<snapdata remixID="11634063"><project name="Equalteral Triangle" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Equalteral Triangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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G3pY1ztkAUcsj6CWcFrJ6yTnufIv+gz7JxLvHDR+Cat277iUkg+4Mk9n1fP52k3hzlEVCGcBr5zyF3Lr71WpNEeLXv1zVMMJ2r4GfeBHNI+glXBas2dL7vel3uacnnubArb7DlmoxEmunFvr5cxoVzfPIbtxhHJ6OAu4o/Enku5Wa/G2UKqHdNGDPvAjnEeQSjitRFZyvp5T4f7yEaKA7b2RlkpuXsnfS/paToWb7K2EyWEWCF8Bt0/LyDHL1VqcH2b4MK59wAd+DPIIQglnlPikkXPu7r/oQwHbexel1fRPUunMnHqOtLcKJoddIFwF/KjG6LWGLrnO36uluD7s+GFb/z4P/BjlYbOE05q5vzS+S3JOzqn73c85p4DtvIPSOua9Uv/vjJyP59WdtbMKpkZBIFwF3NF4gaSkWot8zqqF07fPAz9medgq4bQSlzlyJmdV2ONzzilgC28CSSklbnXkTMypcIqdFTA1KgLhKeDspGkqjV2jfqdFize+GJUAwrSPPR74Mc3D7xJu0axDSqrrqFP9/A517fE55xSw/++ejJJNRlrbp20z1+hX/+n/CpgYJYHwFHBHwzflOL1qKV4ZpQDCtJc9HvgxzsPPEi7/tCW5D+fVvc/nnFPA/r970ko+JJl8Tj2X+j+diVETCEcBtzfMlOP8WH31zTr+pc1RCyEs+3n3gf/8k3fGPQ8/SjilxFxXznVGk+fklNvnc84pYH/fOWklPyU5V0vFGeV/BubvdKZFUSAcBdzR+ICk76i1+LMohhCWPb37wP+v38wlD6nGJeyklVznyFySVc+An3NOAfv3zpmpmWPfo/HPS/pfORVu928yk6IsEPwC7jzgBBn3QrUWW6McRBj2Vn7gf//NTUv+ZuMLm8ljR2K1KuG0kudI5oScegb9nHMK2L93TUrJf5VMW149c/ybyqSoCwS7gB963wS99WaXnNKZanntsaiHEfT9vfL0vCsWvPTcPz/V9+Yx5LErrWqXcFqzp5b/3lcqLclpw6Cfc04B+/OOSWv2DMl5ysgsyGvDI/5MZUocBIJdwO2NF8vR+9Ra5HNWA3Aaj1p9yLV/7Ns25ZXMy58OwHICtYRqlnBayeWOTCmrniE/55wC9ucIpJX4seS8nVPhLH8mMiUuAsEt4Oz096pUyqmvfqGOf+nluAQS2H1mp7/3PY7765XTP3DdrCO6hvwC+MDuocYLq0YJt+rov+hX6d56OXOG+3xhCrjGgUpaqMRCR859JTmHrVb3H2s/kQlxEghuAXc2fEfSb9XS+604BRLYvXY2fGfp5OknXjFl+i3Dff9sYPfgw8JGW8IpJX8qmZ/l1TPs55xTwLUPNKXkY670o6wK/PPH2nPHbkIwC7hjWlIqrdCW3madoC2xSyVoG34njzf+20f+Y6KcrRTw0AGNtIRTaspIZnleBU+fc04B1/aNklLyf7rSZVkVDpVUqu007h5HgYAWcENeRsvV1rsyjqEEbs8dO/IwH5i5vRgo4OETqrSEm9Q0ZpJKXa7qPtupR7uGn8C3IXkxGuk18/WhSWO133MlOefmVeCfP44UktcNKRC8Au5sOE0lna223o+RXQAEdsvD609cAVh1IJZQSQmnlPic5CTyKnj+nHOvebTpzO1/Z9+u2/m7e48nI6XEtyXnyLwK/PNHj2ZcVrlAsAr459MmaX/TJcf5S7VsfLry7fCKqgrslYfXB35V1xDym3kp4bSapklmzTaZlrXq8fw5517zoIArO0RpNX3YkXnMyG3K6dFfV/ZqrkbAu0CwCri94XLJmai24iXet8CVNRPYKw+vD/yarSekNx6uhFNKXO3KKVb6iz5e86CAKzs4GSW/W5K25VU4v7JXcjUClQkEp4CzDe9TyWnXhG3zNG9Tb2Xb4OqqCwyQh9cHftXXEoEbDlbCGc06oiT3znHqb35Qj1f0Oede86CAvR+g0eThfQpXIrBDIDgF3N54u1RarbZXbyKcAAgMkIfXB34AVh/IJQxUwmklHpTcG3LqvrvSRXvNgwL2LjuaPLxP4UoEglTAHQ3zJOf/qFico9PUTziWBQbJw+sD3/LqAz1+9xLu05NOSeZLI/1FH695UMDejkRGTSeOJg9vU7gKgV0C9n8CXipXCxvXyZQuUturqwnHssAQeXh94FveQeDH7yjh0optenpzvUp/2aHC4yNZtNc8KODhdedq7oRx2tJVJ31qpHkMP4UrENhTwH4BdzaU/9nFYrX0nk44ARAYIg+vD/wA7CLwS0hr/o2uxp9Tp4M/uVK33TuSBXvNgwIeXjej5MUlmUPy6vnC8FdzBQLVEbBbwL+ccoAm1K+T+o9X62vl79rkP5sCw+Th9YFvcwthmL1ATQfVyWTrdOhyRxOuduR8eiQl7DUPCnjoU7Ezj63qW/iQHudz58PwJorIGu0WcHvjlZKzTW0bl0bEM9zbGCYPrw/8cCPUfvUpJcu/aPhUXoVrhvsnSkOtxmseFPDQme6eR+3TZwICuwTsFXB2+mEqlX6piaZZx/ZuIhTLAh7y8PrAt7yTQI/PKNlkpFsmaNOc+/S77Z9zPtIS9poHBTz4kRgoj0AfIBYXKQF7BdzeeLfk/FhtG38QKdGwbsZDHl4f+GEl8GPdaSVXSWZZTj3tu88bSQl7zYMCHjzZwfLw4ywwAwE7BdzR2FJ+CKm19zgiCICAxzy8PvADsKNALiGtxOmSc0ZOhZMGWmClJew1Dwp44OMwXB6BPEQsKlIC/hfwnRqraQ3rVXI+o7biI5HSDONmKsjD6wM/jAy1XvN8zZ80Rm919an/E2v02G8Hm1dJCXvNgwLeV9trHrU+F9w/3gL+F3Bn4+clc5Raes+NN31Adl9BHl4f+AHZWaCWkVZyqWQm5NTzT8MtzGsJe82DAt5XvJI8hsuL/x2BkQr4W8D37j9d48atVr/TosUbPX/ry0g3x+uGEagwD68PfNz3FFioY97vqn/lFm2Zt05PePqccy8l7DUPCnj0eXCmEaiFgL8F3DHtWzLmFbUVv1qLzXDPCgUqzMPrA7/CVUT+8owSd5TkZPMq/Fslmx2uhL3mQQHvqT7SPCrJjmsR8CLgXwE/cMCRqnd/qCnjmnX0i296WRzX1FBgBHl4feDXcNWhu3VaTcdJ5pqUCnO+IpUq3cBQJew1Dwp4l/po86g0P65HYCgB/wq4vXGljK7TouLPiSQAAiPIw+sDPwC7C8oS3LSSD0vOl3LqXjPSRQ1Wwl7zoIDfla9KHiPNkdchsLeAPwWcnfYxlcw/qrXYRgQBEBhhHl4f+AHYYSCWkFbTuY5KLVn1nDHaBQ1Uwl7zoIB36Fczj9HmyesRKAvUvoDvOXg/TdyyXnWlM5R69VewWxYYRR5eH/iWdxiI8XN1RMM4jXuopLpFq/TI/6vGovYuYa95UMBSLfKoRqbcI94CtS/gjsZLJB2k1uI/xps6ILsfRR5eH/gB2anVZaSV+KrkvJ1T4SvVXMjuJfzgM882b/9/0YevuWKoGRRw+aff2uRRzWy5V/wEalvA9087SGNMVn1bFur4N/iWEdvna5R5UMDeAlyo2Ye7cn/xlsbMWa/1Vf+c850lfOFXi08uOeX1PAU8dC61zsPbqeAqBPYVqG0BdzR8V9KTau29FvwACIwyDwrYW4ZpJX8hmTty6vmht1dUflW5hMdNKN358bNev+Gz3/3FxfwEPLiAH3lUniCvQKCWfwf84LSjVVe6WQf2NutIbQXbskAV8qCAh88wrUSb5FyeU2Hh8FeP7oqbPnPSVffcNum8LW+5pw31fcJx/iNoP/MYXZq8Oo4CtfsJuL1htYzzFS0q7vGtL3FEDsSeq5AHBTx0kqdq5thXNL5LMufm1PNorXMv53H/XZNSV1/aONOR8+nBSjiuBex3HrXOm/tHT6A2BZyddrpK5gy1Fgf81pfoMQZ8R1XKgwIeOueUkl90pY9kVfiMHydiZx6LDz+0y8isGKyE41rAfufhR+bMiJZA9Qv43obJGu+sV517klKvPBMtrhDupop5UMCD5z9PR71nrOpX9cvJrFb3H/04KbvnMdQnZsWxgG3k4UfmzIiWQPULuKNhqeSMV2vx0mhRhXQ3VcyDAh78DKSU+LYjvZhTz9f9Oil75zFYCcexgG3k4VfuzImOQHULON/wfvU5K7Vt2zwt2eTpW1+iQxnAnVQ5Dwp44IwXKHlUnfSDLRrXvE7r3vLrJAyUx0AlHLcCtpWHX7kzJzoC1S3gjoY7JHWqtffm6BCFeCdVzoMCHvgspJUs/6LhtTkVfunnaRksj71LOG4FbCsPP7NnVjQEqlfAndNOlDE/lHGukSlV/K0v0eAM0C5cd4qMOU6txTlyKv8WnoF2QgHvq5LR7E8YOefn1LPY7/SHymP3EjYy2z8xq123D/mJWX6vvxbzbOZRi/1wz2gLVLGAD5ivfmdRtLlCtrs6s1Itr66t1qop4D0lF+uoiVs1Zr2jvr/O6rEnquXs9T7D5bGzhLd/GI6Uj3oB287Da25ch8BOgeoVMKaRFxjugR95gL02mFJT+RcNp+XVfaGNvXvJ450SvlPSN6NewLbzsHEGmBluAQo43Pn5unovD3xfF2Rx2HwlDh4jp7NfZsFq9bxiYyle82jTWcdL2tyu20b8ncQ29lfJzCDkUcl6uRaBsgAFzDnwLOD1ge/5hiG+MKXkLZLZkFfP/7W1DfLYJR+EPGydA+aGV4ACDm92vq+cB/4O8hbNai6p/qbXpeZudW/zPYh3BpJHsPKwdQ6YG14BCji82fm+ch74O8hTSqyV3Mvy6s76HsJuA8kjWHnYPAvMDqcABRzO3Kysmgd++Yvdk2dKOjmnwslWQqCA92APUh62zwPzwydAAYcvM2srjnsBt6lpSp/MelfOiZ3q/r21IPgj6O0CQcvD9nlgfvgEKODwZWZtxXEv4IwSy0py6vIqfNlaCPwE/K5A0PIIwplgDeESoIDDlZfV1ca5gNOaPUNy75dKx+a04TWrQfAT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