqoo6ZffvklB3usscZKP//8cxp77LHTd999l22MMcYYmfTWXmyxxfJc46effkoTTDBB/v6HH37IdkYeeeS07bbbpimnnDIdccQROUkMa7Hl565du6allloq7bXXXun333/PQeMjorFj8OuMM85Iffv2TY899li2yx++2Bsf+eNn37/44ov584UXXjj7xw6cqvXZlEAquD1WPpkz+uij5zm++MEfvnp+/PHHzz5WX+ab4+fmifLNN9+kRRZZJF144YVppZVWylh6xloVMWE87rjj/j9ytisC2pRNHHTQQRngXXbZJV1zzTU5qAh43nnnpXnmmScdffTR6aKLLko77bRT2nzzzdPiiy+evv7667TOOutkYP27xBJLpCeeeCKdffbZeX63bt2yjbnmmit99tlnac4550xHHXVUuu+++9KJJ56YCYA0a6yxRl4fQfbZZ58cLD5ICoE/5JBD0gwzzJBOOumk/Dskuvfee9POO++cg6dar7zyymnVVVdNKteaa66ZPvroo/yZ/Qmi9R5//PF08cUXpxdeeCEdeuihaeaZZ07XXntt/n7PPffM83WEiSeeOL377rs5AfjbpUuX1LFjx/TFF1/kvRlwsQ9k3XvvvdNVV12VZplllnTHHXdkW0899VS69NJL0w477JBOOOGEdO6556ZNNtkkV/yHHnoo3X///al79+65wt59991p7bXXTptttll655130ieffJKOPPLI7J8uhND+lVCdO3fOcyTKc889l04//fS0/PLL/4WE7ZKAiDfKKKNkEBdddNFMGuRRqVSljTbaKAf+0UcfzRXk8ssvz6RACJkoiFUF9butttoqV6yzzjor2zn//PMz0TfYYIN03XXXpQceeCCD7ffavmDuv//+afXVV89Z3rt37wy0dX0JBhIZhx9+eOrTp08mgcAhh3nIN+uss2Y/q2qlqiI1sjYnznTTTZduvfXWHPzJJpssXXDBBWmLLbbICXTTTTflqqvKSjTE5+eTTz6ZkwGpp59++rT77runN954I/u3yiqrpBtvvDHPlZAwPOWUUzLhl1122UzoBRdcMB1zzDHp888/z4S65557MtnNY3fDDTfMCTBgwICc7FNMMUVOtOOPPz7NOOOMuSLaF2KrpKqzJPdZ89EuCagC7bvvvnkfzoCqlQzz+WqrrZZ69uyZK8l8882XvwRZBhtvvvlmWnfddXN2IsmXX36ZQUNQAQSeCokoPXr0yFXnwQcfHCYBVY1evXrlIAjUOeec8xcCak8q8fXXX5/uuuuu7HdzAkqahRZaKBNPpXCkkBDaHdLeeeed2aebb745702LVHFmn332TJappprq/wgo6Pby/vvv571KMgREDgSUNCqWJEI+NlV2+26JgBJHJW1OwH79+mU7wyIg3xBeEjsLI52ioKq2NNoVAZFFtdtuu+0y2bS0p59+OnXq1ClnpqqAXLJOG9Z+Zbx2oXUaWgry+Z3nEBjhXn/99VxVtSC2tUZkcM7UDj/88MNsU9C1Jt+vuOKK+Vyo7SMRkiG7aqQKAV7VUhGd+wRPpVUFrG/dq6++Op+b+Ofz9957L1eomWaaKfuBtNrkSy+9lI8KAuxlS7tHMHuwpnOXyq6VTzLJJGnXXXfNeBjsIMDSSy+dTj755GxPK0RCWErKqvUjDIz4IykGDhyYk/DAAw9Mxx57bO4GqvfUU0+dya2qOoLY42GHHZZjst9+++X9Sgbf6xKSyTFh6NGuCKhFOXyrAl4UbNZnMs3mfO7g7Zlvv/02rbXWWjlbBbr5W6mqVL1oILBnkUClUp20XnYqu+wZXgaqNYCvSrHDB58jECJoa0hg+NzPhrbuWV/OSOxbx0uHeQ7s1Z96VEMJN9FEE+W5zrAI7Ugw+eST50Rcb731ckUVbKP5+v5SUNnycqGSIQJ/qxcVv9ceJQw/JaB92adn/KulI5j2yk9nvB9//DHvyR485/PqRYx9fsO7wrh6+Wn3BGyxhg/jQ8Dccsst+WVDwIY1kFEFEAhEE9jmb4+tWfOfeNYLkmos6EijGo7Iv086Z1rTXxqqt/5a7rNdVcBabjxs1QcCQcD6iEPDehEEbNjQ18fGg4D1EYeG9SII2LChr4+NBwHrIw4N60UQsGFDXx8bDwLWRxwa1osgYMOGvj42HgSsjzg0rBdBwIYNfX1sPAhYH3FoWC+CgA0b+vrYeBCwPuLQsF4EARs29PWx8SBgfcShYb0IAjZs6Otj40HA+ohDw3oRBGzY0NfNxldoamp6oG68GcqR+H/LrNfI1M6va5qamjaonbnaWgoC1hbPerQWBKzHqDSQT+2HgG7xv/322/kOsPupVAHcXXX3191Y939H1CC94TokuYp/cpASoUnjvjJlhP/B0X4I6B4smQpaJttvv30W0HH3l/IBqQgCQSNqWIcWypZbbjncJYj5UCmgp+Kyd+mgyUJhgKJBvQ56Ne5XU4xo5Wg/BLQxOjBk2EhokIeg70KPBQHJSQj6xx9/nJZZZpmsJkD5ibwGGYr1118/qxPQkbn99tvTp59+muUq6KyQ0lBRKQpQq/IcVQLEozJFjsMF7T322COLB1FdQDQSFyqTKkXKggLVI488kr/3PIUEqgEElVwipzBAKuO2227LVZyagQSiQUidgQyIBPPZbrvtlqU2/E6V5z/5C5fEiSVRuvJFi8WeKRXAhk4NWRGX7Q1KXpQRdBDSIFSq7NOlc6R+9tln0xVXXJGVu0h3kOGgiEDag03P8580h8+JM7311ltZooMiFwEm8YAnGQ/qWy75IyT/7MOeyJSIw1Cah+2PgEgo6JdddllWdKKlgoAUnQRf4AUdWWi5UJaabbbZst6KIfhA9JwWN/fcc2c9FOI+tE4Ej0yHNchfEOfxe4EiaQZAhLQWGQqB0yLPPPPMHBQBIFrEdlUBCQLxkV/I6xn++Pfll1/ORJQor7zyStaHsa4qzz6CqYBIRPWKjotO8PDDD+cA26N17Asm1B2Qi27Na6+9lpOWWBDyEiGi0vX888+nAw44IFHeWmCBBbKWDP0ZGi/0aBCKepcE4ws/6OUQMqLKQDQJsalewYX2iyQ49dRT875o3jiuKA6V+BIVCgVD4jUb7Y+ACCNjnf+qqii4qgXFJyTSrhGHgJBKYOPANgSHmBFhR2DIekI67KogANNKSHqQPqPHgmwtERAp+KJKIYYAs9kSAZEakQghqbgqEgk5AklDE1CVI0TEPj/MoxWoqiMTxStiSKpSSwRkd8kll8yJBoNKhUuHgBMfVGISJrQGmxNQpYIHIplbERDGiG9tidgSASutGgmrC6mENGmII1ViSUO16PZDQCI7slLGyrBqaG1UsLROFYSGiYqAZIJEmkzLqsRxKEKpDASACOhosfPPP39WuaK/55wn8+ngqRrEeVQbQZT5AFUBybapDNov4qqCKoi5W2+9dT4zVnoqKqCKpuqwSdUKQbRcBNTyBV0V4ivCrbDCCrnV2a+fyfBqgaq+3yGkfSNrVQH5ZR8VAfkgsWjk6BTavHW1SjapialoMJKQNBdVwIqAnkdA7VWHkJj8M19rRjJVWeX1gqji6USqr4pprnYv4WDSwmg/BKRtB1gVRsBVNBXBZ4ikVQFDyxE4rVIbVPpp7lWDAKMqqFWplgKrHVOJUnWcgZwHZbp2yC6iyWY6goBGKNWJmhQNQhWXH6oJcSPCl0jifGkuoUz+CJh1VJCqfQkWEpL2pdTFZ3PZs6a2bT1v+tos5SlV0RlYpUFya8KCfwgiEezPUO2QSmIgp58lK5Uu52aYEaK0T9qCSFglrLWphUlmIkhIhYwSW2J4zvlOcjtXexbe1lNpxUXiSjCJUnWtdtuCW/OGpVIgkJeGSuaspfmqKfCBBDgVcqhzSmuW/Z96Fh46hLd6lXQEjPZTAUfA5sPkv49AEPDfj0FDexAEbOjw//ubDwL++zFoaA92bmpqOqNeEYj/GqZeI1Mjv+I/SK0RkGGmbQgEAduGW8yqEQJBwBoBGWbahkAQsG24xawaIRAErBGQYaZtCAQB24ZbzKoRAkHAGgEZZtqGQBCwbbjFrBohEASsEZBhpm0IBAHbhlvMqhECQcAaARlm2oZAELBtuMWsGiEQBKwRkGGmbQgEAduGW8yqEQJBwBoB2Uhm3AJ0a64WIwhYCxQbzIZrq+5A12I0LAFdHRwwYEC+3ujq5L853Hd2TdO1TFc8630EAVsRoSFDhmT1APdpyVi4A+vitBv/bvm7nO02/z8xPvjgg6yx4u4sGY/OnTvni/QUA3r06JF1aqhw/bfh4jc77uG6MulCOeUGF8NbI4SkglWX+Pv165eVEVzAZ2d4V1KDgK1kC42SXr16pf79+2exIXdcKRJQCkA+xHTJ3MVuSlQdOnTIshnuCbtITXCIYkLzoWq5tO3fgQMH5mfJXPi5+bOeoTxguAxuXZUO2UiC0FpxQVwldnF92mmnzfZcwndh3uX45oMMCL8llS8XyiUXhQTzXIJngxyJC/DIWtlxsbwaNGn4QNOFAoTL9i65s+Piub3Yk724dO/Cus/YJjsSLbgVJGxOQDf6BR4RKA0gIDUBiggqE2mLvn37Zr0Vcm8k4MhydO/e/S8reoa0BxtkL0hYdO3aNQeMhIVB7cCl90o2DiEQWiJUBHRpHokIBiEjFSzSGRSliBVJGFo11SC1IUn4XREQ6cmjUQJDEKoQ9sE31YpgECkQygTVkHAkMyRjRUCJQsiJvg1lBxjQllEhKUgQeLIHyREEbAMBgaYikM9w7qOGIJCk0GS/M6HWSLqDjgl5MWJHpC9Ug2pQgUJIlUDFQLJNN900a7YQ8DFUPuI/jgBDt1WSGxUBEc1ADrIZ5C6obWmPVLqsQdhHFUYQ1VqrbU5AREJ2xCPIRPnK2hKCFB1JNLo0SKXKG717986yGc0J6EhCy2XQoEFZtUtikm/jB3/JcqiwNHGCgG0goMpTHfJlckVAOjCCTCelT58+Wc6DngltE58315VBPi8wPXv2TF26dEndunXLnlDRIixEc4Z4kbVUE21XddV2q/F3CEiyjejS4MGDs3wbDRrEc36lAzM0ARGJ36ojBayKgJVMG70ZpPavoao6R7ZEQMkjqRDQn1y0fVVdlZVQpEuCgH+TgM4vWgwRRYd2Lx8CqO1pKYikuqgOsh/IxHtoyXjW4ZyClCF4CKfCaGHObER7zPUSoRUTkSQa5GyF5M5NFKVIsxmIZI61iEUSstRCtV1iQj7T+pC4U6dOWSipEpqstsxffllD5VPNJYP2bE9asb127Ngxn9+odnnZUimbD/uxvpZrDrEkxJOERC51CiKcCEgvkASybmG/QcBWEBDZgO3tThAQ0MEfiZzjaPM51zi/UcnSZpzxtEVVsXqJQJSqggi4NuxNVkWkhOpfz1SBFjS60lpw9YaKgIiislG5UrHMsS6/VEoVyDFAhR6afLaNgHxki2+SxRzt1fd+R03Lc14unAu9iAw97MWzkgTh+eJFRZU319HDPOto7/agTesIQcC/ScC2PKZVOeB7cx7W3wi1Nq1boIc1nCERvT38ba81OMWfYVqDVjxbcwQcIXSAWoyG/V9CagFe2ChHIAhYjmFYKEAgCFgAXkwtRyAIWI5hWChAIAhYAF5MLUcgCFiOYVgoQCAIWABeTC1HIAhYjmFYKEAgCFgAXkwtRyAIWI5hWChAIAhYAF5MLUcgCFiOYVgoQCAIWABeTC1HIAhYjmFYKEAgCFgAXkwtRyAIWI5hWChAIAhYAF5MLUcgCFiOYVgoQCAIWABeTC1HIAhYjmFYKEAgCFgAXkwtRyAIWI5hWChAIAhYAF5MLUcgCFiOYVgoQCAIWABeTC1HIAhYjmFYKEAgCFgAXkwtRyAIWI5hWChAIAhYAF5MLUcgCFiOYVgoQCAIWABeTC1HoN4J+B+OxactKKRpSAAAAABJRU5ErkJggg==110i121The nested FOR loops are the important part of this solution. Details like the starting position of the sprite might be different in student solutions.5.6.2.3X's turn?5.6.2.3X's turn?5.6.4.3XSecond rule: block opponent's win.Fallback: move somewhere!5.6.4.2This is a place where students are likely to use an unnecessary IF/ELSE block because the solution above seems "too easy" and therefore suspicious. Ideally they should both understand that their solution is correct if it works -- there isn't only one "right" way to write a program -- and that composition of functions enables fairly complicated algorithms to be one-liners when actually coded.5.6.3.75.6.3.5helper for 5.6.3.7The nested FOR loops are the important part of this solution. Details like the starting position of the sprite might be different in student solutions.5.6.2.3X's turn?5.6.2.3X's turn?5.6.3.75.6.4.3XFallback: move somewhere!5.6.4.2This is a place where students are likely to use an unnecessary IF/ELSE block because the solution above seems "too easy" and therefore suspicious. Ideally they should both understand that their solution is correct if it works -- there isn't only one "right" way to write a program -- and that composition of functions enables fairly complicated algorithms to be one-liners when actually coded.data:image/png;base64,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1010XfalseOfalseXfalseOtrueXfalseOfalseXfalseOfalse4x4 startfalseX,2,3,X,5,6,O,O,91,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16