<snapdata remixID="14359821"><project name="KochSnowflake" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="KochSnowflake"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="koch curve, level: %&apos;level&apos; size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>0</l></list></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="koch curve, level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="koch curve, level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turn"><l>120</l></block><custom-block s="koch curve, level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="koch curve, level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block></script></block></script></block-definition></blocks><primitives></primitives><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" id="63"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAB4KADAAQAAAABAAABaAAAAAAHwbojAABAAElEQVR4AeydCZzN1fvHrWMbu1Qo+55dtGraZCeS0EKLSpQUkUT7rtLykxYUChnbyFKJkErKvmYnZJmxb4P/+zPd8R9jZu53zL137nzvc16v557zPdv3PJ/vfc5z9pM5kxlDwBAwBAKMQNu2bS85ceJEt8yZMzeaOHFiPV5/OsBFcNXrWrVqdQ8MDT516lSNnDlznhg3btxOVzHoUmayuJQvY8sQMASCEAEURYEOHToUPHny5A6Ubz+K+BpkyjeN3yomJmbcmTNntmfNmnVzbGzs3c2bN8+dxiwteQAQyByAd9grDAFDIMQRoMcbjtLNBgy/ong/P336dD3s0/R+24U4ND5jn8ZNHTL7I1u2bNeihGegkO8NCwubTG/4lM9eYhn5FAHrAfsUTsvMEDAEkkIAhfAI/tFQQRTDmyjfO+itvZhUXPO7MARozCwC10iwnk8ORzzuExeWm6UKBAJqkZoxBAwBQ8CvCDA3OTNLlixv8ZJ2W7dunb9o0aKTfn1hiGaeO3fuzgcOHLiHxk0YEHxJY2dbiEKRIdi2HnCG+ExWSEMgYyOAQmgoDlAI/ytTpow1/P30OUeNGnVgypQpR8j+bqg5pJEHM0GKgCngIP0wVixDwE0IHD9+fCT8lGZYVKuf27qJtyDlpS+NnW7Zs2fPGaTls2KBgClg+xsYAoaA3xFAEahHthHaxcKgb/z+QnvByzR2PmThm3rDZoIUARsKCtIPY8UyBFyGwAz4eYvVz13oDecYOHBgLBS3/Ujbko4ePXq2MxAdHb1/9uzZsS7j32fsaCsXDZosLLbKTC/3VM2aNQ/EY8lq80LyZyX0t4w0NEUJb/HZiy0jnyNw9k/v85wtQ0PAEDAEPAigCOLmgFmIFQkdWLx48akWLVpUV/CRI0c+QZHsgVbLLlCgwEmUTClPUrPOR+BderZ7wWoNQdHCsk2bNpUUDeU7TBgSvgrMm+L1sPzNBCcCpoCD87tYqQwBVyHAQREfQXlRDjuhniiHcVCX22+/vTKMtsWvAc+x2B15ngN1gswkQoBGy8V4dYJugQ5CXaEoVpl3btasWT3wawGO1+CXjdGGlmxNyorbTJAiYAdxBOmHsWIZAm5EICIiIpzh5UP0cM94+NuDXQSl0Zeh5/fy5s2bhRXThxVGT/mGyMjInz3xzAIBGizzULLX4uyP0h2kFc8JsNyLf2HoabZ6DbatXiAR5MZ6wEH+gax4hoCbEJDyFT/0zLKgSLRF5hBzwvkZOh1M2DEpFHrKufD/gvAHFNfMfwigaCOkfOnZ1kD5funZbiQs1ZHqQdguhvPDNdpgytf+NYaAIWAIGAIpIsCiISnbs6Zhw4Z51KMTcZ7xVWcDzBGHALj84MHnucSQ2PnPiREJ/mcbgg7+b2QlNARCCgGGWWfTw/uZhURvs5o3jN7xiWnTph0IKRASMdu4ceMcrHwuwPB8fnq6axiyj5gwYYLmys1kYARsCDoDfzwruiHgNgTuueeePCiYG5j/7Z8jR46tKJzd2Lo1KWQNK5zLgMExMNECtl8EBPb1IQuIixg3Beyij2msGAIZHYGvvvrqsOY0MRpiXY7dCrs3w6tFMjpvF1p+RgM6kXYuWLTH1uUKBbUAC9tMBkfAFHAG/4BW/NBCQBfZhwLHDK++ipK5lZ5eA/FLT/izUOA7MY/M90bg1x+6Hjymsrq5JA2UmPgFWInju+W5adOmBfmvX+QWfpLjw+aAk0PG/A2BIEKAOcB8OXPmvAaF9B1Ug+HIXSipf4OoiH4pCgqoFD2/S+H5F5Rw2fHjx2/wy4uCNFPmw0fAOwufTz8+efJk7ft1vYHnovD8Kt/9EtYAdN69e/dBrZB3I+OmgN34VY0n1yCgHi+Lb44fPnx4GRVScRiT0lUF9REK6RUohgvXj7qGYQ8j8B3O9qQ8NDR649UTfkdNmjTpbrfx6Y2f1q1bX4ny/V3x8uTJk5+rBsPo/WrvtOsMh4zkhamKfPOFHua0H1xrAjry7b/GHb933BOc8S1TwBn/GxoHLkSgU6dOOfft25cfBTuWCmgLLP4DXccwZEv8duB3HxWV9n7+ioLujxLe7xYYOnbsmO/QoUN9aXA0hsfXUEDfcDxlruHDh7uyF+TtuzEK0Jc4TcBjFN/7ddx1+OYH+Oa7vaXNCOGe070K8K11FKmOz3wHXodgq7E5FHdD/LX4rD7uTW4a+bE5YL6qGUMg2BDgVKjWVEha9VqLsqnn15vK5zX1frA1PDcKv8ug7mzXiXHLIiX1fOnt74e/PvBWWMoXDF4NVeULBplQtsOwrgOH/0E6yORvtmZ1UZgbDP/z56R84WUX330qVBT3CA4UGQe/GyApX53y9RvuKGzXGLsNyTWf0hhxEwJUsNOoePehgPqxBWUkvZ24E6TE47Fjx17F0iKlbLlz534G9y1uGZYUn/T4tOJ3bo0aNfoz95cFirs1SbyHogGTnfCdmWM8s+XLl68s2EhZzXMRFrPhpRvK9cr9+/fv4HvHxvPG2od63JR16qKLLipCQ3Mx/l/Fh7nBth6wG76i8ZChEWDRSeEmTZpckpAJlG8zngvRM3ifudB8CcM4lOK4iDnBuvhrhezViXvAzB1eqmHshOmCzU1vN8wz/Hi2aJ55wOupjJ/llp8bPZVxSCvgeHBQQmf4P3ypZ5SwzoM+a3QKVuL/0NnAIHK0b9++CMVJPPUZoSLC0wcJla/89D+XH8r3WR4vJs6d8k9oxHvC54zkNgWckb6WldVtCGTmkIXyKJvP6eV+LKWpE4/EJAp4DL3fSurtsBK0U1KMk+5eaDRxC8f3gFFqhZQnaZfQm3iqZcuWGqYOOqNV3dxX+yTz2cvo8Zb1VMyZtNKXyrYQBR4OdYLMeBAAl+tx1oPqMvpxticoBQSOvcLCwn7DXVoNumADTQ0tylWB3ux63A9rqiFBGd/hf6ztZi0p/+UJ/BM6u/NwB/KgvdBxRqul+e/cDO+HuQmqBnme04iNjxfMduKWSDCX1cpmCLgGAZ15zPCxejEzPExpJXMuKqLWKM4pLDpSRaPeTgzxyowePTraE++sReVTk4e/5IES1rxZJirprlgDoW1QCSgTiu5SesuZPEOZ8ko3o0qSIfQDqjQ9hYgv5zNUrsPhXwdNxPFKb68etyHFr4hNtzIH04v55tMpz21g0w8cv+DyhRj+K3Gr4MFuOxgWh55iCkOXNaT7ammGzXPScy9AeR6gfC9T9i2QlGws/8nC/Ddz85/VSWfdoOHsce6MfZ6Bb027aDHaQhqXzWmwnibdXJ4rQlqspf//SOSgF5gcnzp16nnyQnjQGesBB90nsQK5GQH1cqU4Uarxc7qbqTCfoEJ9Er51Kf1eKtST2Jt4PoDdKynlK4yorBaTtg/OBVRwbaiQ1lM5acGKhmx1gtRIKIrKqgthf6L8ykHqXQbcqFdGz7wMFe5v8Kp5ax139Ta2enUyi+F1LbYWnM2DnjXlCwqJDEorbgiW772cHu9S/iv638yEXoIaKzo4LqGBsxnMO2tFufzSw/Bfy1WwYMGn+O8tVnlVBhRkVSz13r9hsd0AwqbzP/jVE/aw7KQM/3UpaTXWxvD/GUK6D3Brgd5KDidRQ1MNtx95z7eMGL2khh7PQW9MAQf9J7ICugkBhg7fgB/1WndB6v1mpdL4jKG54bh3UrnMoULaDf0MbaKS1QrYlIzCdRG7VshGk34m9tdUWIuohAcQ1oznF7BPUWmtgx5LKTM/ht0H7+vJPyt8PY/diudPKOcmyicehMUBSBWrrtz7AttMIgRGjRoljD7kO0/CPgapZ9gQLD9jr+wysPyG5x+gvbi/QMlpAVe6GP5rRyiDer0n+S+qwTVYi+wo+3v4qaHVE7+LiaOG4guESYkmZ854/jdqtDWB2kEDyGugrl4kTP/1YeRVHvdjvHtHu3btyuIX1MaGoIP681jh3IYAc7IdqCBGUHGUplLaQaVzKp5HWu1Z492yOQEoc+JFKQnDE7mzkD4b+cVWrVo124oVK86pzOgNNaJymkqaOuo5J0rr90f4rgbfS3nRjbx/dsIX1qlTJzuV6ClP+U8SdiZhuLnPRUCroaHTDDFnTXzvLxiG8f1j161bp+1c40m5Drw1LRFww38ukoZUzLZt2x4uU6aMRmU0DXL2/+4pUGbKnCUJ/+TKK52V5P+DfLIqH0aYniNOG/jWFr6gNqaAg/rzWOHchgCVg+Z174HGU0HcEQj+qJhy0SOQ8isHPc173wnEexO+AwX8JAp4ELSd4fcqnp5cwijm9iEC4P00WL8FHePginPuXPbha1LMiv96nKKk4aeTrEanGNlHgSziuoqG7QJlh/Ivz6K+v32UtV+ysSFov8BqmRoCSSNAz7c/FVIjQptr5WbSsXzry7xrW3LUoRY1mINTAyDgBr51ilNVSKdcNQt4AULshSjeJ6CnYLtEerHO/y0fZVCjSwusAmJQvnfxovFM65QIduUrQEwBB+RvYS8xBP5DgErpJSokLTwZFhUVtSQQuNSqVUtzbOtRgkvoCT8SiHcm8Y674XmFiHntMUmEm5cPEQDn52nsaHvPZh9mm6qs+L9pEaHO8X4hVQnTEBm+PyZ5GxZibWO7k0Z8gtpkC+rSWeEMAZchQGU0nYrpLuwhDNGVokd6jHkrvy2UYfg5P/PB+XnfACqnKcApCrih4fE978/EYqFncRfr0KHDoeRWdwe8cC56oVbZg3M4OP8MW7OgNenI3kTevZ+yLJcypHd6wF/nOCNLBXiXtjvt4z0DcbeyHjAomDEEDIH/R4DKUYuhsuMzH9pIj3QNStIvWyaojGuTfwy0mfd+zfuyYN/0/6UJqOsWvY3GxyTKsIW9mvuoNOsFtAQh8DIaN1+h8NbC6p+QvnUnKL1MK158H73RlXz3dZRtkL8Kgkxpa9tGlO8W7IFQzYzQA85CQc0YAoZAgBCgx9sZKsrrclAp1cGORkE+5I/XUyk9AU0mb+2vXMV7c9ADedcf7/KWJ4tw3mW/ZhjKdyll0lYordDVHKUtBPUGnsNwGjQ3E/Vm8NUBL0fBujEL7nI7TO7zaLybImR+gIzXYTeEOuqUNl+/SA1Y8tZQd0dsjbS8qHdnhB6w/fl9/W+w/FyNAMIextnMRRDuf9LKKC30G1HCGibU4QlVUVIr05pnfHoqY+2z/ErPqoywRElu31AcJwbewxkujz9AxEmSpOLElYPyxZelM+UbnlRE83OOAHhqCFa93tL8l3qqweM8ddIx+X8WI+QU/3XtWU+TYUuS5qRfIJOF3HJ0TSq213l9L3nr1iTtKPhKDdxUbGlKMm9hiVyGcxDMtiQj+NDTesA+BNOycjcCKKCLmGN6HOFcqX2tmm9LC8ecUDWfYTn1COaS54NpySuJtI/i9z69gSKesHiFl0TUlL3gswTUgJ76QSqnCHAonnKKFEPjykFFKey0HaonJKVsJm0INCd5ERRRdf5Lo9KSlRpaOlOafIZBg3SCGX5Z05Knjs1kaPxq8qjB6Vhx0xFpyS8+rZSllC/UlPyfS6vy9TQ6niOvn3BXjD+jPP59vrbtj+9rRC0/1yGAsr0MRXYQ+hdBzw6DG6AyPPelghpbuHDhrUOHDtUBEo6NKjWUufL4nkRnUMSX+qKnEV8AKo9bKdtMPaPs8lKhFEhti56eRVHKFwbP2kLUgKx2QFKcOvqyLfnHprbMwpJtUftpfOwnH+3VbEYeOiDETBoQkIKkgfQzWVzDt+rJvOvM8ePHr0htllK8zKNeSTqtVNc3yq88yPNavvlOzljWf9+x0VnQHJepBptGZAaSz1R65z7dhoYS/oC8tdVpJPk/yyr7wyjifTw7NjQwS5L2ELTHkyhOxnE/juxEcejJRseZpSKiKeBUgGVRQwsBKrWLaLkXpkKaBueRkCqSzCi0XlrYhPt2aAhKSlsfhjhZ4aneJEqnHPG/x25D2g8Q+tdQQkPw86lBgb5J3jp7V0OTXeDjJsq9x5vSVGXOMLt6QK9TvkvI41vS96Yi0krWNTy/z3NzwvZTKT+1Y8eOTYlPZCL8HEODQEcOFiH9jwR8QVqVaz2YqQdsxgcIgHFdvtlCqBn/ra/BuC/f7Ftv31uv1v+S71MT0ir5W0irOXrN1eu7PcrzM9g6e/lmvuFGJ405bry6iIbW4+TxAOm1HmEsZStGWjXkfGY8Sn4veT8B31LEf8H3i06UJpgVI53WZMyGdKynjm79lXwi4XMB7qaEj8fuAg8znMg4eTg2NgTtGCqLGGoIoKzaIYSr4Ps0JEXRDiEcSOt6C261uidAajW/ADnaSkS8V0jzE/YuBFsrgk/h/hI/nxuU44dkqnNzn4NiqJSWw09Hby+ih3oNZVtHvDaUrQr2u9gvUKEdwT2QMuuEpZq4G9HTWlu8ePHrcKdoiN+Bdy8n0gGoL/m1oHzC0IyPEEDR/kFWI1EeUdg6C1pnRus7ejWkGUN8KV8pxx+glXxbXZjwCe6chEkJ/ct3/Jm4/fHzalC+/xJJ/71jpB1L2kG+Vr4qBPPJx8h7IOX6lEcp00781zY4WfBFvHuJ/xekHvPr0FVg9jb/9V9xjyffqZR9N+4vsZdh+9SYAvYpnJaZmxBAoL8XPwjk4ywcySWiBSyFnIkeYi8tbqI3XBMh/RbhVI/BqyHPGUTSOc1Xa1UweZTxKDavaVMbgXy3qIwiTBelp5yzvOXDEN4vxNEQ3JvwXAxeczJsOFTpyOtzPTOsqMvRB+G1a/v27fMU5sWoUtel648IR5WJ8vllWM9LOVwdzHd5SNjS2NIw8kLwHu2EYU889SLr1axZMyv/82s0nzpz5szDfK/yRYsWDeO/ew15xUIaxfBq+K9NJtJEZKQqZcrCaNKzXhNdYAQaC4NURspahizU8FzCELyTxkfcf5eytiRtbihffC+XMrcVlhydWoP81HgcCfnUmAL2KZyWWUZFQENwGiZNWH4qo1v1TMXzJXea5lVLOz582rRpx+WmotOhGroo/I74sHhbw1u4E8vYbfhpO8573oZt4/NJq62FKuQRtzCH996UMD+GqQtrXjahHz3TejyrIutNhV7Jw+vZRVx63rdvXwX4foY4F5csWfLqhOmVH3OJRRL68V5tkVEDYHSxYsVyJQwzt+8QGD58eNx/lJ7d/eR6JXh3SJw7//VLE/sRT3t2dVzpQIxGfM4a/e+1xoE8pdiyJf4P6TINz3/9bBo5iNcCqxX/p7bYZ+JlRmG+NmosqIws8KpL3hqGrpG4B6z/pUcWEr7+Os/D17ITyjiPcf959qw/gfsK+DkPS62TULoLNYkrhwvNx9IZAhkSAQmkBJWKR/eMvu4R2ri1EQjcWBTsFTAWy3B006QYJN0jxHuLtFK2cUbKnHzrUGGtR+gfSlg50bvsT5qWRGzNaVAFPUn8bTWkgtW7atFTONsjooxlKcuLlH8qCrNSvNLcsmXLH/hVJL56OnE958QFhDfN62k4shJuDddlkjJXPjgn8Z6XlH98OnpB31ARa9g6DxVao3h/s32PAApU9Xp3vk8ffZ/4N0gB8Y2uxu8fvk0b5vrPHgDD/+N+qCNxH4iPn9Dm3PLiPDcnTlO+46vxYfpvMwXRlf//Ov73tfXfjw/jm19K/MGQpm8Cst6Id2n1/0R4LB/fA6aMF8O35Fhzus8Kh/gyItc6uORq/d9ZTHlDvH+8zfyyGhxdya8Hdu14f7C7nHwbkN8u8m4G3+c1auLjpmQHBJSUCmBhhkB6IdCkSZNLUIjq5X6JcO1EmOIqJOzqzINGM4elXoHmKRdTmdSnlX0icVmpyBriNwNSr6Ew8fIh1Fq80pt8NpJvadzR+Fckz5xUVC/jfy9+HzC8pQUqgTCZKaeGgG+iPLogfQwKMjvP8UPAm3CXolyPUBlFoVC1Ovtn/LSC+lL43il3QqNKDV6245eVyukm7DXk2QT3p7i3QJdDMuWIdxx/jRC8C81liDMicS9LEc34DgG+z33gPpwcD+TKlassSjM3330Az/dDW6HL+N5/860b4NY31KpnraB+hemG53CfZ1Bc/+N/8QgBQ/lfvMKQ8hHS6z+UB5JdRumRqaFcuBETv9Id/9v4r8/E9rtRA5r/8Fq9CJ4qwfNhytGGx/egNZAalhq5ugh8NBJzDzy9gj2NMmq9xHkGBfsIfP2PgF3kWYP4GsH6hOfG0DZIC9iWkmdces54l1w4MlkcxbJIhoCLEFALGGpORbEDtnYhPFokomGrJ6FVCFednDlzbsAdJ8g8d09K+RKuOdGZhA/GOYU8nkXgFyCkSxVG/uWxpJwjUb6vEG8icebzfDiAypfXxW1z6ioHlYQUpfhS40I93V7YDysI90bCtlKpFuN5A8/dklK+hGXyrKxVL2s3VFjKGL634D4Jj49Cyncx1Bh/vU+Vn4Ylu5ryFRL+NXyfEXwDLSCKRFG+zP9vCt/hV956lP+eGkd/8S10X+97/CeG4Z6I37bklK9KS5hWQ0tWFvI/n8p/5SXlj98U5k6rKg7/nWWELUTp9eHxO+gdyYjCAmHU66U8T0FLoQjK8Td23H8PXttTBl2G8hP/167YS+LD8O+QXPmYEx5C2BwoknSvQ2OFLc/74U296bXkEwkeH4lo/NRiBXgO/L0aU8BeIbIIbkMAYZksgi/1BGbgnoMgjWdx0Rc8F4aGIWBqxUp5jkcAU1xkhEBqW05L8ulFuoM8j8T9KsqLuu3UQMI0XPsQ9kXQJ4SrJxJQQ4WsSmg4747CVsNDC6gqUWF8oQqSck/nWVhsoaL6Bnd2VsAOx07WwJsq+cOkGUck9Xpn8DyLivo7elyf81wG0giC3qfKeCRYLsc2EwAE+C4vQp34Jg9j5+fbD+W1Az2v7oetRpLWL9Qlzpu4+3vCUrJeIL5GOcJJo+mXe6EXPHOnb3r+O3sJ7ws1IY5kI6CGd34Bae++tghuxz2NAnyNDPxF+T7iOQL/gfhJxr+F3kcGYrCTNcSXzGp4W3iW5PlD3HF4gauwHID/bdgNef6TBvytuL0aG4L2CpFFcBsCDMeqhazebu34FY9u49H4MQQMgcAjwHD107z1KRqv5bSC3FsJrAfsDSELdyMCbWmtFqc1/LIbmTOeDAFDIPAIoHwrU6+8xZuLsnVJc+tejSlgrxBZBLchwPCoTqDSsPB9rNrN7Tb+jB9DwBAIPAIoX53H/RtUg5X+PzspgSlgJyhZHFchwLxnFMKiOcqX/HUIhqsAM2YMAUPAKwI06FWnXEHdsiw8PDzCawIiZHMSyeIYAi5DYCT8aAP9TK1YZNFENIswNrmMR2PHEDAEAoAAe4XD8+fPX5qRtUOsAh+AIn4aW6umvRrrAXuFyCK4DQEE5A54KgbN1opFWqzzWJhVwG18Gj+GgCHgfwQ4fasbdcpSlK62Lr5NfVIUZRx/wlaKBbBV0CnCY4FuRYCTbMqxX3EFC7GuRAlrf2R3esEaQjJjCBgChoAjBBhBK4by/Z065D0UbwncmdlZoaMrHRlTwI5gskhuRQAB6ojwaN+ublSpxG0tm93Kq/FlCBgCvkUg/nQwlO9S9r/XJPczqXmDDUGnBi2L6zoEGDaaTi+4BgK0FVuHx5sxBAwBQ8ARAjTa74N0Xnp7KFXKVy8wBSwUzIQkApwbq7NrG9MDXgIAOdk6oJOwzBgChoAh4BQBHcc5FCU8mnUkpXRJg9OEimdD0KlBy+K6AgFuLimJ0NSDdEm4bngZS+/3bo6qi3QFg8aEIWAIBAoBXXTyNy8bRV1Sm7pEOrUf9cl66pOD3gph25C8IWThrkOAM4wnICy1EJaNMDcFijLl67rPbAwZAoFA4Ax1ic6A1wUN8UdP6qKLprxc55+naEwBpwiPBboRAYacv0ZYLmb+91oWXemiADOGgCFgCFwQAqx61shZnC6lN6yrHB/m9ql5TjKzOWAnKFkcVyGA8m0FQ8XoCb/gKsaMGUPAEEg3BFgRXY2XvwRdwm1IdhZ0un0Je3FQI0DP9x7maHS3acegLqgVzhAwBDIMAtQnzaCFNOyv5w7mn50U3HrATlCyOK5CAAEZxzD0xwjLi65izJgxBAyBdEOAG5CGMLpWjgb+grCwMEcnYdkccLp9LntxeiGAkGj186UcFzeHFdFX0RvezSlY61Uez5ViuVHQWYiXDWvX+PHjdcScGUPAEAhRBNheFEavtgYXuRyl3oil/gjPkSPH5nHjxu1u3LhxPvwrHj9+/Aj+OhHrIS5jcDQHbAo4RP9Qocw2SrUZQlIU+yeUb3aw2IOAVeFoyoL4L+Y5K/4nsMPoLW+sU6dOlUWLFp0MZcyMd0MglBGgbuhAz/Zz6ofM2KoLsqKH38d+CkX8OPYL1BXx23pPcKaA5oCjoBRNfIIUI1mgIeA2BFitWBaeFqFoG6CIFyBYvXi+DLodAeuEMI2hNduW5/nYHVjpOA63GUPAEAgxBLgzvAh1xGzqgVmwvhsqCanOeJ+64jbqkLE8fwgVgTLFxMQ8M3v27Fi5vRlTwN4QsnBXI4Ai1hFywyHJQlaE7ATKtz77gpcS9gTPbyFohxHAKrZlCYTMGAIhhgD1wNuwrAsWtjBVpYZ7JlY8j6ROuBPnKSgrtIxGeh3sVBlbhJUquCyy2xBAoL6GcsDXl9AAhCiXlK/4RMC0ub4hztMo5VvlZ8YQMARCBwHN/VIH3AXpnt+W8Zxz8cLdDEEXw/8oVHnLli1XxYelxrYecGrQsrghhQAt3x4wPAjB+4VFFjew4EKtXTOGgCEQQgiwMPN+lOynsPwPjXVNU/nM2CIsn0FpGbkNARTvDATvJL3f/0HXMux0hpbvXLfxafwYAobA+QhwVWk56oBLmeNdQeha3N+fHyttPjYEnTb8LLWLEdACLdg7xUKLzxiO/hEBnEVruJmLWTbWDAFDAAQYes6FzEdCM6GfkP3SeDfyNTg2BO1rRC0/1yHAUPR0esJTEMIG2OXZ4xcxatSoA65j1BgyBAyBOAQY7WqHvI9G3q/H42sa4+2mTJnyq6/h0eotM4aAIZACAqtXrx516aWXrsyVK9d7RLuMxReH8JufQhILMgQMgQyKAL3fS1C4anSfRgn/tW3btvvZVrTFH+zYELQ/ULU83YbAGQTwEIq3BQI5GMHU1iUzhoAh4EIEWO/RCDk/ytRTE2R9mj8P4bFFWC78AxlLvkWA4agqnO26j9NwppNzDoRStymZMQQMARciUL169S8XL178KHI+G+rKQRyLDx48+IfTwzVSA4nNAacGLYsbUghwTnQJBLAspP3Ak2gVFwWAI2xF6BBSQBizhkCIIYDsX8sw9M/QvSzC+gLZfw77B86F/8uXUNgQtC/RtLxchQDC1waGdPzcFoRPp95EMCw1wFVMGjOGgCFwHgKceqc1HsOQ+4+x10KvMAU18byIafSwIeg0AmjJ3YsAvV7t+4vF/mDr1q1fi1N/zge5F0njzBDIeAgw0vUgpX6QrYdFaYzPwf2jr7mwHrCvEbX8MiQCCFkF5nrPOeWG1u+1MKMrxgaXLFnyYlO+GfLTWqENgTQhQAP8WeqAEmRyY+KMqDO0TemCjfWALxg6S+gGBJjruZRVj+Xg5UOEbAt7ft/h+Xf2/EnxzsT9N4o4khawhO8rN/BsPBgChoAzBHQgB0PPd6CE36E+mBKfqk2bNpXwu4J6YRxK+DHqiJ85R355fLhT2xZhOUXK4rkOAbVePS3b0TC3HroIyofSrcdcb2YErJbmgLBnMxylyxhOQ2YMAUMghBCgUd4Jdj+BdlAf3IBCzkn98Cb1QhP81kFqwC+G2uN/hoVaG3A7MjYE7Qgmi+QmBBComgw5P4Ty/Rm+dBPSEehpqB+0FiFSb3c+wrYfITuJ/TzPpnwBwYwhEGoI0PgeDs86A/5HerzqCU+kXlgI7cmePXtN/Ffj1palT2m8f8UZ0rdSxxTA36sxBewVIovgNgQQoKEIy0fwtQp6m+fJCNlEhOcLnk/xLGW8XHGgMZ4VkXiZMQQMgVBEgLqhL3y3pG5oAElvPk7DvB83pJ2gjuiH+wH8y+NfGvc03I6uJ7Qh6FD8N4U4z7RO+yMgXRGcq9G7m1KCIyIiIps/NuCn9E4LMwQMgeBEILn6gLniuGOdGZ5+kXrlYeqXiswJ7/XGhfWAvSFk4W5E4DqEREPPr3hjzpSvN4Qs3BAIHQSSqw90Vzgn5Wk4uhfKV1eY1naCiilgJyhZHFchwBCRhpOkfBvTctXCKzOGgCFgCKQJARRvI+aINXV1N+ToxCxTwGmC3BJnRAQQkiGU+1Xsl2m57s6IPFiZDQFDILgQyJYtm7YyFqJUP3B2fB0npbN9wE5QsjhuQ2AqgnIZtJStSLfB3D+TJk1a5jYmjR9DwBDwPwKMohVi7rfeiRMnYqlTxvDGe2jc/+HkzdYDdoKSxXEbAvUZIsqGsERBIxmS/pGtAxe7jUnjxxAwBPyPAHO/PVC4Y6hLpvK2J6Es1C/1nLzZVkE7QcniuA4BVkKXQkhmITgd2Pf7A8LzGqsWvS7Kch0QxpAhYAhcMAKcpFeSekR7gj+mDtHCztzUIz2wzzjJ1HrATlCyOK5DQNuPmKcpz7yNhqJjEKC+9IIruo5RY8gQMAT8hgCrneMb7fWoS55D+T7ByxwpXxXKFLDfPo1lHOwIaOsAQvMLyvd+yrqboejGwV5mK58hYAgEDQJZaLyrzniLOkQLOk+ltmRxm4dTm8jiGwJuQIAFWLeweKIyQqSj5Tbu37//0U2bNsW6gTfjwRAwBPyOwJmKFSse4y2vUYfUKF++/Lxq1aoVXLVq1T6nb7YesFOkLJ5rEEDx1mcOuDtC8z293nwwdhgFPJBN9hImM4aAIWAIOEKgVq1aHxJxM7SAtSRDGZIeyTnzjZyeL2AK2BHMFslNCKB434eft6AlUH9owmQMthlDwBAwBBwjMHDgwNM04nuSoB1UHCpMY34aK6NrOcnE9gE7QcniuA2B6TBUCiFpPXXqVMdXh7kNBOPHEDAE0o4Al7Vo+1EJlHGmv/766w0a+B1z5cr1p5OcrQfsBCWL4zYEaiMkZ7hK7GW3MWb8GAKGQLogcHrx4sV1qVe60wM+feTIEUcnYZkCTpdvZS9NTwQQktcQksGUoRFbj/KmZ1ns3YaAIeAaBBrCie4G7sr5AouccGUK2AlKFsdtCAxCSJ6HqeeZ+j3oNuaMH0PAEAg8AsePH1ejPjdzwuNZkFXbSQlsDtgJShbHVQjQOp1JL7g0SngdPeAWCMx2DuaIa7HyeCPCk4fVjMfZI5wL+2/OiV7pDQBWVTcmz6zEP4wdTt6rUO5/N2/ePDf53MQzQaeO4M5L+DLmjbRy0owhYAj4AQFWIt9EtrmRu6PIXTgyvi5ejpHVhshgmGSVOBoBW4OsrkmpGBopo164gbrjJGmPk6/SLSbPrbyrKP71eT5K2DTC2jG95eg2JFPAKaFuYa5EACGpDmOnsCdDe3CHcaRcdQSyiEeA9iOwBXjezfOxxo0b1542bdqB5MBAAFsjdCOUJ+lyYe/B1mHsLUl/L2Fv4M6CAOuour3kOxP7PsiMIWAI+BgBFGxNZO47spXM5qfRuxsFeZDGcB1kUGc0a9//MWRUCnoPMrqBBVQRWtGcXFGIez9xXyCuzpAPI1608oEehnri9xB2HuJgZfqXixnUA56hh5SMHcSREjoW5koEVq9ePYYN898ilI1g8A7oYQTnOEIUgbsowtaW51o8d+L5CZ63r1mzJsnbTXQTCgr1Y+KvJb6OpTsBvQP1ZZP+CtI+S5jOmv4K2o77a+ynypUrF7V27dpdxDNjCBgCPkSgUqVKg5GzMGTvbrKtirsLMvckz2psS2HK1nnNBQjrR1ifHTt2/IGMr8PvPNOsWbPipP2IuFMIHAdtgiKhJytUqLCEME1nfUL4AtwLGE1rTl7r8fNqbA7YK0QWwY0IcGzcFgSlGryVhaQIe0P3QplQqAcI05CSVjLuRKjepFVdCvd5hpO0HsWzAlSOlvY00t2LQF/F807sr7ELkb4q/h9yTuwjPN8A7SXuByhvawADhhlDwFcIMBrVkrw0HZQHOwa5uxa35HgH9DokdzHkdilhrZDNBijOf7A/b9++fRHCzjPI6rPkkZc4VzDk/C7pHuNZo2jR+EWSXt3eawjTWdD9zssgBQ9TwCmAY0HuRwBhGg+VRYa+RKheljt+rojhqhn49QQFnfF6dVJokO42/McRrxdKfb/iIIR9WJAhpbyQXnYznjXsFWeIPxg/DUnXIY5dgejBxSxDwEcItCWfBchZz8OHD29Unsj0B8zJqqE9H//Ha9asWTYqKmq7wpDb0ch5b/wLHjt2TEr1HONpJDdHZr8izoD4QGT6Ic4RUPz15BHBO26JD0uNbdcRpgYti+taBJj/yZJ4DogjK9XSfR+moxCwVkkxf8cdd1xDazqKsNMo1DIpzRUrPT3pMbKgN8hTQ1dmDAFDwEcIILO63ew3qCBZ1kZRrkqQtfSdeqtnDfFfJu4zeIxAHh88G5DAQa9aU1Jf4LWTOOUTBGVKqt5IGO7NbYuwvCFk4SGBQGLlK6YRurkI52mcs1GcbWgFn6ldu/ZExUUoKxNeEeV7hPD1uPd4U76ePGcxbNWCdIu0eIs8d9PjnqswM4aAIXBhCOheXmRKw8vahaCebjV6vZsS5XaO8lUYsjiHuFLA8ySP5HFqypQpkxTWpk2bqjxXIFwjW5pS+lH+CU1S9UbCcG9uU8DeELLwkEUA4dRKxq2QhoyP8pyZ027yMCw1muGnofiVRCgvQkClhHOxWjoHSvg47pSMVmjuYl5pLMpXKzALIug1xo8fn+QCkJQysjBDwBD4DwFk6SXk82aetLBKU0a78LsUe8N/MZL+Rf6uJP42Qj+B9jMcnYdecSP8l7EWRLsksuOvqaI9xKuC7VNjQ9A+hdMycyMCtIy18jEKgW6NQJZG0DWP+xF+zaGn8PuAoS4NQzsybIcogqD/hEA/SNopJBrN0JZWZZoxBAyBVCLA6JTWWPwEPY08XYv9J/I4KBXZZCGPH0n7BjL5EnQQ92TSv0VD+QZ6wR8g7w+yV9jR3t5UvDeTKeDUoGVxQxYBHaiB0tRWpIugfJAWcYxCcfbHTrXR3BEHt1+FoOtiiKzYTag05qQ6I0tgCIQwAlokxZ7bOchPCRTnPK4HvBfZ0lDzecPN3mDSMDaKdhbxCkG5IY1+vcyirS/TOtRMPkkaU8BJwmKehsD5CEhp/vnnnzegiHtER0e34f7g2PNjOfehZ60TdLRNoh+Vx/fMBfd1ntpiGgKGAErzUmRoHfLzLGj8gQz9kkZU1BvuQH43kdf9aczLa3JTwF4hsgiGgO8RYJ6pCbmeQPl+j70Rqk1vOsb3b7IcDQF3I4DCHAiHfaBJDBe/yhTRYR0DmxG4zpoRCmllNATcggCK9xpO6rkNxfsNtA7SYSDPoXx/dQuPxochEEgESpcuvYC52kfptf7I6NRryFRNTqE7Xb169c0rV67UyXRBa+wgjqD9NFYwNyJA67w7FYQWcC2ANNT1m+aY3Mir8WQIBAIB7TxAjnojV7fzvjVQTdzDOFijRCDen5Z32BB0WtCztIZAKhGgB9yVyuFtKowbmWP6LZXJLbohYAikgIAWZbFFcAJRKrCNqDZ7erVFMGiN9YCD9tNYwdyIAD3g+ihfbep/NyIiwvbhu/EjG0/phgDK905kqwEFyIaslUq3gjh8sSlgh0BZNEPARwh8SgUxmLyq5cuXr6iP8rRsDAFDAARo3Oru7UU4+2NrG1FQG1PAQf15rHAuROAxeNKtLG+zUvMfF/JnLBkC6YYAi7BeoIFbkQJ8BhVLt4I4fLENgTkEyqIZAr5AgD2L8xgaa4W9gvngDlQWu1gBHXfGLNspGvKsQwCO0nrPoTA7nMMXqFsebkBA9/Ky2rkBcqFFVzqjPQw5mkNDdhcH5ZRG+V7FvO8h/BcRpzKLsHTEZFAbU8BB/XmscG5DgIpB58luRQmPphLRaVoXU3nUxj5O2NdUKPuxtXpzK+GFOGigZmRk5GaezRgCIY0AyrcPsnE7cpHfA8Q+5GgU7mdRvq9gX0N4EexYaGuOHDk0xaM99kFrbBV00H4aK5hbEeAErMJUIjMgXXcYBY3BraPz7qIF34TKZAh+3TxxPrITstz6TzC+nCKgm4mQjbnE/xC50PkVschIOPZd2LrP91PcutVIjdnFjCq9jx30xhRw0H8iK6BLEchC77YelconVCBl4DErlcgWWvlPcDPS94Q1pjf8Gv7laOVfRy/4T5fiYGwZAl4RYHpmMpGqIitLmJa5A/dp/MYiM3WRjxLIymbC5qN4O3syS/VZ0F4L4YcINgTtB1AtS0PAAQKnUao6/aoGFUlfKpJwerr9EqRbTqWiY/VeQ0lfib8p4ATgmDN0ENBFKHBbH/ofMjEPW/O/mVC2dyI7pZCdL6GmyM9B+WckYz3gjPS1rKwhg0ALDMpXF4PPO378+C0O7hkOGWyM0dBDAHF4FHl4R/KA4m3oFgSsB+yWL2l8uAoBKpulMKR7SefnzJmzBS19rYqexvDbXlcxaswYAikggOK9keBi/Pd3Y+tUK1edHmcKOIWPb0GGQHohwJBaFSqdDdiPU4aTkLYmlcV+Ib3KZO81BAKJgIaXeV8k//s9yEJJ7M3Y2kXgGmND0K75lMaIGxFgr/CbVDrarlQRW8PSDViktcGNvBpPhkBCBFDAb/PchXnfm/jffwy1dduWPFPACb+4uQ2BIEWAykgHzOvqwl+YA7s3SItpxTIEfIIA//c6ZDQL0ihQPxZYTcOdIVY2pwYAO4oyNWhZXEMgnRCgFzCMHrC2YlyTTkWw1xoCAUMApVuXl+3hf/82//uVuF2nfAWmKWChYMYQCFIEOH6vBsPQVTic4ykqpQcppg4bMGMIuBqBsLCwYTC4l2HnkSjgGhxecxfPrtNXOlHEjCFgCAQZAjrbtkqVKs0090UF1IDibYH2MPz8XJAV1YpjCPgcgZUrV56qWLHiTv7/t9EL/psXfFypUiX55VqzZs16n78wnTJ0XYsinXC01xoCPkWAiucKMvwK2o4CzoVdGXoWMmMIhAQCzPtOgdGZ/P/vxJ4D9cXd003M2zYkN31N48U1CNDqX86w80GGnRfS6+3lGsaMEUMgFQiw7729ojMErQboPOgPPbvFWA/YLV/S+MiwCFC5XMGBA9UTMoDyrcTzGlr8XTkXWkdRmjEEQhKBtm3bZqVBOojG6E7okoQgNGzYMA9rJDok9MtIbusBZ6SvZWV1FQIo3WIMNd9MpdINRRtORfIGineO9jpy/vNqwj7A/0Uqn1owvtBVzBszhoBzBMKRgxrQMGRhfnwy5KcF8nIN8tObbUu6enAxo0Wz48Mzgm37gDPCV7Iyug4BKow7qUyiqUCmU4H8ReVyDPtaGG2CnQ/lexhbc2A/Zs+evcm4ceNOuA4EY8gQcIgAo0QPIQ+6YvBn5KY38nIGehWKwF/HU16H/S1y81FsbGz0lClTVjvMOl2j2SrodIXfXh5qCKB4I1jJeTsVx2dUFv9QaVSGBvA8FywaQVtx687TFdj1oF6cfLUq1HAyfg2BhAisXr36T1ZB347fKmSiJ7LTGPdm6Ai93luQqfvxW4TcvIRdu3Llyllr1669ZdmyZccS5hNsbpsDDrYvYuVxOwKqKF6lovgBuhFmp7PaczSLTXTmbSSVS1P8fsCWkh6Df5TbATH+DAEnCCAPvZGR6tAW6ABUCdIVnmeQqWdw65AaLdQqifujQ4cOFXaSb3rGsSHo9ETf3h1yCDDP+6QUMHO89SdPnqwbj8wYAoaAjxBo3LhxDswosqvF1E1tpm72+yhrv2RjPWC/wGqZGgJJI4DyLcUc1lpa88MjIiJyJh3LfA0BQ+BCEEDp6sSsCGjXsWPHCl1IHoFMYwo4kGjbu0IeAXq+EwFhDAq4VHh4eNAPkYX8BzMAMhQCLGq8EtlaQaGHco92UPd+Bawp4Az197LCZnQE6AF3hvpTSbwRFRWlawbNGAKGgI8QOHny5GvM/15Edh8cP3486HvAtg/YRx/esjEEnCCA4l3MEHRblPAGtlbcT5oYLcByktbiGAKGQNIIIEsVCLkO+TqMfGnXQE7mgncnHTt4fE0BB8+3sJKEAAK0zi+nkliD/TXsroVKsjBrHSuhl4UA+8aiIeAvBF4h4yuQq1LYhyRjnjngoB6GtlXQ/vo7WL6GQDII6Pi83Llzf00loeGyyUSbxF7GB5OJbt6GgCGQAgK6spO531+RJ90UVgyZWkKD9ssUkgRNkCngoPkUVpCMgAC91csoZ10EfEJay8uhHHXIozfUEGqHEp6Z1jwtvSEQSghwbWdulK+Op9TJWD8zndMjrfxrOJth7HLI+HdpzctbehuC9oaQhRsCHgQ4evY+nDcxf3snirgHAv8bSnPxhQJEPrtorc+AqpDH1ZAp4AsF09KFJAJsOyqE/Gha5z12GCxICwiekam7yK8l+V1HA7kX7gUo4pVpyTeltHYUZUroWJghAAIIYsOqVatqz+5QBFPKcja2FPA/HI9XGDrGUXkxqQGLPO8mfhgCPpZ8NrJis9vff/99PDV5WFxDINQRWLVq1QHkTzA8D2WvUKHCXp7zrFmzJlULsOj1tkaZS8aHI5OFkMk/cT+F/Rv5Va1Vq9bO5cuXH8HPp8YUsE/htMzchECbNm2qcqZsSwRyCFQROoxAzmd4SofBawXzIugdqDjx8qOEvfaG6TnfgkC3Jf3HpNsLVcQ9kMPjlZcZQ8AQSCUCyN0vyJRGp1YwqjQAu26VKlXCypUrt2Xt2rUpKk0awjVR2q1IMxTKQ/p82F955PNe3JLpj7ngIS8yXoR3LeHZZ8b2AfsMSsvIbQgwpFULZfspfP0I6Uq00yjhlzlCUpcovI7frdiT8b8J+wXNR3nDgLh3I+QDsacSV/f8Tmbe6htv6SzcEDAEkkXgDCG9kCmdE/097ouR20HMDedPNoUnAFlsAunaT8ljKdJvJO17yKQU7YdQc8K0UFJD0z0GDhzoU51pc8Aga8YQSAoBBFF38p5AAJcgkNrmcNYwL/Q2D2+zArM44bowIYZebIqtbSUm7nKsdgjzc2mZP1ZeZgwBQ+A/BJClibgmtm3bNheHcWiLXzj2Pm/40LNdgowrGiI96auE8cnyGT2z9qMccWbhXIYCPp0wTlrdPtXmaS2MpTcE0guB1q1bX8s80BUJ308LujTPf6As+9K7jZtoShguN3GewCoIHUzcA2Z4qz0VwiWKl8Bom8RyaETi+AnimNMQMAQuAAGUbgeSXU1DdyNKs0DCLJj+acK0UvmEfshvRZ4XEf8dLnIokTAs3k0+GtY+iMyeoy+R7azI+AO6ACI+bmpt6wGnFjGL7yoEtOUAwdKl3lrEsR6BGkXPdxLDzLsQvJUMQ4/A/w0EVQo4qUu+q5F2AQL8Q3wPmDyvxq8+8d+hQhhGnnNoTce1rvGfjv9+4nfHLcXttddMHDOGgCHgDIEaRFuLbGla56CSoHirIW/aZfAG8jwH+ZyaLVu2kdyUdJR4s6BjhL0SFhZ2OfY26BxDeHU85mPPiQ9Aphsj25LxAZw5XYl3/EYP+tv4cKe27QN2ipTFcxUC6n2iVO9EqPYinJrj0RCW9vjqjtHGUEncumd0JPZXKNB7sc8zDE9VJ5/pxD9JYEviF8d9PfQkz99BDXDvQODbIfw6o7YT72uHku/vGcbGy4whYAj4AgHksRjyOA2Z03xuY/IshUxmxz0c91ioHpQLaoEMliBMPeAXoU+R8a7Y5xmUrfbpS6FvRnbvwS5AforbCnsWfhG4f4F6Q5nIRwu3HBlbBe0IJovkJgQYbr7DI0hvIIDq1Uooe+K3DtLwVU7oFcK0FaE+80QPsppyV1IYsN1hFyswLyN+uPJBIJ9CsDWkVY5nCW4V3Ifwa0V+j+BeQpyLUL7tk8rP/AwBQ+DCEUAeD1asWDELcqZDbvIhcy8hb3/h1i1JHaFTPEtey0DP4r8Qqo58tlda3OcZVj6vZwV0PeLHEHgH6R/GvRR3fuT4OsIa4qeeczf821AfxEJ7Saf4KZpzxrRTjGmBhoBLEEDYHkJQJETq+d4MDaPV+iO91BEIkoakyhM2Afs27A+5tUgrIpM1CPkbxN1PhHDsSbTAryJdf/KM4V06Hi83z8cIm8FzFXrCvZLNzAIMAUMgTQhs27ZNOxd+QebKIHMa2dJuhfdZSLkK+138N+B3CRQJRfD8qnY24E7WILPPkjYfJDn/HrsC9tNKQAO9D5YOA1Fj/l9oCHVCcWyvxoagvUJkEdyGAHNA7yFAHVGUEePHj1/hNv6MH0PAEEgfBBiu/ow3t0YB14qMjNzsrRTWA/aGkIW7EQGtWtxEq3aQG5kzngwBQyDwCGhhFm9tTeNeV45e7KQEpoCdoGRxXIUAAvITpEUTFSIiInK6ijljxhAwBNILgZq8WEPQYzy213KYAvYKkUVwIQL3M1/zAMNEfWbPnn3MhfwZS4aAIRBgBAoUKPAur9xPvfKx0zngbAEuo73OEEh3BFC+a+gB14GyMWz0KM9bWaCh06zMGAKGgCGQKgSoQ7TlqUl0dPQJFO9q3FrEqVXRXo31gL1CZBHchgACkh2e1mN/iaB0xv6KE3LKuI1P48cQMAT8jwD1h46s7E5dot0QTXHrYpWiTt5sq6CdoGRxXIeAznBm29HrCMyHCM4sGNRG/B6uY9QYMgQMAb8hoBvTWMyp+mMM9ch2Fl+dSs0BO6aA/fZpLOOMgABbkm5FaHS94FUI0q0cJ/lrRii3ldEQMATSHwGGn2dSinzQIhrwj6W2RDYEnVrELL6rEGAT/VYYmogCPgSVdRVzxowhYAj4DQHPDgrVGQupO+ZeyIusB3whqFmaDI+Ari1D+d5N73c7wqO7QMfRgr0zwzNmDBgChkDAEKAH3IaXDWcqaz5TWn2xM3MAh46wdWSyOoplkQwBFyGA0LRnuLkTLL3MqkWdVqNzY5/k7NZN2GYMAUPAEHCEAHXGKs6evpVG/L805ruhgHUWdKYKFSrs4fx4OwvaEYoWKdQQuAeB0V7gcQjMlTA/lN7v7FADwfg1BAyBtCOA4n2GeqQw9YmGojdD79Mb1lnTXo3tA/YKkUVwIQLr4akegvMSKxaXuZA/Y8kQMAQChAALN3WjUiO9jtG1YVgHUMg79OzN2CIsbwhZuCsRoJWqm0t0co0ZQ8AQMATSjADKV9ePNkf5/oZd2EmGpoCdoGRxXIUAArIAhhajhEtpMZarmDNmDAFDIL0QqMaLo6lXpp48eTLaSSFMATtByeK4CgEE5G6U8H0MQfceN27cUVcxZ8wYAoZAuiAQExPzES9eB72bI0cORydh2Rxwunwqe2l6IoAC3oACrsd9wOEtW7Z8nOctLMLSxd2aw3kAKxy/GBR0ftwrmSf+QWFmDAFDIDQRaN269aXsnGhLvXAGBI5AqiNmcob8qqZNm5Zh0VUzdlScoF7RbUgH6QHvcoKUKWAnKFkctyFwCoZWISzDECKdfFW1RYsWdXFfilt3BK8lrBbPv0FlOLayblRU1Hb8zRgChkAIIoDyfRK274B0fWle6ofl1A03MYXV+sSJE33xuxq/uDuA8f8le/bsBfHbCKVobB9wivBYoBsRYO/e9CpVqkxHYPIhWG/Qcu2M0OSCtIiiKM/qBZ8i/G3sx3g+Spqf3IiF8WQIGAIpI9C8efNK1A1vQb9SF7xHvbCWFBsgTWWpYa5RtKm4I3H/zGDaE6tWrXK0CtoUMIiZCT0EEJBDKNWoqlWrVoB77dlrAV0ELUQpT2DY+UuUdG2EqhDCdReb7aesWbNGw0tmDAFDIIQQoB74mDogG3XBv1u3bn39p59+moWf6gudJNkNdxNucQAAMPtJREFU+pPwf1C8L1BHaAW0Y2OLsBxDZRHdiABzOLMQnObw9hYC1hN3q8mTJ/8tXpnH2YRgTccZyxzPZfIzYwgYAiGHQBk4XkFd8Cu9YU1fZaLe6MkwcxPqjKGsFbmL5ycuBBU7C/pCULM0IYEANyW1RcDGwuwXKGYNS5sxBAyBEEOABVgNULKRKOB1KNprYF8LsXxibBGWT2C0TFyKwDb4Uos3mtXRcXcFI4if00M+6FJ+jS1DwBDwIOA5WKMKU1L7Ub5HaYxvJchnylevMQXsAdssQyAxAgjeRSy6mIF/d+gfKCvPWjfxDmTGEDAEXIoAOx+Kw9qX0FqUr3q9i6DdkE+NLcLyKZyWmZsQYEHFGhZqja5cuXI4fL0HVYUiypcvP9XJTSduwsJ4MQRCCQFk/hka2zdC99HzPcnIVy8WZo70NQamgH2NqOXnOgRQwj9Uq1ZtO4JYH+aKc4DH5VpB7TpGjSFDwBDI1KZNm+rI+lCgmI29gfUfb9IW3+cPaGwVtD9QtTxdhwBHVuqUG62EXE1ruKTrGDSGDAFDIA4Bpp40/HwKWZ+LrGu/r9+MrYL2G7SWsVsQ4LjK29mGtCk2NnY0QpkfashqyOVu4c/4MAQMgXMRYAHWZ/h0gnR3uI6djIqMjHR0uMa5OaX8ZEPQKeNjoSGMAEJYkwM42iN8g+j9VgOKE7i1b3hECMNirBsCrkeAKae/6f12Qu61E+J17KLUBUUZitZiLJ8ZG4L2GZSWkQsRKOtRvlPhbSfudfSCX3chn8aSIWAIJECAKaeVPL6BzJfH/hy7KQuyOiWI4hOnbUPyCYyWiRsRQOB20vI9jfBtZsi5nxt5NJ4MAUMgaQQY6XpZIRzIU5l6oDH1gHrDPjXWA/YpnJZZRkVAm+415Jyo/AUQvClQ9yTCEkW1R0PAEHApAq/A1yaGpA926dIlewIeM1MvdOdGJG1TvCBjPeALgs0SuQUBFlhVoWWr1u3TKNptCNQ39HzHsOBiGwKnm07mQhGExV015ha+jQ9DwBBwhgCyXxxaR+xl0dHRp5WKeuJurFpQT86Mv4LnBfSYh/OcKmOroFMFl0V2CwJqtXKP5/0o3tXwpNOudOZzIaguCrgZc73VsHXyzbfE+Ywh6IdwmzEEDIEQQ4CzoK+lMT4Jttdgd6M+KIq7HfZd2KOhO6HZbF96lQsaMtF41x3jjoytgnYEk0VyEwK0VjshSA8gQM/Rso3GvgJb14rp9qObcBfG1iXb6gFXw30/B2/scRMGxoshYAg4Q4CrS7dyMpZ6u1mpC+6kYX4vdcRGnnPRiG/JFsXr8T8CdcW/TaVKlbJzzeke0nk9vMPmgJ19A4vlIgQQlNthR9uLPoMuxT2YY+Z+gdSaVU84O/5DocsRqNfo/a7Cz4whYAiEKAL0bvvDuhrhv1InjKNuyMGJeF2nTZt2nGdNX+mShmmQzgd4hfj5sL0aG4L2CpFFcBsCrGocAk+6avBm5m0Wu40/48cQMATSBwHWlIxEOTfh7VdSt6z3VgrrAXtDyMJdhwCKdz+0EMYGMxds0zCu+8LGkCEQeARo2LdE+d7Cm7/HzuWkBKaAnaBkcVyFAMKxGgW8Faa0mCLMVcwZM4aAIZAuCFCnaMrqiBr3zBMfd1IIU8BOULI4rkIAAVFLVasYe3DizVFXMWfMGAKGQLogsHXr1iHUKUugl6lj8jophO0DdoKSxXEbArsQkpNQCYaNerEiegsLsMa4jUnjxxAwBPyPANcXlmfbohr1sbztiIjnA07ebD1gJyhZHFchQOt0H0r3d2go7lsRnKEtWrSo6ComjRlDwBAICALUI89Rh7SjLnkG+yZeOp0V0jmdvNxWQTtByeK4DgEU7sUISw8EJQoB0qKJL9lu9IjrGDWGDAFDwG8ING/e/ErqkBko3/HM+y7Azszq58+dvtAUsFOkLJ4rEWDbwDUo30dhrhl2K5TwHFcyakwZAoaArxHIwqE+qi8OoniXMI2lw3tSZWwIOlVwWWS3IUCr9QCKV5vntWqxsNv4M34MAUPAPwgwipaHnHWQzw7I657fpEphPeCkUDE/1yPQuHHjfGFhYTqOcinM/kALdhQtWB2wbsYQMAQMAUcIoIRvpRH/LZFnMZU1mPoklnpEF7g4MnYIgSOYLJKbEOBw9QeZt3kQYekDX4ehylC3NWvW6OxnM4aAIWAIOEKAOmNDxYoVb5DiJUEX7JacG50D2sP58Xu9ZWJD0N4QsnDXIUBvV0fFtYU+xJ0HoRlEq/U31zFqDBkChoDfEaAH3IuXHITGQ5vpCb/IWdAanvZqbB+wV4gsgtsQQED2qsWK/cXkyZP/cht/xo8hYAgEDgEWbmoNyb16I4uyxlO3HOOGpENOSmA9YCcoWRy3IbALhubTcv2oTp062d3GnPFjCBgCgUeAQ31a89aroCk07nM4KYEpYCcoWRxXIYDi3czQ826Yyl+mTBkbBXLV1zVmDIH0QYA65XLefAJ7hWwnpTAF7AQli+MqBBCQRgwTtYGpx+0saFd9WmPGEEg3BGJiYj6kXvkTGkAdk9tJQaz17wQli+M2BKJh6BRUloM46mNvYxHWl2KSOZzuWOFQDIKUn8UUK5knnqyw5Iy2NOXMmbOrwhl60r7i/DhnciLOIlZcX4ow3gdlhg4TpkVf3zFvtCS5/PzlD28NybsOJN7ywdtJWBuk91HOOyh7efyjKWdBaD+YfKywlAx56hCTAqSNZmShIOn/hrdxSkNYD/JRRRRDWD7cS8BEl5abCQACOu2N1f6d9Sq+zxG+QV6+wVS+wWK+TVncd+B3CjsWyoM7km+3KqWika4m37gp+R0kfryS+YJ0//K+usx9NuR/dUhh5JkZ9/tTpkzR+cgBNZTzCcqQh3LqTOa82CskxxEREdkKFCjQEx4y43cUS/I4l/LPS6mA1BOXkV9HTxzxozwnIyPLGHquwPPtwhG/E+R3HHLEsynglFC3MLci8A+MzYeGQN8hLA0QsD+wtan+eUjKMQKBmobQPYkwL6XS2oRfkgbl+zBxHyRQAl0Bt462bMddw9edOHHiSdzNCAvDLkKYjqu7leebkszMT54o2BJUhl9QBi06a0wZZlM5V+UovfXsh15JmLBQ2ZpgzyDe1VQsK6iYkj0ZDMyuJ+7rpPkFnKTcv8Pdi8PpF2NXoDLqg/8a3NdCUrzdaazUnzZt2jbcZvyMAN+wB9+gFXY26GK+gZSM/nsRPPeBauB3Mc85ca/EVuNM85jJGZ0bMZg0h4h/PfYO6DTufPzX3+C/Ppz3beS5Ef4roHz8x6SI3k8uQ3/487+8jXyfpSziSf/RaZTpcfz/wtb/9DHK9i/uWgrDfT/lr89o2D6ekzNPE+8mSA2V/NiqLxoQ+TbeMwB3adwlsZV+InEcrS2xfcCCy0xIIcD+vJ8qVKgwC6aPQl8hLJ0QqHwIz83Yl2A/gb0Lf/WKu+I+yX6/75MCCQVWmvhvQftRYo+TZjvxVmDfy/Mx/O8j/Toqoj6yed4Hta9SpcrPq1at2pxUnv7wg98evLc5eT9OOf6hfF9gt8CuSAVSmTAdyalGhCqmEZCG6Is1aNAgctGiRacTl4kKKyvp3sb/MnjTqMFO8hpGnmqMqIJSJagecXfc/+L+GndX4p4Ayx95NuNHBGg8aW/762C+Ebs39t/YWvfQnj2qOvXtfmgR9C7f5ze+nUZobmdP6xy+j+7KPs/wX2/F93uSAH3LWdD/cEuJNeC/kJM87iCPd7EXQx/gfwvPdapXrz515cqV+3n2u+nYsWO+kydPvkvZCvOyeDkehbsrftJ3rSmTtGQ3SIsxZ1HWB5DVaOqF+TyfZ8DyCjxfg6TQB8gmD40o3FmpUiWNeHXheR7Pn+OeRWP9BWRbWHs1WbzGsAiGgAsRYDRqF8NHarkep/IYid0SNqtgT6aS0fWEfRGqbPiNwO9hepBXJgUDQtcX/8PE/QH7TwkffqfIcyzPA6H10OLIyMifCHsHt3oEEwn/AiV2EW6/G1r+1eBBexVHUtHkEm88q1waWi+OW8p2OJSVMj6LvYPyTYKnWv/++29nns8zXLd2H+HCZBIV3r/0lPvxrIptBPm1wF0SmsyQ5EYPljl4/oqwh6jQapyXoXn4FAGwfokMN2Ev4pvO5vuokagG50T8Xuf7/o79N2Hj+T6f8LyXMI3cfNCpU6fzbvLhmxVFLt4hzQTiHSW/NzQ6wvNCnrdB/XF/g50J/wFHjx5dhlOjS/w9Tj4j/0CYI0eOaEqkDGXRf3uT/nvwlh23GtO6bEUNhUm5c+deRVg/nrMR/jX2U7pWEDsp8zqeK6DlpJkBZu/Bl85/noLf+9BcaCt860KXEbgdG1UwZgyBkEUAYfod5n9HSS1DMNciQNPjweA5GuHcoGcUTni8f0IbQczPs3q1+4lzSmHk8RHWRwxdbyS99hqr9xFvVFlpqDsMZRgo+cvN+85A4kXD75loEKgc3al0bqHc9alYXpG/DEOJsdmzZ1dc9ZTUk0jKFIJnha+nYj6pCPA9D2selbX4/UuVlfw9RncwqzeWA76FmRn/IpCP7PfwH9boQ5zh+7yhkQu+9z78X/H8B+LC+IZbUSjFoFqHDx/W/+XYf6n+++V/nIPvFw5tx63/TpzhG/fle2vapROypMZbnKHhFYvjIBRNmoB9b8pWgPfpvVvhUWXI5PkfzqCcG+B9GnPSajTEGfGDQ//L3DQUcv3ne+4vvAnLHcTdGR8Cry+ptw1Wu/F/geezOMfHcWIHqgJwUhaLYwikGwII6eDEL0dRqHf4IgI4BCX6U+JwPSPwzyPo04lTgkrng4RxElZICfyvJM+HSPcAFeCOBP5+c8LbbzQGvuAFAyjrWuyzFdD48eN/4Fl01jAnnA1+1GuZiyI+h6f4SFRkH8Ov5gGfgZ+J8f6yqejVYzjH8N4yeAyAPgDLn88JtAefI8B3eYrvMgP7MjJ/N/4FzHOqkahe4jmG/+MNeLQi/h1JzYXyH9qKAtM0yv9Q1h8Sd3R8Bnxv/afOKl/58//IRrz7cPI3yaaeZ0AMfLzDezUsrvlv9WzPGsr54tmH/3dUxqnRm1f5Xy79f+9zXE/yJBkvin22nhg1atQBnh87J2YqH0wBpxIwix46CFCBqSV9Bvs0PeS4CgblNEQVFCs+G6BUGhCuE280tHeESieuB4w7WaM8EeTMpC1IhfY8lcQeKrePk02QhgDm7HLzHs39xvHAe8+QnYYaUzTqAcOn9jPG4n4I5R1OpRaJsl4BDhqmbwNp2F0935O8Qz3hFA3xoz3vP4slz1LGwtiMjxDgf9kCrK+ANNWhHqCUhBOjePp/lOJ79+eb7qCB+JkS8j+VkinM91KcLPxnvZ7yRONVsqBedBb+Q83JMw9eP9D7/BU/nxvKWINMW1LG/ZDmek/ynxX/3kwMWInvLEwzaeFWLA3nt3g+o50BlFm9e63q1kpxr3x7e1nicFPAiRGxZ0PAgwCCmQWhU8+xE7SJ52wMU2VnGO9jbPkvh5pBi4j3PS19CX6KBgE/gDBPIP4HkObIrqfyWErrfF6KCS8gkPc8TP4PkDSGd1XH1vxUmLesPD3gCcRrSPprsJdSEWm+V5W7hqq1pagqtirYcVSwXvMkvnrVI0j/KLSSdOGUTwpclZ0ZHyDA//Jy/pf/I6uFkP6Xc8H6d4dZ7ybeTOIPwY7if3oDunwR3yg/3+0laAFh2j8/hnCvigjll5W4U0l3G7a+cRRed1PGa5LqYROeJsN73iMDles6aA/vnAAPTvSbFp+NIk1v4gurEvC9i//7XJ4/Ip8F+DUjzo+41+nkPBYlxk254J9mo0UTZgwBQyAFBGi9a0HWHARQFUlR3N/i1hDtfbjLUUmNQ4FKGTsyEuISJUo8R4X0I0IuRfdTzZo17xw4cOBpRxk4iETrvSR5T6GcZ3jPo/TOb6Vl/4KDpGejqDdFWm1fkfLuRF69cL8JjcL9B34x5Dn+bAIHDsrVn8pNlZkuwgijXC2mTp26wUFSi+IFAf6nLxGlH6RtQA1oEI5g1GKdl2Rng0lfgIcnSKsVztNwR0JFcNfFbov/LXzv53Grx+jI8Beqjny0hrbxfxxKosfJ40NHiR1GotyNiSo5GgT9y3uWJDdllFyWwg7+1ABRw1qK/BfoUfK6GT/RZ5R7E34+NaaAfQqnZeZWBGi5h9HTex5BvBEe6yOsUkLfI5QjL5RnFkBVQsC1haENNJCh6GEXmlfidFQoGtauRxlnsOLzDc98VeJojp41VE7EKyhjW2wp3GXwnSplnvBFYBmO4tV8ovYHr4PvLgnDzZ16BPjeNUmlufVx0Ld8HynQCzKe4dxH+DatyeAI/6Hp2O/SyFx7QRmSiKmLzihh7a1vwn/+ahTk3xeaV8J0TLMUoZEoZfkH5VxCGd9IGJ4aN40FHVzypMpIurLkN5rG4ujUKvPUvNNJFz01+VlcQ8CVCDBsdgLGnqNyqoyAtkdpSCml1egUon1kchJhz5fWzBKlDyfvA9BhGg6nE4Wl6pFK7UWt+GSLx3LyG0zlHpOqDM6PrPlB9TJOwXeSq8vPT2I+KSGAosiJ8lCH6h/ce1KK6y2M772EOI+i1JfyfXbxrJ5wmgzKdzeKVyuJw/gP+UzvKD8Kpv+6VnbvSkshUbRK34dRGl2mcCN8v5yW/JyktR6wE5QsjiHgYwToETxNlr9RgUzFnnX8+PF2nBDldTGT02JQeZYlrk75OU3F1JlKuQYVjOb30tXA9+OsrP6DHrAW+ORCaTRMzTBpuhY+yF/ON9c86BP8p+7ku1+MO4rG0qb0LLZn0d4NlEenbb1DWZ6nTD5VbLyjHf/x4eQ9FMX5G/+p1Swg+zM9+Xb6bq+LRpxmZPEMAUPAOwL0oDtzes4DVEbPEVvHU+rQgL5RUVFrvKd2HoNTfaJ5TyFSVIau5j0PcMpRLk7EOrJ27dptznPyTUyUQz3K8wjl0Hy6hrPFu+bOv/XNGyyX8uXLr0H5dACJWOhZqDSYl+C/oIVEATUNGzbMU6NGDa0Z6IZyfJBvrX2y+Wl8PcqpWFqh7TPDyV0rON1LK6CP8x4dM3kT//XCVatW3ciJVFq5HbQmS9CWzApmCLgQASqHGlQSD8Laa1RM2gLxPsPZCQ+s8CXXOqVnIqShY81Z96MCLOnLF6Qir8uI+xzlUHl0VOECyvJuKtJbVC8IsMVnI1G0p/UE31p7setDbbwk80swDYGsjLrcQzlK0Ct9D5LSfYqpHK229rkh/+5kGg1plEeHvug56DuY2SikGUPAEAgQAlSOR3mVtj7ozNgf/Plaz1ytetq6mUgrZLV6VXOvATfUx4eokPV+zSn2DngBQuSFYPupWNVaBax7If3fAm7Cw8NPM82gveRZUIaf+HsonEbsbzCpA2cK8M5xNPA0CuB1X37AgUn0QusBJwLEHg0BPyOwlwpiLO8YqlWXfn5XXPaeVa1P8PApPYU0Lci60PJ63vsplfH9rP7WSUVm/IgA/7FXodW8Yq4fX5Ns1ocOHdIe+slE0CrqPslG9H1AN953Ge8eQ9ZB3wM2Bez7P4DlaAgkiwA9QQ07H4Sy5MiRIyCLIOmJaKWojJT//v+cgf2lDOJZq3NzYOcK7NtD721851z0Ag9jp8uIh3rAfOdjIH+ExlfAvjfv1GIvLWaMZsQlXRqbqfm3mQJODVoW1xBIIwJURlXJ4gEqx6eZD9uZxuwcJfccPj+UyH15b3FHiXwciUMhdND/s1SOn3777bfat2nGjwjo/8V/rS52Kz++JtmsPT3gjnxzXe/5YrIRfR/wLu/cyTsfo7Eb9PrN5oB9/wewHA2BZBGgctAdwZlonV/mmZfdw/yYFkvpsILHCStCHB2lpxOINF+qm5VSNOSjOdW8kM5VzkX6pcyJTdCBFxxN2AM/ssqcHX/NwabLnCDv1SIcvT+M8sbNS+fJk2ewDgiB7+aUrw7FO4odDh2C7zc98bHMJESAwyduQrHeAE7qYWpE4SQNnEE06I4y3aATq6p4sNTIv/avB9yoB8x/T/OwGopuyzdWj3wW33UOZdRpcl1UKMp+HHc+wiZ42zqkeW3itieN/udZcefGPZI81/KfqolfG/jdj59GlhCx4O8BB/0YOUCaMQRcg0CVKlVqwIyuMOsN6RCOzmyh+JVtE+opDOdZQ7U9od1UMA+zlWI6WymS7SlTsXUgbj8oD2nvhzTMq3RjqYw6e/wux25Gfp/RK1hJfut5DqiBv1KU8TAvfQAqCF1JBR1Wrly5jZRJBz2oYdINW5VnQzDZx/aZJbjNJECgffv2RVAsE8HqJN6PQdmh6/nWp/hv7eQba1uXGllaBbwQxfYzOM7BHVDDd83BCwvxfq1+v5vy6n/Zhe86GvtpytkSv2q4W0AHeb67WrVqI9iilOzCKbZUaYFZGU+aWthSwHXhL5KwsbjVeLubvHTu+Hj+V3/wX99PvKA1poCD9tNYwdyIgPZkUtFMoRI9QaWpSuMuSOct65rCivipF6x7hMdSed1LvHzsc9TWnfMMPdxLiPcGAepBaJHVZkjnLD9Ifurx3o5bt7hoYYouJ++THspXBYeHDfA+lQpYp34NwUvnFdehkiyB+xb8XuB5JTQMt4ZNK5QpU+a7devWpcscJu8PSoNi03duC0bvQwuhz8GsKfYV+EvZ3cRzb/4P63C/xuhKkv8dwvxq+N4noNk0vH7nG//Dy1ZC2paUifLdhVsKuRu0Hj8pyTv5L//Nf2Qp7vMMDc3riaeRkwWk/wT+dM55WZ4boXylxzpC3+GnxsmnsP15sCtfyhv8q8RUSDOGgJsQoJV/hsppLodi6CQoHUd5K/yVoVL5EvqFyuNbejPaTnGKyqQVldhK4qtCPcdw8IJ6vtXxHIOinomCjaIyKs2zetFdoE3kEcVRlJM46OPHcxKn0wMV7PzLL788mj3AhSlCAcrYgjJ+TuW7mpO6hlavXv04vIQRVh1sisL39+lU1KB7LavHy4OV5vJ1e89a/icf165d+yAjCXn53+hAl8bg+Qn2CsKGgXV0ejPB9/sXRTiX/2UlyhKndCnfYsr5A//XrwlfQJAaDzqo40FkYix+GmI+a2ho5uL/MY50OlBkDek+hrc1yEVFnrXgqhthI7HXw/dgwrbgzhDG5oAzxGeyQroRARZHrYavPmxH+oUKKZy5LA3PxRkqHK3gPIy/VpNKISVl1PJXBXSSFdVxKz6pgKbxPI05sa1USlFUVsuSSpiefjNnztRQ9EDdlIPdhjIOiC8PR3KeQZlo7lBzlxpeNeNBgIYUbZKsWlGsUYG4ufzRo0dLyQ5o1qxZJGGN+P4aEQk6Q7mkIEfyv9zG9x2jedv4QvL/PsJ/Vf8JrWBOalRW50drDln7ihUvzvC/eVWjQDRANnGF5jPMgSc7fB2fJthszbeYMQQMgSBDgIqqHkWaC42l8ronqeJxaPylVEjfQKXQ17phRkN9Gdp4KlT1dHbA0x1u4MmXH4ShWI16vMw374YC+siXeadXXiyueoV394IeQjGPSKocniHoqYQhDhPvTSpORvSzHnBG/GpW5lBAQMPPp6lodYqV5r5y0NIfprtzea5DWGvCtHhFjegzrILVCuMMbzw9YPGhnvBDVLxh9OwmskJ2YYZn7sIZyIySeoZvnY/vnkf/CeyTF55dcKWkoRULP/ofl5Uyhr99KNl3VEqeexGeH6dW0Wv+WKMjrjFJdfddw5wxYghkVARYbFMUBaTh5duhStRPRaGqzJFOo0LSwhrtcexEhaTVw98wb/pn4rkzwjOcgb+88KehZ62QvQ3e9sNjp0suuWTEpk2bXFX5Ov04KKHOYPA08XND+j/oRLO1fO/lTvMI5njMAVehfNq7qwWI+6AO+C1hHUR++P6E5xiFEScSmVjJHO+8YOYnNWWzIejUoGVxDYEAI0Dlq+G2bVREPbCvhgZTGfXnWYft70bx/uo5aINH9xh6vvWpbK+HT22v0iUODzDk+qV7OHTGiWdIfjyxi/HdO2HfyjCtRkRcZxjZeQMev+Nbfwtzv0JaTKgGR1P8mmC/TM84Bts1xhSwaz6lMeJmBFDEfaiEtFWpFfZn8LqYyuh/buZZvFEpazV3bXhuDl2FEt7qdp4T8kdDZBD834jfRFaOfxKo09MSliGQbr53Wd7XBWoF3/no6X/Fdx/JWoAktycFsmz+eJfNAfsDVcvTEPAxAvR6Xmela3Eq4YUoXvV+Q8JQ+WoVuIaeM7PSNeQ6DPCuuX2tBzhz+PDZBcCu/fb8t9fD3DMoYq3mv9ztox4h94d27T/XGDMEXISAbkxieP1aWCoC9YMeonIejh1SxjME/R1MF6Q3eB8L0q6mMRaUW41C6sP4iFlbhOUjIC0bQ8AQSDsCUjgcxvASPd/u5NYW2qdcCxQo0GPx4sUhtwiLQ1sOsSBJfDeAtDDtAZ6LsEApDwdc6HQpMxkYARuCzsAfz4puCLgNAa4t1IEiLSCda6yenlZFDx4+fLguHghJU7NmzWE0PorCfEGGopeCS0/IlK8L/g2mgF3wEY0FQ8AtCLAPOAtzvVlQNNlRxiM4QnO7W3i7UD4GDhyoRslrSs/caF/ZKGCbPhQQGdxoL6EZQ8AQMAQCjgArfKuxuvv5hC/WgSIo32EomCwsOOuZMCzU3VxDqPOU+4DPYGydnXzW6FhP8NReYTMZCAHrAWegj2VFNQTcgEDDhg25CjjPUyjZW6A69OqKsOd3BqddTaXXmxm3ene6R9YVp3v56pvROFFPWIezaO1O3Pqdpk2bFqShogMsGjFUXxMsSxDGerWJs7HNBDkCNowR5B/IimcIuAkBerzqpc2HhqBfc0KzUB6PYOuKurLY81DAI3D/g2Jp4/Z9r/CZKgN+/cBIZ0E/QsICYDUfxfsp9nHsBcISak5YDeJ849nWk6p3WOTAIWCroAOHtb3JEAhZBBgivZGVu0+iJHoBQk2UQx6Uxlf0eAdj637bXFB33KUIL4T7vfHjx88NWcCSYZy7pFeDYWvwyS68iFYROx94fob9GbYaMuGQruhjwXSlUhxZaTgmg2d6e5sCTu8vYO83BEIAAa5urYqC0CXyn8Ku7oNdSg/3A3pouwnbxHMO6AeUy25s3Yn8YQjAkmoW2ZZ0BKWqayzzQrrjeRv0J7h9yGlRuytXrqwbsbKhfL+nMdMMdwHOTtaIgpkgRMCGoIPwo1iRDAG3IcDcZCt4mgANQrk+5Tb+go0fhqqvQAnPoFwbwPv6YCuflec/BGwVtP0TDAFDwO8IoAz+hbSvtwvKQZdKmPEjAmD9JtkvYjRhsh9fY1mnEQFTwGkE0JIbAoaAdwRQBLmIpbnJ47i1kteMHxFAAeu+4DDsnH58jWWdRgRMAacRQEtuCBgCjhAIQ/E+RszhbDf601EKi5QWBPqifDUMfWNaMrG0/kXA9gH7F1/L3RAwBEBAPTEUsLAozHTw27hznjhxov/UqVOjDSDfIcDw/v1gXZ0cD0DAnDnMd7lbTr5GwHrAvkbU8jMEDIHzEOAWnx0oBl2j2Aaqj7sBB0v0OC+ieVwwApyUVRpcdWSlVkj3Q/n+gT3xgjO0hH5HwFZB+x1ie4EhYAjEI8BxiU+ijH9HUXwC5cZ9G/t918WHm33hCDCy8C6pe6B424Dt5VznOGnKlCkbLzxHS+lvBGwfsL8RtvwNAUPgLAIcCvFruXLl9qIkcuNZiP2rdfCLPBvBHBeEAA2b+mAqBTyI/b9/cGfwt2vXro25oMwsUcAQsCHogEFtLzIEDAEhkDNnTtU7OvkqN8riqKGSdgTo8Z7w5FKYRk2+tOdoOQQCAesBBwJle4chYAjEIaCzjFEQR3jQTUd5GILuysXythArjf8PRhF2cgqWtnk9QcNmNO57KlSosA3/fWnM2pL7EQFTwH4E17I2BAyB/xBgfrIhR04+w9Pj0JVQOIpCW5Km/BfDftOKAGdtr6cnrLOgL4K6gO8VKOKyHEU5O615W3r/IGBD0P7B1XI1BAyBBAjQ00UfZH4QBaHFV5G4Rxw7duzjBFHMmUYEaMxsBtduZLMYUmOnIlhfl8ZsLbkfEbB9wH4E17I2BAyB/xBgRa6GR3XXbyYWCL1iuPgHAbDVgrZIFmVVw34ShawTyMwEKQLWAw7SD2PFMgTchAAKeAv8vESP7P7WrVtf5SbegpEXFO/bNHZ+p2zjg7F8Vqb/EDAFbP8EQ8AQ8DsCHLpRmJcUh86wCOuY319oLzgEzgVo8BQ0KIIXARuCDt5vYyUzBNyEwCmY6YxCeHXSpEmaozTjRwToAT9H9rqO8LQfX2NZpxEBU8BpBNCSGwKGgCMEChBLJ+8VY0X0R9j7URLvMGe5l+dOPOuKwhgUdCGGTv/dsmXLwEWLFulGn2QN6fqTh3rVB6G8pN3B3bcvKAFhAwm7hF7gQfLLi70Fxf+qwgJp2HZVmXf3FE+e9xbFfh++l1PGOpTxIcq9D1sjA4Ww34aH9SmVkTzbEn4z8Q+Qr/b87mWI//XJkycfJOwR8quFn7Z2qX7X3LuZIEXAtiEF6YexYhkCbkKAPam5US47pHDgKxa7uhROpUqVdAzlGBTJavy6ozx2QjcVKFDgBNtnFiaHAcqrHmFDyWMV6bTydznUmW03v5Nnedxv4b8B+1Hsv7AfYZvODPYc78AdMMPWq895mZRkBFQTOgh/jdmfO4pyjuX5FOVrid9l2Lo6sA58T8BO0rRo0eJi4o2BNkEPwf8hIgqLXJwwth0cR+O/kufu0A+4p5PfAtxmghABmwMOwo9iRTIE3IYAvbM/6NkNhK8n6K31QeFkx90BhfE8SuIS3L9jd+X5dexshHdisVYJ/JM0hGs/cR5oFPF7Q8PxywHpysNHId0C9AX0NPQNlJf3PoEdMENv9Ab4EZ2gXJ158QPQMcp6LQ2It3HXxn8/9CiKVOFnoMZcqqB90kka8hJvJUmzAvtx7IGQsLyHeXYNOxfheRb5SQE/RU97ELaZIEXAesBB+mGsWIaAGxGgN/ZXjRo19qIgcqCI8sNjC+xXef4NBT2xWrVqR3Fr3rIciqQM8aclxgHF1po06vW+Bf1Jsgnly5fPxV7jPTw3hS4i7WDi/E5YFL3vvLjV++6Im87nmjXE8atp27ZtGGxMgObw3jmUIxJeNtLrLUTZDuDXlQJ8Bv3G0Pg3FOkfwvLjfxK6i7jqOZ9j2FpUhbAvSK/rHNWgGVe3bt39J0+ezM6zesa3kSAOSxo8k8gj5pwM7CHoELA54KD7JFYgQ8DdCIwbN07nP7/Zpk2bySio6+mlfRrPMb1U1UlFUTKaC9adtucZwvbjmR37ctJr2DYTt/6sxnqF3uMC0p1Eqc2Vvww9w9zkezkKKltyef4X03e/VatWjV2yZMlB3lmQchaLzxmlObRjx47fHDlyZBXz3O8lnOcmruasC2Inx/cJwo5DpaG4eeJRo0Yp7mseLOuDpXr9ZjIIAloUYcYQMAQMgaBAgJ7jRfTofqUwO7Nnz94KZb07qYIxhKveYwd6vddynaHmeJM1zJvWRfHOQ2kNR0E9kmxEHwdQRs35/ogCjqJBcJ+37OnZRxLnapRwQ+IvSyo+eWpo+T14uR9eRiQVx/wyDgLWA84438pKagi4HgFPD1hzmjlQxE+jcLR/+Gt6jj+iSMuheHTE4h7sPCi2XLGxseHeQKEHrFXQmh/OyzDua6QtxHte99dduZS5P2UqBal3qjM4NdTu1VA+xdNw8n2UUyMAK1Gyb9epUyf75Zdf/hJhWkF9nHiZ4KeQ1wwtQtAjYIuwgv4TWQENgdBBgB6tVkh/DMfHoS4oG9VRHzC0rFXU2lpUGmqKAorAfg4lFe0NHZS07h/WAqVbsBthVyDd897SXUg4yrcO6XrxHm2h6gFNhIfz5rGTyXsCcb8nrCfpj+F+nl5x5csuu+wR+L0T/8L4dcHWdqoke8j4m8lACNgQdAb6WFZUQyBUEGjWrFkNlHFVFGU1lM5T8D0E6oBiWspzL6gYw7RTUoMHvcrbyXMzyux90lUk70ZcYPBnavLwFpd3jKCM9xJPyr7G/7V3t6F+jnEcwGOZDWtnscw8rOZQpLEVU6SxNjGTF0vzkHixkqQUklDDG7yYYhhJJqO2NuyMsDysRkvaLCzJeEE2h4U8NGvl+9NZbefBtvPU/rfPXVf3/77O/364Pv/Vb9d9PY0ePfr5ZcuW7fc/CXuum57fJ6R2XuN8v8n5r2f/YtIZSRNyfE3KfWa1I+fY1gABAbgBP6IiEGiqQPV4TtCZnvJV0K3xr+sTgJ4YSHkTJG9L8L0w15uQa100kGvtfW6etcbzPpv0WFJHeiJv3vvvB/M5naqmpuZ+Wcp7Z877IvvVeZX+XF9t4gdzbd89dAS0AR86v4UnIUCgm0DaQKtj0sq82v0utdcVqbEOeCKNBLMTEyDHZ3/ANdNuj9XrYV0v1x2Z/Wl51jG9fukAM7s6lm1MUN+atvAtHR0dnx7gqb7WQgJqwC30Y3lUAgT6L5BgVpNyfJYgeUvStHyu3sY1a9SgbaldP5UAfFNq2DVV5JzUYhcneH4/aDdwoUYJCMCN+jkVhgCB7gJpV70gwXBB8q9K2pHg+2eC5Ft5/Vxty4O6pad2tS1vyD1qPPLs7GtBhE251z2DeiMXa4SAXtCN+BkVggCBvgQSfGv5w/kJhsuTliT4Lt25c+eivr4/kPy0+36Z69dY4/eTbs7n85Jqqk0bgR4C2oB7kMggQKBhAm0pT019OSo10YeHumxpt36l7pF265nZ1Zjm4+rYRqC7gBpwdxHHBAg0SiC13h+T7k6hZico1mvoId9qLujcs4Y7rUzgP6jhUkP+cG5wyAgIwIfMT+FBCBAYIoG2BMGzcu0j0y67Y4jusc9lM1xoV+71c4Jwze986j5/dECgS0AA9k+BAIFGC2RI0B8JwPNSyGUZxrRumApbSwvWeONzc+/xw3RPt2kxAW3ALfaDeVwCBA5OIEOBjk0gHJXa6Li8ga5JMsZlUouFGWu7Nb2WaznEq5N2JB2Tv/2VRSAeTA1223/dJUOaamKQqUlVo64a9vY9vaozFGlhjk9LzffX7KsNuOZwthHoITCiR44MAgQINEgg6+wenUD4bdK1KVatuVtr9U6bPHnyuwm2KxKca33g65Oqt/Sk/O3krKX7dj73uiX4np7AW1NErs+1bk36PJ+vyH06k0bl+Okcf5R9rfn7Ur67Nuv9DuqUl7murQECxgE34EdUBAIE9i+QmunlCYY/JDA+mdSez6sSfG9MwH0kx5uz35rjpbnSmBzPTm/mLb1dNbXoJcmvRRHm5Xv1erkm93g1+0057szn+fl8aVLN4fxCasa/ZG8j0ENADbgHiQwCBJookFroV0nbumqpuxIsa9GEWp7wwwTJ16ZMmbI9r6tHJgjX0oWzUgt+ubtDgu/M5D2Uc+5L2/InaVPuaG9v353PvyVvWs47J/sHkjbmmqtzjapV2wj0KqANuFcWmQQINFUg008uTtPvqpRvXSbOqNfF/26dnZ1HtLW1nZIgOikZG7qy99klsP6Uvx+WND2pprHc2DXV5KMJzu8kb2IC7xv7nOSAQB8CXkH3ASObAIH/l0DG7o7IwgfvJYiOT014zpo1a7b2JlCdrFJLvjfB+OJh7FXd26PIa3EBNeAW/wE9PgECgyNQNeCxY8dWm+6YdM66PZ2tjk8wXpsa7TMJzhMSnBfmb0fV3ZJ/eAKw3s2FYeu3gHHA/aZzIgECTRKYMWPG3wmqNVf0xynXgnTKqg5bC7OYw0mpEd+VvLOTJiZdmXRH8r7O3kag3wJeQfebzokECDRRIO3D7elUVSsojc2r5kXZL81+Vva/JyBflzQ5PaSXN7HsyjS8AgLw8Hq7GwECLSIwd+7c8xN4L0nAvT+P/GbSB3k1/Xgm6djdIkXwmAQIECBAoHUF0unqhqoVt24JPDkBAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBAQn8AzHUIcp86UFTAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="64"></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50.2702702702557" y="134.5945945945945" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="70"><costumes><list struct="atomic" id="71"></list></costumes><sounds><list struct="atomic" id="72"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="39.33333333333334"><block s="receiveGo"></block><block s="doDeclareVariables"><list><l>iteration</l></list></block><block s="doRepeat"><l>5</l><script><block s="doShowVar"><l></l></block><block s="clear"></block><block s="down"></block><block s="doChangeVar"><l>iteration</l><l>1</l></block><block s="doRepeat"><l>3</l><script><block s="doWarp"><script><custom-block s="koch curve, level: %n size %n"><block var="iteration"/><l>280</l></custom-block></script></block><block s="turn"><l>120</l></block></script></block><block s="doWait"><l>1</l></block><block s="doHideVar"><l></l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="KochSnowflake" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"></media></snapdata>