#Christmas Fractals Thinking about how best to draw a schematic Christmas tree it occurred to me that the outline is a very simple fractal "thorn". But it looks much nicer using an arc than a diagonal line, so I added a custom block for drawing arcs. Now I'm curious if anyone can use arcs to draw a fractal angel - enjoy!data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQdUlMcW/rbv0nvvXURARcWCvXdjjSaaWKKJJWoSoyYvzRiNGkuM3dh7jaJGxV5BEBEFlN67dFi2AO/MJRhjUIpGUXbOeecl4Z/5/7nz7czc9l2OrzkqoGoqCbwmCXBUAKyf5LU9WyE/JLB+nVW9HktABcB6gIErFqPJDysQNufjevRWdXlSAioA1gMPJv2HweX7ZQgY1BHS5MR6jKDqUiUBFQDrigUOB02XrIPpgBG4N3sCMv1OokIhr+soquf/koAKgHWEgoaTK9ocvwKUlaMkKQ4BAzuiXC6r4yiqx1U7YD0x0HzrEeh6tYMsKwMSMwtE/7IA8ZtW1nM0VTfVDvgEBtRs7FEmK4UsLaVaZBj3GQKLMROg5eYJeXYWJFY2SD9+EPGbVqHoYVi1fbTcW6AwPBQVSqUKbdVIQAXAJ4TC4fHhvno79Np3Rs6NyyiXlqBcqUDKvu0w7jeEQNZk4a/gCkUojnkIdTsnoKICFzzM4fLNEuQG3YS6nSOYiUZoYAieWA0xK39EyoEdKvA9QwIqAD4lGL6mFjzW7YZmE3coiwshNrNEaXIiJNZ24HA54HB5yL50FvLsDJi9Mwbgcgmk7E5YmpaMcoUcXL4AQmMTJGz6FTErF6p2v+f8/FQArEY4em07wWPtbgIWVyiknU+rWQtUlJVBoK2DkqR4FIYGw6jvEAJluUKBktgocHg82vUEevrID72NsM8noyQ+RrX7qQBYNwzwNTRh2KM/XH9ajZK4KIDLQ8HdIGi4uIEd0zHLF8Bk0AjkBt6A1djJdByz/85T14CatR0EWtoIHNWb7n6q9nwJqHbAZ8iHgcl8+Fg4frUQJdGRtJMxYBbcC8aePQvgOGkW8rdtwcC5v0Gkb4ji2GiYjxwHZVEBAod2Q2lGKhS5OSr81SABFQCfIyDm8TAdOhpG3frSU3EbVmD/1a0o+eBddLLrgD0hB+C5Yh8+3HyZdkegAnFrlyHT7wTygm6qwFcLCagA+BwhmY8YB9Mh70LP24eUjYTt6zA3+zgmvjMf3R06Y2vgLlzeughr5xyHmpUdKirKkXp4F1IP7UbOjUu1EL/qERUAn4EBpgUbdOoBx7k/oDDiPkrTU5AtzcUW3kP80OMrqAkl+OP+SUiVUrTIBNQycmExejwUebkImzOF7n/SpHgVwlRHcN0xIDQ0humA4XD6ejEKw+4CHECRnweekxNKNcQw1TRGRUUFOOAgvTADhZFh0EjKILsgT0MTPLEYEV/PpKNY1VRKSJ0xoO/TFe5rdqFcJiN7H8orwHdxgaJcCW2JNoFPqpBCTahGYxdKC6EpUkdhxD1wxRLw1TVIaQmfPw1FkRF1fn9j6qA6gp9abYmlDZzmLYRuu04oL5WCr6EFeW42GaKlShnUBBLq8agkBwbq+gTGEoUUEq4A0sTKI5fZCplNMHnXJkT9skAVLfOcX5QKgE8IR2RsBuevFkHdqQlyA66hTFqMspISZJ71xYnPB+HrLp9DXaiOClQgLCMCbiauBMBNt7aBk5kFr2OBkFhYQ9u9BQSGxuBxeeSei1r6bWPa1Oo0VxUAnxCX2NQcpdUEIhx3FSJhdF/80mchLHTNIeQKkFaQDktdC+RK8+AXeRGrrq1Bv1034ZX8z6ADNqYsOxMVCkWdFqaxPKwCYC1W+hcfCRYvvQKJUAJnAwfa9VIL0mCpY4EH2ZGw1rbCrjv7cW3BNIwOUcUG1kKkjx9RAbAGaQVYChA5bRREQgns9G0wt9MsyMsVKJEVQyJUQ1J+Cr71WwhzLXPcfnAFo7fdgnVeeV3WoFE/qwJgDcu/zluM1ZvCAQ4HMTlx6GzXAUWyIoh4QqQVZcJKxwK/Xd+Iae0/wtagXbg9bwoGRKhC9Gv7q1IB8DmSylHjYnkHMco8m0FepsAXPjNIAbkWfxM/9JiPKUdnY16X2VgfsAWJeckISQ1Fu4gCfOwvhaBMlW5dGxCqAPgcKW3uYoDvlp5H9KNY2gHbWrVCcn4qxh2YjI+9J+LUg7NYM3gZsotzEJ0TBzs9ayTkJOLsnPcx9L7qLqgCYG0k8JxnNvQwws9LL+N+ejiOhp/E5nd+hbxMjg7rekFWJkcXOx8s778IUdnR+OnScszrPAvRj+Lg++VojLqrAmBtxK/aAZ8hpQwNLg66ixDkbowcaS5GuA9BT4eu+PniL4jMjaNeXADe1m3Qx7EHjkWcRGxOPOQKGQYH5qL/AznU5apjuCYQqgBYjYSKhRxcmj8aUwfOx/bgPTDXMiPlw1rXEt/5LcKvNzdUejy4fOwZ9Ts8zJohIvMhLsRchY5ICwOa9MamjbPQf/PlmuTf6P+uAmA1EEjU4UK0YyvGtngXQckhOBZ+Al92mgkNkQZ2Bu/DhMPTHvfK/y4ZEoEYt5Ju4+SDM/jYewJMNI0x8+As9Jm1ptEDrCYBqAD4DAmt66CJpuNmYN2tLSiSF+PPDw6hHBVYfW09Tkefp17MFDO62VCMaTkK1+P98e35RTBQ08colwFQbt6MfvdKapJ/o/+7CoBPQUDO46CgZVMc4MXgkh0fmtpG+MR7IuRlMvx8ZRUlJpVz/tnJy8gNPV17IbMoC5uDdkBPWoF3UtXRNkcEo/CERg+y5wlABcCnpJM+ZzK6vP8lzkdfRnROLErkJXT/6+3cAwFR1zH/0iLcSg5+3Os9z5H4tMMUqAnU8Ef4SfA5PJQoStDBph2FaIUt+RpGh8+qQPgMCagA+JRgcg5sxrvtxqKsvAwLLy5DkawYn3WcBmMNI/IB2y3xQEpB6uNeE73GYu2Q5fTvV2Kv48SDM/CyaI7h7kNYHCtW/foRXJZsUwFQBcDaYSBjSHc0/eJHbAjchm3Be6iT34Q/YK9vR2FXfz48h5C0v9Mtezh2wfvNR6KLfScsvLCUvCJ2ejaY3vYjmAv1oFy8FJr+d2r38kb4lGoHrGbRc9Q42OchxmknAfq59KZst4yiLAQlB1fLZ2yrYQ6OQIDh7oNx8N4fSM6Kx8hQGfmEJQqVLVB1B6zFzlLK54Dfpze2pV/ERXsBCkQcTPWeRNEug1374Vu/n5BUUD1pERt+vPtIiCQayJHmUbDCyYdnYFpYjk5xSkww6ISSc2fAVWHxXyuh2gEBaHq0AG/+l/Bs0w/77h5GeOYD6Ii1kV6UgdEeI9DasgUis6LxR/gJ/M9v4b+EeHGiLxwN7Gl3TMxNxvyz36OnYzcKVu1o2w7eVq3w4NIx5E+aWIufQuN6RAVAAClmWhjnn0Eh9KWKUiw4vxQJeYx6l4Ntw9eCy+GCy+Vi3IEp2Hv30L8QsrL/IgpOYC0gKQi/3dhI/+xj2w4ftf6AsuouRV2BvEuPxoWuWsxWBUAAWp5eKPl4PFp1G4Gdwfvx+amvUVZRhrZWrbGi/0/wNHPHjYQA7Ak5hM2B2/8l1o1DfkV7mzaw17fFxZgrGLRjNAUttLVshYmtP0Bnu/ZIPOeLopmf1mJJGtcjKgD+td7MuCxs1x6J924iWp+HtW3FMDa2RW/H7jDSMMBa/9+RWZz1THT0d+5FEdKG6vpY678ZJoXlmH6zFPrF5XBq4o3igBuNC1m1nK0KgE8ISsHjwLeJAHs8xLA0tsPAJn2x5uZG4vxTsNCXWjR9NT0MbzYY+0OPgPsoF+ODStExTpWQ9CzRNXoAMpq1u+cP4ZqtAGcdBEjV4mJci9HE83Ik7ATOjj8Cn419yDBdU2tr6okvun2Od3a9h3mdZ5M35VbybbhklaFbjALdhQ4w0jBEzk1VlEyVLBstALWbtwbHuzW85izGSv+NuJlwCwIeHx6mzfBH2AlMbDUOzoYO8LFpi8tx1xGRGYUZvl9Ui8Emhs7kLWEeEPbPO4L3ITDpNlIL0+Fp6oYzURfQ0aYdvK1bw5NrjLxD+/Bo304o8lT0bY0WgIxI0vtyKPg8ATgcDgplReTLDUgMIpANbzYInWw7UAYci/ubc+obrLqx7pmb4NH3dqO7YxfwuTzSmH8P3IGQ1Pv0/CiPoWhj2RICnoDZtBEfHoCHvXxq2lAbxd8bLQD1O3aD1+5TZLtjAPz+3GLy/Va1w2N2YoBrH5RXlJMZhmW8TT46s1pQiPki3Jp2ES6GTvQ8Iy2adWIeKSNV7eKkE2hv411J5ZGTiZvtmqCsuKhRgOx5k2y0AOTwBciUVGDwyRD8+sMopOelolheDDkPONpUhIntJmC4+zuUiPT1yW+RIcvFzjv7qpWlo749vK280MWuI/q69IR/YiBW39iAO/cvod+DyhRNXYkO2ncdDWsjOyTOmQENgRrKSopVAGzs1TKF+gaQP8omILBQ/KUdJbhtzsecjp+S6eXDlmOw+q8Q/JrQYqhugN5O3XAj4RYc9O1wJuo8AfCjW6XkhmOE5zx1TShyH9U0VKP5e6PdAZ9e4Rh9Hla1kyBBn4/PfaZje/BeZBdmEnBqa4J5ckymjFhqm+Ns9AV4pSjxyc1SGBarGBOelnujAyCHywVfUxuK/FySRa6EQ0fuSRchLAxtMKzZYGwJ3IlOtu3pSD4dVRl+X5f2ZadZdGfUFGnQeGtvbgKnsBAjQmXoFamAWFkZlcDX0oayIL8uQ791zzY6AJoNfx88t6Y48Pv/EGTBx1VbPkoFXEzz/ggivpAUB8b3d2n8cRQqpRiwYyQM1PSQV1oAZfmzy20ZqRuSp8RYwxB3ZlyjO+DiS8spjrC/S28k5iXhSJgvdEor0DVGgRbpFfhk200EjekPWcbfAa5vHcJqmFCjAaBe+y6wGDkO2i3aQGRlQ0EFsY/iKMGcmWDORJ5HamEagqZehqOhPbjgohzlZDa5nRKCDut7ES3HsxrTgG9+cg5MI+ZxeKQNsyCEjQHbMMN3DlpbtERvp+7IKMokW6OtnhW62XdCTtBNyDPScH/2xEaplDQaADJqjdZHLkK7pTfZ6Zg5JD43EccjTiG9MPMxrrwtvcj8oixTEjCZ7W7YrvdxKe5ajZvTrPZTsbjPd0jKS4aQLwJzy6313/SP8d2MXdDDsSuYwsK+gX3Lw5+/QfzqxTWO/zY+0GgAqGbniLan/KEUCSDii2g3e2/fJBy6f+wf67qgx1eY02km/V2qKCVK3tknvyKf8PMaC+U6Oe4gutj7EHO+mCeGolyBMfsmEcifbEv6LMDM9h9T8hJLZsoL9qfq642xNR4A2jhAq1lzGPUbApGdA0J+X4aU/DTcTLz1eN0TrXQw+KMf4WbsCg9TN9oB2VEt4osx++S8594BWR8W+8d2zDGeI+iofZAZiQsxVxD5+wqYFv59fL/rMRRKAR+dv1+HqOULUJqcgMwzx1VHcGP4Bao7uFCd3+wLp/8xXWaG+ba7GpwcWsJMywRtLL0oI+6nS7/UWSzM67H0yq9oauxCzKnixDR8c64EBiX/NMNYvjcJSbs21Xn8t6lDo9kBn7do4UZ8LO4sgZ65HVqae+LAvaOw0rGEskxBAQV1be4mTRGeGgYlF5jc+kPyoBhlFmH+RSnliaja3xJo9AA87STEptZiOJk1gbOBIw6HHYdEAUgFLw8mDITHI/4kbffT61I0T1VVT6+SbqMFYIoWF1taiXHLgo8BTfpQAAFTFnyMm0NNWx9nIs+9MAKnek/E+ltbKZaQeVeYa45xDfZ9qMDokFJolarS5N56ADp8/h1SDmyHNLGS0y9Zm0tej7OOQhjomoIpBMx3y5QRYRmwaOBCiunru23YCwHQRMMIITOu45Njs3H8ni8dxyxSWleii423tkJLVkF5w70i5dCVVgLRcsxElGamIcvv5Au9+03q/FYCUGxuCa5ASOvQ5tgV3PPdidMnNyDL1RrrlMHQEmvhg5ZjyNbHyITGeA6HrY4VkvLT8H2PuVAXqGNdQKVHhHlAVl1/dhzgk4utJ9HF/C6fkd2Pxf/1c+lFga7nYy+TOedC9BUiOh/mNhiPpI+w7fYemIp0MbLIHDqRiZi++DhkaSkIm/MxWH2RvOCANwlL9frWtxaA7f4MgEBHH+ByyODLvBI3EwJxLPwkHbcHQo8g+S+OFy/z5jg/yZe4XBTMAC0vAtvBWGbb8N3j6OisbVvW90fiCGR2wdT8NOIU1BJr0tHbcX1vlChLaShP02aUL6wn0cHnHWdQ3TkWl8icLew7WNh+4IietX3tG/vcWwlAtho2H38G5/k/IaWgUos11TJGYFIwTjz4p/mlauWYv7a1ZUs8yIpEfmkB2lh4YVfIfkw8Mr0SwLVsfC4f8V/eo12Q2QQZ+Mw0TbAv9DDCMx78axQG0FHuQ6ncQ7G8hPKS9cXaCHinC/JVO2Atpd7AHuPw+Wh18Bx0vdoSOwHb1TTFGvjUdy623d79r6/VU9PFmQ+Pkt2O+XCZ6cVK2wIPsqIowSg2p/L+WJvWx6k7Do7ZQeALTQ+jKGkhT0Ah+p8c+6zaIdYPXokPvcbQka8oU0BbrIXY5T8iesWC2rzyjX7mrdwBNVzcYNJ/KB1n1hOnI/9eMLKvnkcmV4Zjp9b+a8E6z/gJnl2GQqaUw0bPio5oFoDAqmEGJd/BmP21o9RgGW9nxh+BsqyMQGSla4FShYwqa3I5HOxf+SlSL/35j/cLNbUxqc9nkD3KhMOn86kyZ8qereBraiFy0VdvNLhq8/FvJQCfnHjLnb5I2PIbsi+eqVYeeWIOvumrDVhZooNNW8oFdjNpgi4b+yG9KJPyQSiypRaNHb9VIVud7XxwaMwO/Hh+KThcDlZcW4M2qRWYd74QvGcM5/y/nyHPzkLcur9zU2rx2jf6kbcegGq2DiiJi652kUqEHPzQVQ0JltqY0uZDLLu6GuObj4aepj6WXVn9wgvrO3Y/Pjo6A+UVFcQhyMbvHq3AjBtScKq5VopNzKEsLoKysPEEqb71AHwWilgk9OLOaogyEVEOMDPHsPsX28WEPCFFqrxo0xCqQ1ZajDIOYKNvg272nbEpcBs6xzIQlqrKebGMxMaYlBSnx8MyHwnyjLUxpvkIbA7cAa5cDhnvKfbxF0XgU/0Zc2oPhy7YcGsrPNPKMOuaFHpPBSi85Fc2+OEaHQDPOAmxxUsEYyMbDHUbiJXX14EnV6C5ZXP4p4X8JwvGNGoWeMoCYG11rem9v93cCO08KT72L0XLlMbrG36rAKjZpBkKI+5VCyIWbrWtpQghpnxSNNQFEuwNPfz42QuTTmD2iXkISau+/4sgc07HmUT78dPFZaSAiMXqmNJmAs5GXUBo+n26F7JC18/KmtNwboqih2Ev8gkNtu9bA0BmenFbvgkBA3xQUfb3jhJlwIOvixCX7QSw1LXEu57DiDQoMDkY/HKQj5ZVQff/5DwxI/xy7bc6GZ5rWlktkSZ2jdxEmvR7+ydR0RuW6sno4Fj9OZY5t+fOQUAqRe9IBfo+lBO1W1VjSpTnhr242cebapS8be2NBqC6vTPKpCVEn2Y/fS4sx01B6PSxiAm6hAxnc/yhl4uLGrkw0zLFINe+ZBdcF/A7BBwe5naeTW4ylpTkZe6JDtZtiQfm58srqQKSkaYhJRTdzwiv85oPdRtEpEZ50nwirezv0otAzXij43ITwZQTVtqLeUdY+QfGtK8p1KC7IcrL8b7UBq5xhXBKlcL1gxmwmTyLkpaYKUloaAx5TjbkWRl1/q6G2OGNBqBmUw+0PnyBGAfA4YLD41MmGysuHZH5AN/6LYKTgQP5WHcE70VeaT54FYC2tAIdWvbF1mHrqM4bc4ExgLBjkvlwleVlOBrmi8lHP6V/rmsz0zTF2QlHYatnTf1ZOBaje2PaNXP0xuckot/24cjOSoJUwKFcO2sdKwpeYKmhGYWZWDHgJ8oXYbslny8kYLKdvTgmEv792qFc/naUg32jAciAYT/zK9jP/hopBRlkOnEwsKOd7nTkOaJF84u68Ez8fOYznexzcTkJiHoUQ/e/zzpMIxfa+wc+IqWhvo0ltu99dwsVsw5JvUtKCDN0a4m0iObN/y8WrqfHZz+CUR7DKIXT3cQNj0oeUQkwxj8jqODg1tCuyL/zdx5Lfb+vofR74wGo6+0Drz1/4kT0Oeir6xNJUHJeKrbc3kU7zfMaK6vKdh3GgMA8Hr9eX08ZcVfirmPwztG19oBU9w529B4fuxdShYzum4wzRkeiTfnGK2+sw4PMqOd+Wwcbb4z3eo+qtcc8ioejgR30I5MRPm8q7YJvS3ujASixtIb38WsQ6BkwjrXKNeFwUFFehtMPz+G7Ze8+c51sbd2x8OOtsNWzoQw2di9jZRkM1QxQVlFO1Bpfnf2hXuvMSjwwxaO9tTfk5XK6CzKe6bLySqq3O4m38fWaDyAtqKQHebppGpphx/xzMNU0qgzPYtcLFqlVXo6c6xcQNLpfvb6rIXZ6owGo6eYJDTsnlJVKYditL8zf/RCRP85F0cNwMNarR9cuQJb576QiDo8H19XbEOasD22xNtFnMACy++OB0KMUPKqnpoNV19eTqaSubVKrcRjRbAhVWmeKDgMia/ml+aR86Ak0YbjXFwmbVlUPQFd3aDi5UpqmnndHWE2cjuhl36Pw3h0IdPWQc/MKStOS6/pZDfL5NxqAT0pUt3V7uC5ei1tDOj8mHnqmxDkcLO8gxkU7Adg9kN31vu32JRWc/ursgsdHL1Ne6hILWPW+J/sxw/Pmoatp5/vqzAK4GDlhS9BOTLwtx6D7lcGpz2ta7i3gsWYX/Ad3hOIvGrma+rxJf39rAMiEbtCl1zOjXp5clD2eIuz1EGF628k4EnYc6flpuDH1Ar7482tciXv55RS+6ToHIq4AX59bCC+LFlSF6XzURXx5WYp2CTUz6Ot36oFHl/3eJFzV+lvfKgDWZtZH3ITY2lJMmXAPs6IQmR1NIfBMGWGlVv+LxlgT2A4YnnofFRygh3N3lCpLcSPqGuZdKoFXssoV91/IvcGNWbXzMdYDuVKO8ORQyHiv9jMZ2Jndjxm+lRVK3I4LxKzrUvg00loijWIHlPE5WOstxgV7Afo490B6QQbupYSSUfpVA/BJuHe27UBgvBJ3De8HyzDsvqzaOMFX+xN5tW976wGYqMPFqvYSRBrwqIg0M07HZ1Qeu0Z65lSO9VU2RtnG4g4LZIX02l6O3chTwwznbROV+MRfCp2/8oRf5Xe9rne9tQBkzv4TTYTY7SmCkRELgRqE/XcPP07FZAJn2umPF5a+kMejrgv3ifckSBUl2Hp7N/0IWHRME1NXdLb3wZqbm2BQpMSkWzJ4J9asnNT13Q3x+TcOgHbT5yK2BjJHFnK1q4UIDw14GN5sCCR8MXbc2UtHLgMmO/a0RVr4Y+weHLnvW2sW/BddQE2RJlYNWIycklx8d24RRcawxoDIEqDebz4KF2Ov4U7qXXgnKjEmRAab3Gf7okWGJjDqMwhJOza86Ke9tv5vFAAZvx9zu90eO7Bafygrr8B2vSBzPpqZuKKvc0+cjjyPu2n3CHwsNL6qjW3xLuZ3no1zUZew6sZ68gX/162nYxew2ECpshS/XF2NS7GVrKuCMqCcW/l97I5qomGMM1HnkJGfji4xCvR/IIf9o38D0fHLBdBr1xnBYwfWbPv8rydXz/EbNABFxqaVjPa5j6AsKoTNpE/hMOd7JO/ahAfffwG+hiaKtSQIMeNjl14GYvV4lIfLCsYUygqwK+QAicVEzQDzun1B+bmXY69TdfNOdu2JDSsxL5l8v2kF6WD5wfpq+rgUe5VYsl60/dTzGwrrCk4OoWT3nk7d0M66DUXGXIsPwPGIk8QdbaxphNiceCy6sIx2aBah82GL9ygyZ/+9IxSMwBi1xpZYwz4+H/ycPHI/em7YB7G5BcJmf4T80NvkgpRY2KDgXvCLfvor69+gAcgRCND64DmwsKu8IH+wyGC+lhbl7abH3IeevQuichPR/feBVFza1ciZcnDZ/YoRDbVOUuKaDZ+E2d2hC/G2GKsbEnUuAyp7VkeiQzskO5LVhepE2fv5qZeTj2ura4N1g3+Bs6ETIjIfEvMC8+mWyEsJhOy/tbFqhT8fniUa4LS/uAhZvkioCQ966vrEW8OoglnVTTFfjD/HH0LSnRuwtmsGkZYuUY/IszJRJiuFUEcPidvWIfqX718ZgF70RQ0agGxy2p6t4DR/IdTtnBCDfFxPvIUmhk4UdsX8uL4Rf+J2yh3iffFPCnyuPKa0GU/RLsEpd6mcwulIPwQk3caqAUsoFjAgMZACUu9nRLyoXB/372Lng0W9v4OIJ4K6QIxvzi0iX/Msn6lUBJFpw9OOfUEAe157x20gUXy813wkmhg5oUBWhHNRF2mXHGzSDgJtHWSf/xNhX37yRlXhbPAAZIvi/PViWIyZiHOpARQ4wHYtVrsjJT+Vcm1r26x0LdHWshXaWHnhyP3jdFSzY5qxGAx27YcF55e8dIWE3efmdZlNNYgXXlxKHhcWoc2OXA8TN9LKD98/hoLSSrNMTc1E0xgTW40FY+J6yLw4HA4yCjPQ3tAdweMGIffW9ZqGaFB/b/AAFOjowXP9Xmg4NUEqX4att/dgpPsQAmByfhoFjtZWgWDZaKyUgq6aDkrkJVAXquHzU//Dkr4LIFPIcDX+BjEYJOQlvbRFYsxbjJyymakr5Eoldt/dj0FN+sFUy4S8MXfT7mPx5RV0DahNY0rKmoHLIBFIiFCT5Zz0N28PnkCIxB0bKGqmQlFZIPFNaA0egO6/boeeT1fIM9Oh7uCMcrkcfIka8tOTAE1NJCeE4fCUvjXKWmJmicELtkFkZIqiMimRUN5LD6PdlCkgrJol89cyEiGWmPQyGtulvus+D32deyClII3Ij3JL8yGVS2kHY9QfNlrmCDy6EQE7V9bIiCCxtMGQFYeglyuFpr0LuOUVFCtYrlSQksbCzCIXf43UAztexue/kjEaNAAZSSOrcMTqqRXHPIT58LGUoJN92Q8R/5sJlobJlaihMDwUxVHPvrfx1NThtmQ9uC2aY0PkUYxvNRbNxtm9AAAMFElEQVSFskIwMiHGnnU17gbVDmHHm5G6AX66tBwH7x194QVY0X8RBT2cenCGNNm2Vm3QwtyDyM+zpTm4GHMVLfWbwF3TGinbNyJuzZLnvlPHqy0YCAvu3YG6rQPsZsyFxNoOEV/NgCI/D1weHwI9faQe/jcD2AtP5j8aoEED8Ok567XtBM+N+xDx3edIq4OQ+RpaBLiveqlBbm+LjrbtYKJphNkdplG4/A/nf0ZQyp3Hr2PJQC+DmoOFXbFEqKrW1b4T1g5aBlmZAtOPfQEvi+ZYfu03dIxTYt5dIZT5eXVaZpcflsOgU08EDOkERc6bWQL2jQIgWx0WnHl36nt1WigWAvVzJzX424jwafuPadHbmDXHioFLiDH15ysr6zRefR9m5Vs3vLOKjuCP/5hNHIIsL2V9wBa8d0eGkaF1y3RjudDGvQchZuXC+n7Sa+/3xgGQK5agvFRaJ8GxMgzHmwhJGWA2wvyiHEpI3z1yE5ZcWUWKwKtqLAJbqpBiw83NZHRuYuQMC21zyt5jJRy6RdfNB8xT10BZcdGr+vyX/p43DoB1lcDu5iLscxdhlPswBCQFIj43gQIAGACZhvrk0VvXsevzPMuWYxp3FT+1oBzwcexIrFwXHl4gwqKOjSg28K0FIAs42O4lxuGmQsqxZXY3Fv3c0BqjBynjAozQksvh4VLUJcy8IUXnmLrthA1tXrX9nrcSgApeZQDqOQcBBrj0JoNtQkY0HXkKbm1F8+qeq4qS7u7QmRKiLsZcwYdBpRgS9ubY8+orrbcOgNlqXKzwkZAvdWrbSZQfzGpzSBQVRIPRkBv7up6O3aAoV+JCzGX0iFZgSkAphMras/Q35PlV921vFQDvmvLxa3sxKowMyWe6P/QoUgvSHs+bucCYaSQ889/lEl7XwrW3boPrCZUFaRgPDPufp2VzOBs6YHfIQThll5FyYpVXO57q1zWP+r73rQBgKZ8DlnB0zFUID3MPMFoLFl3MKysnZaNq/2A8MKaaJqT5NpTGiMxn+s59rJRUUcYxUsuBrn1xPPwUsrOTyEzD4gKr45ZuKHOpz3c0KADqtPSGQEcXWef/WcrgeRPztxJgewsR1YBjhaJZlDGz7T0dgMrG2DpsLXk7Bmwf+dzi0/URZH36uBq54NCY7eR5YXWFqxrbBdlxzAJU3/UYRrGEpx6eRdOMMowPKqVdsbbNasI0JP7+clyLtX1nXZ5rUAB0mvsj1GztETL52ZwuVZOLMOKReSXYnE/mlM52HbDvr5yPqkv9k4JgkScsFEtNKMG3fj8RA9brbiwEf0Kr93Em8jzW+m8moD3Zqn5ErKxXV/uOOHz/OJJyk9A1RoFh92QwL3j+scy4BFsd9EPkwvnI8jvxuqdb7fsbDAD5WtoU9cJT10TI5JGQpaf+64PZURpkwcdpZyGVWWWhWX2ceiDmUSz+jPSjXYORDUn4EuRKc+kyz1xqjC9wTscZcDNpSjXgQlJD8eXp7yjymJ3PrJwW4+7j8/iUrP6yW3Mzd2QXPyK/M2tsHixlYIBLH3ILRmXH4NC9P3A9MYC0YAFXQP/vYeqGq7HXSXtnjRVYFPNF2H3nAKSlRegSq0Cfh3I4PmNHZOH6Hmt2InnvFkQt+fZlT+uljPfaAGgycDgq5AooS4ogTUqAca8BMO4/jOLb0v7Yh4wzx6nipbqTCyp0dbH23l6i2U3Q4VIkS3ubNhQZvSlwOwGPHVtVOR+MmYoxlLLA0yvxN8BcYK0sWhD5kIgrQoG8EIfvHYNIIKKSXN0duyAhNxGj900gssqX3RjP34HRW+EbcRpSpZRIKxljPvOAsODUhNwkSgdgAQt3UkPpDsuo3HbdOUA8MqxV7eqMUZXFLrLgib13DyGrOBtuGWUYVGKCIfqtIctIoxQGRtjk8s0SaLm3RHFkOOK3/Eb+YhbexhWJIctMQ17QzZc91TqP99oAyO577r/thEBLG3nB/lB3cKGIDqGuPsDjoTQrHQmPEmDdujOm/DEbR8J8MahJXyL3Sc5Pxe6/8j2qm7GBmj7xL89oNwWxufEokhWD1XBj/dRF6mC5ubvv7IeVjiWFSO0I3oeNt7YhIa/+hJQ1SZ6lDMzq8AlVxdSX6CJXmg+mAbO6dIbq+iiSl1A2HIvzY1l86/x/p8KKVZlzbHzmwWHJS0wR0VXXo3B99oNh1wkWVPFtt7mY5j4GsvhYqBmbQaytB2lqIvhqGsQvzdi2JOZWKEmMQ+DwHlAW1y4Itqa5vcjfXxsA2UebDBwBm8kzwRWKIDQ2wdGosygT8uFt2Qo50jxy1j/MiqSweXYsXYqrTFmsamqKCpQ8w7bnY9MOvZy6oadjVwQkBsFM2xQrr62FmZYJ2OWf7SCMzDI0LYxYsepSkrW+AmdR0axAdrGikhJ4f+gRNDVugtU3NsJvwlHiphnStD82BGylRKln3VPV5RUoFv5t02Txhmw3dTZ0hJ5YB+1t2yKvJA9lFWXEApFfkIUBWu4Q6hki3fcQMv18kXPjcn2n8VL7vVYAcgRCeK7bDZ2WbXEl4jxuKBJJoWDHJctgY3c3xtfHWAPq2lh/VgGJJSD1cOgKv+gLlI/Lwu8ZXW4r85ZkD2R3LUYWnlWUXddX1Pl5TzN3IkR30LdHBSooCtpQw4AYXe30rOFi5IzbyXcoeJXlutSnTW7zITratictnwXaphSmUerpKNuecDNwROxvS5Dwe+3TGOrzDXXp02AAeDXiPK7JE+ji7aBvB101XQqb//78z8j76/Jel4kxpeKj1h8QiJmL61zMReJrZoZoVrmylUVLIjJnQNh79zDdv/7rxoJRW5h5wlHfDuVVAFQ3oKsBuxOyTL3glBCkFqbhWPipen1OextvMkcxpn8WaEFBDjFXMMqmB1z1HBC7dikSVQCslK3p4FGwnjQDPJEYAiNjHI3yQ7mQj7YWXkBuLnLVePA7vRmXzlVexOvSTFt0QCfX7ujQtBsiom5BYG6BM0dWw1DbBCYObtAu46GpfWuEpdzD2QdnkXD9bF2Gr9ezzkPGYar9YCQLZNCRluPwnSNwMnPB4bMbsGT+cQQFnkIvj/5YH7QdsXevIi26dnkiVR8jNrXAwLaj0LfzWBSX5CNPUI60/HTkF2RXHsH67Ag+iEy/k8i5frFec3jZnV7bDliphOwAM7/k3Q6AhqMLFAX5pIQwTViWlQ5pQhzlg4TPnYr0E39XNapJCEzQxv3ege2Uz1CcEI3yoiIYdO1DtLYsfk6oq4fUQ7sgNreCposbUvZvR9LuzZAmxdc0dL3/zuZrM2UWeGoaEGjrQlmQB53W7SHLSIVQ3whlRYUouH8HXLEaeCIREnesR+bZE3WK9XP47FtYvPshShJiITI1h0hHH9K0JPAk6n8pIUU0ZykpId2pMufrbq8NgCYDhlP2FhMCM8MY9RoAZprhcLmU05B5xpeUE3VHF1qwlP3bai0rj7W7oNvGBwWhwcjxvwKWkKTl2YqxfIMrFENZlI/0E4fIHMG0Qv2OPVCalICQT0bXacFr+0Essd5zw35knTlOCeQVSiUZ3FnOC8tpKU1OgEBbD/JHWVRcW691B/C1tZF6eC+S92yu1WsYsFjOiDwrHYqcHJTJpGD1h1leddGD+0jYsobMM0yWXLGYzDV5t/1rNfZ/+dBrA+DTkyJD9IZ9tEOEfDSCBFSfxpJ02JGuyMuhbLHy0lLKpLOb+gU0XJtBbGRKNBYPf5wHnrjSEM3T1CSbI1cg+E9KIGi5eUL+KPsf/C2aLs1g3GsgdNr6oCQ2irTT3FvXiAmfyxcQc4KWqwf9gOrb9Np3JlNX8p4tiF6qMkTXKEfHuT9C3cYeIVNqdsXVONhTD2i6usNu+pd0HEUu/h+KHtTtflXX99XmebNh71HCffaF00jcvo6y/15mY6641gf98HDhPGT5nXyZQ7+0sRrMDshmpNOiDVnqsy7UzwRRk1SardoKkZEJbr8/gI7B190Y143npgOI/XUR3Un/i2Y1fioSt6z5L4Z+KWM2KAC+lBk9ZxC244iNzRBbQ/7tf/0dT47vufkgIr6eCVn6q2VqfZVzfN67GhUARSZm5Porinx55EMvupA6rdohL/Dll4Z40e96Vf0bFQBflVBV76m9BP4PhR9DnwuWq6YAAAAASUVORK5CYII=#Christmas Fractals Thinking about how best to draw a schematic Christmas tree it occurred to me that the outline is a very simple fractal "thorn". But it looks much nicer using an arc than a diagonal line, so I added a custom block for drawing arcs. Now I'm curious if anyone can use arcs to draw a fractal angel - enjoy!
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1201700.0430.60.053
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