<snapdata remixID="11061986"><project name="nest triangles" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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CPShgDHmIK31uviaoXPutj6cQj+XrI0xdyilrnDOfS7pRIgoPo9XdiPWdLWMjY09M4qim4vF4qFJ71VOOucnGu/7/rPiJ4Bt3br10DVr1qR6/3Ma9T82Jhpw2sKID4GMBYiIlVJ7M/PzMy5lRqW31r5SRN7EzC9JOnHf90/0PO+sbsRqVou19vMicj8zf6LZsVm839j963tBEHwyi/zdzIkG3E1NxIJADgWMMbtprX+plHp7Xv9RzSFbopLiPZrjJiYiJ4VheGuSYGeccUbxwQcf/HkURScnjdWsjlKp9NJCobCiWCwuSHqvcrNcnbw/Njb20iiKcltfu3NCA25XDMdDoA8F4mt6InL+3Llzt12+fHnUh1Poq5KNMRdorfdi5hOTFm6tPU9E9mHmE5LGajbeGHN744ELNzY7Nov34/o8zzsvCIKbssjf7ZxowN0WRTwI5FSAiP4oIlXn3Ok5LXEgylq6dOmeQ0ND6+LNKyYmJh5IMqnG9c7vT01N7Z80VrM6jDEnaa1fxszU7Ngs3vd9/2TP88p5ra8TEzTgTtQwBgJ9KGCMOV5r/U2l1EuZeWMfTqEvSiaibymlfsDM5yUtmIi+Fj9usBuxpqtl8eLF/zJ79uz4aUejad9f3IlJ3uvrZE7xGDTgTuUwDgJ9KBDvHKSUEmbu280L8sxORCNKqa80bhV6KEmtjV+wX92NWM3qIKLlSqlZzPyeZsdm8b4x5nytdTGv9XVqggbcqRzGQaAPBYhovlJqvVJqCTOv6cMp5LbkkZGRoeHh4W8rpS5i5q8nLZSI7omi6GNhGH41aazpxo+Ojv7r0NDQdbVa7cBVq1b9Oc1cncResmTJ7rNmzbo2r/V1MqdHx6ABJ9HDWAj0oYAxJm4OI865Z/Zh+bkt2Rhzptb6ZGY+KGmR1tpTReR13YjVrBZr7ddF5AZm/kKzY7N4n4i+obW+LgiCL2aRP82caMBp6iI2BHIosGjRou232267zUqp9zLzRTksse9KKpVKOw8NDd0nIoaZNySZQLzNYqFQ+Hm9XqdqtXpXkljNxhpjDtVaX8LMC5VSuft1fKO+jzHzgXmsr5lvs/fRgJsJ4X0IDKAAEcUPaLhw2223fcbXv/71Pw7gFHs6JWvtxVEU7eicOyNp4vhJVkqppwVB8JqksaYbXy6XC7Va7a4oit4ahuG6NHN1ErtR33oRebNzLt5RbOBeaMADd0oxIQi0JkBED4jIeudcubUROOqJBKy1e4vIzVNTU/MmJiZ+k0RpbGxs9yiK7p2amto3aaxmdRDRGVrrw4IgeEWzY7N43xjzWqXUoc65XNbXDRM04G4oIgYE+lDAWnu4iKzVWh8UBMGdfTiFXJRMRNcopW5n5guSFkREgVJqYzdiNfn0+9RarXaH53lHj4+P/zpp3d0eXy6Xc11ft+aLBtwtScSBQB8KENF1IjLknDuyD8vPvGQiip8y9enh4eEXXnHFFY8kKcgYc7TWekW9Xt+3Wq1uSRKr2dj4a+4oirY45z7Q7Ngs3ieiC0Xkb3mtr1smaMDdkkQcCPShQOMRd/GmHKcy81V9OIXMSj7ttNO22bx5891Kqfcwc/zAi0QvIoqf2Rz/MC5xrOkKsdb+WxRFTkTmh2H4cKKiUxjs+/7ztdac1/q6OWU04G5qIhYE+lDAGLOisQXhcB+Wn1nJvu+f7XlefD/1EUmL8H3/dZ7nncjM8UYeqb6IqCoiVznnrk41UYfBjTETWusrmTnetW2gX2jAA316MTkItCZARPHXpx9h5vNbGzGzj1qyZMkzZs2ada/W+uggCO5PotHYZvGnURQdHYbh95LEaja28TX3ecx8WLNjs3jfWntMFEXnOucOzyJ/r3OiAfdaHPkgkEMBInqjUuoTURQ9P497AeeNjIg+IyKRcy52S/Qiok+KiNeNWNMVsnjx4tmzZ8+Od0F7VR73Ao/rmzVr1oZCoXD6+Ph4/NX+wL/QgAf+FGOCEGhNgIjiT1+/YuZSayNm5lGN6+ZrisXi3Eql8rskCqOjo88bGhq6s7Hfc6JYzeowxrxNa/0CZo5v78ndy1r79iiK/s0597rcFZdSQWjAKcEiLAT6TcBae4iI3Ka1PjQIgtv7rf5e1UtEa5VSVWa+JGlOIrpWa31DEAQXJ4013Xhr7RwRubVYLI4k/aMhjTofrW9ycnJk9erVqf4hkkb9ncZEA+5UDuMgMIACRLRKKfUMZp43gNNLPKXGIx0vYOa946dKJQlojClprS8uFov7VCqVepJYzcYaYz6hlPpv59yFzY7N4v34a3il1K9n2taoaMBZrDbkhEBOBZYtW/aCer3+A6XUmcz82ZyWmUlZ5XJ5h1qtFn9NH9skepJUY5vFH4jI25xzq9OckO/7L/I876vFYnF+pVL5e5q5Ook9Ojq6/9DQ0FV5ra+TObU6Bg24VSkcB4EZImCMuUBr/XZm3m6GTLmlaRLRuUqpA5l5aUsDpjkovh6rlFrknIs38kj1RUQ31uv1j1er1YlUE3UYPK5PRC5J+w+RDstLdRgacKq8CA6B/hQgoodF5Ern3Jn9OYPuVl0ul3et1Wp3R1F0cNJfiVtrnyYiP46iaGHSWM1maa01IhJ/Yl/U7Ngs3jfGWK11/NjFY7PIn3VONOCszwDyQyCHAtbafxeRy6Mompv2vak5nP7/U5Ix5sue5/0pCIK3J62XiC7XWv+lG7GmqyV+7OT222+/fmpq6oRqtRrvspWrV+OxmBtEpOyciy97zLgXGvCMO+WYMARaE7DW3iQik8x8XGsjBvMoa+2BIsLFYnHvSqXyP0lmuWzZshfV6/Xr6/X6PtVqNdXHQBLRu5VSOzNz/OjJ3L2MMe/RWj+Vmc/KXXE9KggNuEfQSAOBfhMwxhyktV4XRdGRYRje3G/1d6lebYy5o1AoXDE+Pv65pDGJ6FYR+YZz7jNJY0033vf9Z3med9PWrVsPXbNmzR/SzNVJ7Efrq9frh6T9h0gn9fVqDBpwr6SRBwJ9KNB4PN5cZt6jD8tPXDIRnaaUin+Q9qKkwXzfL3ue975uxGpWCxF9QSl1LzNf1uzYLN631n5RRO5m5k9lkT8vOdGA83ImUAcEcigwOjq669DQ0ANRFJ0dhuF/5LDE1EoiomGt9f1a65PGx8dvTZJoZGRkm+Hh4R9EUfSqtL9NIKL5SqnPzZkzZ/6KFStqSepOY6wxZoHW+j83bdo0f+PGjbmrL405P1lMNOBeaiMXBPpQwBhzjtb6A8Viccc83keaFmnjdqy9mPnEpDmMMe/VWu/PzC9LGqvZeGPM7VEUnVetVm9qdmwW7xNRfFnj3LT/EMlibu3ktNbujwbcjhiOhcAMFSCi+AdD1zLzyTOBYNmyZXvW6/W76vX6gmq1+oskc/Z9fxfP835Qr9dfkjRWszqstSeLyPHMbJsdm8X7RHSKUoqYeVkW+fOU0xhzExpwns4IaoFATgXGxsZsFEXjnufNHx8f/3ZOy+xaWUS0Umv9oyAI3ps0KBF9RWv9myAIzkkaa7rxjccablBKLWXmn6WZq5PY5XJ5x1qttr5QKCxZuXLlzzuJMShjGv9/Oh8NeFDOKOYBgZQFiOiGOAUzH51yqkzDE9GIUupr9Xp9r2q1uiVJMWNjYwvjP1waj3l8OEmsZmONMed7njfUjT8amuXq5H0i+kDjsYvxjmIz9tW4//m7SqnXogHP2GWAiUOgPYHGj3vWe543Nj4+HrQ3uj+OnjdvXnG33XaLP0VewsxXJa2aiOJvCz7JzF9JGmu68WNjY7tHUXRtrVY7cNWqVX9OM1cnsYnoOUqpa5RSC5l5cycxBmVM4/7n+cxMaMCDclYxDwj0QICIviYixzjnnt6DdD1PYa09M4qiVzjnDkya3Bhzqtb6jcwc/yo51RcRXa21vjYIgi+mmqjD4ET0TaXUama+osMQAzEsvv+5UChsqNfrI/E2pGjAA3FaMQkI9EZg8eLFs2fPnv1XpdR5zPyR3mTtTZZSqbRzoVC4P4qi0TAMv5Mka+PJST+MfxDlnFufJFazsb7vH+Z53sXMvDDpIxKb5erk/VKpdLjneRc2/qhJ9AjHTvLnaQwRfUkp9Vtmfk9cFxpwns4OaoFAHwgQUby14YXFYnH3SqXymz4ouaUSiehjja0b4803Er0atzA9m5kTx5qukMZjDdeLyJudc3ckKjqFwSMjI0PDw8Pr428CgiC4M4UUfRMyvv/Z87yVk5OT+z16mQANuG9OHwqFQH4ErLW/FJF78nq7S7tSxpgXKqVuKRQKB4yPj/+63fGPPX5sbOzZURTdNzU1tf/ExMQDSWI1G2uMea3W+hBmjm/vyd2LiF4vIgudc6/MXXE9LoiI4j+QvsDM8S5l/3ihAff4JCAdBAZBwFp7uIisFZGD8/jJq11jIrpGRG5zzn2o3bGPPz6+hUlEvuuc+0DSWNONL5fLT63Vand4nnd00j8a0qiz8djFdcVi8ahB+qakE6vG7wHix0LGvy2I0IA7UcQYCEDgfwWI6FoR2d45d0g/sxDRYqXUimKx+JxKpVJPMhff94/wPO/KYrH43EqlMpkkVrOxRHShiPwt7UbfrI4ne98Yc1H82EVmvqDTGIMwrnH/c/zbghPDMFz32DnhE/AgnGHMAQIZCBDRXKVU/JD6V4dhmMtf3zZjKZfL205OTt6tlHqPcy7prVWaiOJ/aJeHYVhpljvJ+77vP9/zvCCKogVhGKZ6f3EndZZKpRcUCoXxYrE4v1KpxD/am7EvIvqgiOzhnHvF4xHQgGfsssDEIZBcwBjzWa31K5j5Kcmj9T6CtfZsETmOmY9Kmr1xPfblzBxv5JHqyxgzobW+kpnj23ty9yKi1SLyRefct3JXXA8LKpVKewwNDd2mtV74RJcJ0IB7eDKQCgKDKGCMecTzvEvT3mqx23ZLlix5xqxZs+4TkcOdcz9IEn/p0qU7FYvFH2qtjw6C4P4ksZqNtdYeEz/MwDl3eLNjs3jfGHOs1vrdvfhDJIv5tZPTGBN/E3Lfk10mQANuRxPHQgAC/48AEb1RRD7ped4+QRD8sF+I4k/vnufpIAhel7RmIrpERJ7inDsjaazpxsf3Yc+aNWtDoVA4fXx8PP7qPFev+LGLO+200/p6vX5aGIb35Kq4HhfT+KHil6Mo2u/JLhOgAff4pCAdBAZRgIjif2zjDQaW9MP8fN8/wPO86+v1+guq1Wr8pKeOX77v7+V53rcnJyf3Xr169e86DtTCQGvt26Moep5z7vUtHN7zQ4wxZ2mt92DmM3uePEcJG/c/x1uafnS6ywRowDk6aSgFAv0qYK09JL6NJ4qiw8MwTPTw+l4YENHafz5Xgi9Nmq9xvfMm51y8kUdqL2vtHBG5dXJyciTtRt/JJBqPXbylsQZ+30mMQRljjHmDUuqEZpcJ0IAH5YxjHhDIWICIVimlnsPM+2RcyrTpfd8ve573IWb+t6R1+r6/1PO8y5h5z6Sxmo0nok8qpX7NzBc1OzaL9621n4qi6Jdp/yGSxdzayRnf/6yU+q7W2m92mQANuB1ZHAsBCDypQHxrjNY6/iHSW5j5sjxSNfZovi9+FBwzX5ekxnK5PKtWq90vIm91zq1OEqvZWGvt/iJyVeO2nr83O77X7zduSbty8+bN89euXftIr/PnKZ8x5mKl1A6tXCZAA87TmUMtEOhzAWvt+SLyrk2bNj1l48aNtbxNh4jep5R6KTP7SWsjorcqpRb14ro3Ed0oIpek3eg7NSGim7XWFwZBED9ycMa+rLV7K6Wu37p160tauUyABjxjlwomDoF0BIjo4SiKrg7D8NXpZOgsamOP5nu11gcFQfBfnUX556hyufz0Wq32/SiKDg3D8MdJYjUba4yxWuvXMfOxzY7N4n0iWiYir3bOxTuKzeiXMeYarfVNrV4mQAOe0csFk4dA9wWI6LR4E4ZCofCSZtfAup/9ySMS0ZUi8kfn3NuT5o1vYVJKTTrn3pI01nTjFy1atP122223QUTKSe9VTqPOxlf68dOOju+nW9DSsLDWHhdF0ccfAa2BAAAgAElEQVRnzZr14kql0tJlAjTgNM4EYkJghgtYa29SSk0FQbAoDxTW2gNFpNrY7znR1ojGmP201jcrpfZi5s1pzs8Y8x6t9VOZ+aw083Qam4jOFZEdnXNndxpjEMbF9z8PDw/fLSJntXOZAA14EM4+5gCBnAkYYw7SWq+Lt3l0zl2bcXnxHs13aq1XBEGQeM/qxi1MVzNz/Ck4tZfv+8/yPO+mer1+SNJ7ldMocnR0dNehoaEbtdYHB0HwpzRy9EtM3/fPjp9K1e5lAjTgfjnDqBMCfSZARIHW+qVBEDw7y9KNMadrrd/MzAckrcMYc4LW+lxm3i9prGbjrbVfFJG7mflTzY7N4n0iukJENjjnPpNF/rzkjLc0nT179neiKFrU7mUCNOC8nEXUAYEBE2jstfwbrfU5QRDEt2b0/EVEw1rreG/mE4MguD1JAaVSabtCoRDH+ndmjjfySO1ljFmgtf7PTZs2zc/jr8lLpdJCz/M+89BDD8W3HU2lBtEHgYko/gNkSyeXCdCA++AEo0QI9KuAtfYcEfmgUurpaV8vfSIjY8yHtNbPY+aXJTUkondrrV8cBEE5aaxm44loXfzAhTAM42vNuXsZY+70PC/+w+qW3BXXw4LiLU211tUoiuZ2cpkADbiHJwupIDATBYjoD0qp+NaME3o5fyJ6rlJqw9TU1AETExMPJMnduB77vUKhMH/lypU/TxKr2VgiOkVErHNurNmxWbxvrX2liJSY+fgs8ucpZ+P3AN/q9DIBGnCeziZqgcAAChhjSlrrUEQWOufW92qKxphxrfX3mTnefCPRi4i+KiIPOOfenShQk8HlcnnHWq22vlAoLEm70Xcyj/grfaXUXfV6fXG1Wv1FJzEGZUxjS9P3JLlMgAY8KKsB84BAjgWI6Aal1FCvnhHr+/4Rnud9ddOmTbsnvYZKRPOVUo/ewtTS/Z2dngoi+oCIeM65czuNkeY4Y8wFWmvpxh81adaZduzHbGl6epLfA6ABp32mEB8CEFCNJhZ/+j2Jmb+eJsm8efOKu+2227eVUhd2IxcRrReRTzvnrkyzbiJ6jlIq3spxYRbXy5vNrVQq7VEoFNYUi8UFlUrloWbHD/L7jS1N5zLzsiTzRANOooexEIBAywLGmKu01kuY+aktD+rgQCJ6o1Lq5cx8cAfD/88QInqVUuoMZl6QNFaz8UT0TaXUama+otmxWbxPRN8SkTDtP0SymFs7OeMtTev1+l1TU1OHrVq1KtHvAdCA25HHsRCAQMcCjacH/U1EPuyce3/HgaYZWCqVdm7cKnQcM9+bJEfjemx829EyZo4frp7ay/f9wzzPu4iZD1RKSWqJOgxMRCNKqQ8z80EdhhiYYY0tTePfAyS+TIAGPDDLAhOBQP4FiOgdSqmL6vX6Xmn8iIeIPqaU2pmZT0uqEV+PVUo9l5lPThpruvEjIyNDw8PD8X7KbwyC4M40c3USu1FfvB/163v5I7pOak17TLylaRRFFa31vt24TIAGnPYZQ3wIQOD/CBhjfh5vjtGNRwI+NrAx5oVa69u11i8IguDBJOyN67Ebp6amXjQxMfGbJLGajbXWvk5EDmLmU5sdm8X7xpgz4x3NuvFHTRb1dzHno1uafjYIgi93Iy4acDcUEQMCEGhZoFQqHV4oFNZ6nnfI+Pj4upYHNjmQiK7VWt/QjV234m00lVLxNpDxJiKpvay1TxORdfE+wuPj479OLVGHgRtf6d8+NTV1VNp/iHRYYs+GxVuaxr8HcM7FX8N35TIBGnDPTh8SQQACjwoQ0XVKqWFmjm/xSfwyxizRWn+KmfdMGsxae7iIXMXMuyuloqTxphtvjLlIa/1w2o2+0znEX+mLyJ+dcx/qNMYgjHt0S9Opqanjq9XqXd2aExpwtyQRBwIQaFmAiObGnzAb1xU/1/LAJziwXC5vOzk5eXdja0SXJFbjeufdSqnzmXllkljNxpZKpRcUCoXxYrE4v1KpJHpEYrNcnbxvrd1bRL61ZcuW+dddd93fOokxKGOstR8SkV27/TU8GvCgrBDMAwJ9JmCM+ZTW+vS5c+c+Zfny5R1/0iSidyql4kfBJX72cOMWpvhXz0ekzUlEq6Mo+lIYhpW0c3USn4iuaTzCcbyT8YMyJt7SVERuqdfrC7r9NTwa8KCsEswDAn0oYIyJd5Za4Zx7SyflN564dH/jmbk/6iTGo2Pi67FRFMW3HcWPlbsvSaxmY4ko/mPhPb3aGaxZPY9/n4gWa63PDoLgyHbHDtrxjd8DbGTmC7o9NzTgbosiHgQg0LKAMeYN8bVbEdm/k6ZnjPlsY2vEN7Sc9EkOtNZeHEXRsHPuNUljTTd+ZGRkm5122ml9vV4/LQzDe9LM1Uns0047bZvNmzdv0FqfEgTBdzuJMShjSqXSkYVC4fPFYnH/NC4ToAEPykrBPCDQpwLGmHjbyD85545rZwpjY2MvjqLouq1bt+65Zs2av7Qz9vHHNq533qG13isIgj8lidVsbONe6Pj+4sR/NDTL1cn71tqzoyja3TkX7yg2Y19nnHFG8cEHH4zX5gfT+j0AGvCMXV6YOATyIWCtPUREbhORY5xz8UMbWnoZY27RWn+VmVe0NGCag4wx8fXOa5j50qSxphvv+/4unufdMjk5ObJ69erfpZmrk9iNr/TXRlF0eBiGv+8kxqCMIaI3KaXG0vw9ABrwoKwWzAMCfSxARKuUUs9n5r1amQYRvUwptZyZX9jK8dMdE1/vVEpd1mruJPniH56JyK/CMLw4SZy0xja+0v8pM1+SVo5+iLt48eKnz5o16x6t9WjSLU2nmy8acD+sBtQIgQEXGB0dfd7Q0NCPReQdzrmPN/kU+RTP874nIq9p5xPzE8VsXO+Mf3j1JmZekyZz49arK4eHh+dfccUVj6SZq5PYvu8fUCgUrnjkkUfmr1mzZmsnMQZlDBFdorWeHQRBql/DowEPyorBPCDQ5wJEtFwp9e56vb5TtVrd8mTTaTwKbn9mPj7plH3fP7tQKBweBMFo0ljNxltrbxKRi9Nu9M3qmMZ1beOBC/EmKTP2VSqV9vE871oRmZf21/BowDN2mWHiEMifABHFP6biJ9sXOX4UXONWofhZrL9MMoPG9c77CoXCQStXrvxJkljNxlprx0QkfqxhWz80axa3W+/7vl/2PO80Zl7arZj9GqexS9u1vfgaHg24X1cJ6obAAAoQ0SlKqSujKHppGIbfefwUiegrSqn/ZuZ3JZ2+tfazIrKVmd+aNNZ040855ZTtH3744fi2nuODIPhhmrk6iV0ul3eo1WoboiiyYRj+uJMYgzLGWjsqIhdu3rx53tq1a1O/TIAGPCgrB/OAwIAIENHN8R7MzHzUY6dkjDlIaz2+devW3ZNeoxwdHX3x0NDQ9cVicfc07u98XN3v9TxvOAiCs/N4iuKv9EXkKc65eEexGfuKtzSt1WrxM6Tj3wP05Gt4NOAZu9wwcQjkU6DRaNdprSkIgkf3dv7Ho+CUUvEDF65KWnl8C5NS6grn3JeSxppu/Ojo6K5DQ0M3Nnbq+mOauTqJ3fhK/wat9cFp3//cSX29HGOMeZfW+nBmXtKrvGjAvZJGHghAoGUBY8x43BSYeZd4UPwouPiB9cw8r+UgT3KgMeYErfV7mflFSWM1G09EV4jIt51zn252bBbvx1/pR1G0LgzD/8wif15yjo2NPbNer387iqKjq9Vqoi1N25kTGnA7WjgWAhDoiUC5XH56rVb7ndb6vMnJyc8Ui8X7oygyT3RduJ2CfN9/itb6fs/zTg2CIP4UnNrLGLNAa/3ZzZs3z1+7du1Uaok6DGytPVBEPtV4GlO9wzADMYyIPiciD/X6a3g04IFYPpgEBAZPwBhzjtb6AhGJP53FezS/IuksjTHnaa33ZeZ4I49UX0R0R+OBC/HtPXl7/eMr/SiK3hmG4a15K66X9RDRPK11fKlj/15/DY8G3MszjVwQgEBbAkQUb4e4c7FY3LVSqSTaurFxvfO7U1NTB0xMTDzQViFtHmyMOVVr7XfjXuU2U7d0eOMr/eOY+YSWBgzwQUR0axRFX8via3g04AFeWJgaBPpdwPf94zzPi5+bOz/p189E9FWt9S+DIHhvmi7lcnnHWq22vlarLVm1atXP08zVSWwiGlZK3eV53rHj4+O/6iTGoIyx1p4oImdn9TU8GvCgrCTMAwIDKtDYGKHw+NuS2pmu7/sHe55X2bRp0+4bN26stTO23WOJ6IMiop1z57Y7thfHW2s/VK/X62EYnteLfHnN8ejvAUTklKy+hkcDzuvqQF0QgMA/BBqPHfxOFEUnhGFYaZdl+fLl3r333nuXiFzqnPtau+PbOb5UKu1RKBTiPaUXMvPmdsb24lgieq5SalWxWFxQqVQe6kXOvOYgovcrpV6Y5dfwaMB5XR2oCwIQ+F8BIrpcKRVfU53TLovv+6/xPO9VzLyw3bHtHm+MqXieNxEEwZfbHduL44koUEqt7Ma91L2oN60cxpjdPM+7M77VLcuv4dGA0zrDiAsBCHRNYGRkZGh4ePivWusPBkHwoVYDL126dKfGLUyjYRje0+q4To6z1h4eRdFHnXMHdjI+7TG+7x/hed4FzHxw2rnyHp+IviYiP3HOxZ+CM3uhAWdGj8QQgEA7AsaYN2utLxGRPZ1zm1oZa4z5iNb62cwc7zGd2qvxB8KGer3+hmq1eldqiToMfMYZZxQffPDBDUqp1zJz/L8z9mWtPUREvl4sFvfN+mt4NOAZuwwxcQj0nwAR/UBr/aMgCMaaVR8/Y7hQKKwXkb3TfqycMeYNWuv5zHxas7qyeJ+I3qSUip8g9aos8uclZ/x7gHvuuWe91voTefgaHg04LysDdUAAAk0FfN8/zPO8W7TWBwVBEO8N/aQvIqoqpW5j5ouaBk5wgLX2aSKybmpq6qiJiYnfJAiVytBSqbRzoVC4PYqiI8Mw/O9UkvRJ0LGxsVdHUXR6Xr6GRwPuk4WDMiEAgX8KENFqEdlpumutxpijtdafZ+Y90nYzxlystX6ImS9IO1cn8Yko/tr+T865D3cyflDGHHvssU/dZpttvqe1HsvL1/BowIOyujAPCMwQAWPMC+P9nLXWrw6C4IuPn3a5XJ5Vq9U2aq3fHwTBeJos1tq9ReRbjdt6/ppmrk5il0qlfYaGhq7+29/+tuC66677WycxBmVM4/cAc/L0NTwa8KCsLswDAjNIwFp7sYjEPyiKd3WKHjt1Y8zbtNZLmPmYtEmMMWu01pcz88q0c3USv7GJyWeYmTsZPyhjli1b9rwoim6u1+vxjmq5+RoeDXhQVhjmAYEZJmCM+avneZ997IPurbVzROT+QqFw2MqVK1N9rJy19jgReRczH5FHet/3l3qe9/YkO4jlcV6d1EREoVLqTmb+SCfj0xqDBpyWLOJCAAKpChBR/IveFYVCYZ9Hm60x5hNa622Y+bVpJh8ZGdlmeHg4vp3nVGa+N81cncQul8vb1mq1DVEUnRyG4fc6iTEoYxq/B/jsli1b5ubta3g04EFZZZgHBGagQPzIPxH5H+fcqO/7L/I878ZisbhX2vd3GmPO0lrvwcxn5pGdiN4pIrs6596Sx/p6VdNjfg9wbhAE8SMHc/VCA87V6UAxEIBAOwLGmIO01uu01iMicp6IfNM597l2YrR7rO/7u8S3QkVRdHja9xe3W1t8fLlcfkatVlurtT4sCIIHO4kxKGMavwdYysxH53FOaMB5PCuoCQIQaFmAiFhEFiilNjvn9m55YIcHEtGnReQXzrmPdRgi1WHW2v+s1+v/FYbhf6SaKOfB498DKKXurtfrS/L6NTwacM4XEcqDAASmFxgdHf3XoaGhXyql3s/MH0zTi4jmKqWu3Lx58/y1a9c+kmauTmIT0Tyl1Be2bt26YM2aNVs7iTEoY+LfA8RzyfPX8GjAg7LaMA8IzGAB3/fP9jzvvY3bklKTIKKbRSR+4MK1qSVJEJiIbo2i6INhGF6fIEzfD41/D1AoFFYrpV6c56/h0YD7fqlhAhCAQCxARPE2kN9k5relIWKMOV4p9Srn3OI04ieNaYw5QWv9CmYuJY3V7+OJ6AYRWeWc+3ie54IGnOezg9ogAIGWBYwxJa11UCgU9u32PcDlcnmH+LaeQqEw1u3YLU9wmgN933+K1nqD53kmCIL/6kbMfo1hrTUickGxWJxXqVQm8zwPNOA8nx3UBgEItCVARPFXw1uZ2W9rYJODiehcEdnROXd2N+N2K5Yx5jzP87YLguCcbsXsxziLFi3afrvttrtXRF7vnLsh73NAA877GUJ9EIBAywK+7x/geV68D/QRQRDc0vLAaQ4cHR3ddWho6Eat9cFBEPypGzG7GWNsbOzZURTdUCwWD6pUKv/Tzdj9FouI3q2UOrDbf4Cl5YAGnJYs4kIAApkIWGu/KCIHM/Pzu1GAMebLSqn1zrnPdCNet2NYa68SkVuZeUW3Y/dTPN/3n1UoFOKv4Y9YuXLlT/qhdjTgfjhLqBECEGhZoLFN5GYReYdz7tMtD3yCA8fGxhbW6/XPPPTQQ/FtR1NJYqUx1vf9gz3Pu7RYLC6sVCr1NHL0S0wi+oKIPOiciz8F98ULDbgvThOKhAAE2hEwxrxZa/2RLVu2zEmw/682xtzhed453fo6u505tHCsR0R3Nf7QuK2F4wf2ECKaLyLjjzzyyIuuvfbavvkaHg14YJckJgaBmS1ARPGvgeOvZl/diYS19pVRFI0658qdjE97TPwwChE52jn38rRz5T0+Ea3zPO9L4+Pjl+e91sfWhwbcT2cLtUIAAi0LWGsPF5GbtNbxZgzfbXngP+8pjp8zfFe9Xl9crVZ/0c7YXhy7dOnSnYrF4p1TU1OLJiYmHuhFzrzmIKJXiMhbDjjggAXLly//P8+GzmvNj9aFBpz3M4T6IACBjgWIaJWIeO1unmGMuUBrLcz8vo6TpziQiD6slJpk5uUppsl96HK5vGOtVrtfa/3yIAhuz33BjysQDbjfzhjqhQAEWhYwxrxQa31fFEU2DMP4oexNX0uXLt2zWCyuLhaLC9J+rGHTYp7gAN/39/I8b2Lr1q3z16xZ85dOYgzKGGPM+Vrr5zHzSf04JzTgfjxrqBkCEGhZgIguVUotY+bdWhlERN8SkdA5d2Urx/f6mMbTn+LHLn6t17nzlG9sbGx3EVkXRdGBzrlNeaqt1VrQgFuVwnEQgEDfChDRw0qp5cx8yXSTIKIRpdSHmfmgPE6WiI5qzOPQPNbXy5qI6Gql1A+Y+fxe5u1mLjTgbmoiFgQgkEsBa+1rROSyKIp2D8Pw909U5Lx584q77bbb+sY2huvzNpFyuTwr3o+6Xq+/plqtfjtv9fWyHt/3D9Naf0VE9g3DMP7jqi9faMB9edpQNAQg0K6AMebbWuufPNn1QmPMmVrrlzDz6e3G7sXxRPQWrfW+QRC8phf58pqjXC4X4j9EtNYXB0HwjbzW2UpdaMCtKOEYCECg7wWMMQdprW+Pomh+GIbfeeyESqXSzoVC4fapqamjJiYm4sca5upVLpefXqvVbou3WRwfH/9trorrcTG+77/O87yTmPmwHqfuejo04K6TIiAEIJBXgfgHTEqpYWaOr/X+74uIPiYif3bOfSiPtRPRx7XWvw+C4KN5rK9XNVlrn6aU+q6IGGbe2Ku8aeVBA05LFnEhAIHcCRDRc5RSP42i6JVhGH41LrBxq1Jly5Yt8xNsW5naXK21+0ZR9I34k3u1Wt2SWqI+CGyMuUhrvSMzv7YPym1aIhpwUyIcAAEIDJJA/OxcrfWbmPnp8byI6Bqt9YogCMbzOE8iuj6KostavY85j3PoRk2lUukFnufdUCgUXjooX8OjAXdjZSAGBCDQVwJE9EelVPx4wTu11mcHQXBkHidgjClprd/MzMfksb5e1kREq0XkFufchb3Mm2YuNOA0dREbAhDIpQARxQ8wiDfa+C+t9Unt7hXdi0mVSqXtPM/boJR6uXPuvl7kzGsOIlqklLqsWCzOrVQqf89rne3WhQbcrhiOhwAEBkLAGBM/qGF7Zl6QxwkZY87RWu/CzG/LY329qqnxfOeNWut3BUEw0au8vciDBtwLZeSAAARyJ0BE85RSG6IoWvD425KyLnZsbOyZURTdXCwWD61UKn/Iup4s8xPRO5RSxzJz/Cl4oF5owAN1OjEZCECgHQFjzBfjzS2YeX4749I+1hjzea3195k53sd6xr58399Fa70xiqJjq9Xq9wcNAg140M4o5gMBCLQssHjx4n+ZPXv277TWrwuCIBcPX/B9/yWe511eLBbnVyqVyZYnM4AHWms/JSJbmTn+FDxwLzTggTulmBAEINCOABG9SSn1/mKxuEulUqm3MzaNY4notsYDF25MI36/xCSiuSIyMTk5ecCaNWsG8mt4NOB+WY2oEwIQSE2AiH4iIuycOzu1JC0Ejn+drbU+MQgC08LhA30IEd2slBpn5ssGdaJowIN6ZjEvCECgZQFr7ZEick2hUNhn5cqVP2l5YBcPbHwdvmFqaqo0MTGRSQ1dnE6iUES0TCn1vjlz5rx0xYoVtUTBcjwYDTjHJwelQQACvRMwxkxorePrjfE//j1/EdFyEZntnHt3z5PnKGG5XN6hVqt9t/HYxZtyVFrXS0ED7jopAkIAAv0oYK3dW0Tu01ofFQTBLb2cw+jo6L8ODQ1dV6vVDly1atWfe5k7b7mI6Fyl1Dxmtnmrrdv1oAF3WxTxIACBvhUgok8qpY5i5n16OQljzNeVUjc65y7vZd685RodHd21UCis11ofzsw/y1t93a4HDbjboogHAQj0rcDy5cu9e++9N/4EejYzr+jFRKy1h4jIf8ydO3fh8uXLo17kzGsOIrpCa/2bIAjem9cau1kXGnA3NRELAhDoewFjzKuVUpeIyLPDMHw4zQmVy+VCrVa7K4qit4ZhuC7NXHmPXSqVFg4NDX1LROKNUTbnvd5u1IcG3A1FxIAABAZKgIjuEZG7nHOvT3Ni1trXiMgIM5+cZp4+iK2NMXcopVY4577UB/V2pUQ04K4wIggEIDBIAmNjYwujKLq9UCjsv3LlylS2QCyXy0+t1Wp3iMgxzrlNg+TX7lysta8Ukdcz84FKKWl3fL8ejwbcr2cOdUMAAqkKWGvHRaTIzKU0EhljPqq1/jszn59G/H6JSUTDInK/53nlIAju7Je6u1EnGnA3FBEDAhAYOIFSqbRHoVCInxdsu/0YPGvtv0VR5ERkftrXmfN+YowxF2it/5WZT817rd2uDw2426KIBwEIDIwAEX1AKXUKM+/RzUkRUTWKoq+GYfiNbsbtt1hLly7dc2ho6NZCobBwfHz81/1Wf9J60YCTCmI8BCAw0AJE9AcR+bBz7uPdmKgx5mit9XnMfFg34vVzDCJaqZS6l5k/2M/z6LR2NOBO5TAOAhCYEQLGmJOUUp8XkT3DMPx9kkkvXrx49uzZs9crpV7FzBuTxOr3sUQ0opT6UrFY3K9Sqfy13+fTSf1owJ2oYQwEIDCjBKy1a0Xkl8x8WpKJG2PeprV+ATO/Nkmcfh87b9684m677bYhiqIPh2FY6ff5dFo/GnCnchgHAQjMGAHf91/ieV78yTXeo/jeTiZurZ0jIrd6nnfE+Pj4bzuJMShjiOiNSqnjmTn+FDxjX2jAM/bUY+IQgEA7AkT0NaXUszptGsaYTyil/ts5d2E7eQft2FKptLPnefeKSCkMw3sGbX7tzAcNuB0tHAsBCMxYAd/3d/E87wEROdU5d3U7EL7vv8jzvK8Wi8X5lUrl7+2MHbRjiehjSqntmPkNgza3dueDBtyuGI6HAARmrAARvUNEznLOPbMdBCK6sV6vf7xarU60M27QjjXGvNDzvOu2bt36ktWrV/9u0ObX7nzQgNsVw/EQgMCMFiCieNvILzDz8lYgrLVGRM5k5kWtHD/IxxDRtVEU3RCG4cWDPM9W54YG3KoUjoMABCCglPJ939daf7NQKDx/fHz8V9OhLFq0aPttt912fRRFJ1Sr1VT2lO6Xk2KMWaK1/tjmzZtfvHbt2kf6pe4060QDTlMXsSEAgYEUIKJrlFKbmfnE6SZIRO9WSu3MzO8YSIgWJ1Uul7ednJy82/O8twVBENvhpZRCA8YygAAEINCmwOjo6P5DQ0N3K6UOZOYNTzTc9/1neZ5309atWw9ds2bNH9pMMVCHE9E7ReRI59xxAzWxhJNBA04IiOEQgMDMFCCiy5VSBzDzvCcSIKIvNLZZvGxmCv1z1kuWLHnG7Nmzv6OUOiYIgh/OZIvHzx0NGKsBAhCAQAcC8fXd7bbb7kEReePjHyJPRPOVUp+bM2fO/BUrVtQ6CD8wQ4wxn1VK/dU5d/bATKpLE0ED7hIkwkAAAjNPwBhzptb6A3PmzHnGYxstEa2r1+vvq1arN808lf9/xmNjYy8WkVAptX8QBH+ayRZPNHc0YKwICEAAAgkEiOhHIrLaOff2OIy19mQRibdZtAnCDsRQY8wtSqmrnXOfGYgJdXkSaMBdBkU4CEBgZglYaw+P7231PG+fhx9++Pc77LBDvGf0Umb+2cyS+L+zJaKXKaXO2bx58/y1a9dOzWSLJ5s7GjBWBQQgAIGEAkRUVUpNicj3PM8bCoLgvQlD9vVw3/ef4nnefVrrVwZBEH8KxusJBNCAsSwgAAEIJBTwff/5nuf9QCn1s1qttmDVqlV/Thiyr4cbY85TSu3nnCv39URSLh4NOGVghIcABGaGABFdqpQ6ipn3mxkzfuJZjo2NPVtE7pqamjq0Wq3+YiZbNJs7GnAzIbwPAQhAoEUBIvqdiLzTOXdli0MG7jBjzFVa618w8/sGbnJdnhAacJdBEQ4CEJi5AtbaE0Xkk1EUPTcMw4dnmoTv+wd7nveNYrG4b6VSeWimzb/d+aIBtyuG4yEAAQhMI0BEt9uvnC4AAACgSURBVCqlNjDzWTMMyiOiO0Xk0zP5G4B2zjkacDtaOBYCEIBAEwHf9w/wPO/OKIr2DcPwpzMFjIhepZR6FTMfNFPmnHSeaMBJBTEeAhCAwOMEiCi+Brw9My+bCThLly7dadasWfdFUbTMORffB41XCwJowC0g4RAIQAAC7QhYa+dEUfQrz/P8IAiub2dsPx5LRB9WSj2TmU/vx/qzqvn/AxtO9zevPu+pAAAAAElFTkSuQmCC</pentrails><costumes><list 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category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="drawTriangle %s"><block s="reportQuotient"><block var="sideLength"/><l>2</l></block></custom-block><custom-block s="drawTriangle %s"><block s="reportQuotient"><block var="sideLength"/><l>3</l></block></custom-block><custom-block s="drawTriangle %s"><block s="reportQuotient"><block var="sideLength"/><l>4</l></block></custom-block><custom-block s="drawTriangle %s"><block s="reportQuotient"><block var="sideLength"/><l>5</l></block></custom-block><custom-block s="drawTriangle %s"><block s="reportQuotient"><block var="sideLength"/><l>6</l></block></custom-block><custom-block s="drawTriangle %s"><block s="reportQuotient"><block var="sideLength"/><l>7</l></block></custom-block></script></block-definition><block-definition s="drawTriangle %&apos;sideLength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="nest triangles" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>