⚠ Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠ You can decompress Drawing data with the command palette: 'Decompress current Excalidraw file'. For more info check in plugin settings under 'Saving'
Excalidraw Data¶
Text Elements¶
2π/4 ^MA6dv8iE
z1 = cos(0) + isin(0)= 1 ^g9BTpIS5
z2 = cos(2π/4) + isin(2π/4) ^rphbzXKP
z3 = cos(4π/4) + isin(4π/4) ^VyxoPZX9
z4 = cos(6π/4) + isin(6π/4) ^HFKpy1sp
%%
Drawing¶
N4KAkARALgngDgUwgLgAQQQDwMYEMA2AlgCYBOuA7hADTgQBuCpAzoQPYB2KqATLZMzYBXUtiRoIACyhQ4zZAHoFAc0JRJQgEYA6bGwC2CgF7N6hbEcK4OCtptbErHALRY8RMpWdx8Q1TdIEfARcZgRmBShcZQUebQAWbQAGGjoghH0EDihmbgBtcDBQMBLoeHF0IKI5JH5SxhZ2LjQeAEZ4usgG1k4AOU4xbh4ADniAZnjWsYBWAHZOiEIOYixu
CFwUhcJmABF0qARibgAzAjCto4keAA0ABQBHAE5mADZp64AVaZ2xuBeOWYAWQAigBxVqpEqQY6EfD4ADKsGCa0EHkhpWYUFIbAA1ggAOokdRDBaY7F4xEwZESVEkdGQbF+SQccK5NCtBZsOC4bBqGDcVpJJILazKamoYWFSCYbjOQXTbQveIjYZjMZC2bDVo8aYLfloOWzWaK6bDJJapLTeIvYazXVSiBk3EIADCbHwbFIawAxK0EH6/fSIJoeTj
lIzlm6PV6JFjrMxuYFskGKETJALZq1FSN4rNHkKxvmXjqFpIEIRlNIBVrtK1pq1ZmrC6MxnbSQhDkNtULi+axgtw8I4ABJYhs1B5AC6C2O5Eyo+4HCEcIWEeILOY4+KULKiCGUoAvgtNMJlgBRYKZbLjqcLIRwYi4A6XVANnVquvxU2ZhZEDg4xdl3wX82GwPEX1OfAwkKI9Cm3SBYD3CQ/1qB1uiaAUhQWdC+gGCpWimJIZmGYZ7R3JYVhlCRcA
hLZdn2Ts0Eg84HTpCQACF4muUgYCgAAZKBhiED5mEwXoAAkzwAQXE8TCFuIMYThSlxUdd06VJLFnUJYhiRaTTyQQFSKjUtFV2ESsN3HDkHS5Hk+UwyUd1FcUnNKKjUDlcZtFmZUkjeZVHhtNsHX1TzVQSW1Hi/aZpheJV/L4B0nTxKNPR9AN/VQncQzAwchEjd10tjcgOATXAkygFM0yGaZHgSKY5mVVpbTI0oywrKs0DcgQOxfR5VWGHgXgmR4B
0ZEcx3yacHVnXB5xfJcVwdNcrO4eCEPKfcoVgnLT2IC8MiyHJprvB8n0Y19ZnfMYCKIpU2sgP8ALQJbgIdD0wMu5iEE0iqoHYiilmUQDlp3LJiEB5ZgdB96d3wUIoDdfR9DUZ9bjYJYqteoC/tIKApNIbEKDLXBFtxh0IcJ4nSfJsHSjgTHr3yKUwAKKESh6znWZmjn2Y5nV6smGZfLaVrOm5jnJylaWSl2ooHUQkyUKDHDmlfbVsKYHoOH6DhBh
aHgkkeMZRiNLZllWaieCDbY9mCZ8TjOX7WJfBhrh4bBHhgAArAAtAApdjsCSBB2JdAB5Ch7nwABVD5FNhBEkRM2kjgM7Sav05KtIpFOUXU9OVos5lWQFTluV5WBHJFDgxQqHqIA8uV6vaFU1Q1LUS1C7gv20CYJnieIhua8Wc8MtKY3QX0ssDY9Q3ywrozWOMysTY7qt09NutLctK2x3hTVrHhc2GEbZheR5plu9tLpasZL6/SZxqHUcb150o5oW
2HzIK9cy7QBtXcFQeCHmPPtQ6V4TpoFvA6e8j5HbsmutfW6BERpfl/EsF6qA3ogS+hBZ2eMAZAzrj/SmywoaOFITjemT1EbI1RjIQ4GMsZkJ3Jif61M2AkxCHTOGpQqZE24bTNhDMmbQInKzfmUIuZgCSDzCW0jOYSzAM4HUwxj6n3Ppfa+rQeYyxgnUeCwC1hVEIDUVW2sMJoCClrRouF9b4TmNMHgV8tQW0omsXA0xbb0Qdt9Qhrs1g4lIH7fA
xAA64GBDsa4xB6CtDgAAaWBAHKAAAlYEbBE7KXzjSQuQYUoEizrwDOecqSp3yb/SyADXwV3stXdkWEHQuQbgsZuOpaxETVDqVoV9brdx3GFOUoxtCkTtL5a0IwixJXYbnV0RUp4QG9DwY4jwEBDyDLlMMa5J4r1KuVSqm89KvjiC8KYPAjZtGHuMEKO4Or7wFHER4LVHh2lVJ3bUj1HR9UeTMYsJtcwv3vG/U6s05wIAXDQ/hDJ9prUAazExLQwE
OhPH/SBx135nQQXfZBapMxmhGo3Z6oinqgXAk7KCCBDFwUVltCQZiLF2J1gKeIjc1Z6wNicus7RdFfIolbdAuBZi+PtggRBqAfoXDWC8a4jxSAB16LsYgBF6CAlScQAA+tgASYxsnJ3KQXMy49M5bxJMaspqk05BkZNUzc5dbKVwco0xuLTuCN3aQqK+vS3HxCCsbVsXyhlxFio2ZULjHiuOCl8wpuyJDLNWes+ImyF47IWXs+M69kwLFTKa9kcQ
jaNledaf1tz2p7y6ic7QBbCy+ReCW6NPybG1uvsPL5+VJqYrBfNCFfDf7LDhagIBSttpy3AWiy8GLQU7ngRdF8b4UHXRPolTB/4SUQE+uSpiztqUlGMcO+lcJzFhEsfY9WBEOhoSsQ4zlrQXh5hmLe+sHiBXrGGCKhiBDKVSokNMBAAA1ZQ1w+KtCgPgGAmgABiaScS4Cko8cS+BEnsT1cZQ1GlzVFNzSUjDqG8lGp3Da0udr2R1KrmFQULq66uT
adwOqyRz4FqIp8vUsp8ydPrCNJqYtS0CDmbG6eKy1kbPnnlVNy8SoZoqhvbNxTtRVqSIW2t9bd6dQPnJ6tRa60mx498nFppWXWgIkCjtU7P7gshTgimBHYU1KHXS3gyK9rjqOszGBH9IAzvFfOj8FyYpEqwWujdATKU7oVjufd6BZx9XIFQJl1jeDKji9eioZyblzDrM+jy6xkN0VFeKyVQSJDKFwDwAAmsQTAmh6CkD/YkmOMA+IvHhPCUEoIpI
odyegK1pTMPHKSNoaNczcNdcqcXJkA6bI7jsmRmuzSqOtIdM3Bs2h8z+TPmqLUmYJgsYNANBIA14qPAGtfY2Fyev8aWYJxNybRP7Qu6vA50mHQ5uOe0BISRtRfgIvinT9yK1TFrIZlqt7WXFgbZdeKt0r6vOMyCtzM5zO9rG/2mpuCUUQIna5ic7mICeZxTdTMA1NQzNKMSqFeDN0SsCTuRmWMbxSNZnIlRzh+tTEJRqSYZo4q+oUQzjmcjaz1iS
EPUiMwH5tCNv2RnLPawP3VBzlqlolSPF53zRn/WeBjE1+aO0Uwvs2hPsz1ncuhQKc50rnnUtFHq4SNaUXrjbpfcmGNaXxv2dm8V9zlXVu+cc363aS+Ooh7KjGXFF4RvZfu98p75XquoRKLAFmIUVo61mi10PL1j0Sgy7Z/Lj3XPY8+7V/zrMRsvxBTOQp47rKXf85zybhXBfLdQnc2zRnWY/nPNDXekiPA7QXrr27vP0em/e5b9bkvA2FOzCFMPc
0dvJjzFd5H4f5uvdx5KAnrM8U255jqkkKZEuI+59NyPi3Y+Sit636Mhs+ZRpvmLHmY/mZlSuONi1O0H3QFF/j4zuIGo38T5bQA0Z8pdB8q03wphzkXFL5GwSIN829+d80+wSIr5NdGxpgPtw9l8+8H5MCJgL5/lfIxgECE84gQ9NcPwZgr48xbQI8oc/IGwh54pxhVRSC/9FRNR4ozlTYL48wT4s9VF+sGCjYmDrQlRTYSCf9N8OCSID9e8tRqD2
gl9wC8C2giJXkudnk9FpDECOYxhkgzZNd8xVQZhLQr4I9JhjYzRfMtMA12D+cDDNdRh6xTY3gGwpg6Dl8rCBoD8T47C7QHD9D+4RgrRVRb1L5IcB8OYZcfCbD/D60gioQDDJgXEQ8TZuDGxsDwC4i/Di1tNpgkiSgUi8xGpb1z1IiRpLDBRfDbDEjdCE8DD98r4588xMxhdBDYiaj4j8j7CGjGcDD3lM8bRXkjYXFqjrC8iAjCj+j+dEhb0ichoI
0XF1QTZOj+tci6iCiiiwBEhr4uc2g70Z9BRXF1iGpJiti+jx9fcoREhSJ6x3x2gz4z4lQJjaiEjtjZiOYFQjZgp/kRgT41Ra8YjhDelGCJkWDJCdiFQ/l2jL5WwL5xgLDl8RCPsISJC2CvioQFRfUjQh4jRroI0Z9hh6Dk9ooPDGxhd09oTFQCIXFGxRCjttRgSoQZcdQUEw1VQ+8WoXEaS4C9dvshcWpojWSNcVQ8wvVtRCwxcaSSJ+8tdASCIl
Tj9VRYoSJh4CJhpiwdDrji8OYXhkhg8h5LQ6Sgpxhj8qS8xfVr5hojsiJhgdiDTek3ktSTSZ8SdRTkhTQtN4pSJNcYDWxHT+4M8go6x2dhgjsI9hd4o5hXFRhfNxh6wgzcScwGwMC6oRgoyhQ5TcxyiIyrSmSgylRizlQ8weDnlBD+thdfUD9ddrphcTZekgy3k5hVRU98CMEbdjZ/JkFNQViaDv9dTf9+cDTbQjjo8js/IZhKzawz479EzJgVQD
94gdjjQmNFDrSHjB4VENdbRzkPs1Q6p8CpChyZD+djRb9YpJhQdxg+8WTOZ+4LQH8z4zcVQZjTy9CoRjQpkgoZ8vw+9MD2gdzbdBp3S/zWVNQVysSShjQIL6wY9kEIyZybSdQ3lUEmCkzoKwBjQ4oWoRg6xhp71kFgKRoXiRoKiIygoTzL8J8OZjQtt6T1QaygpXkZybQh44oW0zRRhL5VzRkzlSjTZKKMyZzCSLl4S9dP8hodiNEPtLRNRnlJcJ
kRSHytQIz5QhQ0zizZgZLawAp6xFyAULkwC/cVtTs71PxIiFMWpdLbpNRhd1tSIXiTKZEVtyTb1lKI1PwHSsKNFSzJc61YoeUPSSgk8FKTTmCbCCIfKPyE8NF9jOLASdQ+8QrE9axCcrR2hel6xNQbLfKTRfUFT4pTd1KVFS83hXDLRhp/SbR3yaKbiSgNEjQzdboJhSIixsiOYO8P92LzQ242g5hdLnk7d1SA9ryyr3sI1cwh4erA8dKsL6oD8r
QpkPtlqTYJr6xTQa1CxLR4idjW4gdAo4pF0rQJq61C1NCI0hQ3EYr6q9SoR6phpi0jR1KL5I0JrrptRPs61mTiJbqwAr9Gd6piJsyiSL5BR4oPqWi1SHjrrWr9qEhGxPr3CtQHiVK0q5TVr8w9c3D/rAb+d6p0tz4vtTYI0ST28VtwjAS8wsC4C8baKHqTR1RldnDMwL5BD/9YpnlQy61bodFqKAaGaSh6oL5bQM8tcmTvsVE4g6xr56S39C0ucE
aop/yUqiIXED9paq0zkpqiDel1QdS7rhyOZ6ojsxiZ8jRXELkWota/kbR4Sfquar4djBR2NiSL4OiBobaODVb3CiI7QEz5rYr28NceSw13S6ojQXKShg1Rh4zvxuLiwvwXbhC6o9zzQ1LVQI0tbro70zlarO8+CU7Eb2riJiwxdGwtbbRbRmqDdI0Ll6aGrE9+teapgjK3gjsbQVEDC1tJCtSK8g8g6jazyur/dr5irxkl0Izu6q04o3TopidEpi
6ixMDCqxY6ogKBjbd4oXrJdeltRG77rQqk8GwA0XC78XFybHCBtRhljMrTYN6L9Bam6CJj5MwLKd6WzBCDDPqCVH4rQv9SIXbS8n5XlzQ56Ro70Z6KzH17j8waqXhgGQjH8lqTYF7TYVFEgD9hcCIvaLaCIBb8auqswDNqrIdGx+lBCsGL5TYNR3DfV2gkHcxmqL4vLprelMG9LiCD9oCaHCGhbE8sxYoATorjKGwiJOHmbWwsqApbRBzh7Pzj7F
QzC5KBoJdndOHUi5DOdWwI0n6iGoRX73aFMeLBREz7zdip9VRNQZ8u8z5hokGCSgpx6RgaHNdOG70BoocTC71r4h7n6j7BHRlFDLaX8LRWxOGho46wTw1WpDaAnjbDGswvHRpF03FjjOHXkMTF9MDjr5GEmR7DH/8PbUEJaJTAVGcFRb1WwCUOcW14mDHQqZaLLfJySFMhR3HKmq0jsF64nCwT5/HGnE980/GtsGSH5syVEcTWUwSvw702rbQXa4
gJhxL6TyjfVDcunTR8xh5Ww3hhomysK5NUjJC6w1tDjUqFRKSbRekLk5hhc2glnIoeLwiNTrRoopnRlP9h460h5mwpgnncLX8dajZRhNaunXlWx/JlcCHWHAXoprRcwiIDm6wr79TDS5Ghd7iH5MwnmzlbR/J3nq7zQVEnTtRzrzDulrG8We8/mPtan0aDTxKuCz4aa0H+GX64hP9zQzT2b860WoQDShLBR1RMxGTnajm4hTCrQrR8jhd/JSWBsd
R86ONRjcwOXAm5MiwaC7Qr5L4jtBCDTIdWz7a5b2gNXEmmm3LLRg80zxgldFXNstTTRx7LQPsXae7/S/HnizkIbFXliM8u4zDMDEGjnPXpyan7a7pOqvzkgcG61qyzQ2jD7LXE8e6fqBKidfyhoVELzxg3CJTW6z4PXZd1QQ2KH1CBWYL+51RBZ7GDKKqS396/6/UXEcrc2EgdFT5/I7GxyS2T4XktdK85zEtGdjQzkrztSIi2i6qCnFG03umRhy
KHd9NUrjQudr5Jyvw5TcWw3+5L6r4iIn48UY3q3JyjRVtjrrprRZ2hmAcH69ybQ5G70ztGcNFCI09V6odTsS3X85hIKU93DBCNEtTniyzkW9WS223udy8rrLRgPFRqz6x1sHjkOoOB4i0I0386p0amrw76zx6tc4ooPGxnSDNSJZbUqNFUDnF5WETRaS3K9I12hzQTGGwVFFqJbX9uahoMDGO06eO8LH1BDW5kE6wbGIzrr8m72f7A9kqMi+rwWC
b+4M6bXUjTdm8FGt9Bj825hDz3DDiOPt6v80HtdmwS2I08UCUcPGoROBsYp2LHc5SJgXasGNRyjMwXXiwq2wB6piyCDPP8xdWGmBG3t/IKNXkgogDOnlOkbIc6HhTNdXPOkIzpG7QMyq8jPBoCWQWAURpkulTP8O6snzYQ7khT7vUD6mxNO52t95jW0rRQyNau6yuvqw9U9WwH5MTg6S9EgLkDyViz5jrBDXa+8lilDCWPxkvhppG6w+azZn4yv6
TJgn2P9SyoKeuuq+uKyeK57N2YcyuZ9aWPs+kYpkutdPl2j75fjT3m7RlUFrr/JMCR9zvXEmSBo0G47bvXar5nv5RNcbnTZXuenelUuBofmyqk8Aeh5fjAoLXCnQrEgJb3uwevvIfOk7mBDewX2U2EfE8ke3h8XYoJa3vo6gn/TaHtKxdlRkuZmBDvsP8RuSGrk7San2gau73Eg6evsPCx4S8hG7HXkFjMCTDaev8eefsmefJelCXBQQd8CQuX6u
fxf4LJf0fNtcTILX8IzpPQvlfPtVfGf1f1LnlU9Cqgejn9f6feeeMrXNKzQM7dHc7cf523tufDe+euqZbTRgdPkQDBm9f3sDeGfPeintaWPym6TfSxfg+beRvln4SlcrLZaNutP28reJejf29yC5CgT5LWPxgY/re1fs+BtHbArQDczU/av0+g/i+s+S9Tly8lQcwD8tdhci/M/Q+rWMCph71opdE+9O+PfbfhmfIH1dHCwvx+lBmZZfx6EDBGF0
ZxE11WB9BlwLpbhAhNwRAKgsQhAXYadt/mBd/35Qs917NoAsAqokt1YvCdx2U8JMIrDxlp7WJLYstcAXR31/FP0WJyI3YgIKSC8DiTDBCAZ4DrAajwzoZZkhkHSH1gGw9ZhspkGAaUEIwTZSMTqV8E0mcjzY3UNGA0K7X0zSMEo+YdLIGllDfZKauYI7EpgMqTYMQfGNNHGiuzCYUUKaO7MwPQAPZM0N/Z7MUkLC1hvUtBLauDxFJSBy0B8I2LfD
nT4ky8TYWHFNHhxdpv45OZHP/GIyWZaEwYDHC5gkSwJp050LzLilbBvcA8K6bBGjnhhkpgs//T+JwCgDwhCARgfCDGwgDHAHBEGeaLCDChfIDgmAA+BAB4CAAB4AUBJpVwlAD4NfzWAhCwhQYfwQTCIDKB1Y66BAMcD4EP8mAUAcwAQCkhJCUhUALkEGD0DZBcASwJgBZisGlBPQFYJYAQCiEBCYhoQ8Ic0iECFC0k4QZwXv1IAH8V0CAcSJIIFC
z1z+tKJCNwOiG38hg10W/hynwgMMjshYPlB/y8Q7Af+YqWwYf1KBsR0AygR4OxA+Ajh4QPiGcEnGQHdYMM8A7eBKEQE4ZOsKAouNZnGw1IGBkAabFgIoy1x64+AxbEMBbo/VoyeJcem4KGSah+K+dLUjUWFwqFGBE8LgZdgTRsCcoHAv+Pdn2S8CjkVwtMlPl0bRRTYuYQnipgeQtBG4YQO+Ck1iixRFBnaHcF/B7RrpVoqOKzKUFRTnhMc+gnHH
jjnQmDCSgVNwWTi0HQp10Ngv/psOhAOCnBLggUG4I8HZAvBqMMDLRgWAJC1gRgVoKgAAC8qAPQMwAAAUSQAAJSoAAA1KgG2BLA9R+ozUbRBWiRDohEgVURqK1FsBdRBo40aaNYAcALRVo+IdfzyEVgUhwQdISemyHuA/RyQleEUIWAlCog5Q0gJUKZGvDSAtQjgPULtHoAHRmo7URaLdFmjPRBo70SKDaFsAOhrASUWgH36ij105QgYapiGE6gRh
4WS/sqMmFoARYMwp/uyBCbYcWSiwZYdRAgG5YP0FKOwZAG2EQBSAcASQJoCMDXBEkCkE4TkigEjZ8MMIk1AgMGyGQzho2R4bamsiYCGk2AyjF8J3g/DCBcwY+HgU3ZqhcyHpCAEGiFD9xIGrid0hDReGOgmB4mATAiJaFIjbsKIuETwKkxZp+BWGfrskFuhLFTC4PDBg6D+xSCSRjaK6LQKlKUiHQ7aOHNjgRzdp4x2ghkZoKqGQAWRB0NkdSNKC
ciMwN0IKASwUwWDAswo4cZWJlGOCuhUomcJ4O8EKi0AfgtMRACMA8BHRWY2IfEENEmjcxOooSfqOtS2jGh9o/iZmOdHiTmhIk90eaIkk+iAhYYgMWkIyH1AshOQ/AJpIjFwBihDgsoSyDjFI4psSY/wKmJknpi5JTo3URJJzEejFJYQySYWPaGdCyxqACsX0JrFEjXwww0dDSkbFjCr+jQlsagAh6XpT0sw7gNFB0TqIex/KT/gHDWH5ZqcWwt2H
+hgCYA2AtwP2LKkgGWptxq4vEJcLdQ3DYBzoLcSuJhRPDNBb4t4QeI+FzZjxEoAgZ5BPjkEjQJxCulRXEFDIIaA2DMuqxerAENxzoC7PGiEw/jmRyIpeMVG4FoigJOkyAC9iuFXIvmvhFGleWhGQA4JvwmQdwAnacUKmO4dCUoMwkqC6Ragx4SjnwkJidBzmKBKRI8xGD8cC6cXCGlon3TSc9ErdF+lmjiiWJ7IaUexPlG+ClRPEowGMAEkKT4gS
klyeaKRnuSpJFABoYELhkIzdRaM4SSjM9H4yPJisX0fkLWCBj1pDAPSaGPJmxhIxDoaMWZIqGWTqh1kuofgCxkqj4Z8kvGcjNEmuTiZQYXAEWJLFgzfJPQysShACn/ZgpYAeWBf3CkMpj0UUtuO2McQZgeyVFNUJli8SJIMpGw79OgHEh3AfY7EYYM4A1S9AdgLoNoaQDGCxxhgmgYcBqlWELj9UpU+qe+LgHFJbxhSOqagIam7j7UU2R1K1JwGl
BXUJ4ncEtlfrXJhqouMstth7i7YNihFY2K6x2YHTvZ00uEbNOuwiZtknAz8dAFWmHIZMWGdTAphrS9FfsgwvNPJkUy1zwcL4MzomxcoQArp709wYjnpE2ZNBdmMYfI3liETdBb00zB9OxRciCcbQGYMPD+kCiKcGwhsaUAiwRSqZasWjGaHVk3pbojXBkksM8TUQ+IBskUUbIgDiQIMiSOADAFaAJgSpFSL2YUkqndRqp5UoyHcPOE7iiMe4h1PU
nIwRzIAUczqaeM8gsd7uGdTAgpl+brUU5laHknOTNChlhoqEmqalDzmsD5phExacQFRGSZy5IE45NtJaZE5/INrbOUdOJEnSkE+zPvBeypETye52E1mQ1MenjgCJL01kXoO7nkSkEBOB9iSw+gBZ/ppKfBAxLYnZAJRrgiRVADlE+DFRpMuybxPiC4ydRLwfmSpM9HqL0ZEQzGbDJUW8y1FGisSdouEnqTEh/oimdpODH6TDJ9M4yVGNMmxicJgo
moTZM5n6LVFpi5SSYqUnCzRZ3k7ob0KEUsgZZamOWQrNGHKxyhJ6ZlFxIFbUy4pHY1AMdVqoDIthfYwVICFPniLCs6AXoEaCgAvAjAUAZQLcHYiPBjg4kaYGwGuDiQoAZ4OAPcAfloYHh78l+dhjQUfylx9w61CXAwF/yZszqT4dRlAXDIfIC6dWqb2IJDTZQIyB5g9FRq8EZg52DBd+JuxFz/xJcwCQQp3CbTuApEKtLq2NjKhTY+FW8ZQuuET9
h4Y5PpMxmSiITdER7dLgwuUE0je5Ii8cf3K3AIoIsw8sdFwvHlvKyJn06eSglS5xQSIC8jhUFjPk5x/olCGGJ8ohiIrqEi8j6AvxRhoxmEK/T5RwnxhcIeEZMNdIIhpi8I10tOLHEogTyyJ5EvlH4scuijOFzlwFa5XKX5qfJ9ELeFeZtHCkqwopxYHea4O1J3lCwus6iL0ByVAyRxiwN2C6GcCAhmArQNgMMHxCggKARgF4PgAoCAgOAoIDVPEH
oCSr3ZActpbxh9mgSkBn8sqUHJ/khzqhYcgBUeNGUxzKBQsE2OAzWJAkb4cC5wBFE1xt1QCWmKEaspLn5zERC0v8UtMWQ7Knsey4pBrhuQTIWOYOQkRWgjQ+R1avHSBvigSWkjZBdNEAq8punvLmFfcv+AOkHkgJHMzIseZOmBWTzZ0FE8FYlKmTQrnpsK3JbMgRUkIQYyKihL2sCyYql+OK1hHiqiAEqhERKlhRgGWCEqREnyylfoKbq0qdibJJ
NTNVBzpLWSGa0AqaD7w5qWoeNAxCFN3RRKKZMSqKUPCFUsp1WLHVUOKsFQRwpVVOYGQALWCAhAQySHYEIHhB/oZ8wIe4OxA1QIZcAw4UEPQHTAmrrVT8uZB0r9lDYYNgcr5Y1N/mhz/5s2XAR1PdSUCNEqWU5UNDqgSE3xQyCKB9jbgjQJaAUbOTGjWVzSNli8XBQBLLlxrSg+ytAIcpWJy8/6W6tNeEobJ4kFiXlUPrpjnSnEPwVJYtQYLMxlrP
leEn5RzERQOYdoAK4idwsYW8KroN0JCuGh7H8iYVgM19TKvxXEJoYaKjhSisHWfKEYmIBhNiuIAsJkw46zhFOoXXorwYc61zeSsXXiJ6cgTVdVhT9UKguN9LaFrxulxJ5NeK3M2ozy5WX4eVSmqsSyFiXxYc2sUnWPFPZD75I6BBR9esHnGsQ/E6wuFe+okCkAzwkgHgD7EID3A0kcAeILcAgw8BEk+gZgJoFBAIBHgf6FpdALNU5yKpvsq1T0q/
loD+lzw/cU6pGULZXVhApqscVii1k2cwpHbOFHIKnw6FmlcNDRo/HLT4R9GwuYxrwVrw1pGIqqWaXTySkS+dyeuagEOVgUASYTVgtQtQAVlyNbdKTTjlpEuK+0GghTWFOrUqb0cr0+tSWpBVTzm1G2Kih5XbXaDO10qysSZtRV9r3NAiAdWZuR0wrh19mxzQfA4Umb513mlHZAFJXCJCdHCpdX5tTYBbNunpc7SfEu0N8OYd22sg9qeKsE4tANGC
OAF5jrA4AcAREBdHWiFBoAZYTIBeoeR1AGAhABABQHYg4KZpxwRXUrvRAQBsAIgSqMOAOD6BEQsIsNccHNAhxNgwutXUTGOia6MgcuqNUxu2UsbgJpQE3Rrq10QZThSGtparvV1m6tdOutcVtMl0O7PdGQb3RakfmoD3dpu7IObv0BpIxtTUv3R7oj1a6I4jqzDZAH90J6MgEGSGfIq4lx7w9UASPZnskXizb0uex3RkCxl2L0AlMlXWnvz1e6J1
BMLzcSv+lh6y9+gM8J5rJXN7BUU6mvfHrr0ZBCVHwS/muBV3MBsA2IOENcG4D9IfIqNSWql2ZqS7x9k+/AKVhn194Vs4wbStzV9SkRJdRgNgAYCF0P8CAB/EdPLFb0B6o93ytYKPsl3hgSAUi46cLsf3EBEQCAYyTntf1JjiAgINgCsA724BNAwQErZADf38ZjE7Ed0G7G9AuhHg8B+A0GA6HKAN+iyb0GeB2CYHMDEAULFfskVzIk92QzgOwqZF
MLMgHQy2EmLRXGIsgwB0A9wD8mMzqgjByWQsBTFi7yxbB2yG0JVhcGD+eBuwD7AQDYAcg8IFMXAH/2AGUxIBw2cLp5DZDGAHwI/fgBP2rzL+YQYIKIYwhRihAmIAwMPrGEGaxF8O+fpiCkjaGlDKh2GFzvln8B3BsIcIOtAPAgADwQAA