600 lines
1.5 MiB
Python
600 lines
1.5 MiB
Python
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import PySimpleGUI as sg
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import random
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from time import sleep
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import ctypes
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cn = b'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c0 = b'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c1 = b'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
|
|||
|
c2 = b'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
|
|||
|
c3 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAAhmElEQVR4nO2dfVRVVf7/3/s8XEAUpcAnkrRCTXMaxWy08ilNUVDUIgctZ+XINNmv1azGxmkqWtmalj2spmmyMquVa00ZiAJqZTLqt0xJzKQIQRAfwgcEnxC4l3sePr8/uPt4ES5c1Evg2a+1zlK45xzO2fd9PvuzP/tzPpvBi7S0NDkpKcngP2dkbLg9JDR4DJPZcFVR+hJRNyJi/HPGGIHAAJgA1aEZyARMEKTmPvQbBjCqA8FsyzEmqOECrvCvXy0YIyIwRmTWM6CegbE23FC74GmpUAJr0mj8+mGSTmAVmuYucmmu75JmzdrH97lUQwDALv0wNTVVGTX6rodCu3T5Y1hYt5F9evd2dOvWFQ7VAcbQBALAwJr9DABMk0BEl3O/l9wg87pa/2j42x3ta+S08WbalVa+LwI0XUdNTS0qTlVo56urf6ipqf2w7sL5j5KSktyXCo0BFwW2NmvTXdd3D/v3LTE3j+jTqydkWQYAE1xLvy5XrlTB1YYBkEyTcLLiFA6UlP54/uy5/5eYGP+1t9AY/yFr4+cpfXr1WjHstqFycHCQDkAioo7Rzwg6NKyh1zfr6+uV/J9+Nk9WVPx5Zvy0lVxbDAA+/3zz/dE3RqcPHhRjyrJMRCR7Dv5VL17QeWjw1phhGAYrOlAqHTp8eGHCtKkfpqWlyWzLli3dIakF4+4ZE6WqqklEshCX4HLwCM3UdR25u/e4z5+tGRofP/mQVON0Tujbt/cNqqqSEJjgSmCMgYgkRVHMWwcPDjYl408ASJKYPDCsazeCcKwFVw8WFtaVgoMc9wCAAkAB8z1yJCIYhuHr42aRJAmSJMYMdsTTEzJFlpkiy9enpqZKij8HKUqruwkEjWCMNQTrAShgrFkz5XHiUFFRga1bt6K6uhr19fXWiNMwDNTVNQT5JUmC0+lEXV0dunfvjvnz56N///7WOQT2g4jAY/AKmVTT3E6GYUBRFKxZswZPPvlkm/7AO++8g8LCQoSFhQmh2QwetScimB6VtdoPut1uqKqK2NhYLFmyBKqqQlEUBAcHg4hQU1MDWZbx/fffY/ny5airq0NMTAwkSRICEwDwQ2SapkHTNMTGxmL27NnN7lNTU4OXX34ZdXV1GDt2LDZt2oTQ0FAhMgEAz6S7aTadRObi6N27NwYNGoTY2Fjouo76+noYhgG32w0A+OWXXzBq1Ch8++23GDNmDDZs2IDQ0FCYpikEJgDgsWSm2TRE5pkcxyOPPII//OEPVkhCURQYhgGHw4GKigokJCRg//79GDVqFDZu3IiwsDCYpilCGAILv5TgLRjDMCDLMiorKzFlyhTk5+dj2LBhyM7ORnh4OAzDEAITNMIvNfB8MNM0IcsyTp8+jbi4OOTn5+Puu+/G7t270atXL2iaJgQm8IYBforMMycFSZJQXV2N6dOn4/vvv4fD4UBoaCjS0tJQWloKVVXBGGvWxxPYDQYJ0F544QX/8sUaAmuEyspKjBs3Dt999x2AhvDG5s2bsWDBAgwePBgLFizAkSNHIEmSEJrNachkZk7GGPk9X8QtlNvtRnh4OObOnYuJEyciODgY33//PT766COsXr0aW7ZswaZNmzB8+PBrcgAgwjJtgL8PkrVh0+OHDh8lItJN0yRf8M/q6uro2LFjTT4/d+4cJSUlEQAaNGgQ1dbWkmma1NI5OxuGYRARXVP3dLXxtIxhmkRbt/3fHgCQDMOs90eU3C8LCQlB3759YRiGtWmahu7du+Pjjz/G4MGDUVxcjA0bNoAx1uYMjo4Kt8qVlZVWWwj8QyKgjhpSyZr0AUSN3zTijUtEkGXZ2lRVhaZpCA4OxoMPPgjGGHJzc9vxNgKLruuQJAm7du3CyJEjUVBQcE09QFcVj17Ia+5SYi04GJ50jVZ/x39PRIiOjgYR4ezZs9bvOzM8UeDgwYOYM2cOjh49igceeAAVFRWQZVkMcHxgkgmP8Wo+hMGtV2VlJUaPHo0HH3yw0e9b4uTJk2CMISwszO9jOio8LnjmzBkkJCTgxIkTcDgcKCoqQkJCAi5cuCBG0n7Qosjcbjdyc3ORlpaGI0eOtJolyxjDxo0bQUQYMWJEYK64neBtUF9fj1mzZmH//v1QFAVutxuKoiAvLw+zZ8+25nCF0HwjAYChNxYOfzqjoqIwadIkMMbwxhtvWOk7uq7DMAyYpgnDMFBfXw9FUZCRkYHc3FyEh4dj2rRpAC7OgXYm+MMkSRIefvhhfP3111AUBbquA2jw0VRVRU5ODubNm2e1S2e22gFlXdbG+SWlZZ5h58Whua7rRES0detWAkCyLNM777zjc+i6c+dO6t27NwGgV155pdE5OhuaphER0ZNPPkkASFVV/qJNo01RFAJAixYtso6ze3jDc/+Gpuu0Zeu2PS2KjOhiXOj111+3Gnby5Mn0wQcfUG5uLuXn59OWLVvoL3/5i9XgycnJZBgG6breKRvc7XYTEdErr7zSSEi+Nv750qVLieiiQO1Km0VGdNEaZWVl0fDhw302dlhYGL344otWALYzCowL5JNPPrEE5HkZwi+hLV++nIguCtWONCeyVqeV+DB9xowZmD59Onbs2IGdO3eiuLgYTqcTPXv2RGxsLCZPnoyoqCjLL+lsoQtd16EoCrZv344FCxZAkiQYhuGXn8XDHH/7298QHh6ORYsWQdM0qKraDlfe8fFr7pI3uCzLGDduHMaNG9fsfnyfzgYXSWFhIebMmWOlLPkjMODiQEGWZaSkpCA8PBz333+/JVy74/fsNRePrusgIlRVVVkT5rquWzGlzga/7oqKCsyYMQNnzpy5rCArEVlTT8nJycjJyWk0IrUzbUqRME0TiqLgzJkzGDNmDJYtWwaHw2HlmnU2uJBcLhdmzZqFgwcPQpbly54u4pZP0zTMmjULu3fvFkJDG0RGXsHJxMRElJSU4IUXXsD7779vzV12Jrwtz0MPPYRdu3ZZ7y9cCfycNTU1mD59OgoLC6/KeTspDZmxpmm26qF7fyHz58/Hjh07oKqq5YNkZGRAVdVO9cRyP2zJkiVYu3btVbU4vAuuqqrCtGnTcOzYMdvNczIwMEI90GDJ6jw371Ns3Kl94oknrC9E0zSrm0xOTsb27ds7zRPLBfbOO+/gtddeC0iXxv/GkSNHMHfu3E71AF4FiDEGE9QgMsU0tZZGUXyE9Prrr+Ott95qZLH4k+l2uzF79mwUFhZ2+CeWPzA7duzA448/fkU+WGvw6acdO3ZgxYoV1ijdLvBy1ZLZQkCLP40ZGRn461//2uwTz7uGs2fPIjExEVVVVR36ZRJ+bU899ZR1jf6GKi4HwzDAGMOrr76Kurq6NoVGrhV8Ov7cB9u/f78VnDRNs9kG4mIsKSnBo48+2mEDsfyeCgoKkJeX1y6Jh/xN+vLycnzzzTcd+gEMFC2KjDGGjz76CLW1tY26QUmSwBhr8tKvJEnYtGkTTp482SGfWH79+fn57Rp24e2Vl5cHoHPn2F0OrbYyF5h1gJdF40L0tlyGYeDChQsAOm5jOp1OAO079cUD2HZEgg/Hl38B9957LwzDsPLcTdNEv3790L9/fwwaNMjKo+LdwHXXXYc+ffp06FfHunTpAqBtD8Gl99JWK8gYQ3BwcJuOuVbw2VK8e5w5cyYee+wxK7J/22234csvv0RkZCQWLVqEVatWoUePHmCM4eabb8bHH3+Mrl27dkiR8esZOHAgAP+zWZt7O6kt75TyBzEmJqYNV3sNsS5r48yfC4s8WRq+03MOHjxI+/btI03TyOVyEQBKSEggIqLy8nL68ccfyel0eqd7dDh4ClJdXR3169ePJEkiSZJaTOORZZkA0MyZM+mll14iADR37lx69tlnW0xo5BtjjGRZJlVVqaysjIgu5uldi3i+e13XDdqc87/tgJ/TSqZp4qabbsLtt98ORVFQXFyMfv364fTp06itrUVUVBSGDRuG4ODgDl2XjI8mQ0JC8MQTT1hzsb6ulweXw8LCsGrVKvTp0wdAQ1e5bNkyTJ48GZqmweFw+HyDS1VVGIaBhQs
|
|||
|
c4 = b'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
|
|||
|
c5 = b'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
|
|||
|
c6 = b'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
|
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|
c7 = b'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
|
|||
|
c8 = b'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
|
|||
|
c9 = b'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
|
|||
|
c10 = b'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
|
|||
|
c11 = b'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
|
|||
|
c12 = b'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
|
|||
|
c13 = b'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
|
|||
|
c14 = b'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
|
|||
|
c15 = b'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
|
|||
|
c16 = b'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
|
|||
|
c17 = b'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
|
|||
|
c18 = b'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
|
|||
|
c19 = b'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
|
|||
|
c20 = b'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
|
|||
|
c21 = b'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
|
|||
|
c22 = b'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
|
|||
|
c23 = b'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
|
|||
|
c24 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAC+YUlEQVR4nOy9d5wVVbb+/d0VTuycc5NzzhkBUVFEERSzmPOYs445hzHnHDCBGBBRgghIzjk0dDdN0zn3iRX2+0d1o87gOM6I997fO+szON196lTtqr1q7RWe9WzBz+STTz5RTzvtNKv191mzvurt9XuGCVX01TUtS0oZK6UUrZ8LISQSAdgggxxGpA02EuVwH/4eUUQAW8p//QsCG+kM4D+/+h8iQkgpEUJKOyIgIhDC/p8e1OHFL4RQBEL+cr6d8WNLUyIqDCO6M2yEV502efLG1mP+XocAxN9/ePfdd2uDhg4/x+/zXRQXFzsgMyPDFRsbg0t3IQT/IBIQiMN+BmDbEvl7dONXRAjxs9H+a+Jc+3/pNP7em/lT5TfmS4JhmjQ3B6iorDAaGhs3NDcH3gw2Nbx12mmnRf9e0QT8pGAzv/h6eHJ83LMdOrbvl5mehqqqADatuvQ/K/+5pv5X/mgRgGLbkvKKSnbvKdjcUFd/9cknT1zyc0UTrb98MWfuJZnp6S/27NFd9XjcJqBIKf93rDP/lf/VIpxV345EItqmLdvs8oqKy0+aePyrrbolAObO/XZqXn7ep106d7RVVZVSSrXly/+jg/+v/N8Rx1sTlmVZYufuAqWwqOjCE48/7s1PPvlEFfM/mR9Psrp19MiR2bqu2VJK9b/K9V/5d6RF0WzTNFm5em20oa65+8SJ4wuVZk9oTFZWVo6ua/K/CvZf+U9ECIGUUtE0ze7apYvHVqxLAakoQu0UFxMr+a9j/V/540TExcVIj9s1EpwEkob4H48c/yv/j0jLSig0VRWaqibffffdyn+jx//KEREhhJOsBxSEsH7rC/+V/8rvFSklrTl4Rdqy+T88m/Ov1aU79Pt/5f+P0jrzUspDVUDtPz7r30ej/41O/yt/J/+2kknLQqgq1W89Q82MD1FiQEYjSFMh7+k38XbtDbYN/3X7/n8vGoBt//tFZCU2nsDaVQgPYINwadghB5Dxv6Hg+V/5nxcFHLTC7xWhqmBbJE2dTofPvkJoCopXo+NnC/H3Gwq2hfivFfuv8B/7ZAKkxNOhO0K3EZqCK6ddi+P/kw2TUh420ysO/fc/CRT+IFv57w5D/KGj+H9S/hDHX0bDzgRJxy9DiF9EmEL8Vrb3f8kU/UfD+DUNPdxJ5eE/+2dRufj742Xr/35xUGvcJf/ZkFpPJSW2BFU5Ys9fwB+hZADiZ8viYaLLioYQwbD5C2CrBHRVQVN/3w3+HCApWx6Qrik/mx+JS1MRiiAilUMGSiJQkCjSBstEaBoSgS1B01TnFqTzVASgCIliS2zAFsov1EKVtlMMVpy/uzSBfRhlUlrPBS3ATYEUHDpW4e8wuz97dr+ihr94EvwTHOc/6ORhDxL8zsf/O0SggHHPPffIP0bJDiOWLVEVWLKjnAl3zSE9NZYYr46D13amXlcVTFv+rrRa1LT4uQupKgJXi5IpikARUFITxDIM8vQwhlBxSQtV2kSFSkBxgT+eaEMDLgV8GPg1SevITKESQSGEhqHouIRNjBWmFZgblYKg6gVNwzYMdGniUwUexUb5O9MRlgpRRcewJOguFFVFjwTwCRMQBNAxEXhiYhAC1GgYTVq4sHG1ALPDUsFAxdRcRMIRVK8PRVUR0TCKlOhuHXQ3kVAYW0JGog+XphCMmIQNC1tKVEWh1VhZtsS2JS5dJRSI0LdTGk+fPxRF/Dq6+d8RB8ksQkKII6dkrY97V2k98fFe1j1xMrEevXUIANhSEjWtX5r2f3KjAoia9i+h/i1LhpQSpUUTth+o5+JXVzLmu0e4KLieKkXDI02iQqc5qtPhqx9p3LyeimsvITbdjRqNoOD4jaaiYVgKIUUnc8Ziau++HGXDOjS/ghCCUIONftwEch97k8IrTiOyfCVanILbNhyL1eqjSYgoGqFGiTZ0KPkvf8b+CyZgrVuH32+DUGiqk/iuu43ksy6n8NSRKBWl6KqFjqNoEohIBVPzEKoLkXj/syQeN47ic46F0iIsFdJsg7uTj6dkyJk8c1YPerVNwefSCBsmgbCJYdl4XOqhJTFi2ERNi1ivzrIdFVz68jLumtqXtHhvK1TnP5/8Q3PjPA3tN92l//hCkJrgJdHvPuzHLrVlUfn5GogEof7GiVvTLn/np6AwqmsGi+87gRHBZnotvpPxkWKqFEGcMEkKBIl74246PTeTPc/eQGBbFYofbMv5uiIiWPWQfuEEsvq0Y3fxOgzXTz4nOnj3raRdZjypowdSMu87FBssw/n80PAVUFpuq/vDD2LtW4q2dglKLFgSpAG56T463X4jTS8/gm/fDtRkJ7Uof+ZrKbqKWR4m7dwppF11CTU3n0fsng3YCYIES7JFiUUfdBRrH5tIVsxvPbNfSrecRP42ZwsR48j2QWiWZUeO5AUMyyZq2oce3KEXpSWZ+w/K9HO/xLJakrmtf5NI20ZRVQ7fgeQcF40aZMbqzLhjEuNrm3lny330CpdRh4qWCAc+nIV+/Cxy5m6m/PF7Mesq0BLiEbqO4o1Dz8gj9cKrqF08l4aKMFqC2qKFgFchtOcgcbM/IOnaB2gzfipmXTUyHMIOh7BDQayGWsyaKsyaRhJPmIjZoSfb+2dh6gIFgVAVjCqT5JtvJ7S/hD0PP4iS7AYsfmqpAKFpGBUGSdNOJu35mZTccw0VL78L6S7izCjblHgu63sXH951PlkxKqV1QZ7/cguri2r48pbxeN0aUv6jmxw1bTy6yjtL9rOnLIBHP7KpJk1CsCXBcHiLJiXSthBC+dXsvR0KIS0QvzJY0WqoWhxrbBtUlWhJIfVzPyO0bQNmTQUg0ZLS8fUbQsJxk9Ezc5yWttZoVTj5OaOshMYFcwluXoNZWwkCtMQ0PF17E3/sJFzZ+ZiGyeC8ON64fTLT72zk890Pk2fU06wo+GMEtVdOw33ZDbQ9cSKO969DKIDV2IAZbCLw2M00fDGDOL/zZKSqttyAAL9C7U3nYXzxHu7sPFRVQdXdqDGxKPGJaOmZqD37QlYeaC4OXHMmZlkNIl7BtiQybOLukknGVXdQ/re7MUtNtEQToYHwOtYLRcGoMEg953Tyn/+Q0nuuoepvz6Kku4gxo1QoMVzY9Ub+dvd0hmR7+Hj5Pq5/7UcO7m9ATfbRFDbwe/RfvtiAaUk8usoX66t57tNPaZ/kI2L9gUrWotW/qF2K31qEhUCov+G6SftXw2Vbgs/tfF8iwXaispoZL1P615swa5oPhVmi5VQ178+g/LG/knHdnaRecgPSMhGKY/HKn7ybyteewaxscC7Q+nwkYEPZI3eSc9/jJJ1+CYZhcmrfdOrvPIvz7g3w1u6nSaaZIhSqonDwrsdoFo/RBDREIIxjSwygGQi5wNQUbCGQitp6ByhIhGki3vkWDxAnwAO4JCQpkKBCnALpCc7PiRYkxKt4pYWmKViGRI2NJbJtI0lnX46re39CG1cTXP0D4W3rMaqC2M0WaZedTd7T71Fy26VUvvAqSroLnxmlRvFzbqcbePDeS5jSM5mHZ2/i9teXg66SlOOmvt5g98FG0uO9ToqiZYotW6Kpgr/N28/chTNYc+HXnPDJKYSMP96S2dKmNTv669rTopF2oIn6b77C26UL3h79OKz9/Q1RWo6XloWiadTP/ZTiqy5HjQUtRfvHpI4Q2MF69t9wI9GDRWTf8xzYNkWXTqXmw9loSaAl//33HHNphxspuvJStLRs4saegGGYXDw0m9THr+G8U+YhCldTo7kJmRaoHg4ZcXfL///iSVkQbU0A/p3fInTQBKg4mvnznIF0XiaqLHQF4jSVlEabbE2jrS7p6NZot2M3uRP6ktWpKwlDRpHSfwRMOAXT7cEoO4CiqsSNGEfJTRdS+cqbKBkuPEaUZtXL6W2v4fa7LuGc/mn87eut3P7KUoTXT/u0JiZ2KOfpefl8tmofo7plYNs2KgLblqiK4IHZu5j93YesvWoxb2zqycLiNOLdBqBzpORXlUzaFkLVqP9mJntOvYDkKcPo8Oky/mlFUlFA+XXnU6gqdjh
|
|||
|
c25 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAADEHklEQVR4nOyddXxdVdb3v/ucc/3G3Zs2ldTdhQrUaaHFWtw7wODOIDPIAIPP4BQY3NtSo1Spu6WWNkkbd725euT949yk+MA8lEfe+X0+bZJ7j+699trLl+Bb+Pjjj+Vzzz1Xa/v7s8++7ONw2YcLWfSzKEqqYRgRhmGItu+FEAYGAtDB8PIjMHTQMZB+7MtfA0m0ohvGLz9BoGOYD/Bfv/tvAiEMw0AIw9ADAgICIfT/7of6HsIj5TIQPxi0tudHN1QDURUKBQ/7Q/6t55511p62Y75PQwDi+18+8MADyuBhIy5yOZ1XRkZGDExJTrZGRLixWqwIwQ9gAALxo98B6LqB8Wto4ycghPjW0/4ymPf+nzaNbfiVL/O74l/MlwEhVcXjaaWquirU1Ny82+Npne9taXrz3HPPDX6f0AScJLBPFy4ZERcV+XxO5079U5ISkWUZQKeNlv578V+n1P/gt4YAJF03qKyqJv/osX1NDY03zJw57ZtvE5po+2Ph4qVXpyQlvdirZw/ZbrepgGQYxv+MfeY/+B8NYe76eiAQUPbuP6BXVlXNmzFtyqtttCUAli79anZmVuYn3bp21mVZNgzDkMMn/7c+/H/wvwemtCY0TdPE4fxjUtHx41dMnzJp/scffyyLrz/+Ooo4OW/MqFFpFouiG4Yh/4e4/oN/B2FC01VVZcu2HcGmBk+PadNOL5I8dt/Y1NTUdItFMf5DYP/BfwVCCAzDkBRF0XO7dbPrknYNYEiSkLtEuiMM/iNY/we/HURkpNuw26yjwDSLKIj/ds3xP/g/gvBOKBRZFoosxz3wwAOS8m9fzTDMfyevzk8ay/6D/+8ghDCN9YCCENq/OuHbMDTNpFZJ+gFRGZqG+JHP/4P//2AYRjsPUgzd8PzyM3WEaaBFa25Ea2xA97WCrGCJT0COjjOP03WTCP+D/+/QZrU3DKPdC/jLt8sw4TQt+4Taf76O7+BOQlV1GCEQFrAkJxA16WxSbrkfJTHV3Er/w9H+A34hkRmahpBlGr54h6IrLkb3gzXDTsSoEchRMQRLj+Pdl0fVc6/Q/PUiOv5zCY4e/f7D0f4DIExkuv4zTmTDQMgSWnMD5Y/cCgKSbriS5JsewJKS3n5M667NlN13Hc3r91By15V0Wbg9zMn+J7g9/4P/TkhgRiv8FAxdBwSt2zcQOFqDIzeLjMdeMQlM10xuZei4Bgwn7aHnkN2CQFE+am2VSWTf0kDbFNIf/OPkT/iPwe7/Gn7BdmlOebC8GD0gUOISzS1Q10EylQB0HXQNJSEFyQV6aytqSyNKYsp3GNnPimjiR381n6Cd6gy+9et3iNH47n//Ftq8He2X+YnoIvGDX37sGPH9D372mv+X8SvsZCZXkqw24EeEekkGTTUHUjdMwvsWdN2gvjWIrhtoho5NkRGYE2tVTLlNlgQWWcII/95+52/N6r+e4P+JUxh2qLS/yPdMP99aHN9fJ99fMsbJE74LYY7Oydi9Nqr+KYjvELwkfjom8L8AAb+GyNqNHgo/+QJhGUwoMsJqBUAzDGRge0ENp9+3mJgYJxEOC7Ik0HUDWRLIskRI07HIEpKAkKZjtyjohoGmGzit5u9CgNOmoGo6iixht8iENJNgFVlC03UcVgVZEhiGeawkmY/usiltvrX2x3XaFKTwyEY4LHRKicRpUahq8iEEKLKE06rgtCmEVA2LLGNRBHaLjG6AzSJjt8jYreaC0Q0D3QBNN8iId5mf6SDbLSjhRWNtG/lvsfiwkfzkrPzLyf6FW8J/64ITSBB68MEHjX9NZOE50b0eDB0kuzP8+Q+5maFroIFw2dqPa5vTI+VN+DWd1Q9NISnKgT+ko+k6khAEQhqqpoMQBEMaalhGDKoammZukf6QiqqZn/uDGmqYU/qDGiFNRwC+oIZumMd7A6pppzGgNaBiYBoHWwMmt9UNg8bWYPizEBsOV1FwqBJ0g6iMGJrKGiHSbj68L0ROTgJxEXa8ARWLImGzSGi6eY388iYwDJx2C956LzGJETT7gkQ5rThtCpaybVjVFlRLBNbIBIjJJmh14bCYhmubLGFVBLphIMsKdpuFEAKrpmNoBoosochSO1ErsoQ1/AwAgZCOL6ThD2okRjlJijA4VtGIw6ZgGGAJn+u0KtgsEnargsMqY1XMRRTnsjKoSyKJUY7fzPJkRjILnxDiFxBZGIammidbrD/2LQC632/azRQL4nseq0BQIynORaekSADc9n/z6U8RXl1xiHsqmnn6j6ehSIKv9pRy6/ReXPqPdTwyZyCT+2X86HmBkMbWozVc+vd1zBnVicLKZiKdVnpmxvDIR7soPVYD69+GUEP7OTlRCdyTEomkqbzutZGiwFlWL15DYrdqZa9wcpoi+CzByV+uz0QL6u1MyfjOVmr+IWRQbRYkWXCgys1DH/Zg0mld6ZcQgarp+IMaQVWjyRtEEgJVNz+TJXOBf776COdP7M4HN41F0w0U+TfigOF8EEX8Que47m01xQq7PXy+8cMTdR1DB2G1IWw287PwsnDYFCyyFN72xLd2W8O0wynKD66n6zqGriPaFIz2M8L/azoGBkJWILwdGZoOmhZ2e0n8nFzSptUKAS98dZD41Ci2Ha5EFYJXrx3Jq18f5q8XDuaMPmnhbfak3NJ2ns0iM7p7Mmsemsp5T6/iwXMH4A9p7Cys5ZG5A6n1S7wdWEn+xi+RbHZ0VaWypYZUdw2DrZAOPN8Aw2IhSYITHrjPBa0VEBqRyexREdAQBOVHFInvvAjgUNl9MIY87VwW3jn+J9/7+5gtiW/JwL+9yUnRND3wSw40/D5zu7S1saDvmiYEoPu9GCrfmmDal15rQEWRJVMGOul7ACEQigK6TrCsGK2pHjC1WEtK2klj7rf5uGGaVbCc5Ja63weAbHeAHD5H105qwD8CTTeQZMGW/Gry9tRw5viOzBrekWZfkEv/vo5H5gyiY1IEqm60y1Rt+PaWomo6WQlu3rxuDHOeXc1FozszuHMC85cdID42kglnzeHg7i3IgQYEBh5D5vZGiX8m6XS2G3QOytzdLBhmNwgpggw9xNVOF+9e2AFag+ZYByRCqoxqmFxBEt9a5AI0XWDD4NntuVw1cwC6YRBS9e8oUN+FQNV0LIqEVZaIcvzYDvXbQDHAG2a7P0u+bZMobHYMTTW3TyEQ38qcMgIBDA2T83zP0h9SzReCMI2FicYIBah++WkavniPYOkxDH/A1C6dbuxdehF7weXEXXDlSZubYbRfu3nVEhqXfILv4B605nowBEpsIq7Bo0m4dB7WrJwwJ/xpr4MAXliax+3jdnOYZP655hiBUIjbz+pjElhYyfjZQZQldN0gNz2arX+dwU1vbGbtvjLOH92ZJm+ATcckep7/J468+Uc0IWORIK9V49UmiTuiNK5x65xXpbDVL1iaGOKGJitPvNgZV1QsX+yMxaLodI5roktsMxZHEAwBQQVVlTEwCc5iNSivttBoGcjkPtEIDGyWn15gAEJIyJKg2Rdq1/D/y2ib12/7LsW/CoUVAnQdPehHALI7AiEr5hbVdl1NRciy6SxXze3SNHXQvuQDqtbODcytx8AI+Ci6fDqNi1YjR4KwAnKYK/o8eLZtpvmbzTR++TEdXvoQyR2FkGWCpUWU3HoVTatXgW6e10brgaJiPJt2UPfOa2T9/U2iJs36UfeWbhhIQrC9qJWa8q28f2ERqU+X8fRV/Th/RFb7cbJkCvg/zRHCWiWgqjqyJPHiNSPZcKiSp77YS6s/RK/sWM6cMJynN41HP7wKXVZQJIPXGwxGOmRGWjX+Gq9zS63EjArBC8924ZAxlnkvpdA/q5k4R4gPDmThDSmkR3oZmlbLqMwqMuObwYCg34rsDLL6eBI5mV2QBajaL5etBAZZCe5fdOwvhW7o7TLjLzPGSjJ6cyOSG5q+WoA1oyOSKwpbZkccvfqZBGXoaE0NJiHb7eYW+C34glr7ajF0DUlRqHz2IRoXrcaaZkNXQ9+NUZMFkksgR8o0Lv6aotBZ5HyyjmDpcY7OGE3
|
|||
|
c26 = b'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
|
|||
|
c27 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAAalklEQVR4nO2de3BV1fn3P2vvfS65kyCBYBNE5YeVvIBBEARq0+KAgOJPacqM/Do6MFJt37fqO1464xQ67Uxt62XKQOWHLz/r3aLoy6X5aUWxpJSLFWMAISEFuQbyQjCQyzlnX9b7R7I250DITY5izvrMnAk5Z+999sn58qxnPc+z1iOIY+XKlWZZWZmrfl+1au2otIzwjcIU1wUsa7CUMktKKdTrQgiJRAAeyBY6QHrgITE6erEnGKIZT8runyDwkG038OXf/aIghJQSIaT0ogKiAiG8r/umzqH9L5UhEef90dT940lHIo7bdmxPxI5sLfv3f69Ux5yrIQBx7osLFy60xk2Y+B8Z6enzs7Ozri8YNCiYlZVJMBBECM5DAgLR4WsAnieRPdHGBRBCxN1t92h770vta1T08MN8pXTxfUmwHYempmaO1x+3G0+f/qSpqfm/Ws40Pl9WVhY7V2gCzgrszdV/mdg/J3vx1cOuKikYmI9pmgAeSktfL19eqZqLjQAMz5McO15Pzd7aqsZTX/zP22+fuTFeaEL9snpd+b0FAwf+8X8UjzDD4ZADGFLKS2Oc0VzSiLZR34tGo9anO3Z5x44fv2/WzOnLlbYEQHn5u7OLhhS9cc3wYZ5pmlJKabaf/LXevOabQ5u3JlzXdcWemlpj/+efz7t1+rT/WrlypSnee++9HIzAzpsm33h5IBDwpJSmFpemN7QLzXMchy3b/hlrPNU0YubMm/cbTa2tpYMHD/pWIBCQWmCaL4MQAimlYVmW9+1rrgl7hrsAkIYhzH/LzsySaMdac/EQ2dmZMhwKToa2sIiF+Npnjpo+QvtIKCzTFJZp9l+4cKFh9eZCrusipcQw2iaf6qdGoxBCtAXrAQsh3K5OiEdKqeJnGs0FkVKiYvCG9GRTT04UQrB69WruvvtuZsyYweLFiwHwvEs1sq75KlGOvZTSzwJ2e7j0PA/DMDh48CB33HGHL6rNmzdzzz33kJWV5YtQo4mn286UEtXf/vY3PM8jIyODUChEY2Mj1dXVCcdoNPEY0D1xKAu1du1ahBC0tLTgOA6e5/Hxxx8DXJREuKbv0S6yzsWhnP1YLMb27duRUnLdddcxZMgQALZt2wboNJSmY7o1XCoLdfToUY4fPw7A/fffz4wZMwCorKzE8zw969R0SI9EtnfvXpqamhBCcNNNNzFlyhQAampqOHToEKD9Mk0CAro5u1Qiq6qqAqCwsJArrriC9PR0MjMzaWpq4pNPPmHIkCHaL9O0IzDAXrRoUffqxZSvtX37dgBGjRqFZVkUFBQwcuRIALZs2QJo51/TRlsls2gVQnQtMuX0O47jW7IxY8b4Yho7diwAW7duBdB+meYs7etBDNFFclyJ6cCBA9TW1mIYBtOmTVO5KSZPngy0DaX19fWq3CPZt6/5BmG4rhft7ADlyFdWVhKJRAiHwwQCAc6cOUNDQwPhcBjDMGhoaPCHU+38a+KxJLTItoxTpxZt8+bNADiOw4QJEwiHw8RiMWzbJhgMEolEqKioYNq0adqSpTJSQvto5ucuRRcRVOVjffTRRwDEYjHy8vLIy8sjGAxy5MgRGhsbAdi4cWPCOZrUxZMe7car8ziZSnifOnXKz0/+/Oc/51//+he7d+9m165d7N69m5kzZwKwY8cO6urqtF+mSaBTkSnfas+ePdTX1wPwwx/+kH79+mEYBp7nUVBQwNNPP004HKaxsZGtW7cipcR1e1SmpunDGACu07EgHMcBYNeuXUgpKSwspKioyBeQEALXdbnyyisZMWIEAOvXr9eWTJNAp5YsFAoB8M477yCEoKCggNzcXEzTxDAMhBCYpolpmhQWFgJt8TLHcQgEAsm/e803gvNEpixQc3Mzd999N+PGjePtt9/GMAyqqqoYP348a9as8Y/fsmULpaWlbNiwAcuyqKqqori4mMceewzQ4QxNB7lL5ew3NjbywgsvJLzmui5bt26lqqqK2267DYDdu3fz4YcfJhxXXV3N+vXrk3fXmm8U54lMrTwaPHgwNTU1NDQ0+K9JKQkEAlx77bX+c3fddRejRo3Ctm1isRiO4xAKhcjPz0+4niZ16bQKY9iwYR0+L6X0a/6DwSAlJSVJuTlN36BTkXme1+Es0TTN86pgzw1ZCCG0FdMAXcwuDcPwZ49qRmmaJs8//zxTp07luuuuY8aMGbz00ksJr6t/azTQiyVxjz32GL/97W/95ysrKykvL+ejjz5i8eLF/nEaDe35cMPzvC5Xf6gtCerq6njmmWcwTZNgMIhlWQSDQQzD4MUXX6SxsRHDMHQgVtO2xaskCm3DZUt7LOuCYlNpIiEEoVAI13VxXRfP8/xHbm4ulmXpdJIGQAoh8JBtIrM8z+7K8ihfa9CgQTz44IP+c/E/58yZQ0ZGhj8p0NZMo7artrxOSn3itx14//33qaqq4uTJkwkWS1m4nTt38uSTTzJmzBhKS0t9oem1mJoLOv5tu7JIYrEYZWVlCamkeMdeCWndunWsW7cOgOnTp/PGG2+Qlpamhaa5cAhDzRLXrFnDmjVrCAaDBINBP/GtEuRKQIFAwD+mvLyc999/HyGEzl1qOrdk0LZw17IshBDYtg20CUyVAUGbwNTwGQgECAQC7Nu3L+E6mtTFwDQ7nBEqC3XjjTfiOA6u6xIIBPzlcaNHj2bgwIGkp6dj2zaWZWFZFp7nYds2BQUFX/Vn0VyiXHC4NE0Tz/MoLS3loYcewnEcotEotm1TWlrKSy+9hGEYvPLKK0yaNIlYLOYvLHnkkUf8Pcwsq1c7hmr6EJ0qQAVWn3rqKcrKyvjHP/5BYWEhs2fPZuHChdTV1dHa2kpFRQXPPfccBw8e5NZbb2XcuHFf1f1rLlHaViu1++NvrV43a9dne6SU0vM8T3aE67oJvzc0NEjDMCQgc3JyZENDQ6fHa1KHdg05MduW77y3/kPoZu7SMAw/wi+EID09neXLl1NfX09+fj7BYBDHcfwtDXTuUhNPtx0mVV0BYFkW8+bNS9pNafoWvfbK40MY2rnXdEav1aGFpeku2nnSJB0tMk3S0SLTJB0tMk3S0SLTJB0tMk3S0SLTJB3DkLrgS5NcDFvKZsd1oIs9YzWa3mJIT1syTXLRPpkm6WiRaZKOFpkm6WiRaZKOFpkm6WiRaZKOFpkm6WiRaZKOFpkmaUjVVPXrvhFN36RtmwvRAu0i0zlyzcWmvSG0A2CYgOfq7Z00Fx/VelwPl5qko0WmSTpaZJqko0WmSTpaZJqkoze06Cbnhnn0jt7dR4usE1S3FdUG+1xc1/VbAuk92S6MFlkHqG3h48UjpaSpqcnvr56ZmZkgPNd1/W3nNYlokZ2D67q+ePbs2UN5eTl///vf/S7GrutiWRYDBgxg+PDhfPe732XGjBkUFRUB6C557TiuA+0xfi2yOJTAampqWLRoEW+99RbRaLTDY48ePcqnn37KypUrycnJYe7cuTz++OMMGjQoQagaPbv0UcJYvXo148aN47XXXsO2bb8Li2VZCQ1mLcvyu7A0NjaydOlSxo4dy+bNm/3t6TVtaJFxVmAbNmzgzjvvpLGxkWAwCOA3ylCtstXD8zxc18VxHEzTJBQKcfjwYWbMmMHevXt1y584Ul5kanbY1NTEvHnz/M4r8Xviducatm0TCoU4deoU999/v54AxJHyIlOtFN988032799PMBjsdWNY1f5n/fr1bNmyxd+aPtVJeZEpi/OXv/zlolgfFcZ45513AF2rB1pkfrjh888/932tL4uUkpqaGiC1MwMSJGiRXXQRKMuV4k6/FMIAaAYtMt9nGjp0KEKILx1IVY1mr7rqKkAPl6BF5otg2rRpF0UQKtQxffp0IHWHy3hLnvIiM00TKSU/+MEPKCwsxLbtXlszy7JwHIebb76ZiRMn4nleykb+pfSQ7XmllBcZtA2ZWVlZ/PGPf0RKmdBbvbuYpolt2+Tk5LB06VI/aKtJUZF5nofjOH4Zj2prPXPmTJ566ils2+6R0AzD8Puzv/zyywwbNsxvyyil9DMDqTo
|
|||
|
c28 = b'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|||
|
c29 = b'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
|
|||
|
c30 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAAuF0lEQVR4nO2deXgUVdb/v7equtN7Z+skhIQshEWQVURH9k0BYVhUBNdRRxBfcR0dfygvCDog4qCjziij4iDyjiCruCAoCipubAoMsu+QkLXTey3n90d3FQkE0h3tpHHq8zx5COmu27dOfevec885t5qhBosXL+bHjBkjq/9fuvT9Tmar6SrGsy4GQcgmIjsRMfV1xhiBwAAoAPlQB6QACghcXS/GAse8UIiiP4BBAYU78Ms//VeBMSICY0RKkAFBBsaUpu7UWUQsZSWwc4ym9h8KSQRWLIqh3QEx8O2YUaO2qe85W0MAwM5+cerUqUL33/W41Wqx/NHhsHdrlpVltNttMBqMYAznQAAYWJ2vAYCiECgWbZwHxliN3kZH+LMT7TKqxHgyjUo914sAUZLg8XhRXFIsVrndWz0e75u+6qr5Y8aMCZ0tNAacEdh7Kz/okeZ0/K2oVcuuzTIzwPM8AChQtdS0/HKl6vzaMACcohBOFZdgz959P1ZVVE4aOXLYhppCY+p/Vq7+cHyzzMy/d7i0PW8yJUkAOCJKjHlGJ6Fh4VlfCQaDwvafdiqniosnjhg2dJ6qLQYAH3645voWeS2WtG3TSuF5noiIjxzcpJ3XuXgIe2tMlmWZ7d6zjzt46NBdw4cOfnPx4sU8W7t2rROcYUefXlc1NxgMChHxurh0GkJEaIokSfjmux9CVRWe9sOGDTrIefz+ftnZWTkGg4F0gen8EhhjICJOEATlkrZtTQonTwBAHMf41g6bnaA71jq/HszhsJEpydgLCIdFBLAmXznq/EaIzIRM4Hkm8Hza1KlTuV+8elQU5VeJg+n8tmCMhYP1AAQwJtd3wPkgInC/XKc6v0GICOrYw5FCnoY0oigKGGN45plpGDCgB3r06IpNm77SXtP570Sd04hIywIKDWlIlmXwPI9169Zg1qzpsFqtKC/34NChg/jd73ro06dOLWIWWSQWgsrKCjz++MMwmcywWKwIBoMQhAZpVuc3DgfENr0pigyO4/DUU09i585daNYsGyaTCZIk6yOYTp1ERBadOMLTpICPP/4A8+e/geRkBxYuXIIePXrD41HUhLqOTi2iXhoqigKOYygtPY0nnvgT/P4gHnroUXTs2Bl+v/+8pT46OjGJjDEO06ZNxvbtuzFwYD88+OCjEfHpYQydOmFAlI6/LMsQBAErVy7D22//C9nZaZg16wUYjUnhlvRhTOccGDhAnDZtWv31YupIderUSUyZ8hiCQRGPPfYEOnToiFAo1Bi91bkICVcyMz9jrH6RqSGLKVP+jJ0792PIkMGYOPH+yCJAnyZ1LkBkPwjHLpAcV4Ouixcvwr//vQgtWmRg1qy52iry7GlSD2Ho1AUny0qwrhcUJRySOHr0CKZO/X8IhWQ8/vgUtGnTFqIogjEGWQ4nxx0OB4gAnufD6QRF3RagowMIBPgoLIhzRjQiwvTpT2LfviO47babMGHCfQAAg8EAANqqsqysFBwH+P0+MMa013X+CyECwsWLZ3KXrI6loersHz58CMuXL4HTacahQ4dw3XXXRnw0TqvACAYD2L59KzIynJgzZybeeedfyMzMwty5r8DpTNZ8uoagKIrWl5phEiKCLMtgjP3mA8A1ZwbGOM2WRAoUJWxbjuMSboWvkILI4FV3CIPjwkp0uTJw881/wNq1H2P//r2QJKnW+0RRRCAQgNVqhdEo4MiRwzh48ABcrgz4/f4GiyxcJkLniEuFMVYrT/pbjdWpPnFdNxJjPGqesvreROQ8cbLwZl2LxYIXX/wHqqoqEQwGwXE8avpaoiiivLwMEybcgS1btmPSpPtwzz2T4HQ6kZqaBgAxX3xVMIwx7N69Cx99tBo//bQd+/fvgyAIkCQJLpcLl17aEYMGDUaPHr3BcVwkp5qYRo4V9cbkeR7BYADr16/Dxo1fYO/ePfB4qsFxHFyuDLRt2w49e/bG737XEzzPJ+7Ntmzl6lv27jtARCQrikJnI8vyOX87m9tvH0uMgdas+ZCIiOpqJxrUzzp16iRNnHgnZWenkM3GyOk0UHq6hdLSzJSebqGUlCSy2Rilp5tp6ND+tHHjF1H3NdFRbacoCr3++qt0xRUdKTnZQHY7R8nJRkpNNVFqqomcToFsNkZpaSbq2/dKev/95UTU9DaI9F8WJYnWfrb+ByCKiD/HcXWGJmpOgdXV1WAMCAYD57wWLepduHv3LowdOwr79u1Bamoa0tNd2vRZ49PBcQyKomDTpq8wYsQ1mDnzeYwff2/i3s1RoPa9pKQYEyaE3RSr1QqnM1ndCaTZIVLeDEVRsGPHdowbNxqPP/6/eOKJaQk3qkeVVqopGooM5W53FT799BNUVlbg6NHDSE214a23Xkd5eTk6dOiErl27Re2PnWnTjTvvvAWHDh1EZmYWQqHQOX6gilqd5HA4oCgKHnnkPjRv3hzXXjsiof2T+ggEArjrrlvw2WfrkJmZBVmWIMsXrpC3Wm2wWm14+umnUFBQiJtuui2hbBBzlaGihMt9NmxYj9GjxwAAzGbAYOCwevWHWLbsQ7Rrl48ff9ynxc3qE5qaG12w4A1s374VWVlZUaes1GMFwYDXX38V1147IuFWWtGgiuKTTz7C+vXrYrYBx3FwOm14/vlZ+P3vR8Nms/6ilf2vSQNKWRlkWUKXLt0wZ85MGI1GBINBMMYgSRI4juHSSztq02w0J6mK8cMP34fZbDrv6HU+ZFmG2WzGvn17UFlZgeTklIQxcLSo0+CWLd9HFjKx7ZNQFAUmkxkHDx7A5s3foU+f/pEBoelHs5hEpmYBAKB58xw88sjjv7gDNaffY8eOwmAwxpyeIiLwPI+KigocP378ohSZ6kceOnQQHMc3MEXHIEki9u7dgz59+idMmi9qkVEkbnXy5An8+98Lcfz4MRQWFmHgwGvQunWbWqNPQ4KkSUkmWCzWBu90Up3gRDFsQ1EUucEFoOpxqmAT5R6LSmTqqmflyqV45JFJKC4+pUX9HQ4HnnxyOiZOnNSglV04ByojKSkJXbtehl27dsBiscQ0ZTLGIIoiXK4M5OXlaX+7mFBt17NnHyxb9h4Y4wDEtiVWURQkJZnQuXMXAIi00fREVeqjLqsfeWQSqqqq4HJlIjU1FS6XCwAwefIj2Lz5Oy0oGiuqHu68cwKMRmPMo5kgGFBV5caYMeNgtzu0lNPFhDryX3fdjcjPz0cg4I/phhUEAW53FXr06IXOnS9LlFBOuNRHUZQLXg01NuP3+xAKhWA2myGKIciyDFEUkZSUBEmScOjQwVq7hqOBIjlIIkIoFEK3bt1x7733o7i4NOokuyAIqKgow+WXd8ekSQ9DFEUoigJZli6aTcZqjjYUCiI1NQ2PPfYkqqrcUce6wjnkICwWK556aiYURYEkhUMfTWUDBgZGCALhkcwX6UidYlMd6Ly8AvTvPwhVVVW16sl8Ph8KC1uid+9+kdEjumfE1kxw87wAo9EIAJg+fRZuvfVWnDhRXO9oxHE83O4q5OUVYMmSVXA6k2EwGGAwGMDzgrZKS1Q/Tb3BOI4Dz/MwGpPAGMNtt92JCRPuxcmTxfWORoyFBRYI+DF//iJ06tQFghC2J8/zmg0aWWzEGIMCCgKAICiKeL6LoK7aysvLUFx8Crfeege+/nojvF4veJ7X/Kl77rkflZWVkGUZWVnNLvzpkc/ieR6hUAhbtnyPffv2wuv1wOFIRkFBIZ5//iWkp7swf/4/YTTWvdpkjCEUCiIvrwDz5y9CeXk5vv32a7jdbsiyDKvViq5dL0dBQSGAxEui11ypHzlyGPv2/Yzi4mIEAgFkZGRi+vRZyMnJxaxZM2CxWOoUSdj+Eux2O1599T1cdll3rF//KYqLT0EUQ0hPd6F9+w5o0SJP+8zGtIH6uGpBOc9woXbojTdew7PPzoDX64XJZAofrNYLKQqsVitefPE5zJgxBVarDQMHXo3nnnsRVqtNe69KzbDCggXz8eqrL2Lv3r0IBgORMqRwLVpRUSt07dotMjWL5x3RiAh2uwMPPngvdu36CcF
|
|||
|
c31 = b'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
|
|||
|
c32 = b'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
|
|||
|
c33 = b'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
|
|||
|
c34 = b'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
|
|||
|
c35 = b'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
|
|||
|
c36 = b'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
|
|||
|
c37 = b'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
|
|||
|
c38 = b'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
|
|||
|
c39 = b'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
|
|||
|
c40 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAAY1ElEQVR4nO3deZxV5Z3n8c/znHOXohYKqAJKka1AQHCJECMaY4ijGEUjrTJuY7slJtMx0bE76U5Pp+j0K91OemLS6Wk6doe0ZhSTUpNI4xaTdpT4ijuCighUlZSAAlUFtd7lnPM888c5t6iCWxtyxa77e/+TwF2p+vqc5/yeTdFHfX29s2LFiiD350ce+fdTS0qTZylHfSLmusdZa8uttSr3uFLKYlGAAdtDHtaAwaLzPTgSWnVjrB3+CxQGG36BD//pR4VS1lqUstZkFGQUSplj/aUOEf2kSi3qsB9a7vtjrG9RezwvuyXtpV9csXz567nnHJohAHXog3V1de4Zi8/+b6VjxtxSUVG+qGby5Hh5eRnxWBylOIwFFCrvYwDGWOxIsjEApVSfbzs84Wd/3H6NOSP8x3ykhvh9WfB8n66ubvbs3eO1d3Rs6Orq/mlPZ/u/rVixInto0BQcDNjDjz529oSxFT+aNbv29JpJE3EcB8CQy9Kx9eGTKo42BWhjLB/s2cvWbds3te8/cNtlly17rm/QVO4Pj657/Es1kyatOnnBfCeZTPiAttZ+PK4z4mNNhVd9k8lk3I1vvGU+2LPnK19YdtG/5LKlAB5//Kkrpk6b+tDcObON4zjWWutELz6mX1785xH21lQQBIHasnW7bnr33ZsvuejCn9bX1zvq6aefHouOvXnuOWcdH4vFjLXWkXCJIxEFzfi+zwsvvZJt3981f9my85t0Vyq15LjjJk+JxWJWAiY+DKUU1lrtuq6ZN3du0ujgVsBqrZwTK8rKLdKxFkePqqgos8lE/BwIyyIu6pjfOYpRIroSKtdxlOs4E+rq6rQ70jexgR/9H1Bag5YbUHE4pVRYrAdclAqGekG/FzsjzqUoQtZacjV41xrbNcxXgTW03PePpLduAVzGX3U9Y049A2tM2KqJoper2ltre0cBh9csGQNak966meY/vQOlwW+HTNNb1P78mcJ9YzEqDKv5yY3/9bzxKspxcMbFiddoUls3EbTvD1uxozA+KUYnDWDM8AaRU5tewWQCdGkZujSJt7ON1JuvAWCH+R6i+EQhG7wVUtoBIPXWBkwKJn7pzyj/7EV4rdD96vPhk6QlEwMYuk9mLSiF37aPdMNmnDFQ/pmlqFgMxcN0v/x7AOn4iwENGTJrDMpxyGzfgvf+AWJTykjWziXobMcZC6k3XyU40IpTOaE3kEJEFAyr4x9eBlNvv05wAJKz56OSJSRPnE98aiWZ99rokX6ZOIxCg7dy5crhzBcLW6bUWxuwPpScdBoA7vhqSk46naADul+RfpnoL5zJrFJKqaFDlitPpLe8gYpBybxTo8KspfT0xQB0vxL1yxzpl4k+ovUgWg02OJ7r9LfuJd20FWcsJE86Lex3KUXZ4iU4FZB68zX8thZQUi8Th9NBYDIDPZjrY6UbtuDv7cCtGoM7vqo3SPEp04jVlJPdtZ/UW9IvE/m5Fnps2Lk/vEWLwpR641VsFvADtl9+FiqRBGsxqR7wPPCh68VnKT/nAmnJil109es3dqkGmwobPdSz8SVwwKQyWMBRChVPgDEEHWlUXEm9TPRjrCFqvAYrYViU42B9j9TbG7FZqLrxq5z0fDPz1r/LvOcamff7Jqq/+FWsb0m/swm/dV84v0xaM9HHwCGLhpqyzY1k3m1Al8L4K2/ErZqITo5BuTGcinHU/PldxKdVk33vgPTLRF4aIPAPn7dofA8bBPS8/hL+Xo/E1MnEjp+KDYJo6b/F+j4qnqR00VkE7dD98nqgz+xZIRikJdPxBMpx6H55PdZTuJOm4I6rQjlONOVaoVwX5TgkZ5+EcqDz+f/ofa0QOXlDZrNZdq28jXf/+9UceOJhYhMVma2babxhOV0vPtvb5/L2vk/znTfSVn8v7mRFz4YX2XrxYj74QV1vwVaI/gPkudvPTJrWNT8ms93HmQA6DkFnD/vu+zWJaVMo+9S5APh7d9Oy+l5UHFQJoKDz2RcIuvYy+et10d3px2EbDXEs9Q9ZVLLQZeWcuO51vN07QYMuKcX6HsqNk5gxK3qypWTBQua/toXgQBsqFkfF41gDsUmT+9xlSsCKXf6pPkqRPHE+yRPn533YBgGocDJjYuacgd9dpv0IBptPZszBfcVyV72ICreUCheYAOFOeH0CFY1tCgGDhUzrwy50NghQjkPH7/4dFY9Tfs7S3r8TYiDDHgOygY9yHNoeWk3DVZeyfcWFtD/1SDQqIHUxkVc41ccYM+R1zfo+ynHZ/+v72XHbLehyF53QNH3xajqfexLluhI00Y9CoSwZCFuynmhJXN6wWd9HuS49G1+k+fZb0HENyoADWJ/GG/6Irhf/nwRN9GWVUhhsGDLXGG/AjYNNgHJdUm++QuP1l2K9DCpO2OE3BpVQ2GyKxusupfu151GuC2ZEW2uIUSy3XbU2A0z1sSYA7dCz8SW2XfY5/Ja96BKNDfoMfgcGndSYnk4arrmYnk0vg3Z67zqFgIE6/taglCbb3EDTzcsJUp3oEqd/wHJPDQy6xMF0tNN4/VL81r1h+UKGlERkgLvLqPKfHIMNsmCH2IZRgQ3AqagML5lC9JE/ZFFL5E6sYea963DHVmLTAeRZjaQch6ArID7leGb+7CmcseMJd8iTYqwIaRyHIMjTWdcagoAxp36KWfVPo5Ml2LTpt+xNORrTExCrqqb250+SmD47nLB4+IkpoogNnoao0Fpy8iJmrH4EFS/BpMO9ytAakzbo8gpq1zxOcvaCsGArc/zFIYZe3BvVv8rP/Twz7/sVKlEGgYIAcOLMvPeXlJy8qLdgKwTkdloMbxSH1eyEQfMoP2cps9asw2QDTMow4541lC0+r7dgK0SOsQcnWAw7GcqNYYOA0k+dy+xHfgtKU3bmknCAXAImBjGidCgnLLSWLT4v/ItoWykhBjPyJkjrfpMWhRjKEV3npPUSIyH1BlFwEjJRcBIyUXASMlFwEjJRcBIyUXASMlFwWg84wV+Io0N71nb74X5iMstQFIS2RloyUVjSJxMFJyETBSchEwUnIRMFJyETBSchEwUnIRMFJyETBSchEwVjc4eqHusvIkancEcy1QNRyGSMXBxt0W7oPoRb1mHy7DsmxIeVO3pcLpei4CRkouAkZKLgJGSi4CRkIyV34iMmIRsJa8K9cGUL+RGRkA1XtBeuDbxwO1MJ2rBJyIbB+j5ozd5Vf8vmT80n9dZr0RZacszPcEjIhhCeWOzS8m//wM5v/yXZ5m00XH0h6a1voBw33KtNHMYPfIgaewnZIMKAxWirX03zN27HqXBwKl28fftouOpCMk3vhEcxStAGJSEbQC5gBx77BTu+dgtOqQPKYLM+TplDdtduGq5eSnZnkwRtCBKyPMLdvGN0PLOOd2+9Fp3U4BgwNjzixw9wKhwyjTtouHop3p5dYdDkhLy8JGSHsEG4XXzXC8/QdNOVoKOzPU3/+pj1A5yxLukt22i4Jjy4TGlHjmLMQ0LWR+7Ai56NL9J4/RewXhodH7guZn0fp9KlZ+NbNF53IUF7mxzFmIeELJI7jyD9ziYarl2G6e5EJ3Xe4xf7vc73cce5dL20gcbrL8Z0d0od7RASMqKAOQ6ZHdtpuOYi/NYW9Jj853vmfb3v44536Vz/Ao03XoJJ94SHmNniDlruBEsJmQkD5n2wk4ZrlpLduQunzMH6I+tbWd/HneDS8dtnabplOdbPAkU7BGVVeFJgNxR5yHJHYPtt+2i49kLSWxtxKkYesN73833cKpcD637Du1++8mBLVuSD6sUbMmNQ2iHo6qDx+ovo2fgWbqV7xAHLsZ5PrDrG/kfWsuO2a8LhJ2uKLmimTwtenCGLZlOYTIqmGy+l6w+v4I4Lj1w8Km/ve7jVMVoeqKf5zhtQ2gkPmy2ioFlrsIzgKMJRJbqE2SDg3S9dTsdvn8WdcPQC1vsxvkesOkbLT+5j57e+fLBYW0RByymukFkb/o6VYsdtV3Pg0Sdwq1ysV5jZFNb3cCfG2LPqHnZ/5/ZwQN0ERDddRaN4QmYt1hi
|
|||
|
c41 = b'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
|
|||
|
c42 = b'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
|
|||
|
c43 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAAk6UlEQVR4nO2deXgV1d3HP+fMTHKzkpCEfU1AVBQt2tbW2rpUK4gLrVIUcUFxodjFalttFWpdqNrXty4oFkUFRZZaRaEiVttaX9uq1ap1QRLCDiEhZF/uzDnvHzP3JpCELOQm99LzeR6eB7hzZ7vf8zu/7cwImrF8+XJrypQpXuTfv//9i8ekpIW+KizxBce2B2mtM7TWIvK5EEKjEYACXUsraAUKjWztw84gRQ1K645/QaDQ/gkc/NG7BSG01gihtWoQ0CAQQvX2Se1HcKfSNKLFTYucP0q7GrErHG78tD5c/48pkye/H9lmfw0BiP0/nDNnjv2lr5w4PS019crMzIzjBw4YkJSRkU6Sk4QQtEADAtHqZwBKaXRntNEGQohmZ9sx/GPH288YoZMX06O083tpCLsu1dU17CrZFa6orHyvurrm8dqqikVTpkxp3F9oApoEtvKF1Sfm9Mm8f9TogvED+/fDsiwARURLvcvBK9XQ3QhAKqXZuauE9Z9v+KCifO9155036a/NhSYi/3jhpTVXDezff/7RR421QqFkF5Ba6/iYZwxxjfBnfdXQ0GD/+8P/qJ27dl177qSJj0a0JQDWrFl7/rDhw1YcPma0sixLa62t4Mu9evKGxMH31oTneZ74dP0GubG4+IqzJ575+PLlyy2xbt26Pkjno2+c9NXBjuMorbVlxGXoCoHQlOu6/P2f7zRWlFePnTTp9I2yuq7ulEGDBgxxHEcbgRkOBiEEWmtp27Y64vDDQ0p6VwNaSmEdlpmeoTGOtaH7EJmZ6TqUnHQS+GkRG9HrkaPhECGYCYVtWcK2rJw5c+ZIu8t7U83yT9IEoYZ9EUL4yXrARgivvS+0QGsjLMMB0VoTycHbWunqTn4bhKCheD1eZRUyySF0+LgYnKYhEYlk7bXW0Spgp6ZL7XkIy2LPikVs+sFVSNtFhJI4/LXPSBoywp9CjYUz7EfHFaEVQgi8ygp2zLsJYSmwJWiN9jo/4xr+e5AASrVfRNaBldr5m5tp2LjL727wFCIpCSs9w9/I5NgMrRCI7MApMq08hGVT8/YblDz6CFa2TeapZ4AQ6MZGvJqqyJaxPl9DAtL+dBk4b7qhnq23zMIrV2RPvoghdy5Ahf2pUjfUB9vG8lQNiUq7ItNKIaTFrvl3Uv3mR4RGZzPo5nvRDfUIMHlcw4EQ0I7ItFIIy6Lu4/fZ9cA9CAcG3nQXdt88VEM9whG+JXPdnjllQwIhkBCeO3fuAfrFtPb/KI+tt84ivKOerEnfJOeiq0FrZGoaSIFITsLOzgn2a6yawcfvZBZ1Qoi2RRaxYrsX/ZbKV98ieXg6g+c+FE3GBlvR+w2zhrglWA8iRWtOlVIIKWnYVMjOe+eChv43zCE5/zC0G47swY8uvTCqvi6y0x46e0MiIT1PNez/nzqwVtvnzqahuIrMU79M3mU/9H0vKQNrJhHSQrsKVVtjBGZoE1tDrfZzDwKaSkflf1hM+fMv4wxKYcidjyLsfStQdmY2IikZ6sO+fybEvp0Zhv9OAgPVvHYpRfNWWK0RUuLu2c2Ou28GLPpdNZvQ6CNQNdWomiq8veV4VRXUfvA2qrYO7UHla6txy3aDv7qpZy7kvwGlQOmEHLxKKwLjtW+BXCuFsG1q3v4btf/ait0P9ixbRNnShf7nbhjteoBG1dYjJMhk2PaLH7H1FzeQM2Uqw/53iV9yark2tHuIBB77BCCHILp5s4FI6OaDfc5aBP5W2vEnkjdzKknDRvppiqRkZGo6dp++2Dl5JA0cijOgv784W4OVlUbKEWP9oCDw12KS/lcqEJh3SE/P2vNASOo/fZ/1E0+m6o21IGXC5iNtAM8Nuij83AZ2Tj+GP7gUHQ6jPRdhWQjbAZpSG/WFn/L5WccR3l3LkF/dQ870a/fbdfdaGe26CNtmx703U7luHQVLVmHnDQTlgeyhaboHiPjEDcXrKbxoIvWFO6i77G0KFq8i/aunRe9DItG6/Q2SsMJxkKEUhJMUFaCQEu15JI8YjTNoMLoRrOy+aNdFRWqY3Yx2wwjbpvSpB9j567uoeecdNkw5lXDJdpDWodNqFAxgt2Q7RRdPpHHbDpyBSeiGWoqmn0P1P/6MsO2Es2iti0wI3zpEsv4RRzvwg4Tlf+ZVV/vuQl0twraRyaFuP0F/5DqUv7CELTd+H5luYec61H74KYXTzsQt342wLLRKcKEFPpdXtZfCS86i7rNCrEwLXd+IDElUQy1FF59NzTt/SzihHdiTDKyX7wf5/lDj5iK2zb2e4msm45aWYGVLSh66k+JrLqTsmQX+97rpISeRqaHqz2vY9L3LkCkShEI3hLGzbWrf+5DCC7+Fu7cUIS1/6kxEtAIBurGejTPOpebt97GzbT/IEqA95QuttprCaWdR+/5bvtC8xBBah8MVHTjZNe++ydZf3kf5ipdQdR46rKj9zwZKFjzLnuWPd9uJac8XWO17/0fRFReAVGARWFNfgHZfm5q336PoojPxKvb41jfRhKabnnpUPOu7VL76V+wcGx3eV0DaU8gUiaqupPDCidR+8E+ElRhC67AHKSx/06yJF3DUu6PQ4XDTDyokQtokjxoT2fqgTsp3fm3qP/8PhRefg66vRaZItLevhdRhX2jV/3iXwosnUPD0WqzMrMQJ97WONoRuueFyyleuws5rKbDo5p5Cplh4FXspvHAio5a/QsrY8UFwFr/BQKfPTCSHSBv/lXY26rrIItFV4/ZNFE2biFtWhpXetnMfsWjV//dPiqZPIP/pl7HS+ySE0LTnIWyb7bdfT8nCJ3DynGa14ba/I1Mt3PIyCi88k1ErXiU0ZlxcC60Tv0KzAAD/YrXnopUX/N07+Ex8EF155aUUTT+LhuLNWBntR4/adbFzbKre+DtFl5yFqqnyBRbHebRIxLzrwdvZ+Zv7cHLtdgUW/a7nYaVauKW72TDlDOo//yiup86O+2SenwDdesssNs2e6keYQiKE9PNolnVwGfggsFB1NRRdfg617/8Hq48VVBg68PVwILQ/v0nRpZNQdTVxKzRfYA6lix9i25xbsPranY6Otech0yzCu3ZROPVbNBR9Go9C81t9lFLtKkO7YYRlU/LQHZTMf5jSp5ex5SdXBhUCdfAWTGvfUCqP4mvOp+ovb/nObwcF1nSevtAqX/srRZedjaqvjTuhRVIye1c9w5YbZmNlWn4Fowv3ULseVoZF47btbPju6TQUfx4IrfeDH4FAaBrAt2S1wZK4VsUWuSllTz/M1lt/gZ1l4+Q5lDz6GFt+NtNPhh6M0LSOLrfb/KNL2PvCy9h5TpvOb7u7c13sXJvKV15n44xzUQ11cSO05imZ4lmX+CkZeXCDNCq0zVspnHoGjVsK/bxh7wpNCyFQaF9ktlLhth4cHPEb9r64lM3Xz/KTg9pDh8O+0B5ZyNabrvb7yrokNB119Lfd+j3KnloaCKxjvkmbew37Qqv446sUXzkZ3dgAUnRb/q5L5xSkZGre/Rsbm6dk2lmO2KF9ux5WpkVDUTEbvnsGjds3xUWCOvK4aqnaeOqdVh7Cdqj882qKr53eYtRpN4yT67Dr4UfZ+vNr/WQodEpo2vWjq52/uYWd98/3w/cOOr/t79vFznPY+9JaNs6cHAi3d4rq0ZTMpx9QNP0cVH0tMql7z0W7HlYfi4YNRRROPYPwzq1xk6Bu3fEPlsHVvPMmxVdMQQiFaGXUaS+Mk2ez66FH2DZntl/q6KDIIlZy9+P3sf2O23Fyut9p1eEwdp5N+ao/Unz1+f7IFj1s0YKIuXFLIYXTJuKVlyNTrBY5v+4gIrT6T9ZTOPUM3N07gvJg77oKLUUW1CdVXQ3FV52LV1uLCMloxr/F5q6L0z+JHXc/RPU//+K3pLSXcvB8K7ln5SK2/PR6rCwbrb2YdAfpsIuT61D+3IsUX3NBU69bTzQ+BhFzuGQHhdMm0Lh1G/IAOb9uOaTrYWXZ1H70CYUXTyC8c1vwQe81erYUWdAQKJJCZJ1zEboe0G0HoMKxcUsaybnwLNKO/XJ0EUp
|
|||
|
c44 = b'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
|
|||
|
c45 = b'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
|
|||
|
c46 = b'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
|
|||
|
c47 = b'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
|
|||
|
c48 = b'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
|
|||
|
c49 = b'iVBORw0KGgoAAAANSUhEUgAAAJkAAADICAYAAAD7jkPoAAA9MUlEQVR4nO2dd5gUVdbGf7eqenIOZIYJmNMad9ew6hoAwaxkUMx5XcN+q67CrjlHMCMgSRQUkKTuml1315xQZGYYMkzO091Vdb8/blXPADNM9zChRud9Hp9HerordL917rknvEfQBAsWLNBHjhxpuf9euHDpIbHxMUcLXRzqM4x+UspEKaVw/y6EkEgEYIOsoxlIG2wkWnN/jASaqMWWMvwPCGykuoA9P3u7QAgpJUJIafsF+AVC2F19UTvB+abiJWKXL829fmxpSsS2YDDwY0Ow4T8jzz77K/c9O3MIQOz8x8mTJxtH/f6YCfFxcZckJSUe0bdPn6jExASifFEIwS6QgEA0+zcA25bISLjRAoQQTa42PKhze+1ndBHhzXQqWvm9JARNk5qaWrZt3xasrKr6sqamdnpddeVLI0eODOxMNAGNBHtt8bJj0pOTnhi8V95hfXv3Qtd1ABuXS12LPWdqD9obAtBsW7J123bW/Lz2m8ryimvPOmvEB02JJtx/LH5z+WV9e/eedtCBB+gxMdEmoEkpvbHO9MDTEGrVt/1+v/H1t9/bW7dtu/LMEac953JLACxfvuq8rEFZr+67z162rutSSqk7H+7Si+9B94Hy1oRlWZb4cc1arXDduotPP23o9AULFuji7QVvJ5Ouf3f8ccf19/kMW0qp95CrB22BQzTbNE0+/e9ngcrymgNGjDilUKuJqT+xX79+A3w+Q/YQrAd7AiEEUkrNMAx7v333jbE163JAaprQ905KSJT0ONY9aD+IpKQEGRMddRyosIiB6PKdYw9+IXBWQmHoujB0PX3y5Mma0eK7Q7EtyY5xOYm0VOxJ6BogwLaR0kZoOi0GzHrwq4IQQgXrAQMhrBbe5f5P42tSghAIFT9rhKYh3FixbYPWE/n4tUNKGbJThrRlzU5/BSEwy0oovOQsogYMJOvRl3ewUlXvvEnlW0uo/+4zkBa+vtkkn3YeqWeMRERFh47Rg18f3Ki9lDKUBdx1uZQ2CJ3AxkKq3vkYX78YrMpyjLRMzJJtrLtqFJUr38f2gy8D0MH64BtK5y8h8ZiHyHp8JrH7/6bHovUghJZZIAR6ko4WE4s0TQC23P9Xyt94n5h9+7LXq3PY/9N89v90PXstW07iHw6m+qNvWH/9WOzaameV7dmw9sCxZLbdNImsljk9Nh6EBZaFMHwA1P73Q7Rojd7X/Y2UM8aGPhHVbyBGajo/n3ksdV+vpv67L4j/7fFIy9rVf+vBrw4aqGqFXdDUp1KLLHYwgPDZxO59INKykMEg2BbSsojKykNPS0SaAjsY7KTL70F3QMshjJagEdphSgChITQVxhAIRcba6va+zh50Y7SbZy6iYxCGAQL0hMT2OmwPujcEtCfJDAM0HWSPu98DQEVOg1OmTNlNvVjTStRwKlvd99gg65utxO7BrwiqklnUCyFaJpmIjkbzaap8Q/ft+MeW4l9CIG2waqqcF3ps2q8aTj+IJlpMjgvQdWR9AKuitPFlC+yaFhx7KUEDLd71yXqi/j0AzbJsf7N/kRKhG1hVfgKbi0IhDWmBVVXhvqlzrrIH3RqahDrpBCOafYcAoe8U6WglXSS0ngDsrxaOb940d6mJcEphm5b9tAKhgRYX1+ZrDAvS7af8FcC2VVqvHdoKOxO2tHGM126CsULbpZIibAvVkRUYoQoP8ctPwjv3J9x77KbVLbv+Qs5NaNHRTtkOoeZcLSZOdWHuzqJJkMFAB1wq6ksXArOsmOCW9YpgdvPlcN0d0jJB06j/4Ss233kLMtCgfhu7+1lwA8Ayw/2hHHIJrXnzLQRSCuyOiJM5T7VdW03+mJMJbNrM3m+8R/TgA35xiXhpWwjdwF/4EwUXnkHdlxtoWPMlOS8uRviinHKs7mPBI7tS3UDaAru2RhHKstQTByAl0t+A0KWygO0JqSyY9DdQePGZ1H7xDVZZCWtHDcFf+JPKo1q/DIsmLQuh6TSs+Y41px9LcOMGYgZHU7F0FeuuOB9pW+pZ70Y+WivbRCfq75jo6Nx9wJaUvfoSVmU5WlR0qAyoePqj+NeX4esTT+z+h6qPa+3gP7hlvFKy7qqRVKx6FyPFQIvTCWzaRP7oUwlsKPhlEM22EbqOVVFK4SXnYBaXoMXr2A1+jEwf5YuWUnTtWNBUkLy7EG23jSTSDIIhQpap15V/pfKtZVQu/5Cfhh5M/JHHIqKiaPjpO2o+/gJpQp+b7sbXq68y+XsaypAy1KBS9KdxlC9cii/Tp64L0BN1/OvWkz/6VAa/9i98fbO679LpWuuAn8JLzqb+h58xUo1Qwag0gxiZPkrnvooWM5GsR2Y5/uiuGzSvoXlLJiVaQiJGWiZ2nUSLiQEg7uAj2GvBOyQPPYHApo0UvzCf7VNnUfPpF8T95kByZ84ic9Kf1BPZHgRzjrPx1sspmTkXownBAKRpoSfpNKzJJ3/MEMztmxXButtmwLVI0mbdlSOp+ueHOxAs9DYziC/TR/H0l9l4y2Wg6Ujb9rxF29WSCVUTpsXGkzf7bYKbNxJ7wGHqb7ZN3OHHMPi1d/GvW0tw62akGcCX2Y+YvfZVuz3ZHmEFqSySYbD5npvZNu05fJnGDgQLvdO00FMM6r7/kfxxQ8l75Z8YaZmKaN0hKCyVtJbQNIquHU35wiUYmbsSLPR2h2jbn34eER1D/ylPIC3T0+2IzS+XzsVGDcwlamBu4+uahjRNhGEQnT2Y6OzBO3ysvZYqdQ4f2568k60PPoQvw9cswZq+30gxqP3yWwrGDyVv/jvoSanej6M1cQfW33ABpbNf2cVaN/sxM4iRYbD1sSfRYmLo+9cHQr+LF7H7X8C2d3CmpaVupPr9lTSs+Va9FgioH1PKdiVYyYzH2TTlDow0A2k3/1Tv/DkjzaDmP19QMPE07NoqJ47m1biSDPmtG2+7kuIXZ4VFsNCnLRNfhsGW+x9k66N3IAyjcafvMeyeZJoWIo60TIRuUPOf91g7ZhgFF5xOcMt6RFQUqst8z021NIMIw6Dstels+Mv16MkGUlph+xwyqIhW/cGnFFx4BnZDnWeJJk0VC9vywC1sm/oMvl7hEyx0DNvCSDfY/I872T71HoTe8jLbRVClPrZtt8oOl2B1X/+HgglnoPk0/AVFrB0zFLN4i3JA9zB8oAjmo2L5AoquuRgtTlfdUhE6tdI0MdINqv75PoUXn4UM+D0XKXcfpu3PPcCW++7Dl2EgrTY030hlDfU0g4133EbxC48oi+YBogkEQuIHZcnqnJa4Zsmm/CyDhjXfkj9uBHZNNcIHepJO/ferWTtmCGZZ8R7t6twlsvqDFay7fBxatAa6Dc11UYV5PCPdoHL526y7/Dz1ADgbmq6Ge6+lc59l463/h55iNAZY23RACdJCT9bZ8NcbKZ09zQtEk0IIbKQimWHbwZaEg1V6QydQtJb8McMwS1VwUFo20rQwUgzqvlLOtlVZpnZzEVoM18+r/ewjCiadB1hqO9JGgoWOa5oqgPn6mxRdPQonCdulRHMtWPmSOaz/8xXoiToQubXe9cASsNETddbfcDVlr053iNa1rYmuXLVmt1Tq48Sogls3snbMEAIbN6HH68gmeU5pmhipjrM9YbiqmNVayGs2A3cZrv/hSwomnI5sqEOLbr+lTQadAOYriyj60/gujZS7FqzqncUUXTkRLVYDrR1jXFKCsNHidYquvZiKxXMQhq+rLRqwm2AsQhAs3kr++CH41xagJzXvd7m7uupPPqXggiGNPZetfXluErjgJ/LHnYZVUYEWq4dkqdoLblypdNY8Ntw0CaFpSna9E4nmxvxqPnmHwotHInQJOntsrXc9kQTNRovWWHflBCpXLlQWrYuD07slmVVWTMMPP6DFaSqy3CIkwgeBTevDe3JsGzSd4Ob15I8dSnDLVrSEjss9qpSMwfYXZrDxtisQmu6UL3UC0Zx8ZN23n1FwwTlIOwhRHbgRsSUYIHxQeOloqt5drgK1XbjxaZ5kmoa0LWL2OYjcWYuRpoY0RbOBTaFrWDUWvj59yZv3L/T
|
|||
|
c50 = b'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
|
|||
|
c51 = b'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
|
|||
|
c52 = b'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
|
|||
|
|
|||
|
cards = 52 # Total 52 cards
|
|||
|
rows = 2 # Two rows
|
|||
|
columns = 7 # 7 colums
|
|||
|
cells = rows * columns # Cells - total positions for cards
|
|||
|
all = cells + cards # Total cards and blan cards
|
|||
|
card_width = 153 # Width of card in pixels
|
|||
|
card_height = 200 # height of card in pixels
|
|||
|
pad_x = 36 # Gap between cells on horizontal
|
|||
|
pad_y = 36 # Gap between celss on vertical
|
|||
|
card_pad = 25 # The distance between cards in stack
|
|||
|
font = 'simsun 16 bold' # font used in buttons
|
|||
|
width = (card_width + pad_x) * columns + pad_x # Graphic width
|
|||
|
height = (card_height + pad_y) * rows + pad_y + 9*card_pad # Graphic Height
|
|||
|
# Coordinates for each cell
|
|||
|
ref_x = [(pad_x + card_width) * int(i%7) + pad_x for i in range(cells)]
|
|||
|
ref_y = [height - card_height * int(i/7) - pad_y * int(i/7 + 1)
|
|||
|
for i in range(cells)]
|
|||
|
# Rack position for each cards
|
|||
|
stack = [i for i in range(cells)] + [0 for i in range(24)]+[
|
|||
|
6+i for i in range(8) for j in range(i)]
|
|||
|
show_card = [38, 40, 43, 47, 52, 58, 65] # Cards shown when beginning
|
|||
|
start_x = int((width-card_width)/2) # Position for flash card show
|
|||
|
start_y = card_height+pad_y
|
|||
|
# Image BASE64 data of cards with top-side and bottom-side
|
|||
|
byte = [['']+[c0 for i in range(52)],[cn,c1,c2,c3,c4,c5,c6,c7,c8,c9,c10,
|
|||
|
c11,c12,c13,c14,c15,c16,c17,c18,c19,c20,c21,c22,c23,c24,c25,c26,
|
|||
|
c27,c28,c29,c30,c31,c32,c33,c34,c35,c36,c37,c38,c39,c40,c41,c42,
|
|||
|
c43,c44,c45,c46,c47,c48,c49,c50,c51,c52]]
|
|||
|
# Area of rack in cells, 0 ~ 13 for all cells
|
|||
|
top = [3, 4, 5, 6]
|
|||
|
bottom = [7, 8, 9, 10, 11, 12, 13]
|
|||
|
|
|||
|
button_down = False # Flag for mouse left button down
|
|||
|
drag = False # Flag for mouse in drag mode
|
|||
|
start = True # Flag for initial position of mouse
|
|||
|
New_Start = True # Flag for new game
|
|||
|
|
|||
|
ctypes.windll.user32.SetProcessDPIAware() # Set unit of GUI to pixels
|
|||
|
|
|||
|
class poker():
|
|||
|
'''
|
|||
|
Definition of eack poker card:
|
|||
|
Parameter:
|
|||
|
card - Sequence number of cards, 0 ~ 65.
|
|||
|
kind - Kind of cards, 'Blank Card' or 'Card'
|
|||
|
Attributes:
|
|||
|
card - Sequence number of cards, 0 ~ 65
|
|||
|
ids - Id of graphic element
|
|||
|
up - Card value of upper card, None for no upper card
|
|||
|
down - Card value of lower card, None for no lower card
|
|||
|
x,y - Variable coordinate of card used when drag mode
|
|||
|
x0, y0 - Coordinate of card whne in cell/rack
|
|||
|
kind - Suit of cards, spades♠/hearts♥/clubs♣/diamonds♦ (1~4)
|
|||
|
no - Number of card (1~13)
|
|||
|
rack - Which card located (0~13, not in 2)
|
|||
|
fix - Blank card if defined as fixed position
|
|||
|
side - State of cards, back side of front side (0/1)
|
|||
|
'''
|
|||
|
def __init__(self, card=None, kind='Card'):
|
|||
|
|
|||
|
# Initialize values for each card
|
|||
|
|
|||
|
self.card = card
|
|||
|
self.ids = None
|
|||
|
|
|||
|
if kind=='Blank Card':
|
|||
|
|
|||
|
self.x0 = self.x = ref_x[card]
|
|||
|
self.y0 = self.y = ref_y[card]
|
|||
|
self.up = None
|
|||
|
self.down = None
|
|||
|
self.kind = 0
|
|||
|
self.no = 0
|
|||
|
self.rack = card
|
|||
|
self.fix = True
|
|||
|
self.side = 0 if card==2 else 1
|
|||
|
|
|||
|
else:
|
|||
|
self.up = None
|
|||
|
self.kind = int(card_list[card-cells]/13)+1
|
|||
|
self.no = card_list[card-cells] % 13 + 1
|
|||
|
self.side = 0
|
|||
|
self.fix = False
|
|||
|
self.rack = stack[card]
|
|||
|
self.new_card(self.rack)
|
|||
|
|
|||
|
def cards(self):
|
|||
|
# Return numbers of cards in rack of caller
|
|||
|
return p[self.rack].up_cards()
|
|||
|
|
|||
|
def click_rack0(self):
|
|||
|
# Event handler for click on Rack 0 (foundation)
|
|||
|
if self.fix and (p[1].cards()>0):
|
|||
|
while True:
|
|||
|
pp = p[p[1].find_top()]
|
|||
|
if not pp.move_rack(0): return
|
|||
|
# 0 card/Rack 0
|
|||
|
elif not self.fix:
|
|||
|
# If three cards in Rack 0
|
|||
|
if p[1].cards()==3: p[1].move_rack_bottom()
|
|||
|
self.move_rack(1)
|
|||
|
|
|||
|
def click_rack1(self):
|
|||
|
# Click on Rack 1 to move card to Rack 3 ~ 6 (top)
|
|||
|
if self.fix or (self.up_cards()>1):
|
|||
|
return
|
|||
|
else:
|
|||
|
self.move_to_any_rack2()
|
|||
|
|
|||
|
def click_rack3(self):
|
|||
|
# Click on Rack 7 ~ 13 (Bottom) to move card to Rack 3 ~ 6 (top)
|
|||
|
# If No card or number of cards moret than 1
|
|||
|
if self.fix or (not self.side) or (self.up_cards()>1):
|
|||
|
return
|
|||
|
else:
|
|||
|
self.move_to_any_rack2()
|
|||
|
|
|||
|
def find_top(self):
|
|||
|
# Find top card in caller's Rack
|
|||
|
card = self.rack
|
|||
|
while True:
|
|||
|
if p[card].up == None:
|
|||
|
return card
|
|||
|
card = p[card].up
|
|||
|
|
|||
|
def flash(self):
|
|||
|
# Show cards from bottom-center to cells when game start
|
|||
|
for i in range(all):
|
|||
|
index = (p[i].kind-1)*13+p[i].no if p[i].kind!=0 else 0
|
|||
|
d = byte[p[i].side][index]
|
|||
|
# Load image BASE64 data and show on bottom-center
|
|||
|
if d != '':
|
|||
|
p[i].ids = draw.DrawImage(data=d, location=(start_x,start_y))
|
|||
|
# Calculation step and steps to move image
|
|||
|
x, y, x0, y0 = p[i].x0, p[i].y0, start_x, start_y
|
|||
|
dx, dy, step = start_x-x, start_y-y, 5
|
|||
|
if abs(dx) > abs(dy):
|
|||
|
step_x = step if dx<0 else -step
|
|||
|
count = int(abs(dx)/abs(step_x))
|
|||
|
step_y = -dy/count
|
|||
|
else:
|
|||
|
step_y = step
|
|||
|
count = int(abs(dy)/step_y)
|
|||
|
step_x = -dx/count
|
|||
|
num = 0
|
|||
|
# Loop to show trace of card
|
|||
|
while True:
|
|||
|
num += 1
|
|||
|
x0 += step_x
|
|||
|
y0 += step_y
|
|||
|
draw.RelocateFigure(p[i].ids, x0, y0)
|
|||
|
draw.TKCanvas.update_idletasks()
|
|||
|
if num == count:
|
|||
|
break
|
|||
|
# Move image to final position on cells
|
|||
|
draw.RelocateFigure(p[i].ids, x, y)
|
|||
|
draw.TKCanvas.update_idletasks()
|
|||
|
|
|||
|
def move_back(self):
|
|||
|
# Move card back to original position after drag
|
|||
|
pp = self
|
|||
|
while True:
|
|||
|
pp.x, pp.y = pp.x0, pp.y0
|
|||
|
draw.RelocateFigure(pp.ids, pp.x, pp.y)
|
|||
|
if pp.up==None:
|
|||
|
break
|
|||
|
pp = p[pp.up]
|
|||
|
draw.TKCanvas.update_idletasks()
|
|||
|
|
|||
|
def move_from_rack1_to_rack2(self, rack):
|
|||
|
# Drag card from Rack 1 to Top (Rack 3 ~ 6)
|
|||
|
# If no card or not only one card
|
|||
|
if (self.up_cards()!=1) or self.fix or (not self.side):
|
|||
|
return
|
|||
|
pp = p[p[rack].find_top()]
|
|||
|
# Move card with no 1 to Top when no card in Top
|
|||
|
if pp.fix and (self.no==1):
|
|||
|
self.move_rack(rack)
|
|||
|
# Move card with same suit and one higher no. to Top
|
|||
|
elif not pp.fix:
|
|||
|
if (self.kind == pp.kind) and (self.no==pp.no+1):
|
|||
|
self.move_rack(rack)
|
|||
|
|
|||
|
def move_from_rack1_to_rack3(self, rack):
|
|||
|
# Drag card from Rack 1 to Bottom (Rack 7 ~ 13)
|
|||
|
# If not only one card
|
|||
|
if (self.up_cards()!=1) or self.fix or (not self.side):
|
|||
|
return
|
|||
|
pp = p[p[rack].find_top()]
|
|||
|
# Move card 'King' on Rack 1 to blank rank in Bottom
|
|||
|
if pp.fix and (self.no==13):
|
|||
|
self.move_rack(rack)
|
|||
|
# Move card from Rack 1 to Bottom if different suit and less one
|
|||
|
elif ((not pp.fix) and
|
|||
|
(self.kind%2 != pp.kind%2) and (self.no==pp.no-1)):
|
|||
|
self.move_rack(rack)
|
|||
|
else:
|
|||
|
self.move_back()
|
|||
|
|
|||
|
def move_from_rack2_to_rack3(self, rack):
|
|||
|
# Move card from Top to Bottom
|
|||
|
# If blank card
|
|||
|
if (self.up_cards()!=1) or self.fix or (not self.side):
|
|||
|
return
|
|||
|
pp = p[p[rack].find_top()]
|
|||
|
# If 'King' card to blank rack
|
|||
|
if pp.fix and (self.no==13):
|
|||
|
self.move_rack(rack)
|
|||
|
# if card with different suit and less one
|
|||
|
elif ((not pp.fix) and
|
|||
|
(self.kind%2 != pp.kind%2) and (self.no==pp.no-1)):
|
|||
|
self.move_rack(rack)
|
|||
|
else:
|
|||
|
self.move_back()
|
|||
|
|
|||
|
def move_from_rack3_to_rack2(self, rack):
|
|||
|
# Move card from Bottom to Top
|
|||
|
# If no card
|
|||
|
if self.fix or (not self.side):
|
|||
|
return
|
|||
|
pp = p[p[rack].find_top()]
|
|||
|
# If card 'Ace' moved to blank rack on Top
|
|||
|
if (pp.fix and (self.up_cards()==1) and (self.no==1)):
|
|||
|
self.move_rack(rack)
|
|||
|
# If one front-side card moved to non-blank rack on TOP
|
|||
|
elif ((not pp.fix) and (self.up_cards()==1) and
|
|||
|
(self.kind==p[card2].kind) and (self.no==p[card2].no+1)):
|
|||
|
self.move_rack(rack)
|
|||
|
# If lower card not shown, then turn over
|
|||
|
else:
|
|||
|
self.move_back()
|
|||
|
|
|||
|
def move_from_rack3_to_rack3(self, rack):
|
|||
|
# Move cards from Bottom to Bottom
|
|||
|
# If no card
|
|||
|
if self.fix or (not self.side):
|
|||
|
return
|
|||
|
# If bottom card is 'King' and moved to blank rank
|
|||
|
pp = p[p[rack].find_top()]
|
|||
|
if (pp.fix and (self.no==13)):
|
|||
|
self.move_rack(rack)
|
|||
|
# If cards with differet suit and <1, moved to non-blank rack on Bottom
|
|||
|
elif ((not pp.fix) and (self.kind%2!=pp.kind%2) and (self.no==pp.no-1)):
|
|||
|
self.move_rack(rack)
|
|||
|
else:
|
|||
|
self.move_back()
|
|||
|
|
|||
|
def move_offset(self, dx, dy):
|
|||
|
# move Image with offset
|
|||
|
if self.fix or (not self.side):
|
|||
|
return
|
|||
|
pp = self
|
|||
|
while True: # Bring cards to front
|
|||
|
draw.BringFigureToFront(pp.ids)
|
|||
|
if pp.up == None: break
|
|||
|
pp = p[pp.up]
|
|||
|
pp = self
|
|||
|
while True: # Move cards
|
|||
|
pp.x, pp.y = pp.x + dx, pp.y + dy
|
|||
|
draw.RelocateFigure(pp.ids, pp.x, pp.y)
|
|||
|
if pp.up == None: break
|
|||
|
pp = p[pp.up]
|
|||
|
draw.TKCanvas.update_idletasks()
|
|||
|
|
|||
|
def move_rack(self, rack):
|
|||
|
# move top cards of caller to up side of card2
|
|||
|
if self.fix: return False
|
|||
|
if rack in [0,1]: self.turn_over()
|
|||
|
card_d = self.down # keep down card and cut the link
|
|||
|
p[card_d].up = None
|
|||
|
|
|||
|
card_now = self.card # start from caller card
|
|||
|
if card_now == None: return False
|
|||
|
ok = False
|
|||
|
while True:
|
|||
|
if card_now == None: break # Not card left for moving
|
|||
|
pp = p[card_now]
|
|||
|
top_card = p[rack].find_top()
|
|||
|
|
|||
|
pp.rack = rack # Update new info for card
|
|||
|
pp.x0, pp.y0 = pp.x, pp.y = p[top_card].offset(rack)
|
|||
|
|
|||
|
p[top_card].up = card_now # build link
|
|||
|
pp.down = top_card
|
|||
|
pp.update(same=True, front=True)
|
|||
|
|
|||
|
card_now = pp.up # next card
|
|||
|
pp.up = None
|
|||
|
ok = True
|
|||
|
|
|||
|
if (ok and (p[card_d].rack in bottom) and (not p[card_d].fix) and
|
|||
|
(not p[card_d].side)):
|
|||
|
p[card_d].turn_over() # down card to turn over
|
|||
|
|
|||
|
return True
|
|||
|
|
|||
|
def move_rack_bottom(self):
|
|||
|
# Move lowest card of Rack 1 to Bottom of Rack 0 which with 3 cards
|
|||
|
card1 = p[1].up # Remove card1 from Rack 0
|
|||
|
if card1 == None: return
|
|||
|
p[card1].turn_over()
|
|||
|
p[1].up = p[card1].up
|
|||
|
if p[1].up!= None: p[p[1].up].down = 1
|
|||
|
|
|||
|
card0 = p[0].up # Insert card1 to Rack bottom
|
|||
|
p[0].up = card1
|
|||
|
p[card1].up = card0
|
|||
|
p[card1].down = 0
|
|||
|
p[card0].down = card1
|
|||
|
|
|||
|
p[card1].x0 = p[card1].x = p[0].x0 # new position, rack on Rack 0
|
|||
|
p[card1].y0 = p[card1].y = p[0].y0
|
|||
|
p[card1].rack = 0
|
|||
|
p[card1].update()
|
|||
|
draw.SendFigureToBack(p[card1].ids)
|
|||
|
draw.SendFigureToBack(p[0].ids)
|
|||
|
|
|||
|
card = p[1].up # new position for cards on Rack 1
|
|||
|
p[card].x0 = p[card].x = p[1].x0
|
|||
|
card_up = p[card].up
|
|||
|
p[card_up].x0 = p[card_up].x = p[1].x0 + card_pad
|
|||
|
p[card].update()
|
|||
|
p[card_up].update()
|
|||
|
|
|||
|
def move_to_any_rack2(self):
|
|||
|
# Move one card to rack on Top
|
|||
|
for rack in top:
|
|||
|
top_card = p[rack].find_top()
|
|||
|
pp = p[top_card]
|
|||
|
if pp.fix and (self.no==1): # If 'ACE' card to blank rack
|
|||
|
self.move_rack(rack)
|
|||
|
return True
|
|||
|
elif ((self.kind==pp.kind) and (self.no==pp.no+1)):
|
|||
|
self.move_rack(rack) # If card with same suit and >1
|
|||
|
return True
|
|||
|
return False
|
|||
|
|
|||
|
def new_card(self, card):
|
|||
|
# Initialize a new card for (x, y), (x0, y0) and up
|
|||
|
dy = 0 if card ==0 else card_pad
|
|||
|
count = p[card].cards()
|
|||
|
self.x = self.x0 = p[card].x0
|
|||
|
self.y = self.y0 = p[card].y0 - dy*count
|
|||
|
card = p[card].find_top()
|
|||
|
p[card].up = self.card
|
|||
|
self.down = card
|
|||
|
|
|||
|
def offset(self, rack):
|
|||
|
# Calculation coordinate for offset on different rack
|
|||
|
# Rack 1: (card_pad, 0), Bottom: (0, card_pad)
|
|||
|
# If blank rack, (0, 0)
|
|||
|
dx = dy = 0
|
|||
|
if rack == 1:
|
|||
|
dx, dy = card_pad, 0
|
|||
|
elif rack in bottom:
|
|||
|
dx, dy = 0, card_pad
|
|||
|
pp = p[p[rack].find_top()]
|
|||
|
if pp.fix:
|
|||
|
dx = dy = 0
|
|||
|
return pp.x0 + dx, pp.y0 - dy
|
|||
|
|
|||
|
def turn_over(self):
|
|||
|
# Turn over card and update image
|
|||
|
self.side = 1 - self.side
|
|||
|
self.update(same=False)
|
|||
|
|
|||
|
def up_cards(self):
|
|||
|
# count cards up and include caller card
|
|||
|
count = 0 if self.fix else 1
|
|||
|
card = self.up
|
|||
|
while True:
|
|||
|
if card == None:
|
|||
|
return count
|
|||
|
count += 1
|
|||
|
card = p[card].up
|
|||
|
|
|||
|
def update(self, same=True, front=False):
|
|||
|
# Update image position, or image if not same
|
|||
|
if front:
|
|||
|
draw.BringFigureToFront(self.ids)
|
|||
|
if same:
|
|||
|
draw.RelocateFigure(self.ids, self.x, self.y)
|
|||
|
draw.TKCanvas.update_idletasks()
|
|||
|
else:
|
|||
|
index = (self.kind-1)*13+self.no if self.kind!=0 else 0
|
|||
|
d = byte[self.side][index]
|
|||
|
draw.DeleteFigure(self.ids)
|
|||
|
self.ids = draw.DrawImage(data=d, location=(self.x, self.y))
|
|||
|
|
|||
|
def id_to_card(ids):
|
|||
|
# find card for image id
|
|||
|
for card in range(all):
|
|||
|
if p[card].ids == ids:
|
|||
|
return card
|
|||
|
return None
|
|||
|
|
|||
|
def get_card(x, y, down=True):
|
|||
|
# get card by position (x,y), button down for 1st one, button up for 2nd one
|
|||
|
x, y = draw._convert_canvas_xy_to_xy(x, y)
|
|||
|
ids = draw.TKCanvas.find_overlapping(x,y,x,y)
|
|||
|
if down+len(ids)<2: return None
|
|||
|
return id_to_card(ids[down-2])
|
|||
|
|
|||
|
def condition():
|
|||
|
# Check all the conditions of cards selected when button down and up
|
|||
|
result = set()
|
|||
|
if drag: result.add('D' )
|
|||
|
if card1!=None: result.add('C1' )
|
|||
|
if card2!=None: result.add('C2' )
|
|||
|
if card1!=None and p[card1].rack==0: result.add('R10')
|
|||
|
if card1!=None and p[card1].rack==1: result.add('R11')
|
|||
|
if card1!=None and p[card1].rack in top: result.add('R12')
|
|||
|
if card1!=None and p[card1].rack in bottom: result.add('R13')
|
|||
|
if card2!=None and p[card2].rack==0: result.add('R20')
|
|||
|
if card2!=None and p[card2].rack==1: result.add('R21')
|
|||
|
if card2!=None and p[card2].rack in top: result.add('R22')
|
|||
|
if card2!=None and p[card2].rack in bottom: result.add('R23')
|
|||
|
if card1!=None and p[card1].fix==False: result.add('F1' )
|
|||
|
if card2!=None and p[card2].fix==False: result.add('F2' )
|
|||
|
if card1!=None and p[card1].side==1: result.add('S1' )
|
|||
|
if card2!=None and p[card2].side==1: result.add('S2' )
|
|||
|
return result
|
|||
|
|
|||
|
# Three buttons on top side - 'New Game', 'Game Over' and 'Flush All'
|
|||
|
# One Graphic area on bottom side
|
|||
|
layout= [[sg.Button('New Game', pad=(pad_x, (pad_y,0)), font=font),
|
|||
|
sg.Button('Game Over', pad=(pad_x, (pad_y,0)), font=font),
|
|||
|
sg.Button('Flush All', pad=(pad_x, (pad_y,0)), font=font)],
|
|||
|
[sg.Graph(background_color='green', canvas_size=(width, height),
|
|||
|
graph_bottom_left=(0,0), key='Graph', pad=(0,0), enable_events=True,
|
|||
|
graph_top_right=(width, height), drag_submits=True)]]
|
|||
|
|
|||
|
# Create window
|
|||
|
window = sg.Window('Klondike Solitaire', layout=layout,
|
|||
|
background_color='green', finalize=True).Finalize()
|
|||
|
# Easy name for graphic element
|
|||
|
draw = window['Graph']
|
|||
|
|
|||
|
# Loop Start for event detect
|
|||
|
while True:
|
|||
|
|
|||
|
# Initial poker cards, flash only when game start
|
|||
|
if New_Start:
|
|||
|
card_list = random.sample(range(cards), cards)
|
|||
|
p = [0 for i in range(all)]
|
|||
|
for i in range(cells+cards): # Initial cards
|
|||
|
kind = 'Blank Card' if i < cells else 'Card'
|
|||
|
p[i] = poker(card=i, kind=kind)
|
|||
|
p[0].flash() # Flash cards
|
|||
|
for card in show_card: p[card].turn_over()
|
|||
|
New_Start = False
|
|||
|
|
|||
|
event, values = window.read(timeout=100) # read window event
|
|||
|
|
|||
|
if event==None or event=='Game Over': # Window close of Game over clicked
|
|||
|
break
|
|||
|
|
|||
|
# No event
|
|||
|
elif event == sg.TIMEOUT_KEY:
|
|||
|
continue
|
|||
|
|
|||
|
elif event == 'New Game': # New Game button event
|
|||
|
for i in range(all):
|
|||
|
if p[i].ids != None: draw.DeleteFigure(p[i].ids)
|
|||
|
New_Start = True
|
|||
|
|
|||
|
elif event == 'Flush All': # Auto move cards to top
|
|||
|
while True:
|
|||
|
result = False
|
|||
|
for i in [1]+bottom: # Check all cards
|
|||
|
card = p[i].find_top()
|
|||
|
if p[card].fix: continue
|
|||
|
ok = p[card].move_to_any_rack2()
|
|||
|
result = result or ok
|
|||
|
if not result: break
|
|||
|
|
|||
|
if event == 'Graph': # Button down event
|
|||
|
|
|||
|
x1, y1 = values['Graph']
|
|||
|
if not start: # Keep position
|
|||
|
x0, y0 = old_position
|
|||
|
dx, dy = x1-x0, y1-y0
|
|||
|
old_position = (x1, y1)
|
|||
|
|
|||
|
if button_down: # Check first mouse button down
|
|||
|
if (x1,y1)!=(x0,y0):
|
|||
|
drag = True
|
|||
|
if (card1 != None) and (p1.side==1): # Check if movable
|
|||
|
if (((p1.rack in [1]+top) and p1.up_cards()==1) or
|
|||
|
(p1.rack in bottom)):
|
|||
|
p1.move_offset(dx, dy)
|
|||
|
else:
|
|||
|
if start: # save initial position
|
|||
|
old_position = values['Graph']
|
|||
|
start = False
|
|||
|
button_down = True # 1st mouse down event
|
|||
|
card1 = get_card(x1, y1) # Mouse down generate two time events
|
|||
|
if card1 != None:
|
|||
|
p1 = p[card1]
|
|||
|
|
|||
|
elif event == 'Graph+UP': # Button down event
|
|||
|
|
|||
|
x2, y2 = values['Graph']
|
|||
|
card2 = get_card(x2, y2, down=False)
|
|||
|
if card2!= None:
|
|||
|
p2=p[card2]
|
|||
|
rack2=p2.rack
|
|||
|
result = condition()
|
|||
|
'''
|
|||
|
Check condition for what to do
|
|||
|
D for Drag, C for card, S for card shown, F for card not fixed
|
|||
|
R1m for button down/area m, R2n for button up/area
|
|||
|
'''
|
|||
|
if {'D','C1','R10','S1','F1'}.issubset(result) and 'C2' not in result:
|
|||
|
p1.move_back()
|
|||
|
elif {'D','C1','R11','S1','F1','C2','R22'}.issubset(result):
|
|||
|
p1.move_from_rack1_to_rack2(rack2)
|
|||
|
elif {'D','C1','R11','S1','F1','C2','R23'}.issubset(result):
|
|||
|
p1.move_from_rack1_to_rack3(rack2)
|
|||
|
elif {'D','C1','R12','S1','F1','C2','R23'}.issubset(result):
|
|||
|
p1.move_from_rack2_to_rack3(rack2)
|
|||
|
elif {'D','C1','R13','S1','F1','C2','R22'}.issubset(result):
|
|||
|
p1.move_from_rack3_to_rack2(rack2)
|
|||
|
elif {'D','C1','R13','S1','F1','C2','R23'}.issubset(result):
|
|||
|
p1.move_from_rack3_to_rack3(rack2)
|
|||
|
elif {'D','C1','S1','F1'}.issubset(result) and (
|
|||
|
('R11' in result) or ('R12' in result) or ('R13' in result)):
|
|||
|
p1.move_back()
|
|||
|
elif {'C1','R10'}.issubset(result):
|
|||
|
p1.click_rack0()
|
|||
|
elif {'C1','R11'}.issubset(result):
|
|||
|
p1.click_rack1()
|
|||
|
elif {'C1','R13'}.issubset(result):
|
|||
|
p1.click_rack3()
|
|||
|
|
|||
|
button_down = False
|
|||
|
drag = False
|
|||
|
start = True
|
|||
|
|
|||
|
window.close()
|