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uOWJcwowaxkQEMAN6E88MHypaFikiZJ2bwItcEs1p8AjaRkQEMAN6NWHS1g1oE+UNKcJtMAtT5xTgFnLgIAAbkB/4oHhS0XDIk2UtHsTaIFbqjkFHknLgIAAbkCvPlzCqgF9oqQ5TaAFbnninALMWgYEBHAD+hMPDF8qGhZpoqTdm0AL3FLNKfBIWgYEbghgP0f4xmKkfj7NTyy+MaTX62VO415P/InFcR1X3ixwfADfjOvZCRAgQIDA7wQEsN0gQIAAAQIBAQEcQNeSAAECBAgIYDtAgAABAgQCAgI4gK4lAQIECBAQwHaAAAECBAgEBARwAF1LAgQIECBwfAC/8/9LR/9vZer/FY4+37tr6X3eFfv19eYz5mjffu80ukOV4dgkXHW7wA0B/HM3cvVXaG77q07eZ/eG7K1nPns9d1dLzKfqufsd1TtTQAD/Yi4COLus1eFkPuazUyCxb1XPne+n1rkCAlgAH7ed1eEkgLMjM591/8pwvYMKNwgIYAF83J5Wh5MAzo7MfNb9K8P1DircICCABfBxe1odTgI4OzLzWfevDNc7qHCDgAAWwMftaXU4CeDsyMxn3b8yXO+gwg0CAlgAH7en1eEkgLMjM591/8pwvYMKNwgIYAF83J5Wh5MAzo7MfNb9K8P1DircICCABfBxe1odTgI4OzLzWfevDNc7qHCDgAAWwMftaXU4CeDsyMxn3b8yXO+gwg0CAlgAH7en1eEkgLMjM591/8pwvYMKNwgIYAF83J5Wh5MAzo7MfNb9K8P1DircICCABfBxe1odTgI4OzLzWfevDNc7qHCDgAAWwMftaXU4CeDsyMxn3b8yXO+gwg0Cxwfwnx+f33ZDVj8F1tFz9zv8vZ736dRdr20+64adFRLzqXp2vq/a5wgcH8DnUHkSAgQIECCwT0AA77NUiQABAgQIDAsI4GEqFxIgQIAAgX0CAnifpUoECBAgQGBYQAAPU7mQAAECBAjsExDA+yxVIkCAAAECwwICeJjKhQQIECBAYJ/A8QH8/ePzj32v+89KP16vlvev/o+fd3pvouY07mX3xq1Grkzt3sizueZ+gZYA2sly2189+uvdq79y4512bsh8LXOat/vKO584p6/01SsnIIAb7J94YPhS0bBIEyXt3gRa4JZqToFH0jIgIIAb0KsPl7BqQJ8oaU4TaIFbnjinALOWAQEB3ID+xAPDl4qGRZooafcm0AK3VHMKPJKWAQEB3IBefbiEVQP6RElzmkAL3PLEOQWYtQwICOAG9CceGL5UNCzSREm7N4EWuKWaU+CRtAwICOAG9OrDJawa0CdKmtMEWuCWJ84pwKxlQEAAN6A/8cDwpaJhkSZK2r0JtMAt1ZwCj6RlQEAAN6BXHy5h1YA+UdKcJtACtzxxTgFmLQMCArgB/YkHhi8VDYs0UdLuTaAFbqnmFHgkLQMCArgBvfpwCasG9ImS5jSBFrjliXMKMGsZEBDADehPPDB8qWhYpImSdm8CLXBLNafAI2kZEBDADejVh0tYNaBPlDSnCbTALU+cU4BZy4CAAG5Af+KB4UtFwyJNlLR7E2iBW6o5BR5Jy4DADQHs5wjfWIzUz6f5icU3hvR6vcxp3OuJP7E4ruPKmwWOD+CbcT07AQIECBD4nYAAthsECBAgQCAgIIAD6FoSIECAAAEBbAcIECBAgEBAQAAH0LUkQIAAAQIC2A4QIECAAIGAgAAOoGtJgAABAgSOD+B3/n/p6P+tTP2/wtHne3ctvc+7Yr++3nzGHO3b751Gd6gyHJuEq24XuCGAf+5Grv4KzW1/1cn77N6QvfXMZ6/n7mqJ+VQ9d7+jemcKCOBfzEUAZ5e1OpzMx3x2CiT2req58/3UOldAAAvg47azOpwEcHZk5rPuXxmud1DhBgEBLICP29PqcBLA2ZGZz7p/ZbjeQYUbBASwAD5uT6vDSQBnR2Y+6/6V4XoHFW4QEMAC+Lg9rQ4nAZwdmfms+1eG6x1UuEFAAAvg4/a0OpwEcHZk5rPuXxmud1DhBgEBLICP29PqcBLA2ZGZz7p/ZbjeQYUbBASwAD5uT6vDSQBnR2Y+6/6V4XoHFW4QEMAC+Lg9rQ4nAZwdmfms+1eG6x1UuEFAAAvg4/a0OpwEcHZk5rPuXxmud1DhBgEBLICP29PqcBLA2ZGZz7p/ZbjeQYUbBASwAD5uT6vDSQBnR2Y+6/6V4XoHFW4QEMAC+Lg9rQ4nAZwdmfms+1eG6x1UuEHg+AD+8+Pz227I6qfAOnrufoe/1/M+nbrrtc1n3bCzQmI+Vc/O91X7HIHjA/gcKk9CgAABAgT2CQjgfZYqESBAgACBYQEBPEzlQgIECBAgsE9AAO+zVIkAAQIECAwLCOBhKhcSIECAAIF9AgJ4n6VKBAgQIEBgWEAAD1O5kAABAgQI7BM4PoC/f3z+se91/1npx+vV8v7V//HzTu9N1JzGvezeuNXIlandG3k219wv0BJAO1lu+6tHf7179VduvNPODZmvZU7zdl955xPn9JW+euUEBHCD/RMPDF8qGhZpoqTdm0AL3FLNKfBIWgYEBHADevXhElYN6BMlzWkCLXDLE+cUYNYyICCAG9CfeGD4UtGwSBMl7d4EWuCWak6BR9IyICCAG9CrD5ewakCfKGlOE2iBW544pwCzlgEBAdyA/sQDw5eKhkWaKGn3JtACt1RzCjySlgEBAdyAXn24hFUD+kRJc5pAC9zyxDkFmLUMCAjgBvQnHhi+VDQs0kRJuzeBFrilmlPgkbQMCAjgBvTqwyWsGtAnSprTBFrglifOKcCsZUBAADegP/HA8KWiYZEmStq9CbTALdWcAo+kZUBAADegVx8uYdWAPlHSnCbQArc8cU4BZi0DAgK4Af2JB4YvFQ2LNFHS7k2gBW6p5hR4JC0DAgK4Ab36cAmrBvSJkuY0gRa45YlzCjBrGRAQwA3oTzwwfKloWKSJknZvAi1wSzWnwCNpGRC4IYD9HOEbi5H6+TQ/sfjGkF6vlzmNez3xJxbHdVx5s8DxAXwzrmcnQIAAAQK/ExDAdoMAAQIECAQEBHAAXUsCBAgQICCA7QABAgQIEAgICOAAupYECBAgQEAA2wECBAgQIBAQEMABdC0JECBAgMDxAfzO/y8d/b+Vqf9XOPp8766l93lX7NfXm8+Yo337vdPoDlWGY5Nw1e0CNwTwz93I1V+hue2vOnmf3Ruyt5757PXcXS0xn6rn7ndU70wBAfyLuQjg7LJWh5P5mM9OgcS+VT13vp9a5woIYAF83HZWh5MAzo7MfNb9K8P1DircICCABfBxe1odTgI4OzLzWfevDNc7qHCDgAAWwMftaXU4CeDsyMxn3b8yXO+gwg0CAlgAH7en1eEkgLMjM591/8pwvYMKNwgIYAF83J5Wh5MAzo7MfNb9K8P1DircICCABfBxe1odTgI4OzLzWfevDNc7qHCDgAAWwMftaXU4CeDsyMxn3b8yXO+gwg0CAlgAH7en1eEkgLMjM591/8pwvYMKNwgIYAF83J5Wh5MAzo7MfNb9K8P1DircICCABfBxe1odTgI4OzLzWfevDNc7qHCDgAAWwMftaXU4CeDsyMxn3b8yXO+gwg0CAlgAH7en1eEkgLMjM591/8pwvYMKNwgcH8B/fnx+2w1Z/RRYR8/d7/D3et6nU3e9tvmsG3ZWSMyn6tn5vmqfI3B8AJ9D5UkIECBAgMA+AQG8z1IlAgQIECAwLCCAh6lcSIAAAQIE9gkI4H2WKhEgQIAAgWEBATxM5UICBAgQILBPQADvs1SJAAECBAgMCwjgYSoXEiBAgACBfQLHB/D3j88/9r3uPyv9eL1a3r/6P37e6b2JmtO4l90btxq5MrV7I8/mmvsFWgJoJ8ttf/Xor3ev/sqNd9q5IfO1zGne7ivvfOKcvtJXr5yAAG6wf+KB4UtFwyJNlLR7E2iBW6o5BR5Jy4CAAG5Arz5cwqoBfaKkOU2gBW554pwCzFoGBARwA/oTDwxfKhoWaaKk3ZtAC9xSzSnwSFoGBARwA3r14RJWDegTJc1pAi1wyxPnFGDWMiAggBvQn3hg+FLRsEgTJe3eBFrglmpOgUfSMiAggBvQqw+XsGpAnyhpThNogVueOKcAs5YBAQHcgP7EA8OXioZFmihp9ybQArdUcwo8kpYBAQHcgF59uIRVA/pESXOaQAvc8sQ5BZi1DAgI4Ab0Jx4YvlQ0LNJESbs3gRa4pZpT4JG0DAgI4Ab06sMlrBrQJ0qa0wRa4JYnzinArGVAQAA3oD/xwPClomGRJkravQm0wC3VnAKPpGVAQAA3oFcfLmHVgD5R0pwm0AK3PHFOAWYtAwICuAH9iQeGLxUNizRR0u5NoAVuqeYUeCQtAwI3BLCfI3xjMVI/n+YnFt8Y0uv1Mqdxryf+xOK4jitvFjg+gG/G9ewECBAgQOB3AgLYbhAgQIAAgYCAAA6ga0mAAAECBASwHSBAgAABAgEBARxA15IAAQIECAhgO0CAAAECBAICAjiAriUBAgQIEDg+gN/5/6Wj/7cy9f8KR5/v3bX0Pu+K/fp68xlztG+/dxrdocpwbBKuul3ghgD+uRu5+is0t/1VJ++ze0P21jOfvZ67qyXmU/Xc/Y7qnSkggH8xFwGcXdbqcDIf89kpkNi3qufO91PrXAEBLICP287qcBLA2ZGZz7p/ZbjeQYUbBASwAD5uT6vDSQBnR2Y+6/6V4XoHFW4QEMAC+Lg9rQ4nAZwdmfms+1eG6x1UuEFAAAvg4/a0OpwEcHZk5rPuXxmud1DhBgEBLICP29PqcBLA2ZGZz7p/ZbjeQYUbBASwAD5uT6vDSQBnR2Y+6/6V4XoHFW4QEMAC+Lg9rQ4nAZwdmfms+1eG6x1UuEFAAAvg4/a0OpwEcHZk5rPuXxmud1DhBgEBLICP29PqcBLA2ZGZz7p/ZbjeQYUbBASwAD5uT6vDSQBnR2Y+6/6V4XoHFW4QEMAC+Lg9rQ4nAZwdmfms+1eG6x1UuEFAAAvg4/a0OpwEcHZk5rPuXxmud1DhBoHjA/jPj89vuyGrnwLr6Ln7Hf5ez/t06q7XNp91w84KiflUPTvfV+1zBI4P4HOoPAkBAgQIENgnIID3WapEgAABAgSGBQTwMJULCRAgQIDAPgEBvM9SJQIECBAgMCwggIepXEiAAAECBPYJCOB9lioRIECAAIFhAQE8TOVCAgQIECCwT+D4AP7+8fnHvtf9Z6Ufr1fL+1f/x887vTdRcxr3snvjViNXpnZv5Nlcc79ASwDtZLntrx799e7VX7nxTjs3ZL6WOc3bfeWdT5zTV/rqlRMQwA32TzwwfKloWKSJknZvAi1wSzWnwCNpGRAQwA3o1YdLWDWgT5Q0pwm0wC1PnFOAWcuAgABuQH/igeFLRcMiTZS0exNogVuqOQUeScuAgABuQK8+XMKqAX2ipDlNoAVueeKcAsxaBgQEcAP6Ew8MXyoaFmmipN2bQAvcUs0p8EhaBgQEcAN69eESVg3oEyXNaQItcMsT5xRg1jIgIIAb0J94YPhS0bBIEyXt3gRa4JZqToFH0jIgIIAb0KsPl7BqQJ8oaU4TaIFbnjinALOWAQEB3ID+xAPDl4qGRZooafcm0AK3VHMKPJKWAQEB3IBefbiEVQP6RElzmkAL3PLEOQWYtQwICOAG9CceGL5UNCzSREm7N4EWuKWaU+CRtAwICOAG9OrDJawa0CdKmtMEWuCWJ84pwKxlQEAAN6A/8cDwpaJhkSZK2r0JtMAt1ZwCj6RlQOCGAPZzhG8sRurn0/zE4htDer1e5jTu9cSfWBzXceXNAscH8M24np0AAQIECPxOQADbDQIECBAgEBAQwAF0LQkQIECAgAC2AwQIECBAICAggAPoWhIgQIAAAQFsBwgQIECAQEBAAAfQtSRAgAABAgLYDhAgQIAAgYCAAA6ga0mAAAECBASwHSBAgAABAgEBARxA15IAAQIECAhgO0CAAAECBAICAjiAriUBAgQIEBDAdoAAAQIECAQEBHAAXUsCBAgQICCA7QABAgQIEAgICOAAupYECBAgQEAA2wECBAgQIBAQEMABdC0JECBAgIAAtgMECBAgQCAgIIAD6FoSIECAAAEBbAcIECBAgEBAQAAH0LUkQIAAAQIC2A4QIECAAIGAgAAOoGtJgAABAgQEsB0gQIAAAQIBAQEcQNeSAAECBAgIYDtAgAABAgQCAgI4gK4lAQIECBAQwHaAAAECBAgEBARwAF1LAgQIECAggO0AAQIECBAICAjgALqWBAgQIEBAANsBAgQIECAQEBDAAXQtCRAgQICAALYDBAgQIEAgICCAA+haEiBAgAABAWwHCBAgQIBAQEAAB9C1JECAAAECAtgOECBAgACBgIAADqBrSYAAAQIEBLAdIECAAAECAYH/B5QlLXeW5451AAAAAElFTkSuQmCC013510-10901datamapmany1data lists11110iThe block draws one pattern of bricks
Selina Zhang, Zehao Feng
Period 5.The block draws a second pattern of bricks
Selina Zhang, Zehao Feng
Period 5.21158.401,1,1,1,1,0,0,00,0,0,0,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,10,0,0,0,1,1,1,10,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1