<snapdata remixID="12314457"><project name="Bubbles" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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LReLveS7KqMvfrBRdpj0d9a16BQZ4gwvBeom9glqr7kqPK0xpZRQqSnt61TGuP1LVY77acgIaEL8kPa3ajWa0f67y+TkPW6cr/Uc99E2lAgN8WsvN9FSFuvo0X4RF71N9okK+l9Kj/oYl6g9V9a4rUSdUMZ/40hem7wGuo0goX9LaWQcVufNF/B6cVlHVe1jp8y8CTAIz0A325AK5foBcqnS5Ly6tzERFaZNBlCR9UCh19PagpLq+ZZtBkT/fJu0wnQXsBBRd9APhWQ9nt4eO7vcWHjZMpQIDbWIk84mYVuaholwg/mRZWjkLFUXvoRJKm6s6Ph9Gk8yORiHB70KXA58D4gdTTos5Ihdd2sFBjq7ie4uHw7cp/fs89E0lJQMLFNE9Uuqw2pNKb28HvS2VHm+Q7UrofqjqdSpRJ23xCGVrhcrLDTo2raEC1Dtf+T/Hw5/rlT773+Jhw1RSMjAD9eQm+3pKHVbjE0/0DnfQY9U/Kd2fltDlO6DY36dEnbTFLcqW2GQ6HeBvGtaLtIej7wPSh5McHb9K6dLGBY76Vt2RAT1FaHHQvRl15SK7vlCzHdFlmjTy3arqDEI+q+j3FD5QBmQ1WGP9rmiP75/C2zOO7euVWtq4zFHfqnswwPcPuWC8AdPKz1BR9Lgs7Cp/hoLoJy1a6OkPb4wQwlVAot5kTzg8FxC+mJ7g0An9YKHuNQ66VjUDA6dAVy7a4w52WpTeEuT5ou0iu6KytMuUCx1ajsWBnOdiQ7PKEej4MkC4YOqydM66WncCjk1qxADn8folnzd9WpmDinLhvp9WSdXToxNX7/TixpeV7ReUTjNlhykOyDOvEx86aWUIKsr1YXp7WkWrF44B/f7kMhf/b7ggF883AGYqG5NVl9ZW5Z+p8mbJxt+R5qPj+zl0/njUlWvD9B4HXasakIHDYEsuxGsOdtugrt4p4LpqyKYOBKRtpgxYkVeRkXM9pLAJ0ptUv9l/bk/ayqHfXKwR3pg+BKwBmOTEAJ+MckH6OfigF0T0yONgopVeHHkHihtFyn9EKj75BK6LD0Wo2xVOcOomfWY6EWgLpJWDUVHr83vk+mmVrV51GLgUZuWicBk8rfA9SfSYcmuNq6wJBf65hNiZEBm4UpXx3FTgxOhcIyXcoX4FIP2XlP13EU4bPwZE/3nkuc3LJGcGdkH7clG4uNDBwZ+7lC5HMh85EkrSPlMet8TK5PxClPNmpM/1LJvA+TEA+Za+SeryWYQc7AosVnbmIb8tYFIQBji3l4v7HQefOGUTvXeR57uYj4yHktiZizxHNL4/6OCV85LW42gm+xu5UCP9kPRhlH0TcBG+j+pp/SIcc7XVpEAMnAZf5CInfdgt5yqnIKJ7SrmKZc7xXUs/ffn+IbI1MhcCrwLSjk7rYTRj/7h5eEVCH6ajrD/gKl2hwJVa4YLfxPZ1NWL1q89AZzQhF4npDg5N8juX6D7hoBeverKyQ3uc/sWl3kYzvlPxnXY5IBxJ+gjK2B8f6QilpwCxxfQgH0OmE5aB1iXM3YHyo6JzlyBNO/dfH3U5HVk90uUS+4NR3jVhmxcpJa6AcbtUXDiacYGD6A7Ehf4U4fsO/Vst5hyn4FwlvTNWnvaQU+a/AAcoBQbpJHVs2YIxwAskT0K+97jIL1BZdG9xUUyoq9+znk04Hy+qNJqJX3mnj8FxeXjF++ByfC8q674MdFG2uvkx8Ja6cN9wcGN3pccLz/cBX+GoxPcHuYGSpodJtqlX7t1M7NU65fTviCSHHcs2Q33OLrT/vu+4jk1b9bQMlJoWUn8scEZkaDzSwVE+TXI/KnFKSOFNcMzKnN8/p0JtnFItNT1UVb6Q7YsjvkfmLVykmZLRCa4w8r2W0NduOI55vUzqhIE94Kc8GflRci0Hv1uULm38j4NuUlXX6WGSjXou47ewUiuM59Zzx5rZ97+i8xJggxyJ4IKE6DId5qivq/tOD7WNesy3g9Nc1PkU0FwyPx3oD5jUKQMj4Ldc1KSVukrd4ogl+kz7VFIoc57TQ22r0Zebz0J/OZXUfWa+Hv+CGm6bxBngi7O+uBxBXGUqFMTG68hnWeCITw+3dHWmDupzV8wrgHAm6VMoy/LuWgddbz4X71YXeqRH9xlMDCq5SRhsvhKfHtLmr4Ev+xoskN5x8GU2IDxJ+g+UnVwgP82VgAy0wJZc6GXIb+hhm9NBscE0ywJHfHoodrlNSn9M9XAzF5V+aJXvT9IPSd9E2Zm5eGSN1pSBZ9CaXPQxni0PUzZoi8e+whuS74Dik07/hHKeL7r0hoP3Atp35j8CzgfaAiZNwMC30Ud9E2zl2eeQCxx0gTdo/GOq+Pk4zhVxx0Iv+PU7QPzU6eUo7wKYNBkDeurCLU6+wncuuaGyLnCID3zn4ruX2NXpCyj/rlTMMf0S2r4O0L5J/pco931g5dglazoUA5xqyc3AdGdPw12hF1/gWN3TVlyNNyg3wv4voH1lnm3+EGgHhBRO3zYBdgT2B/h3WC0Ad01cAowDxgNxf3j8G6ARFmPQDZM4A3oLTfxc0vF9KDwkOnEr0uOTKqUo4wLHX1Q9fnDmjRhKOsEQ3+mIzjGjS3E8MVaW9rA9Km4A8M88mBI+wXoP9LjjgrMBE2NgJQNfw7/6CbxPBl5444utJcj73KSVml8DFbji9jIgbeWZToMfhwEmTcCA68hFSriAcFTEzWSk/aO8TzIHSj0jReZPB3gDVkMGwygDetfAxlfA3rsR+JCQvE45Wi4GpgAmTcKAT3DtDm5mKn5cd6kr1VYn4WCCLkD+XOAnsbKQh31hrLOnwWXQiwfQ+562TM0YSGRgPEplenV/Yo30hdzus1zZo11+/9kGMDEGmo6B7dFjCS6mR2ZkYCfoPxiz+QGOWwATY6DpGLgaPZYAeyJQ7y9WNsX2r1HGhQkTY6BpGNgcPf0MkCA4KVDP+Q7Hzapil+mIQLbNjDFQNwyMgqcSBM8H9Hpd2LpB2V6IvP1GRECCzVTxGegIF7laJgE2NKDLLcqu2J+Ksr0CtmGmjIFCM/BjeCc3/3zkfZb3S3XwGJx4SdmXdq5AWddSSlZuDDQKA6ujI/8E5MY/J3DHGKz87iX2dcog2zRwe2bOGCgUA9xZITf9O8i3r4J33ODKHQ7SjqSfo2wMwM2zJsZAQzLwInolN/zNVewhd50/rNqSNrlyeTnA3/YzMQYaigHu3ZMbnek1Ve4d9zRyV7luk/kVAHec838TMTEGGoYB/tmIvtl/WoOeDUAbj8TapQ/cUjU+AoOtJ2BiDNQ1A3rnBm/yH9SoN9yCNQPQwR3P8++oGIwmxkDdMnATPNc39qk17MlRaOuxWPvaF+a5A4Srmr6746FqYgzkx8BdaFrf1MfV2BX+aUlLhIlItS86z72L+wAmxkDdMNAGnj4I6BuZN3xesg0a5nYtbqXSPkl+GspPAkyMgbpggNujngbkBv4U+f0L4DlXNpMWQejnmwCX9PsBHQATY6CwDHSHZ3MBCTCOHDsDRRAG+nhAfEtK+fuHlwEcddcDTIyBQjGwC7xZBMjNy2DrViAP+U3sR8DLgPhYKuViCZf2DwPaASbGQCIDITfZJjagCjlK3A/IHz5yutgH4G9SFEk4Qu0H8Hfn907hGIPtr8DiCHyIxPP85taIwmvJBwyxrsqXKpM65Cj0HlSYLJbUMrjY877AHxQFDyLPAOP+wCIK90gyyIjewJ6Aj/ABooOOW8WuBN7wMeahw+tc6Yb3Od/WwxdROQuZMXLQiGmtg4scDgRuUWRORj7Lz7MpU1XP8p1LB9seGVrkA4XfA0PIajAiwSGpjBI8Zr5oMggOTSiaUyH9ySO46D8/Ko9THZmN/DCAK3j1JFxNZLBtA3QB+FGa0PlG/lC9An1dGuEjlS9VJnW4qDUFaGjJK7hIKrdFjYqxex6OL4mV1fshv/cxwAgJujOQ3xeopVS64X3Of1LLDtRbW3kGF7k6EeBeRL3EPRXHpwF8L2lk6YvOMeBCCKeYMiqUCpIQ7ZiNOmNgC/h7N6CXvrm6NqTO+mHuGgOFZWA4PNMBxvxvgU6F9dgcMwbqiIFe8PVRQAcZl6v55yQmxoAxEIAB/pGlDjDmrwJ6BLBtJoyBpmfgYDDwEhAPst+gjMvfJsaAMZCBgbbQvQ6IBxiPuZXqaMDEGDAGMjDAHwdlMCUF2XMo5wdo2bOIrIkxYAy4MtAbCpwWJgUZ9+5dDHQFTIwBY8CTge2gNxZYBiQF2q9QvhtgYgwYA54M8C+duY3qVSApyLgp+L8AE2PAGMjAAHdZ86+Gk4KM5TxvYgwYAxkY4EjFESspyDjCcaTjiGdiDBgDngzwnYvvXklBxnc1vrPZexlIMDEGfBng6iFXEfk3REmBxinj6UAnwMQYMAY8GOB3MH4PexZICjKW3QYcDpgYA8aAJwOHQI9/Ys+/pE0KtAUovxTYGTAxBowBDwb4AzRDgGlAUpCxbDrAnyXQf9CJQxNjwBhIy0BPVBwFzAeSAu0zlN8MHAqYGAMVGWhdsUZzVuiHbh8HfKtE919FOUc7kU+Q4VTytShlnuCf35s0KQMWXOUv/AY4zSAbCOxVvuoqZzn6SZAlBR4D8b1VtKzAGGhCBvhX0mMA/mV00rTRp+wd2JoF3A3wJ7I3BUwahAEbufwuZPyXm/iNjD+0s3mUMs+fUXMVTiP54TtppLMppiubOde34KreBWgH0wwygQ48lvE47d+g2RQTZNWbWHDle8Uk4JjyA/e+Gdx5F7oy4vHnETh9fV2Bx1x4MakRAxZcNSI6ZTOcbvYAZGSTUc9nipnUJAMwKegkCHnurSRFK3NnwILLnbM8NEJOMSv5/zkq6AD8oJKCnV+FAe5jPceCaxVe6rZATzE50m0WgSuQkmeQmtSGgbNWr0071koNGOB3M6KccLsXA00HXPyY51YrZ8TOpWJgsY1cqXhqukobo8cSgPanOO6XfzFUpvwb/c6j5NJzwSQAAAAASUVORK5CYII=" 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SfCIQ10zuBvhowMcgzwrxZRl9ib4yxYbrIN86k6fYXjMtYQR4qSeLPXtEpJsBLjKZcldW1ki/tPOnhIzXL+jwublfaoGGgvfnfjtZu+Ig8JEaINtH4HYeAnwfhQmD518jwKWaCP2SyiY0bletg1PPZ+sS6DabO+AU+ZCLSTIw3o8AiDwEOGGYoXCZHQEufkTcqnT+2k8Hp80fVP/jnTo7LDACPONLkP8lJA55CfD+ChNi0zckLn67v670DvbbSbUbr/r/uyq3bMERGKAGxiMhsMhLgBMCPSNODYFJkK4noLGcbN8N0lG1vUzJmKDKLVtwBM5WA4MbVGohrkDLAGWaxUU28fs0x5e9pSLmdJrS+7MadXGHnPwOc2uUYd1yiMAVamBwX3kt1IBOMriyHOD0/QXlyzgWJECtoUO/6ntEjTr3Qj/5HVbUKMO65RCBBvgkA+OxEP4NQl9ylonbbgULfhF2x4ScOU/p5Tfgw9Bn6Cw+RPGkJIwt1jclCOyuBgUHRxJbN1PieiMzuM17FVgCRG+CadQwhoNZSu91IeW/omR9KaQs654jBPQl6sk58iuIK6PRWAJc7wMPIqOWtnzbTfQyDfvhjAeVvFPtBZVafpJ89tGX6Ufm08WKXnVG7TWqxfUqH3dW7+t/CspeDqmw0fZWC/KQaOaoO9+2EjpKMgVKGeDyXbunka/1KUMtkOkgD/LJp3K61qsKLugZGQKbEWiOv/xKqlw2FmlLJC+PxW+mSe4UO8DRrV8UQlVNNBa9xJ+xNpPXhGEuO3FFVl+yF2k215fpM4HDwwn+wnoWfwh643iXP0F3TFXaEbgcBsoM8Nu0GxuRfQOVz/S9T0Ry/YrRb/8N8dupQrtWqFsDlt+xoUJbqyogAvvDZxkcfEZcBHocTorPdyXssD7BfATdUTzTHqX8+UvC/pi6jCCwQg2SARmxuVYzz1K+MtC71yqoxn6TlP4pNcrQ3dxZ/Nu60vKGgCAwGRkOePJ1UpjTlI+qxNckH5kJnO8p/dxzHpa4tiD+2CweFs0c99ezGx8l5ZUuhWMSEHzjK+lHTWco/SuRD0u0X580zg8r0PrnF4GOcE0GP1Me5426waG3weJnPT4qyefhov/mCADWs/iiCOSZiJwjwBlcBiBn9rzQvnCEr3CKb0zrcVnbwbHhYByHIc7i74PFL5vFw6BZkL68F5cBw3v0rNNBcIA72MQnnZ5TB+eGK1uej0D/D5U8m8UjALQIIgaoQbMiww73h+183q+DWvLc+FOvF3H0Y7uRIfFtg/56Fh8WUp51LxACfE4uAcHn51mi42DsHLDYr9NZKP9mHZ3p7di1Z0hb9CzOpwVGhoBvBPQMyG+3ZYEGw8gnwTqoJX8fyvulwAn9HTx+Ry4M7YDOa8Hio83iYdAsYN8GNXg4iDg4rwLz0Q+/Dd4ZnBY6D4YsAMtg1+ndKOdLIGkgHeC0sSGkUdeiv/hqs3hIMIvaXQ8iGUw6/QjAcKFnNngCOOmTABewFoO1TZLnP1RM05t0Nzl2Etsw5M7iDWGEWd9iI1At0CWovNI4TgIt8XOMAL8GdnV+jLIbwV3BaaITYIy2NWyA0zf9u/y5krNNK1VanSFQQmAQ0v3A3Uvco5S2RRqG1qMzg3VlKXXz3LAitAsy3KV2Gbi9FJbSNUg5c5PXlcrSknDG5dVOj5JBM5CeW8rXmhD3VeCdSgKGIZ1WyltiCESKAO/LeX/O+3ReqvOSnZfuHNScxfXsVUteXwn8w0PeSpRdAW4BTitNhWHi++vIS2CGsXe0kllxFg+jxPoaAn4QiOskwF1qF/sxoM5thkK/BDjTkyKwh7O4frxJHUaGQGoRCHoSeA6ehL3UTQqMHlCkr2Zui0jxGMiRE8fCiGSaGEOgbgjok8CgullRm+JZ6CbB+EJtIrbp9QWUcM1B5A7dpoUVGAKGQCIIjIAWCUSmUW3CGaPkvpSIJ6bEEDAEtkGgD0p0gI/apkVtBe4szg1ARoaAIVAHBJ6BTgnyuRHqH6vk2iweIbAmyhDwiwBf4pkPlgD/BPlefjtXabcj6j8Ei2ybxasAZtWGQNQIcDPKRrAEIdMLI1Si97y/GKFcE2UIGAI+EOAGIB3czF/ko5/fJjrAKTsrjxD9+mftDIHUInAALHsWrAN8AY4PjNBiN8C5X93IEDAEEkCA3zP/HKwDfFLEen/tyLcAjxhgE2cIlENgIip0cG/CcZT339Q71dFhAU5UjAyBmBH4KuT/CawDnNtsWR4l/QzCtA6+jGJkCBgCMSNwAeRzxtbBxxk9aroFArUOvhtvZAgYAjEjwHttHXi8F4/jf4zpz2BT3+1R+dU0pKBx6L9rSBlJdOfbQMvAS0vpq0koNR2ZRoCr5HeBD1Je8HL9O+Cod5z9ADJvUHr4rfuo7/OVeP9ZdxO+PtulPc+NC3wneSZ4PJj3Pfxe2GDwAPB+4I5go2IiwOfc7hjm8/A46HsQqnX9KmolzUMIXBOib7270m8GMrkS8T6Mfr5bgd16Xs4ZZROBrjB7LFjPovw9GfRTwFET9fxUCeWk8y11HEk27OX6IFjRIRJL4hWyC8T3VNw9RnVu0LvH7gmDVxVG9UGgE9T2Bu9TYs6qzcBC3OzCAI/jE0sM5hmiCCm/wX6sOo4sGzbIIzMkYUGtoI9B3wvMgOelucs8ee0MjpvWQoEb+HLsdYLYELdBOZS/N3ySQGYqgV1pguLl+SUxYXEK5P5Oyf5f5I8Gx/LbFjXIFb4Vs9uj1g1+fcxBoo/bVZQWTeU6iNEnAS4mLga/Uko/QFpEagOnJZAliOW4ZQBAnkLbW8EPBOgTpOmxaDxHdXgeeQb4+6os0qwFeaRwbv5qqAS9ewKQckmlPloLtnyql0H/ZtSCUyqvM+xiMPeowT6eEJeU+K9IF4Fng+Oi/hA8F8zJg8TfiQG+igdxkQV5XMj6k8v7Pwl6N5WTgFuu7xn9abFWbwACCWadrk4Qmj7QxQDn+hBpJZgBvgwcK1mQxwpvLMIl6OUkwEtTPiXYt5S2ikVr+oVyFVwHMGdmOeY+iXoSfx8G+BdLRryDlAG+sHQca2JBHiu8dRHORSYGfPu6aE9eKRcuGcwM6jTSHjCKAc7fhbQezACfzwMjQ8AQyDYCnWA+Z2vZ7MKrjYHZdsmsNwQMAUGAX1flbC0BznSQVFpqCBgC2UagOcx/HKwD/Ixsu2TWGwKGgEZgNg50gDfoSssbAoZAdhFoDdN/A9YBPjy77pjlhoAhoBE4CQfLwTrAr9QNLG8IGALZRID/VGECWAc389dm0x2z2hAwBASBwcg8DHaD+z2UDZNGlhoChkC2EOBz71Fg97JcAv1e1HXNlktmrSFgCBABvlgyDSzB7Kb3o+44sJEhYAhkCAFu+b4A/DTYDWoevwW+HrwX2MgQMAQyhEBv2HoTmB/s8AruJ1E+FGxkCBgCGUPgRNjLb6x5BfYmlP8c3BdsZAgYAhlCgO92jwDzqzpewc23274PLsobfXDVyBDIBwKHwo27wJ+BvYL7QZRzc4uRIWAIZAyBc2HvPLBXYPMbazeD+S5+rogriEkR9/XuCN5JpTovdSzjWzxpoA0w4nUP5iAxSg8Cu8GU7uBuKuV403QMDrroglL+WaR3g6eA+b537shvkJcLRglMSSu12z4n6HEgeAW+LuPXP4yiQaAFxOjgdYOZxy1rUDUdfRjYXC3PNUmQj4OXBFKCVVIJWmmXazAidI6fTNZB7+bfjlBX1kW1hQNegSuBvXuEDq6ALJm1+Zy7EMTg5eoi70Xipk+hYB34Qyf1KvskbmN8yueqKgeb5g4++1Zq9jEq3cB3jzdWEpChOmJYKYh3jcCXtZBB/F5TKZ9za+LxbF1QlDzvfV0wvHzn5adXMPotY2BzYOeBeJWjg94rX+3Kpw1k8Fvh5HK0ChVu4OtjDuwwxMtgftnVD/P+tlI79/6XJ0LiwuDm1WBYehsCdAC7AR0Wi7D2pbq/DMZBsJI/hlfQMkD5qMHIHwLN0Mwr8HUZv/8VljiwJeh5otZBWC0o2TYt9E8Y4gate5yXCaIumEuQ10V5gZXy2+k66N185xxhI08oKs3EuVzVTstvaEGell+isR28nNeBz8UnHvPyV/K1rCij+2Zi4FXif1Spd/vy6kUT+8tsvFpXWD55BCzIk8c8Ko18NiwnAs6EbuCVO87Lgl5UOOZezv8DdkmcZsSn3hwAAAAASUVORK5CYII=" 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