<snapdata remixID="10728718"><project name="U3L3-TicTacToee" app="Snap! 6, https://snap.berkeley.edu" 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j4OOBCV3SvPRAycVlmdBacdBc+aUVyM0L6+qmnuMyC/xu7bVjyT/pQISKmPssGjG2PQdHRkKn0VTVJ91cpN9EwAZ9WbsyPthoCxo/qQ7eOkd/6VJeCGacbP4r5ceGv8/oc3HhdZv5YTG7ZzRusqhODV5zLMhhvx5DpdOvVN7L1Xr2wjI/qwff+MVa1mj1ygHdKx/FxtOFMDI7o9w6WQg9PQA57ym4jhMGuCFW5eDVeZs1DYjSlSwUAFzoRLpMHFJTknN2WczwqkD/nAtaIaB7T3FSWjye0aUr2mN9BnTxIN2iDcunVIfS5yxOhfWLnyN6+djg90kKtRpnkHCWUd2+4otWa6GlUhDj1uhePY4HPoGOnDKaYLTB/2wefnb5N6pyu+ZHUyx+0odVHDZLqlNBqIr182KLo1PJPgo0wgrJzgw1s6kZjIy0ZMQinLmSfkketod6x6DU850kmFpWGI/IiO1UDVKk3wTAMmIYN7v2eNgTB92PS5No5h/85kakqbbuyk+7cTMyKtnIZJPTjgI2DNPGqN11cNiOJO0cD+0FZx0V2q02/IWMsOCbXnFSKdU40hnoS+OR582HiAYe47MhvdvPsHYRFdyv8yaLJ1Bx0dVrdVqmh61m2VA50b3VJaW080U+YukxalDAQgJjESv0dlwbLcfLn4BGQFCAPG/NhmY3ovNH6sbZMSEhkZpfKk8h3aqXRZDlK9hLf/99Cka3p7huHz6g9xHSseM1WVw+4qvOHyTlpSE590PEm9VN6rUz4r2PV1FoCjs5cceH8T5U87N81w6HLTJW/7pgrNH30i8N6XjmwDIi01eVkoi62WdtgmwlAdzjSQsKks7qgPajJpUyYHb9dC71Wm8eBKMGWvKSl5SmWWT8AYNDHRQ9zdb7Fr7Lk5dxX7BOvL/fIgMa+TKb4rgD5F45hUhkktd8j9PQTORaKN6JB1KoadNdajJmeH1hev3JXOiWHMsjSz2TyIamahXza8vOgqIjEz6mprOrlw3CzoNcBMz5uCX5+vxJQuifE6pSnaYvaEcFk65K9Q6oVIZ66HXqILygQ1of1blnk8+aihJiLVHq0l+OSRYey897pl8KyGVnu+WMzVQNc/OJOOBxgyl1LLH00dBstAX3iFqA8yX3zRDs7IHxKFxK2KN96/DUTn3jiQ/LIM0gKEhoKsXyyqJ/Bz7srR9YQIM/VjQ0uP+GBH9JTOR+LIK8BBg/Lu+PpA2nQ6yOuoii6MOcufVhV0WXZhb6shvyoPnGJvwj44AVHnQSQoP0+xofPoIBAUCfu9jEOAfg5OHInH2ePKMY/kY9HRwwrMherQ8hSW7KgnvT8G/VF4DTareowtKfHZ45wtxGo2a6MSjhmhd5TAe3Y81Lah2md5rVeWwRCique1KqfCT479ZAipEMZkXS6arqi6+2Eq1s6DZHy5wK2wNM3MDySGbmOiLWp7Q/6rKosmiXXukmrj7RcvaCqBJAyJjJqmx+YixvHSCkKALDoxBaEgMAvxi8PRxNJ4/jYHPuxgYGgFmaXVgZU11Cdhk0EE6cx0BC38jOCLCgKhoICoSiIhIDAgT01gibBpDgl4Hac11hOnz7m0MXj+Phue9aLx8Hg1/X9q5qqumhAsJjpE/lGgq4NSLXZumQdBaWuugUuVCKFAgDyI/62LLGu0YzJyzbLXMiIqKlvgs87thIarnknzbsV8eHN3zAk8fBomdrizhmZJbMOUSNm3YiZiYaDDfGxTwCVOHXpe8b2hIyqWfCgApYhUXpS0mf9fSniSJtGqDrKhVQJVRW6GmPUbMKooZw29I+oaSj3Ej8gdJYGR4QDH4lS7ZWRHlatjj2rn3mDL4Gjxu+ScKu6h7QbncdBHoH4PQ0BiJCRJg6Sx0YJdZB1kcdOGQXQfWGXRAKUJw+vsRqDEI8I1B4IcYfPCPBwalGaUTpZeJWWJA8Hy+mIgIIDyU58YgOCgGHyOAz1/3DrSSHAYGBpg8eTJKly4Na2trCZj/0yM0NBTe3t44fXUhqrcwFJUeoBQH/Jr1xEnAvuMcoa+ng2dPwpE9lwnuXA3G2aMBwhSmSkoqCu/saoFdV2oLPVuZstOiowuoovu1OytrS2OoC9cC1iA3bec6LyyZFisx+SxJ2fqzX16sW+QpDGlNFO6vucn/h3OGDh2K3377Dblz5/5Xb8fPzw/3PC7jr65t4XH72ylwcQAsU9USOfOawSWvCUpXthQV5PvukyhpJuFnjkyavzZkqjvSWRpicMdzcaKb7Od9N+th3vhbcC9lK5T7iIhILJx8FzvWeImUJSh7jCggqprJc3q/ymGbf/Vp/yQXT5MmDQ4ePIhy5cpBN6Hx+A+s8fbt2wgPD0exYsXkanfv3sXAgQOxf//+b756IhuQqnjiEhd4PQjDwW2+kqAmnVxTWEGxAqbWtl+ohdXzHwgRUTHqtXQC847Xz7/HhZNv8eZ5SJy36uicDpOWlpJYEwPQ6gzjb77D/4MJrKyssHPnTpQpU+ZfuZsVK1ZgxowZuHDhAszMzPDo0SOMHj0a69at++b1qHVChs3MgdfPI7B8ZjylW5srObmkw8qDVbD8bw8BobqgJNVtpqxmwpQmS2Pp9LtYNfeBVmk7bdbw/3iMAoBhYWFiB378+FGk0caNG+Hm5oZPnz7B3d0dV69exYkTJ9C7d2/5LVeuXGIrXrp0CQMGDJBHc/LkSTmGANq0aRNo11HCtmrVCps3b5a/ly9fPu58HtumTRvs2bMHtWrVwtq1a388AMmxoxqcPSblCXBSvVm2xzjfitn34Xk7QP5um9kEufNZokbjbGCp355N3lg0+a64/L9G0k9AAcCCBQti+vTpuHbtGnLkyIHChQtjyZIlePz4MZo1a4Z06dJh5MiR6NatGz58+ABnZ2dR3YUKFULmzJkFqAQkjyEg6cxwLgKbf/r06YOtW7eKlFOcz2Npf9L269ChA4oUKfLjAdhnTDbJEsz5CgaGOBtpdCWAzKKVHLnMJQ7FwqMnD4NwYNtT3LnqJxy/X0O7J6Csgim5CKTatWuLVLK0tBQgOTg44OzZswKuc+fO4dChQ9DT0wPttwIFCggIo6Ojcf36dTmGNl3Pnj0FaATf7NmzMWHCBERGRqJjx45x5yvAWrVqVXh5eaFTp04/HoBDp2fH25cfsSyFKli7x/nrqJQ+AXNzcwGbwgYcN24chg0bpjJNVFSUAE55UL2OGDECN2/eFIeBoZyknBgCVN3vr1+/FklZp04dmZ42IIG5YcOGlN5KouPFBqQnSrLl00exVWdTlufEtXNBwtpggJIZhu/RaeCbV/sfnYDA2rVrFypUqAATE5MUPYWQkBAQnATx9xqXL19G165dxeb81iEArFLPBrT7hv7F4qEY4aldPh0oYRgCkwAla/fX+PeeQI0aNcRxoNNhZGT0ryyEbBkPDw+xK/v27auyBua9KawSMmfodCbFFBcAkkrUb7wjsjmbgMl9khLJT3v1PEIKaO7fDImjD/0rd/7rovIECMJBgwZLKixfvnzidBAQ/v6x5a4/elCS3rhxQxwY/l0xCDLW3BQpbZ6o3jl/0bTo2DcLujVTz76JC8Mw/aZo+CPdmqJiyY9JMT5+9A3/mj/BE7DfitIl3DBzQBAcHR1x//59iQ8uX778H3lUdFboACUcJACT/DtyljPKO19Swczouc5o2SkTqrpehvcXE0/5/O9CRvhH7v6/fhH7rYBxCSwa+hSu2aPx9OlTTJs2Dbdu3frXn8zB20UwpJMn2CalXtHruHstlujr6GyMNUfyS5OoiycC1Dq1vwD4r78+LRbwBXwl833AuK7vsHv3bsyZM0dFDWoxyw87ZOaa3MIbYCnpnLHPMGOEt9iDs9bnlhJUFlixF0/7WqoFZVyQCgBpC/r7fFYhi3Ki1Jyb/drcKUMS8oB0SL/6OuaJYo5vevOWfwFmdYGYMJR1mi1xO8b2fqZBFcx+hx162cPzbijqFL6Gqg1swEZMzcvfFNPu1OPiKJrpfKKyVRUAHrpbBGvnv8aa+bFFxzQq67TIgHF9vJKtd/2ZHohiLWnTpkX79u2RPn36FC0vKCgIK1euBP+bLVs2yTIwhpaSce/ePRw4cECkVIMGDTSeT3tbI8CNCuPl20gcPnICMUFJk3JTsrbvfWy1BjZgeSxrmMmaWj3vFX7vYY+R3R/G9dnZc60wRnR9hBsXVRs/qQDwcWQ5vH/9CVXzXkZIUBSGTssOu6yG6NnSI8kahu99Q99jPr5UBm7fvXuH/v37w9bWVqtpAwMDJfHu4uIiHqa+vj4yZswoQGaeVJtBtsjChQvRunVrCSAzcKw8CGzabjyO12NYhU4FsxX29vaxgDQqDOhZ4v0bT/zVrgg+/0iyoTY3lcQxrKU+/7wEnjwMlyZRLF9dPPW51E4rnFiq6TNH/LF9tWpxmQoAL70qgQD/SKya/VIq9wdMcJQmkPMm/LhOTt947xpPp+odNWoUGMU/duyYJOizZMmS5OWYOZgyZYrkWVu0aIGJEyeiS5cuWLZsmYDvr7/+SjYG9/DhQ8yaNUvSWQQx01sKAFIlk1FCEgDXQgIB02xMi9GjZZqM+d0Wv0+DkakdEBWA988PyHV/ZgDyoZ54VAy+bz+hRcWbsM6QBu/ffFQhNLPtyQe/z4m6UqgAcP9Nd5zY7y+liU1K30CrzpnALp8UnaltEIBjxoyReBkZHQxXMH5FCaNuEASUfJSU7dq1E8k3duxYkZ4clGgEEDMAhuT+qxlkC9Mz/f333wVInFMBQKpapsOOHz+Ozp07I3v27IlUL6Xhyo13ERphgD49f4cR7uH9+/epAoB0OMwtDdCuhnr7tNtQBxiZ6GJagsacKgA8cr8opg/3RrchDpg8yAtm5vqo2yJxmWJqAKMCgPnz55d6V9KQtm3bhiFDhiBTpkwqt0B6EyWfjY0N/vjjjzh7TQFAqkgeM3/+fLHpevTokUgdP3v2TMBG8JEqRTXKuJkCgFTnCxYsEGaJRnPAqDAiY9Ji7qyxsDR+IjQoHx+fVAFAdozI555WIwDbdc+MbDmMMaqnasWhCgDvBpVBjxb3xe4jK3rryrdo3SWzxkl/ZiAqA5DrVICQ6o8JegUIGVhlSIMSj9KN/1UMZQDy3xTHEoS9evWKA+GbN29EWtLmK1GiRNz5CgAyhUY1XKlSJanpUDu+2HxUuwFvjgrZgOskkFODCm7fyx5lq1lpxAqbBxQvb4Ghfz2UEg/FiAMgtwy44Vsaddyv4unjcGw4XgDh4dHSpWl4l4c/M9bUri0hAJVBSM6bwiakVCIFSZ1USwhAzkFbbO7cuYiIiJBzqDYnTZqEevXqoWLFiipqVQFA0p44F8mkxsbGiderBD5EXJOPZdGiReKB0zFJDQBkQT8BNqyzeqyw28OUpbmwZSV7h8c3JYgDIGtiOw3MioWTnksckL30mv9hh01L30gwMbUNdQBUgJBsjjVr1sgL5svu3r27WudCHQAVICRN/dWrVyDbpHr16qhcuXIim04BwJYtWwrRk1ItUVwyAfgUz5l2q6enJxo2bJgqAMjiNW6bEeCnnudJAbdifz5xbpWbOamo4ISty/6J7QN+FLA1AVABIHq4DIPQJqOdqG5oAiCPpdqlU0OaE+08EgMSDgUAmzRpgn379mHw4MGqINUAPs5Db5lUeoI3NUhAbd6jiZkeIsKiVDqV/d+m4jQBkPYb6yWePHkicUJKJtpzDL0kHJoAyDgeAUx6uq+vrzgKnMPU1FRlCgUA6ZgsXbpU1HCcjZkE+DgJvXZeh9I1tQGQYRi2Y+FGPQ9uhSbZ0es/BUCGUcjiZZaCZYWUWlTHq1evFgfE1dVVBUDqAKgAX968edG8eXMJzTBr8vLlS/Tr1w/MviiGAoD0vAcNGiQS0M7OLi7ITIeDNl/CQZuUIaRGjRrJ8akJgJY2Bli5P59Q+CrXtZaWxezXrWkIADNkSiO797AOhPYfVTHbc7HLALtJsXE2eYGpaajzgnfs2CFqjbaYAii0AQnIv//+WxyTPHnyxN1mQgAqAMXicAaqFfacQqoyR6s8t+J4zsMBJLHfAAAgAElEQVSKM8b0uvRdBj0DGwkyqwMfL86PYsuWLeI508lJTQBk7Lh0FUvkLZQWC6e8kK6y9YpeQ1hIEnvFsXM7++z5vPsk+6V9iohGSEiUNA8KD40SgkKvVklvOPKzgVMZgJRSe/fulYA0axksLCwSLZf2IAtz6NlSunEoA5BZEgaqM2TIIFmOhM4Er7F+/XoBM6UdbUPlOCDPHzt1P0qXq4MaVYtD7/NNtY+MhT/0llmhxrLK1BKIVtzM/K15EPkpRtrKNS13Awu358WJvX7YuFR9F1mRgM55TIR2TynXc0Q28WS4jQDrQLi/GavakitM/1kByEwIKeRMxxEYDDZrGgQhg83MVJD6rgAgpSQlJKvPmBNWjhUqz6VQ8UyrMYPC9F1cKs6oMHz8IzFj6nDYWb5G/fr1JcfMeg+eFxwcLNVszB0zGF60aFGZOjUBkFuQnfEujvMnAnDveohsO8GOG4MmZxcpqK6uKJEN+Gd/NupOI32RU/OghGIAmE4CpR/Bxxee3KAaXbx4saTjmDpjiIY2HoFCYCbHiqE6ZrCbkpAljJxr3LQDQiyg2g0POCvznjlzRuakKcAsC21LOkK0K8VO/DJSEwCLlbUAtalVBgO0rHATL7wjYGGtj/XHC2DK4Cc4ujtxN/5EAGzSPiOKlrFA/9/j22sk99J+xt+ZQahWrZqUENI50JQDVrd2xt8YbOZgQTdTcdoQERRzEYSUZFT5JumcMXHGzkQ2H7Mq/Dgo+Tg/JTMr3hJSs1ITAH/rnAl9xjgiJCgSaxe8Rr4iaaXjP2OEbPWSsPMsn1ciAHJ3nlZ/ZUL72onZqz8j0JJaE6UVGSms9E/JoMqlV0smDdUoQZiw5ja5+TjHe79oREd+wG9tuiKNrvqe0cnNQ4IDJSbn+9lHv3GO6DrUQfZBuXk5SDqs3b0WIr2FuNtAiwo38cxLdcPJRABkU+5hM3KgYYnrP/v9Jrs+hlloTxUvXjxFrGbagqRgUZKRjsWMScJBCUbVyUF2TCKuoFF+fIo0wtihTdCpY/NEACageD5TejyXf9TZlvwQ5s2b99PQ75N66GPmOqNyPRtUd7siUlB5awxug8YU79LpqpvbJAIgGQt/r8+N+kVTNwBpAzIATOeDjOZSpUppBULabswPE7gMhdCZUHjNBA3Tb7QpHzx4EMfRo6RlaIbNeygtdYzd42y+MUPqCalAMRjjIxmVrTM4F9fJf2OLDbJoSFhQltgk1NL2/Nn5gLy/v9fmxmMP7v2cuKdQtYY2Uh3HLdSUh9r2bCxGpwGZmociDEMpSIIoe6nw5SZV38HsCEMtBB/Tc4zpKQBIT/Xo0aNSEMR5CBaChoN1GhcvXpTf6zUbi8rVGkM3JlDifAwoKwDIUAwlK9N4JC8wzEL7j5KWko6gZLUbHR8ypDlSEwAZeL59JVhtJ3+zdPpYczgfGhRXFWwqAGTvQ+brTM30pQbkg//nVFsXrBwH5MudOnUq6tatm4ixovjIaGuRE9i2bds4Ph/zxAQgY3okkjKcw2B1Qj6hYo7XAXaYPnOFxPkqlTIXsCsASJXNOCO9XvL81LFiFIxpZmsUvMXUBMDkBBa3zwj6oNqbOg6A3JKU3D8399hUEiuZdq59hxWzU9YjMLlF/FO/J8yE0KFgTI4FQglpU1SFBIoymZTrVACQzGZmJZhK0+hNf8ntvnpxF+OHNRSpx7CPAoCHDx+WDAcBrYlRzWtSzVMS8liCkG3RUosK/pp3GwfAvdfdcf5YALaveYfAgM/IlNUIVevZYOKA1BkPVEdGoOojIBo3biyNfniMAphkrLAFrvJQAJCNgegkMP2mdiQgFjAOSNAylsjrMe/MOCT79pGKn9ygtKT6pylA6fufAOCKfW4CPm6ipxhJ7SyZ3EP8t3/XxIZ5+/atqFqCjWwWpr3YdkydfUgAUuVSfTMOqLDLVO5NDauF6pyOzPjx44U1Q7XOuCIlcHKBbMXcZOxQhbNbaWoCoGLXKO6FzM24yTP99CmWX0C+4Ktnqr5FnATsPCirZECS23D53waWttdPig9I+hTBQTIpCZ9s+qPOOSEA6RBQ/fL4RC3ONFCq6JRQgrFAiWCn2qfzQpWqbZE7m02ySo4e/M8OQAKNNeTupc2RK5+ZbHlLMgsJLgH0I6Jjd426cSFINvpW6wWTwdBjeDY0LXtD23f8Ux+XFADZTYp5XmYh6B3TOVHXQYEAJDmBAKQqVXi9cuNJ8PkCAgLEBqTkJABJq9q+fbuAUlsAnjp1SgizNBd+dgBy18/Rc5xx+2ow7t0IwfMn4VJXfvhuEVTKfTkWgNzM53XsjqJqAchdwFnb+Vulm8jqZIxMDobCjNm87E2qDMloAiBzrlS7rLVgbJBSisRUquGEICQAyUqZOXOmFBzlzJkz9tklQyZlKo8cQ+aiqXbZW5m9namOk3JAlF/MqlWrROKyyOlnB6CoV1M9YU4pJ2yuvS+JGgWuSrMDTUMlDHPTvzRePAmXvoDPn0TIPrZbVryB77vU189ZHQAp8ahKyXRh0p/pNapjgoOsGf6bMggVTgjje5SapGEpB5nV8fnoxZL9TPA0bdpUJCcdEEpE0ut5neQG44UK+5Nxwp8dgJruh37FttXvsHdTMoRUxQQHbrtjcMeHuHs9WFpxpIL0o8Z3mRCA5OYpuh4QCMpAIzCpkgkO5d8UAORFhg8fjs59lsI1b6kkyaSkYjF1RqAzg6IIw5AISzXMeZLKTRPA3AqB4Reqf34gqRWA3CaXhOakmFUqEnD8IhfR1WN6Phb+H41LdsdSruNM7uv9WX5XBqCCTMqCcKpDdcQCgpDqktKRhj+PUQCQQLruoYtlK7ah618tkdsxLJEtp2BW09slDYtbKnAoAMhsB2ldDPswHKNiT355aEy3MeRz/vx5Ic5SiqbmQDRLMdkRgV02tFLB9ILZoJxbzl85/QHFK1pKbHD9otc/C660XocCgGTDUCIxA0HwaSKTcmLS3yklScun+iQIJBWXsRJidC1w+8YpLJvXRWxB2o9kR3NQStFrZX6YsTtKUoWzoZyKY86XRVA8lsFwHqfgAzJ0c+TIEYk30vNWADQ1A5D1Iae9isHd9rxGIZYoF0xnpNkfdsjiaCR5vUM7fCUll9oGAciwB6UJ/844njYOAEMoZD+zeRC5hINGb4GFlWOc2qWkpIfKbQv4dw7mm+nUMLaoXJSkLAEVz4+S8vnz58IV5PwMWDM2yKwJQc15lD+S1AxA3vPJx8XQp7UHrl9QbcumeB5qq+KohnXYmDLq5+egaRTtOjqSdaDapUrUBnyKuRgfpCp96OWHsVO2w9pSH4hQbYXLvC0lGgcBoy6MQ7VLD5phHHW/83zOQ2nJOdSFaJjHpkRUXCu1CYKSFS3hcTtEHFp1I9myTNKzGNdR5nallofAOl0nJyetY2/K9xWtZ4eH988jq0MOuOVJzAdM7hlQOtLxoC1ZtmzZFBNaFfNTSjIe+P86VABIAkLpqpY4dSC+7f/JR8XQt60Hrp1XL0J/5gfDAiJmIZQHDX2qNf6hZ0xDnwQDOhpxUupLnG/ssKZ49ey6sFcYj9M2iExbkqEdUuwVudyvfU7cFoF9Dr9Lu9+vXcQPPE8FgLnzmwl1ulnZGxLV5vCKKidUam5ck9oGVS8zHRy0vShJmGOl3UWbi5Qo2nwEI4vSSUhIn6V6HJl01uQ20vOFjYIIZOZlkwMhJR8zINwokJxC8gT//PPPr350JK8yhpjaAMiccOasRmBO+M3LjwgOVKVhqbUB52xyRcVa1lLV3qH2HeFueceUh5PuyVQZE1QAkC+PdRUMKDPOR2AobEICk9kR9nM+f+MjevQahRyOVkImJZGVcyiC1cmRWhVNLilRubs5MyIstfyvAZDN7rnfYPZcJrI3tP/7z+hQR32NkYoEnLQ0J2wzxXbKD/CLxPi+j/EkujwcdU5+9Rf8b56oACAb/TD8wWZCmppDxhgWwqWrD7Fh7XyMGFBLaoAVAGQ2gpxBpvDUtWHjPRJ8VLs8T9HkkvT+/xoA05rrg8Xp7Ki2aPJzhIVGoXg5Cxzdk7gkk89NBYAsqctgl0b2eWAtJ5sJrj2SH7lNTsftcv5vAiql1yYAqTZJAmA2IS6Xm3CiLzZfTKQ/NqzoJ+EVSi0ymDmHYm82RSNKkguUSa3k7xGsdHp4niKM8l8EYN+xjnBwNka/tg+02llBBYAsq2PgZfowb2nN26FPFqnrrJz7UqrMBxM8DBYzwEs2s7pQSEJiAXO+TJex6SS3wFIGIHFLEDKsQvIC99ClU6NocslGlMp8v/8aAG0zG2LX5UJoXOqG1r2EVADIqibueMPWvGzHwSr3ijWtUCn3FWm3ldoGwcOcKtWiwhlRuQc1rBbG7shioQ3HGpCEAOT5LBanOmbgWOFNM72WMNb4XwMg/YeO/bKI06rtUAEgN6U5dyQA/l+ChuwXY5XeQDavTo2D4GGzHzKfS5YsqXoLSVCqCK4qVapI+wx1AOREzOnSpmT4htJSHcHgvwZAblTDDWnKOl1MxPvThJ9EgWiyFwwNdYVQ+CkVSj3lGyV4KK1YxcZGj3EjCfDRYyYzhrlgFhKpAyClJFv8Mn9LooMmPuF/DYB8vvM2uwqRZVT3xwgOig29sNrSJY+p+BGsG1YeKgB0zW+G4X/ngKGxLgL9P2PBpBe4fPrrWkr8DBKT4GGeljt7s7ZDeQciTf35GJIhC4YkApJKEwJQuQMWeX70fklgoDqmh6xsZ/4XAcg948bNdxE6Ps25z5+j4ehsgqJlYvcSPrDNRzMAZ6zOjbevPwoLukCxdNJkcFwfVQ7/zwAsbddA8FD1MpBLJyRz9rpxQWZNzSEZLyRwuCM4t29QBiBjhqx4u3nzphAdFH2h6bgQhOwrqMwn/C8CkO/G1EwPFWpZw7WAmTQmeu4djjOHAmTXzIQpXRUJyD5urA05ddAfO9a+w7PHYdI1NbUORRyQrTSu3InGwKGTYZImQmNnUtqLzGJQApINoxwHVDS55IY3dFISsl4UpFYGuRVs6/8qABV4kU1GdaCyZVdCLKkAkFsp5XIzk26p9GhIx+fmc6mtOaXiJhUAjNTPj+WrduLF01v4s01h6d+irCoZSqGaJmGU+WO23eBQAJAcPXa5Jw2LkpRetbpBELLug5KQpFbyA/9rgeiUCiv1dKwvRiN3y+QOiGN6PkqVbBgBYOORonajPvni8O6JAiQCkEFpkgXYo485YrJWWL9LAqtiEIAMLBNEVM0EX3Jbv5KIQCnKZkUEIhkx/6VUHAktRcqa4+IJ9b4Dw3vKNL9EAOQBbMvLQXLCljMFUSLLhUQ9PVKK9H/j+E49F6N2vdYqNRyUUty3jR4s2TBkHhMspG0lLBonMZWkAgayU9LkkgQH8gmZIaEHTjLs147URkbI7GCEdUfzo7zzpUS3zDRdl8FZMXnQk7jfEgGw04CseP08Aoxq122eAacP+yfa4TAlDzNjZhP4vo9A5Od/OJBt3R81KtqjUf2yQHjirRC0uQc6Fgw007Gg1EzJIKmVpZWMD7Zq1Up9FkaLCWkasKj9RzaopNAxMNDFxwj1ney1WGbcIdwR6fST4ihgdTYRgYUkBbaAKZbpvGYAtu9tj+oN0ksymW06rp8PxOfPSTsiJqb6iAjnDjiqx/HfL7xsiq5NTuDsUfVd0lNyc1ofa78V0MsAnQ9zoR/29TuNk4XMF682hafFYnjut5zPSyjm0OJyX31I33GFUKtpNrSscBBvX6nG6b5m0qvvSqJG/qvweataD2xprY9jnsVQyOacZgDya2A/j8jIaERr+UGMnlMMNy/7Ysca1UZGDdtkx/RVZVDHfQ/uXlPPhviaG0zyHILPuAQQfgF42fi7T///NiHf973g37B67gNkdjBFt2anNN5ixVr2sHc0k2OTGruvFpY9pm9eUiUxs8ryXnAZuBie1gzAr3nAgyYXhrGpAUZ2u6hy+ui5xdGmay5Uzr0DXg/+AULrL/Cl+PVlz2WORTsrom7hPTj3vAmq5d2J929U+zhz0qbtndFjRH6YpTNAAasNSV5n6W437Fz7Fge2+4pWZGsODqrnU16xElARD0xEyWcqjvs98ETWA1OrhgRSFWm+ZpfBbqjdzBE1C+xWOejIvfrgDRbLvBk+bxPfFA9OY6j3Rdp+Y7zxF/hSDD6eUKORA+q3yo5ODY5j4uKSeOzxActm3leZq1KdLKCW69XqNJbsqoSC1vEAzOqUFmnNDXDvRnwZB0t7i5a1wI2LQVKMxH7RUdEQXLXpmhkbFr/GhP5esm9IHADNrfQxfEYOsFGlAp2EBIOJ5HY98dRsG7TqnBNj5hZH4QwbEeAXS1ygON92vpao8xr5d6sFoHupDJiyvDQmDbyKwzufJ3qAljaG6DWyAJbOvIcXT0I0P+Bf4EsSfJRaIUHqq9I69s0D28wmGNfnCuo0d0TD1tnxe62jcfMVL58Rf68rix7NT+HjxyiMnV8cdd33xv0+eWkpvPAOxtzx8b2fh83ILlR8lmJS6tH7papnh9QGrWylQxb9C3bfiANg9twm2H6+ENpUu4V3rz9JApmT8MSX3hFJdkdo1DYHpq0sjT/rH8ORXbFd0Fv86YIipW1RqrKdLPjd63gAc07+PmSKuyC8hP1mBH2IN1jZjaF6QweMmlMMxib6qJ5vF1490wDAX+BLEnx8lqe9G2Fopws4dfBVomO7DcsnWmjG8BswMtHHWe/GaFhiH54/CQYl34RFJdGn9WmcO/YGdVs4oUr9rOjeLJYhz9/nbymPCi7b8fp5/J7S3YY5wMhIF9OGxW9MzeNd8ppi7kZXVM17JbENSElH3b1/qw+2rXqbInFeoZY9lu+tjCmDrmHB5Fju/+RlpXDvuh+adnDGkD8v4PZVX/l3fo2TlpREVqd0ePMyVIA1ptfluOvZ2BqBtmPB4umR3tYY/dufxc618XEjlYX9Ap9W76n/hEJo2Skn2lY7jNtXVZ3B33u6wj6bGcb2jn0HvUcXQNlqmREY8Ak5cpujW7OTuHkp9t2JtMxkgnF9r6BQifRYeaCKzNeq8iGVdTTtYIeSFS3Qu5WHiumWu4AZpq3IhVoFryYGIP+lYRtbScF1a6ZqAyR3l+WqZ5bF7FjrhT6tz8DQSA8nHzVCi4oH0XVIPty46IMNiz1RoFh6UGRfOfsOK2bdx6bTNVDdbZeoZ34AFWvH2hoHtz2DUy5zPHscjDG9LokUZpyKoZ648Qt8yb2WuN/TZzTGGe/G+OD/ES0rHsITz3iHMCEA2ViySfscCA35jBP7XiI4MF51D57iDn/fCHEoxy8siZCgT1i/6CGWzbwn1zJNawALqzSwsdUFiS21Cl1FhFI/QPYRnLc5j3oJyAmY+ZixOpfEcBRDmza9JSvZiVSjKC+ZZQtad82FkhXtxLCt29JJ7LgA3wiktzPGpAHXcGDbUwyYWFgaoU/ofxVmaQ0wYlYxFCxug8F/nod7KVuUr5kZ7WocQenKmTBwYmHcveGH3q3OxD9051e/Qi1aQxCYsKgEipWzk4ZTXRqfxN3rsZIwIQCTmnL4zKIoUzUTjIz10bPlKczbXB6tqhDQQXDJY4H5WyvIppflsm+TREZCInNGe0PsuFBIMmtx+GKsU/E/3Dd47zV3KcnkPl82GdOILmdzoqT2DXEtYCU2ID3lJdPuos/YQujT5jSunn0vko22QnhYJG5d9hVj2MRMH6e9GqNxqf0iLWeuLSNe1Oiel+Dokk48re7NT4n0zGBnLB26Du14jpkj/z+6t6YAN9/t0KJlbUVqzRl7E0OnF8WA9mfFJkwJAN0KW4Pm1obFD2FumQZLd1dCeeftyOdujUU7K+HUgZdwzmOBRiX3q103twAZO88ZfdvGxxFVwjBMley74S7uM9up+vl8FrW3a937JGn59KJ2Xa4t0mvKslI4sf8lBrSPj3YnXE2DVtlR7zcnnD70Ch375cX0YdexfbWXhH7oZdEbYwiIapoB7EnLSqJm/t0qjsp3ezP/kYkoCHZcqo1Zo28iNPgzZqwug13rn4jW4hjfN94x0OaRUOgs3F4BO9c9QZPfnUV4uOa3hI6urrxPTSM2yREfclMBoKOLMZbtcZO9vth3J2FqTdOkdCwuvGgKN/N1It3CQ5OOG/7WKSeGziiCiyffyo0rB6kLFE8PO3sTXDzxFiHBn7H9Qi2xMTQ6Ito8rV/HyBNo1yM38hdNj96tTotmGTzVHXkKWoup5P0wCPmK2KDZHy4oWiYDnj4Kxtmjr7Fr3ROxHRMOhtkWbKuIc0dfSwbs4b0P2HmpNqYOvYZzKUi7qgAwf9F0GDUnBxoUS/k+cR6hrVAw/UZEhMXWAVBEZ8uRDtlc0iEsJBIf/D5KkJNxQhq61rZG8HnDpkeaA9Ddh+dHnoJW6NzoRKrszPCz4T6dRRqc8mqkku2gHR4VFQOmTektL//7vuTtHZzSolrDrChe3g4LJ9/BmvkPkuyWlimLKXZdqS1Jh5R0VVMBYKnKlugxIhvaVrslYpI2He0vs3R6GttrKR7ycc+GEgd89SwU4xaUAB0Tv/fh8HoQBCNjPQl22tqx01aIBJ7pGSc1nHKmEy+5ftF9mmOAP9sbTgXrYRTC45Y/Vs7xiFute+kMmLWuHNpWP4zHHqopU6ec5pi5pgyePgrCkE7nERqivscL7fzf/sqJ9kpBbG0ehwoA2ZxyxX43YUAH+H2W0joWlzAgnVyt56qDVeTrcS9tC2dXc9y56oe6LWIL3c8cfo2/R92UrEj5mvboN64Qju5+jhkjbqi4+XGekQ6wYFsFAemiKf+/rcm0eUHf+xja39UaZMVfjU7ETU1n4uSBV1i7QD3JgMmAcQuKI4tjWlHXimyX8tqYjChd2U4kJd+btv3FE/EBCTjHnCaSQqHXEhQQiUf3Q/HmRdK1wQw8X7/gg8KlMqBAURt8DI/CyO4XxYkpVs4WG5c8Ek+Yw9LaEHTpGWzmMacPqbYArlIvK/qNK4i6RfZ+F47a936JqXk+CytDUcPFMm2Sd0O+5p7rdVAm21bQU67/W3akNU+Da+ffY/f6J3j9IjbDQbOp77iCICOG4bE3L1VTs4zxrj9WDYbGeijjuFUlM5LU80q2QaW2D5v2A229ty9DMXR6EVT7EmDWdD69Msb4JiwuialDrmH3hti0Df/94O16mDr0Oo7uVt3cWNu1pIbjaNro6bMJfOxqKTFI2v0nGoFuOVMD04ffECewcMkM6DzYTUwtOn+r5ngg6MNnFCtvizcvwsT+U9ZMnQa4ib3IrIoyCPne9lyrI0yalKjh7wbA5h1d5GZIIDi5X7M4583QJqThy3YfeQtZY8nuShja6TyO73sJ14JWmL+lApqVPYAuQ/JhzTyPRHaJJoBZWOtLSeCrZ8l3cmD/un9rK4rCJc3RqK0tHHIYy2ZADDmxi9Sje2G4dSVIwmDcr+VHgZHZJuZ6yXohaXjDyeq4du49Jg24qrYZATMcJMZSwBBoChDyHSnUMfPIF182kcxWSkit3w2AjAst3lkRxqb6KGG/BZ8+RslXZW6VBkEBnwRwHHRGtp6tiQn9r+DA1tidtami524qL3QufQNdrDtWDXb2pnj/JgzNyx/Emy9qIDnJxm0B+o93lBzko/ua2TsWVvoYv9AFM0c9xeMkjkvuel/7O3ekyupkJG3waNoM7OiJtOn0kbeQGdwKp0XOfKbSpXb13Fd4++qj1vaUtutp2z230ORGdL0ocVdTMwP0a3dWIhJV62eVXDBjhFfOvJMpGb7h+5g4IDZDRhD2n1BYIhQd6hwTyU2iQv1WTimSfjKXciZE2xtQdxzBdt23uUgx5oM5MmU1xdoj1YRQwC9MsXgmtJn/VYCS/z5qdjGJN5Ftu/VcTZw58hqTB12Vr07bQXXGRDj3PSbfjFtMJDSGqfbGzXeWj2NEt0f/+B4obH9HxvDBbT5YNvMlfN9/li2uFIPry5LNCB362IOScsbwpzi6J5YM8L0GbT0CaGL/K5i9sZxKkD9PIWvkL2KDa+fewfNubGUb12RkpC/5YcWgTbh4V0XxqKcOuS5OI3PHm5c/StEyvxsAeVUu6OyR1yqUbYr4sNDkQURiZIPW2SVVxwD0qO6XtA6EK98xv84q9WzQY7gD5o5/JttMKIOwcbuMaNohIzrUvquxbWyKnmAKDx41yxnQjcGEfk+S7J/H+FyZqpYYPjOH8OfYLOB7DUqzbRdqCunD91045k9U372UaVJqtrLVMyNHLnNZ76mDL7Fvy1MxX6zSG+HArXoSfltzuCpKZNkiWZaUjO8KQIZiSLuaPizlOVtSf3ZcrI1H9z+I/ceeIt8y3AqbYfzCnFgz/5W0myMIqXp3XCyEHi09cOdLD+xvuUZKz2UY6rR3cTQvd0P24tNmlKtuJW3ymD9NWGOhzfnqjqH0f/S5DZ55BaNb05O4f1MV3EzPdRqQV1JsVukNxTHxvBMgefs/+uTBkun3sHVlbMuWDr1dUae5E3zehqFjveMpXtJ3BeChO/Xg5xMhlB/lwRRP50FueHArQJyMLI5mQi4gcUEhHRu0ckK1Bg7o3/4cggM1766Ykjt0zmOCWetcRRLu3+IjNanZnI0xoIOnEgUjJTPGH8uXyD1wKQm0HcXKW2DI1OyoVyRlZaK/96I6Tofuze5/N3vQK6qtaBuGTJTJwNQgU1eUBilcZCoxZEZvWTGopeq1dJJQDAdBed23hYR1NLGuk3o+3xWA+27URYZMxihiuynums6uFuJUzJ94G38NdJPA8vUL74WORXW9YNIdMWrpCZOckFzFlbYvW3FcPve0mLw8J2aPeYoBE5zQsf7db3Y87LMZ4Y++WcRxYNnqxmVvtAIiWyATtOxAm5JBz/7wvSKSDNBWciY3f5Pfc2D8opJwS7dOJdZavZEDegzPj4Yl98elVZXn6jYsv0jFMT3jSZybvHsAAAYnSURBVMTM19NBUTgtyV1b+ffvCsBt52ti/oQ7OLY3Pn43a11ZYc2SUEB3njYCOWOLd1YSo3XVXA9hxlC0Nyi+74cUsNdulh5TVuTCylmvMGWwBnb1l6dCwIYERyWqgWGjzkxZDPHMKwIrD+TDlTMf8OB2KOr9ZosR3R7ihRYqdcX+fFKQc3hnyp2K5fvcsH7ha43NvlPy0hXHEjiMRpA2pxh0Jo7tfoGtqxJ3RTM10xdGzbDOF3D5dKyHTAfl/POmaFRiH15qKptIYnHfFYCzN5TDqQOvsG11/OJZmN6y4kFhW9AGci1ojWHTiwizlpy/XG6WIv26Njkp0fcfMao1sMH01bmxf+t7DPrjYZLJ8notbdG2e2a0rnoLocHx3mmPEQ7SbozhEdplXZveFy+elV7hYaobNWu6h8U782Lb6rc4tD3lAJywyEV2I2ezqO81Rs0qCj/fj5gzNn4bMma0SCiZNuyGMJ5pO9MhIs9v9JziwqZmTlj+XV8HnQe6oXSVTBIu+5rxXQFIciNJBMO7xNcHM+XGRDUrpzJnNZM10vbbsvIxWNJHx2Vcn8tiE/6IwSbrC7fnwZyxz9BlSFYsmvJCKrI0DQaoF23PizNH/LFydnwRDzfw+XuUN2xsDdHiTzsM7/wQ3o/C8fFjtNb25ICJTpJnpzmQ0rH+eH4snvoCJ5V2sUrpHAmPZyxw48nqqJp3JwJ8Y4P3GTKZSHlm7nyWCA76LISSjJlNJWC3boGnOCRsWsBzGdCmVuvS+ESi1Jy2a/uuAHR0ToctZ2uiXtG9cQwWxotc8lpIhoSVU6+fhUp5HzMg87eWlxDAxiUPtV1vio4ji2fhtrw4vtcPK2a/hHspc0xc4oL2te4kaUuxNGHBtjyoU+gqgoOipCbluk9JlMhyUWy9vwZmQcXaNhLGYQfZM4cD8OB2SLJt7Cg5uY1BkzI3UhR/TG+bBgfvFEEZx4uSMfmeg00F3Nxt8HvNo5I84KBNbmFtKMFn0upY0fjqeajk91k01mNEAVStlxWLp90VAgPDM187visAuYguQ9ykpuOPusfUqjpF8dH4BSUwts9l7Nuccmmgzc1Sko2d7yyHDu/yKLYIWgey9USR0ubo2fJ+koDhrlG3LgVh6YyXkjKbs9EVdd1jvVcGvLkXLlVyqcpWKFbWHK+eRSRbzEWVtWhHXpxNIF2Tuh9621S/BB7jgd97UEBMX10a1umNhRiiroMFn1sGOxMJuZCssH/bU8wZc0siHt86vjsAmUpbc6gKfN5HYGL/q0JOoL1AxyNXPkqAgsjmnA69W5/G9fNJcwK/9ub4wH77KxMatLbF7zVjtxxTDK5j5trc8HoQhpkjvDWGNRj2mLEmt4RMilewQIUa1hj4h6fKkngdsoaad8yENt0yo1z2i8l2lM1T0AxzN+dBv3YPcO1c0u1KCPSGbTLG2aQf/JIP6H/NM2Pcr2UnF4lSMCZ4+uArvHgaItkixmeZnmP26vDOZ1g87Z7WTBdt1vLdAciLMvtBNjO5ZxTr/r4fRXSz/Rc5g9vXeAlt/0cNZkIGTXFCt6b34HErvmBacT16s8v2uWHeuGfYu1n9R0Bwzd7oiod3Q8UIpwRlPFExKtW1hntJcxQta44P/pFi1926HIzCpczB9iank8hc1GmeQYi/DMecPOCXSBITeKzPadreDtUapsewzg+/WxA6qWdOdUuHoly1zLC2NZaIxMunwZJeZW1wSrMc2rzfHwJAxYXNLQ2RzsIANrbG8tUE+EV8k72gzQ3xGO534vvuEy4c19zhv0QFC0xc7IKuTe7j3k31XRdoC87ekFu664/q/ki6visG29gxDkh1Su9U0cY4l5up7K1yPolrCxWtihV6jnRASGAUrpwLxJMHYcJEyZAxDXLlM5PA82PPcMwa5Q3vh+r76mj7PH7m434oAP+tG9emlpnHtOqcCfVb2crWUpoYvDndTGWPi31bfFRsWkopnqMt81fds2CvlGLlLMBaHGZo9PQgDBkC7sQ+PzzzCk+Ve/Sl5L3/XwJQ2wfAuKSNbRqhPP2bgx8D1TxDHeQApqSo599c9/e4ts6oUaO0T2Z+jyv+muPXE1B6Av8DX7fFcMaBI9gAAAAASUVORK5CYII=</thumbnail><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled(2)" center-x="240" center-y="179" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Square" idx="1" x="50" y="-50" heading="90" scale="0.95" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Empty" center-x="29" center-y="28" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADkAAAA5CAYAAACMGIOFAAAAAXNSR0IArs4c6QAAAShJREFUaEPtmyEOg0AQRT836A1ag24TBIakFWv2Fr0BFgc4LKdZs6ICgyCpx9AbcIRmG0LS0lbPbj4nmDf/v4xZIgAVgCOAE8L87tECeQZwCZMRt0/ISWuNNE0PPgP3fT8ZYxyC43iH1FpPbdsijmOvIcdxnPI8hzFmC1lVFcqy9DnEdfa6ruF4NkkS0rN8mSSd9KiyrCvryrrK2gCdpJOyGvl3GtaVdWVdZW2ATtJJWY3kCaGTdJJOytoAnaSTshrJO0kn6SSdlLUBOkknZTWSd5JO0kk6KWsDdJJOymok7ySdpJMhOKmUmpumQZIkO494NqMOwzAXRQFrrePYPM+elVLIssxryK7rZmutg/8K6XOAv2Z/JXldHqTvQyQE8HCQof4qsWb2BLkbqAIXp3YbAAAAAElFTkSuQmCC" id="11"/></item><item><costume name="X" center-x="29" center-y="29" image="data:image/png;base64,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" id="12"/></item><item><costume name="O" center-x="28" center-y="28" image="data:image/png;base64,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" id="13"/></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables><variable name="position number"><l>10</l></variable></variables><scripts><script x="14.999999000000003" y="10"><block s="receiveGo"></block><block s="clear"></block><custom-block s="makeBoard"><comment w="143.99999999999997" collapsed="true">3.3.1.4 and TIF B inside</comment></custom-block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>board</l><block s="reportNumbers"><l>1</l><l>9</l><comment w="53.333333333333336" collapsed="true">3.3.1.2</comment></block></block><block s="doSetVar"><l>playing</l><block s="reportBoolean"><l><bool>true</bool></l><comment w="130.66666666666666" collapsed="true">3.3.2.18, more below.</comment></block></block></script><script x="13.66666566666666" y="364.66666666666674"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportAnd"><block var="playing"/><block s="reportEquals"><block s="getCostumeIdx"></block><l>1</l></block><comment w="121.33333333333333" collapsed="true">3.3.3.5, more below.</comment></block><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l><comment w="53.333333333333336" collapsed="true">3.3.1.5</comment></block><block s="doIf"><custom-block s="won? %s"><l>X</l><comment w="53.333333333333336" collapsed="true">3.3.2.9</comment></custom-block><script><block s="bubble"><l>X फिर से जीता</l></block><block s="goToLayer"><l><option>front</option></l></block><block s="doTellTo"><l>Sprite</l><block s="reifyScript"><script><custom-block s="draw win line"></custom-block></script><list></list></block><list></list><comment w="108.66666666666667" collapsed="true">TIF B.  See below.</comment></block><block s="doSetVar"><l>playing</l><block s="reportBoolean"><l><bool>false</bool></l></block><comment w="53.333333333333336" collapsed="true">3.3.3.5</comment></block></script></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l><comment w="53.333333333333336" collapsed="true">3.3.1.5</comment></block><block s="doIf"><custom-block s="won? %s"><l>O</l><comment w="53.333333333333336" collapsed="true">3.3.2.9</comment></custom-block><script><block s="bubble"><l>एक्स बहुत खराब है</l></block><block s="goToLayer"><l><option>front</option></l></block><block s="doTellTo"><l>Sprite</l><block s="reifyScript"><script><custom-block s="draw win line"></custom-block></script><list></list></block><list></list><comment w="108.66666666666667" collapsed="true">TIF B.  See below.</comment></block><block s="doSetVar"><l>playing</l><block s="reportBoolean"><l><bool>false</bool></l></block><comment w="53.333333333333336" collapsed="true">3.3.3.5</comment></block></script></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block><block s="doIf"><block s="reportAnd"><block var="playing"/><custom-block s="tied?"><comment w="135.33333333333334" collapsed="false">3.3.3.1 and 3.3.3.5&#xD;See 3.3.3.3 above for why we have to test PLAYING.</comment></custom-block></block><script><block s="bubble"><l>कोई नहीं जीतता</l></block><block s="goToLayer"><l><option>front</option></l></block></script></block><block s="doDeclareVariables"><list><l>available squares</l></list><comment w="252.66666666666666" collapsed="true">3.3.3 TIF A, here on down.  See comment below.</comment></block><block s="doSetVar"><l>available squares</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="board"/></block></block><block s="doIf"><block s="reportAnd"><block var="playing"/><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="available squares"/></block><l>1</l></block></block><script><block s="doReplaceInList"><block s="reportListItem"><l>1</l><block var="available squares"/></block><block var="board"/><l>X</l></block><block s="doIf"><block s="reportNot"><custom-block s="won? %s"><l>X</l></custom-block></block><script><block s="bubble"><l>कोई नहीं जीतता</l></block><block s="goToLayer"><l><option>front</option></l></block><block s="doSetVar"><l>playing</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block></script></block></script><script x="10.333332333333317" y="1648.3333333333335"><block s="doSetVar"><l>win lines</l><block s="reportNewList"><list><block s="reportNewList"><list><block s="reportNewList"><list><l>-100</l><l>50</l></list></block><block s="reportNewList"><list><l>100</l><l>50</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>-100</l><l>0</l></list></block><block s="reportNewList"><list><l>100</l><l>0</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>-100</l><l>-50</l></list></block><block s="reportNewList"><list><l>100</l><l>-50</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>-50</l><l>100</l></list></block><block s="reportNewList"><list><l>-50</l><l>-100</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>100</l></list></block><block s="reportNewList"><list><l>0</l><l>-100</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>50</l><l>100</l></list></block><block s="reportNewList"><list><l>50</l><l>-100</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>-100</l><l>100</l></list></block><block s="reportNewList"><list><l>100</l><l>-100</l></list></block></list></block><block s="reportNewList"><list><block s="reportNewList"><list><l>-100</l><l>-100</l></list></block><block s="reportNewList"><list><l>100</l><l>100</l></list></block></list></block></list></block></block></script><comment x="10" y="1569.3333333333317" w="356" collapsed="false">TIF B starts here.  The instruction below only needs to be run once.  It makes a list of the two endpoints of each of the lines to mark a win.  It must be in the same order as POSSIBLE WINNING TRIPLES. </comment><comment x="12" y="1846.3333333333335" w="363.3333333333333" collapsed="false">TIF B:  First of all, we don&apos;t want Square, the sprite with nine clones to show the board, to move around.  So I added another sprite, named Sprite.  It&apos;s hidden, but can draw lines with its thick red pen.  (Click on Sprite at the right to see its code.)  The actual work is done in procedure DRAW WIN LINE.  But instead of running DRAW WIN LINE in the Square sprite (this one), we TELL Sprite TO do it. </comment><script x="16.333333333333314" y="1945.6666666666665"><custom-block s="draw win line"><comment w="90" collapsed="true">TIF B inside.</comment></custom-block></script><comment x="14.666666666666657" y="1970.6666666666674" w="358" collapsed="false">We modify makeBoard for TIF B because drawn lines are behind sprites on the stage, so the win line is hidden by the board.  To fix that, we apply a ghost effect (transparency) to the board sprites.  The value 30 for the ghost effect was found by experiment.  Any more and the board is too faint; any less and the line is.</comment><script x="15.666666666666657" y="2056.666666666668"><custom-block s="makeBoard"><comment w="90" collapsed="true">TIF B inside.</comment></custom-block></script><script x="15.333332333333317" y="312.3333333333335"><custom-block s="won? %s"><l></l><comment w="90" collapsed="true">3.3.2.8 inside</comment></custom-block></script><script x="15.333332333333317" y="280.99999999999994"><custom-block s="status of all winning triples"><comment w="90" collapsed="true">3.3.2.7 inside</comment></custom-block></script><script x="15.999999000000003" y="164.33333333333326"><custom-block s="possible winning triples"><comment w="90" collapsed="true">3.3.1.8 inside</comment></custom-block></script><script x="19" y="242.66666666666646"><block s="reportEquals"><custom-block s="status of triple %l"><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block></custom-block><block s="reportNewList"><list><l>X</l><l>X</l><l>X</l></list></block><comment w="77.33333333333333" collapsed="true">more 3.3.2.5</comment></block></script><script x="18.66666566666666" y="217.99999999999983"><custom-block s="status of triple %l"><l/><comment w="90" collapsed="true">3.3.2.5 inside</comment></custom-block></script><script x="20.333333333333314" y="186.8888888888889"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block></list><comment w="53.333333333333336" collapsed="true">3.3.2.2</comment></custom-block></script><script x="21.333332333333317" y="338.33333333333337"><custom-block s="tied?"><comment w="90" collapsed="true">3.3.3.1 inside</comment></custom-block></script><comment x="343.66666566666646" y="94.66666666666674" w="179.33333333333334" collapsed="false">3.3.3.3:  If the ninth move, the one that fills the board, causes a win, then the game isn&apos;t a tie even though no more moves are possible.</comment><comment x="342.99999899999995" y="297.99999999999994" w="174.66666666666666" collapsed="false">3.3.3.5:  There are many ways to do this.  The way shown here uses a /flag variable/, i.e., a variable whose value is true or false.  In this case, PLAYING is true if further moves are allowed.</comment><comment x="11.333333333333314" y="1184.6666666666656" w="358.6666666666667" collapsed="false">3.3.2 TIF A&#xD;This is quite complicated!&#xD;We are asked to make a check, never mind details yet, after the eighth move, because that&apos;s when the last move is forced.  But if the eighth move causes O to win (it has to be O because odd numbered moves are X and even numbered moves are O), then we shouldn&apos;t do this.  That&apos;s why the IF around this code has to include a check of PLAYING.&#xD;&#xD;If O didn&apos;t just win, then we are going to imagine filling the final square with X (because move 9, an odd-numbered move, is always X).  But we&apos;re not really going to change what&apos;s on the board, just what&apos;s in the BOARD list.  (Really we shouldn&apos;t even do that; we should copy the list and change the copy.  But if the eighth move has just happened and X can win on the next move, it&apos;s okay that we&apos;ve already marked that square as belonging to X; we&apos;ll do it again when player X actually clicks the square.)&#xD;&#xD;It&apos;s just after the eighth move if there&apos;s exactly one number left in BOARD.  We compute the list of numbers in BOARD, for two purposes:  First we see if there&apos;s exactly one number.  If so, we change that item of BOARD to X.  Then, if X didn&apos;t win, we can announce a tie. &#xD;&#xD;Note: The code from 3.3.3.1 that checks for a tie on the ninth move is now never going to succeed, because we&apos;re catching ties early.  But there&apos;s no need to remove it, just in case a player manages to click the ninth square before we locate it.  Maybe mark it as obsolete in a comment.  </comment></scripts></sprite><sprite name="Sprite" idx="2" x="100" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,37,229,1" pen="tip" id="371"><costumes><list struct="atomic" id="372"></list></costumes><sounds><list struct="atomic" id="373"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27" y="23.66666666666667"><block s="receiveGo"></block><block s="hide"></block><block s="setSize"><l>5</l></block><block s="setColor"><color>0,37,229,1</color></block></script></scripts></sprite><watcher scope="Square" var="position number" style="normal" x="10" y="298.500002" color="243,118,29" hidden="true"/><watcher var="playing" style="normal" x="10" y="325.499996" color="243,118,29" hidden="true"/><watcher var="win lines" style="normal" x="10" y="329.99999800000006" color="243,118,29" hidden="true"/><watcher var="board" style="normal" x="333" y="260" color="243,118,29" extX="80" extY="70" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block></script></block-definition><block-definition s="makeBoard" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>30</l><comment w="78" collapsed="true">3.3.3 TIF B</comment></block><block s="setScale"><l>95</l><comment w="190" collapsed="true">Oops costumes are a bit too big.</comment></block><block s="doSetVar"><l>position number</l><l>1</l><comment w="53.333333333333336" collapsed="true">3.3.1.4</comment></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>j</l><l>1</l><l>3</l><script><block s="gotoXY"><block s="reportSum"><l>-100</l><block s="reportProduct"><l>50</l><block var="j"/></block></block><block s="reportDifference"><l>100</l><block s="reportProduct"><l>50</l><block var="i"/></block></block></block><block s="createClone"><l><option>myself</option></l></block><block s="doChangeVar"><l>position number</l><l>1</l><comment w="53.333333333333336" collapsed="true">3.3.1.4</comment></block></script></custom-block></script></custom-block><block s="hide"></block></script></block-definition><block-definition s="possible winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>8</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="status of triple %&apos;triple&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><list><block var="triple"/></list></custom-block></block></script></block-definition><block-definition s="status of all winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="status of triple %l"><l/></custom-block></autolambda><list></list></block><custom-block s="possible winning triples"></custom-block></block></block></script></block-definition><block-definition s="won? %&apos;who&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListContainsItem"><custom-block s="status of all winning triples"></custom-block><block s="reportNewList"><list><block var="who"/><block var="who"/><block var="who"/></list></block></block></block></script></block-definition><block-definition s="tied?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="board"/></block><l></l></block></block></script></block-definition><block-definition s="draw win line" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>8</l><script><block s="doDeclareVariables"><list><l>line</l></list></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportListItem"><block var="i"/><custom-block s="status of all winning triples"></custom-block></block><block s="reportNewList"><list><l>X</l><l>X</l><l>X</l></list></block></block><block s="reportEquals"><block s="reportListItem"><block var="i"/><custom-block s="status of all winning triples"></custom-block></block><block s="reportNewList"><list><l>O</l><l>O</l><l>O</l></list></block></block></block><script><block s="doSetVar"><l>line</l><block s="reportListItem"><block var="i"/><block var="win lines"/></block></block><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="line"/><comment w="137.33333333333334" collapsed="false">This is why each line in WIN LINES is a list of points, each of which is a list of x,y coordinates:  It allows us to use the endpoints, as points, in the GO TO block.</comment></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><l>2</l><block var="line"/></block></block><block s="up"></block></script></block></script></block></script><scripts><comment x="174" y="6.666666666666667" w="244" collapsed="false">I&apos;m kind of bummed that I didn&apos;t find a beautiful one-line solution using FIND FIRST, but it just gives the value it finds, not the position in the list, which is what we need to find the line endpoints in WIN LINES. So it&apos;s a plain old fashioned FOR loop.</comment></scripts></block-definition></blocks><variables><variable name="X&apos;s turn?"><bool>true</bool></variable><variable name="board"><list struct="atomic" id="1201">X,X,O,X,O,O,O,X,9</list></variable><variable name="playing"><bool>false</bool></variable><variable name="win lines"><list id="1202"><item><list id="1203"><item><list struct="atomic" id="1204">-100,50</list></item><item><list struct="atomic" id="1205">100,50</list></item></list></item><item><list id="1206"><item><list struct="atomic" id="1207">-100,0</list></item><item><list struct="atomic" id="1208">100,0</list></item></list></item><item><list id="1209"><item><list struct="atomic" id="1210">-100,-50</list></item><item><list struct="atomic" id="1211">100,-50</list></item></list></item><item><list id="1212"><item><list struct="atomic" id="1213">-50,100</list></item><item><list struct="atomic" id="1214">-50,-100</list></item></list></item><item><list id="1215"><item><list struct="atomic" id="1216">0,100</list></item><item><list struct="atomic" id="1217">0,-100</list></item></list></item><item><list id="1218"><item><list struct="atomic" id="1219">50,100</list></item><item><list struct="atomic" id="1220">50,-100</list></item></list></item><item><list id="1221"><item><list struct="atomic" id="1222">-100,100</list></item><item><list struct="atomic" id="1223">100,-100</list></item></list></item><item><list id="1224"><item><list struct="atomic" id="1225">-100,-100</list></item><item><list struct="atomic" id="1226">100,100</list></item></list></item></list></variable></variables></project><media name="U3L3-TicTacToee" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>