A square is THE basic Logo graphic. For me it’s the „Hello World“ in Logo. A square is a special case of a polygon. Use the slider [length] to change the length of the sides. Use the slider [n-gon] to change the number of sides. 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AggggAACDgQIYAfolEQAAQQQQIAApgcQQAABBBBwIEAAO0CnJAIIIIAAAgQwPYAAAggggIADAQLYATolEUAAAQQQIIDpAQQQQAABBBwIEMAO0CmJAAIIIIAAAUwPIIAAAggg4ECAAHaATkkEEEAAAQQIYHoAAQQQQAABBwIEsAN0SiKAAAIIIEAA0wMIIIAAAgg4ECCAHaBTEgEEEEAAAQKYHkAAAQQQQMCBAAHsAJ2SCCCAAAIIEMD0AAIIIIAAAg4ECGAH6JREAAEEEECAAKYHEEAAAQQQcCBAADtApyQCCCCAAAIEMD2AAAIIIICAAwEC2AE6JRFAAAEEECCA6QEEEEAAAQQcCBDADtApiQACCCCAAAFMDyCAAAIIIOBAgAB2gE5JBBBAAAEECGB6AAEEEEAAAQcCBLADdEoigAACCCBAANMDCCCAAAIIOBAggB2gUxIBBBBAAAECmB5AAAEEEEDAgQAB7ACdkggggAACCBDA9AACCCCAAAIOBAhgB+iURAABBBBAgACmBxBAAAEEEHAgQAA7QKckAggggAACBDA9gAACCCCAgAMBAtgBOiURQAABBBAggOkBBBBAAAEEHAgQwA7QKYkAAggggAABTA8ggAACCCDgQIAAdoBOSQQQQAABBAhgegABBBBAAAEHAgSwA3RKIoAAAgggQADTAwgggAACCDgQIIAdoFMSAQQQQAABApgeQAABBBBAwIEAAewAnZIIIIAAAggQwPQAAggggAACDgQIYAfolEQAAQQQQIAApgcQQAABBBBwIEAAO0CnJAIIIIAAAgQwPYAAAggggIADAQLYATolEUAAAQQQIIDpAQQQQAABBBwIEMAO0CmJAAIIIIAAAUwPIIAAAggg4ECAAHaATkkEEEAAAQQIYHoAAQQQQAABBwIEsAN0SiKAAAIIIEAA0wMIIIAAAgg4ECCAHaBTEgEEEEAAAQKYHkAAAQQQQMCBAAHsAJ2SCCCAAAIIEMD0AAIIIIAAAg4ECGAH6JREAAEEEECAAKYHEEAAAQQQcCBAADtApyQCCCCAAAIEMD2AAAIIIICAAwEC2AE6JRFAAAEEECCA6QEEEEAAAQQcCBDADtApiQACCCCAAAFMDyCAAAIIIOBAgAB2gE5JBBBAAAEECGB6AAEEEEAAAQcCBLADdEoigAACCCBAANMDCCCAAAIIOBAggB2gUxIBBBBAAAECmB5AAAEEEEDAgQAB7ACdkggggAACCBDA9AACCCCAAAIOBAhgB+iURAABBBBAgACmBxBAAAEEEHAgQAA7QKckAggggAACBDA9gAACCCCAgAMBAtgBOiURQAABBBAggOkBBBBAAAEEHAgQwA7QKYkAAggggAABTA8ggAACCCDgQIAAdoBOSQQQQAABBAhgegABBBBAAAEHAgSwA3RKIoAAAgggQADTAwgggAACCDgQIIAdoFMSAQQQQAABApgeQAABBBBAwIEAAewAnZIIIIAAAggQwPQAAggggAACDgQIYAfolEQAAQQQQIAApgcQQAABBBBwIEAAO0CnJAIIIIAAAgQwPYAAAggggIADAQLYATolEUAAAQQQIIDpAQQQQAABBBwIEMAO0CmJAAIIIIAAAUwPIIAAAggg4ECAAHaATkkEEEAAAQQIYHoAAQQQQAABBwIEsAN0SiKAAAIIIEAA0wMIIIAAAgg4ECCAHaBTEgEEEEAAAQKYHkAAAQQQQMCBAAHsAJ2SCCCAAAIIEMD0AAIIIIAAAg4ECGAH6JREAAEEEECAAKYHEEAAAQQQcCBAADtApyQCCCCAAAIEMD2AAAIIIICAAwEC2AE6JRFAAAEEECCA6QEEEEAAAQQcCBDADtApiQACCCCAAAFMDyCAAAIIIOBAgAB2gE5JBBBAAAEECGB6AIE6ELj2L/9y2eP3/Vm7+X67mLarykkidoGIrjTRO1Xk8VpYhomsELFTVewxEb3eTO4WtSH1vKEVq38/dPEPf3ioFubJHBCoBQECuBb2AnNoeoEL5ILQa49/sF39lhPM/HYTbRe1djFpV5F2Ezm+EZBU5F4TGRKVITEdUrEhVW8oFPKHbv3tqnuul+tLjbBO1oDAbAQI4Nko8R4EqiDQ29rRLi0t5SNYz6xdKkJWRE6oQolGGOKe8XAWsSFfdSg4gpaRkaHu4YGhRlgga0BgXIAAphcQqJLA1eENx5es1G7itYs3eqrYxNpVtXwkKyLeAktNCidRr0X80qOq9rMFjlvVzc30VPFCR4v5I1X+JcMPwtnMhlTGgtn3hlT8oZCGhi4p7L23qgthMAQWWYAAXmRghm8cgR1r1kdCfssJIn672ugp4vKpYrF2UQlCdtnCVmv7RXTIgiM+fzRggtOz6pWGWu89duiNdX569ktyQWj4+AfbzQ+1B6fZg19QxLNRy8BQdM2C/FQOiclQYBic2g5OcZctxRsqeSP3XLp/X35B47MxAlUWIICrDMpwjSGQee7Gp8ijI+vMkw7zrUtVjqnCygpBOASnVjU4teoHp1iDgLWhh44p3LP9zjsPVqFG3Q6x/ZRTlq96OHyC+cEper9dPG238VP15YCW8EIXZyYPq6e71JcBObplMP7rPf+90DHZHoH5ChDA85Vju4YT6G2NdnierBMp/+kQkbn+/bhPRIZUZMgP/lkOWX/I09DQU5cfHPq7oYGauFK5Xnfc/27vWPHIweXtvpXaxfPK4eyNXqAWhHPwZ/Uc12YiMiAig+rrQHy4f3CO2/N2BBYkMNcfMAsqxsYI1JJAb6Tz1errOlHp0NHQXTHD/A6Iys/Et3skCNexi4SsVBoq2bKh996399FaWl+zzeXjqzccHdJD7RoKHb7ILTiC9vQEMTlVRFbOYPK4iQyKyYB5Ntidz93ebIasd2kFCOCl9aaaQ4GrwutfVlLtUCuH7jqzGU8r31E+OjIZ8LV0Z7Jw610Op0/pBQqkwme9wLORU0zLZzeCX7j+4smGVJWHxWTQ1AZDZgNbCvt+tMApsDkCkwQIYBqiYQXSqzecKiFbp2LrbPSU8nEzLPYuVR0IfuiWlnkD3ffcUmxYHBYmvSec2SaH/I5Q+ZcxC/rjBTOw3K8iAyY6KCUdTNy3t6auPmeX1p8AAVx/+4wZH0EgvSb2PPGDI5vgh6kG/5zpqtrfmNigqgz4pWWD3cM38z3TJu6u3taz2r3QoeDMSIeW+0dOfHIO3S9igyI6IJ4MJvb3/6qJ+Vj6PAQI4HmgsUltCKTaos8WTzrUJi6ces4MMysEn/EFp5RNS4OcUq6N/Virs0iFz3iBWmhdcMp67BqBma7C/q/gIwtTGRRfBpLF7G9rdW3MqzYECODa2A/MYhYCHzuuo3X5stA6T3T8lPILZ9jsQVEpn1L2PBnYuj/701mU4S0ITCuwc030Rb4vHcH1A2LljzSOnYHq58Epa19s8OCh0uD77h8YhhaBSgECmH6oWYFdz379qtLI4+v84KKZ4MIpkZfMMNk/lS+aUh1QXwa3Fvt/ULOLY2J1L7CzLfZy8yY+Pw7682kzLOonojbomQyEWv57sOu333qo7hFYwIIECOAF8bFxtQXSkdi71OwiE3mGiJw8w/gHg8/gzLyB4LRfd6H/tmrPh/EQmK1Abzh2evBxiKo/dg2CLJ9h21+IyB98lb7ufPaTs63D+xpHgABunH1ZtyvJ/NnGp/srDm32VDabySuedCEqg2ajF049lH/t4HbZ7tftwpl4wwpsl+3eqsg3Ry/oUg1OWQdHyEd8mUhwtuY67/FlffHf7/ljw8KwsEkCBDAN4Uwg0xpbZ55tFpHgT8sRJvKd8t2KzAZLoccGL91/+wFnE6YwAvMU2LHm1StDpaPWSRDGo1+JO+0IQ42ISJ/62sedueaJXUebEcB1tLMaYapXRTqP9X290LQcui+dZk3B82DvVNHPPWWFXXPx3dmHG2HdrAGBSoFrT4oec+CAvFtV3iwip4hIaBqhH6tJn+fZ7i353IMINp4AAdx4+7QmV5QJR6Pl0DW5cNoJqn5PTPqeenBl39seuDG4mIoXAk0h8JlnnvO0R5Yf2Czlvx/2yun/fsjuIIzjhWy2KVCaZJEEcJPsaBfLTD2rc7XXopvHgje4F++Ulx0wkz5V60sU9n3bxRypiUAtCaTD619jppu1fIZIn3jvapWfBUHsj1hf8ne54OEfvOpYgACu451Xq1PvbV2/0fM0+AHypunmqCK3BcFbCj26m890a3UvMi+XAqOfGR99YRDEJnL69HOxL/i+9XUP79vjcq7Unr8AATx/O7asEMhENq7x/ZHNquWLqqa7p+4fVaQv+IGRHM59HzwEEJidQKq18xXBL7Q2erHi06fZ6i4z7fO8lr54fs/+2Y3Ku2pBgACuhb1Qx3NIhWPnqFnw+dX50x7tqgyUTHY/XBjp2y4DwRWevBBAYB4C26Wj5Zhwy+aQyoXB15umHcLkK6balyz03ziPEmyyxAIE8BKDN0K5nas3nOiH/LGLRuSkadb0YHBBle9pX3e+/yeNsGbWgEAtCfRGYi/x/PIvvsFR8RNvialyd/B30Ct5fVvv2/ubWpo7czksQADTDbMWSLVFz1ctX8V87hE2yoppX6LYv3vWg/JGBBBYkEC6LXahjH70Ez3CQP9pJruTxexXFlSIjasuQABXnbSxBrwq0vn8kj96JbOKHD/N6oZFtC/ke31bhm+5s7FWz2oQqB+Bq1rPPKXk+ZtFymHcOnXmJnJvcAV1yLO+LfncL+tnZY07UwK4cfftgla2M9z5N75pcIrrddMNZGp7gr/MiULuCwsqxMYIIFB1gXS4803lX5pNN047uMn/8dT6thZyX6x6cQactQABPGuqxn/jjtYzTgl5XvD1oeA0c9vUFavIvcHXh/gNuvF7gRU2hsD4GayxrzNNdwarKGK7S77fd+nwrZzBWuLdTgAvMXgtlstEYteY2VkicsJ081ORG32TPj5DqsW9x5wQmJ1AcA1H+YEnIuccYYt71PTmeLH/XbMbkXctVIAAXqhgHW+faoueqaopEXviY/9Gr6Lc7Zekr/u+7N11vEymjgACFQK9q6MneSEJPl66UGzabzH8wkySyWL2FuAWV4AAXlzfmhw9E46+1FS2iU3z3V2VrwRf6ud7hDW565gUAlUVKH+PP7iC+gg/C9SkJ17I/riqRRlsQoAAbqJm2LFmfSTke5eLSNfUZavKrb6V3p0s3HpXE5GwVAQQEJFU+KwXiI1cozrtDT52lTz/ikv378uDVV0BAri6njU5WnAHnVXhlm0iEvxZNnmS+hmvpD18Wb8mdx2TQmBJBUZvsmPbROxtUwofEpGehwojPdzRrnq7hACunmVNjpSJRN9tVg7eyOQJ2k3mhXqS+/d+tyYnzqQQQMCZQGrNhlepX9omomdPmUReVXri+ewnnU2ugQoTwA20MyuXMnbXqiB4pz70/rsqXk+8sPemBl06y0IAgSoJZMIbzjbxg58jr5oy5I/NpIdvRiwMmgBemF/Nbb2jrfO1IdXgc97ga0WVr9+I6BWJQv+na27STAgBBGpaIB2OvV3Egp8rJ06Z6M0lsysuLea+WdMLqNHJEcA1umPmOq3gC/e+r9uCu99M2fYxM+tJFnNXzHVM3o8AAghMPrPWebmqBkfER1X+9+CueJ5nPdzicm79QgDPzavm3t3b3vEM72D5AqvLnjA5tbSWlvfEh/fcX3MTZ0IIIFCXApnWjcdZ6OA2MU1Ms4Ar/eUjPd1DA3+oy8Ut8aQJ4CUGr2a5VDj6XjHZpirHTPptVOTznh/q4eEI1dRmLAQQqBQIHv7ge6VtJvLmyv9uJg+LSk+ykP04Yk8uQADXYYdkItHgi/NB4z9/yvRzvnpXdOf37qvDZTFlBBCoQ4HeyIb1nvnB58OdUw4EfhkEcTyf7avDZS3JlAngJWGuTpF0W+dZMvr5y9pJI5r8TNR6eDJRdZwZBQEE5i4QPIFJTLeJyqlTtv6WmPUkirmb5z5qY29BANfB/u0Nr3+ZqrdNTc6bdKpH5HeeWE+8kMvUwTKYIgIINIFAJtwZ90W3qcizJv28UrnBzO/pLuz7URMwzGqJBPCsmNy8KRPpWGN+S/Ab5ROfTmLSUwo92nPp/tsPuJkdVRFAAIHpBbaHzz5qlR24XIJ7zk99mVyj3khPPD+wv9n9COAa7IDtp5yyfNVDbcFnKkHztkyeon3a90s93cMDQzU4daaEAAIITAj0tna0e14ouKPW26ewjJRvbbmqeMX2O+882KxkBHCN7flUuLNLpfw5b7hyasEzecXze+L7932vxqbMdBBAAIEnFcisWf9K8b3gwtGpzyIumFhPspDb1YyEBHCN7PVMpPMNFlzAIPKSKVP6jqn1JPO5r9fIVJkGAgggMC+BVKTzr3X059xpUwb4iar1xPO5L89r4DrdiAB2vOMykdjFYnahiZw+aSoqd489i/PfHE+R8ggggEBVBTLh6N+PPZP8pMkD27fFbHeiuO+aqhas0cEIYIc7Jh2OBvdPnfyVIpFHxOyKRDH3EYdTozQCCCCw6ALpts7/KaP3rn9qZTETuS1ZyE792bjo81nqAgTwUosHD79e0/kX4usunXLUayqpERvpuaww8ICDaVESAQQQWHKBK8Mdz2zRluBrlsmpISyedSX35+5Y8kktUUECeImgx8uk26LvFJXggoNQRel7xLzzE8W9P1zi6VAOAQQQqAmBq8LrX+aLd4OJnFAxoZKYdCWK2U/VxCSrPAkCuMqgRxpux5pXr/T8o3ap6Fsnvcc0mSj2p5doGpRBAAEEalog3RZLiFpq8tGwfdb3HutqtPseEMBL0IrpSOcZYhoc9Z48Xk5FfuR7Xldy/97vLsEUKIEAAgjUjUBqzYZXeb6/y0ReVjHpX4haVyKfu7VuFjLDRAngRd6Tqbby8zN7JpfRqxOF/i2LXJrhEUAAgboWSIdjV4nYJZOOhs22NcrzzQngRWrPTGTjGrODu0T07IoSfzLTrmSx/98XqSzDIoAAAg0lkGqL/a2qBWcQn3Z4YXaTaqmr3m9nSQAvQqumIrEL1ORqETuuomH6S15L16X7b/n1IpRkSAQQQKBhBTLHr3+OlfSTIho7vEi931QuSeb7r6/XhRPAVd5z6bbYJ0Tt0kmnTMQ+nCzkPljlUgyHAAIINJVAKtz5IRX9wKRFm+5IFPvfU48QBHCV9lomcuaLzfxdIvaaiqPeId+3ru7hfXuqVIZhEEAAgaYW6G1dv9Hzgotatb3iaPjbql5XPH/L/60nHAK4CnsrHYm9S6z8GcWEp4p8vrR8pKt7aOAPVSjBEAgggAACYwK97R3PCB1sCa6SfnMFiolqVyLfXze3sSSAF9DS14bPPupxeTw46r1oyinnRLKQyyxgaDZFAAEEEJhBIBXujKvolPso6HUrZEXXxYWbHqt1QAJ4nnsoHYl1jh31Pn98CBX5QXDKOTmc+/48h2UzBBBAAIE5CKRaO18RnJI2kZdXbPbLsaPh3ByGWvK3EsDzIE9HotvE5F8qN1WRq+KF7NZ5DMcmCCCAAAILFMiEoztNZPL9FVT+MZHPTrkPwwILVXFzAngOmKm26LN19D7Or5846lV52IJ7lRayn5vDULwVAQQQQKDKAulw9C3Bz2gzOaZi6G8EP6OTxexvq1xuwcMRwLMkTEeibxQrh++xE+ErckupJF3d92XvnuUwvA0BBBBAYBEFeldHTwqFJDglfWZFmQdFpSuRz35pEUvPeWgCeBZkqUi0d+qjskTkQ4lCdvssNuctCCCAAAJLLJAOR4Ofz5PuvxA88jWZz3Yv8VSOWI4AfpI9kQlHX2pSPuo9beJtKnebXz6dcUut7ETmgQACCCDwRIFUW/RM9WSXmJxU8X+/oyJd8UL2x67NCOAj7IFMJPpuGz3lXPn63IEV0vX+u7MPu95x1EcAAQQQmFngX1dFj1m5svyz/C2V71aVrng++8mZR1i8dxDAU2yvPq7jqSPLW4LfmC6ctLNEtsYL2asWb1cwMgIIIIDAYglkwtEtJrJz0vgqu1sOjnRdcv/AI4tV98nGJYArdDLhaHTslPPzJv6zyvc9X7u2Fvt/4GIHURMBBBBAoDoCO9piLw95FhxgvaJixF+NnZLOVqfK7EchgMes0pHOfxLTD08+6tVMvNCfmD0n70QAAQQQqHWBTDiWNrH45KNh+0Ain/vnpZx70wfwztUbTiyF/O+pyDMr4P+gol3xQv/nl3JnUAsBBBBAYGkEMuHYm03K9/B/xnhFE3sgVAq9cut9e3+zFLNo6gDeeXws7JfsdhF59ji2qu4plUJd3cM3Dy3FDqAGAggggIAbgd7Ws9pDodIuM9t4OITl3lBIT9t6b39hsWfVtAGcXhN7nvn+V1X0lMPIdlOikDtnsdEZHwEEEECgdgTS4diNInZ2xZHwnep5mxL7+3+1mLNsygC+OhJ7yYj5X530PEld+vP/i7ljGRsBBBBAYPYCT7wOyIZa1Nt0Sb7/J7MfZW7vbLoATrVF16rKDSJyXMWR75sThdwX5kbHuxFAAAEEGkkgHe58k4hWXvtzv5mclyxmv7UY62yqAC7fFUXlqyKycgxzxNQ2JfO5ry8GLmMigAACCNSXQCrS+ddqGuREy9jMD5jJpsW4+2HTBHCqLXq+qnx54hy/ycPq2aZEPndrfbUHs0UAAQQQWEyBdKTzDPP1q6qHn6pkJm9IFrNfqWbdpgjgVCS6WU2uq4DLq++fFx/e971qYjIWAggggEBjCGRa17/SPC/4uDIyceCmclEyn+2r1gobPoCnuafzL9W3TfHh3P+rFiLjIIAAAgg0nkCmtfPPzSufjn7++OqqeQ/phg7gVDj6XhX5WEVb/Dhk/qYtxX33NF6rsCIEEEAAgWoLXNW2/oSSekEIv3TiSFjkfclC9uMLrdWwATzNsyC/eUhGzrusMPDAQtHYHgEEEECgeQSuDHc8c5m0BKejX1ux6gU/E74hAzgdjga/mVxWAXXz05ePbPq7oYHHm6dlWCkCCCCAQLUEdqx59cqQf3QQwmdVjHllopB973xrNFwAp9uinxSVd02crzf9crzYf8F8gdgOAQQQQACBcYFMW+x6U3vDhIjJNYli9t3zEWqoAE5Hon2Tn+Or1yUK/W+dDwzbIIAAAgggMJ1AOhz7rIhdNPH/VHYn8tnNc9VqmADORKJfCe5YUgGwK1HIXjJXEN6PAAIIIIDATALpcPRqEemaONuqckM8nz1/pu0q/3/dB/C14bOPelwOBFeobTi8MP1YotD/D3OB4L0IIIAAAgjMRSAdjn1UxN5Xsc3eFbJy08WFmx6bzTh1HcCZ1o3H+d6hr6rI6RO/hYh+MF7o//BsFs97EEAAAQQQWIhAJhz7gIl9aHwME7nN85dtig/vuX+mces2gHeu3nCiH/KDK9JeMrFw1cuS+f5PzLRo/j8CCCCAAALVEkhFYu9RsysrxvuJV/LO23rf3t88WY26DOD08RtOtVLwLF957sSRr+q74vn+a6sFyjgIIIAAAgjMViATiV1sZtdUHAn/WkPepsS9e392pDHqLoAzkehpZuXHCbZNLNT0wmSx/99nC8X7EEAAAQQQqLZAqi32t6q2u2LcoqqcF89nvzNdrboK4HQk1ilmQfg+fWIxpucliv3BRVi8EEAAAQQQcCqQbottEi3n1Pjrj6J6XiLfn5s6sboJ4FQ4do6KBUHrjS3iURPblCzk+p1qUxwBBBBAAIEKgVS4M6ZSfojD0WP/2TfRTclC/42VUHURwOlw9C0i8h/jEzeR36n4mxKFfd9mryOAAAIIIFBrAunw+teYeMG1Ss+qmNv/SBSynxv/95oP4FRb9B2q8qmJBajcbWqbkvtzd9QaOPNBAAEEEEBgXCATOXDGopYAAAkmSURBVOPFJqEbxOSkiQNIk3cmi9n/Ffx7TQdwpi2aNJXeit35Uw35m+L37vsvdjECCCCAAAK1LpA5fv1zrFR+nOGLJo58TbrjxWyqZgM4FYn+o5r8c8Wh+u2hQyPnXXL/wHCtgzM/BBBAAAEExgWuPq6jtbSs5QYTefXEkbDKP9VkAKfD0dtF5LSK3Zd9/OCB8/7hgdv+xC5FAAEEEECg3gQ++szTn7Zi+crg6uhoxYFlbS0j3Rb9F1HZVjGr/4wXsptUxGprpswGAQQQQACB2QuYiGbC0eB09LnBVjV1BJxeE3ud+PaNieWY3J0oZp8z++XxTgQQQAABBGpbIB2O/VzETq6ZAN4Z3nCyL/63ROTYMbo7EoXsi2ubkdkhgAACCCAwN4He9o5nhA4u+35NBPCXTrlgeeGhh25TkZePLSPv+yNru4cHhua2LN6NAAIIIIBA7QsEIVwTAZwOR78oIm8cJ/PV6+zO791X+4TMEAEEEEAAgfkJOA/gdDj6ERF5/+Hp6zsShf5Pz285bIUAAggggEB9CDgN4Cfe5Uo/ksj3X14fdMwSAQQQQACB+Qs4C+CxJxtlx6duIl9MFrJvmv9S2BIBBBBAAIH6EXASwDtXbzjRD5WveA4HVKr6vae0/n7txT/84aH6oWOmCCCAAAIIzF/ASQCnw9FvisjasWk/YFJamyzcetf8l8GWCCCAAAII1JfAkgdwui3aJyoXjjP5vv+67uF9e+qLjdkigAACCCCwMIElDeB0OLpdRD54eMq2JVHIXb2wJbA1AggggAAC9SewZAGcikQ3q8l1E0SmOxLF/vfUHxkzRgABBBBAYOECSxLAqbboWlUJPvctv0zka8lCdtPCp88ICCCAAAII1KfAogfwzuNjYb9kwRXPJ44R3dFyaOT0S+4feKQ+yZg1AggggAACCxdY9ABOh6PBd307x6b6J/NsbXJ/7o6FT50REEAAAQQQqF+BRQ3gTDj6KRN5xziPL7apu5D7Wv1yMXMEEEAAAQSqI7BoAZxqi75fVYL7PI++1N6TyOd2VGfajIIAAggggEB9CyxKAKcj0TeKSfCEo7GXXZ0o5LbUNxWzRwABBBBAoHoCVQ/gVGvnK9TT4KKr5cE0TW1PMp97XfWmzEgIIIAAAgjUv0BVA/iqSOexJSuH78mjNHZXSOX0Lfncg/VPxQoQQAABBBConkBVAzjdFv2GqIwd7epB8/21yeHc96s3XUZCAAEEEECgMQSqFsCZcHSniUx8zmtib0oWchWfAzcGGKtAAAEEEECgGgJVCeBUJNqtJoevcDa7PFHMHb4CuhozZQwEEEAAAQQaSGDBAZwOR88VkYrv9tqnE4XcxHd/G8iKpSCAAAIIIFA1gQUF8M410ReVfLtNRZ8WzMjE9iULufG7XlVtkgyEAAIIIIBAownMO4A/vnrD0ctDpdtE9MWjKDbkhbzTt97bX2g0JNaDAAIIIIBAtQXmHcDpcOcNIjrxRCMzeW2ymA2+gsQLAQQQQAABBGYQmFcAp8PR4NGCa8fHNpWLkvlsH9oIIIAAAgggMDuBOQdwOhz7qIi9r2L4DyUK2e2zK8e7EEAAAQQQQCAQmFMAZ5678Sn+Y4fuUZHVY3y/TBSyL4ASAQQQQAABBOYmMKcATkWivWqSHCvxyCEZOfGywsADcyvJuxFAAAEEEEBg1gGcjnSeIab7JsjU3prI566DEAEEEEAAAQTmLjCHAI59V8xeGZQwlRuS+ez5cy/HFggggAACCCAQCMwqgDNtsctNrWeMrCSevjCxv/9XECKAAAIIIIDA/ARmDOD06g2nSsj/6fjwpnpZMt//ifmVYysEEEAAAQQQmNURcCYc/bqJvH6M65uJQvavoEMAAQQQQACBhQk86RFwui36TlG5drxESO01W/K52xdWkq0RQAABBBBA4IgBnHpW52qvxfu5ia0KmEzko8lC9v2QIYAAAggggMDCBY4YwOlw7LMidtFYiV8kCtkXLrwcIyCAAAIIIIBAIDBtAKfbYptE7YZxIhM9N1novxEyBBBAAAEEEKiOwBMC+EtyQagYfujnIvK8sRL/lihk31adcoyCAAIIIIAAAtMeAafD0Y+LyGVjPA8ckpEXcrtJmgUBBBBAAIHqCkw6Ak61RdeqSvCowfLLxN6eLOQ+U92SjIYAAggggAACkwI4HY7dJmKvGTs0vjFeyJ4LEQIIIIAAAghUX2AigNPh2PtE7KPjJXyTP+8uZoPPgnkhgAACCCCAQJUFygF8ZXjDycvEnwhbFX1/vNA/EcZVrslwCCCAAAIINL1AOYDT4ejXRKR8ullFbo8XsuXT0LwQQAABBBBAYHEEtDcc/XtPZOJCKzX7q3gxN3Eh1uKUZVQEEEAAAQSaW0DT4ejvROS48tGv2Sfixdz4V5CaW4bVI4AAAgggsIgCQQBbML6J/DpcWHXyG+X60iLWY2gEEEAAAQQQCA56xwNYTc6PF7MTt59EBwEEEEAAAQQWT6AcwGbSlyxmxx+8sHjVGBkBBBBAAAEEygJBAD/UcmjkhZfcPzCMCQIIIIAAAggsjYCm2jovThZz1y5NOaoggAACCCCAQPkIGAYEEEAAAQQQWHoBAnjpzamIAAIIIIAAR8D0AAIIIIAAAi4EOAJ2oU5NBBBAAIGmFyCAm74FAEAAAQQQcCFAALtQpyYCCCCAQNMLEMBN3wIAIIAAAgi4ECCAXahTEwEEEECg6QUI4KZvAQAQQAABBFwIEMAu1KmJAAIIIND0AgRw07cAAAgggAACLgQIYBfq1EQAAQQQaHoBArjpWwAABBBAAAEXAgSwC3VqIoAAAgg0vQAB3PQtAAACCCCAgAsBAtiFOjURQAABBJpegABu+hYAAAEEEEDAhQAB7EKdmggggAACTS9AADd9CwCAAAIIIOBCgAB2oU5NBBBAAIGmFyCAm74FAEAAAQQQcCFAALtQpyYCCCCAQNMLEMBN3wIAIIAAAgi4ECCAXahTEwEEEECg6QUI4KZvAQAQQAABBFwIEMAu1KmJAAIIIND0AgRw07cAAAgggAACLgQIYBfq1EQAAQQQaHoBArjpWwAABBBAAAEXAgSwC3VqIoAAAgg0vQAB3PQtAAACCCCAgAuB/w8+YRvwyL9ohAAAAABJRU5ErkJggg==

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