Hj95cmAD76vtb86dIJ3Fsw==;QA2sI2n0qvIHyv+sXSXohKbFqeHfdrN6+/hOdAhCnPXi2rxCNLm/Fn0Tx1w8B/BCU2ud7b5rVun2BjKtIi+TWFVPR+F81xZCCEmyY6iRbY9cFUeg6cT79rM9s+wsOcn5MmmudLpiMgHYNjdfYxdDP6t+8xeFJRJPlX/98nhyr5/qjoYAfvrob3cNmtjUYViLyfu8fCBN84q7JV1rNqyyzm6tavSRUaIJUBxV89jbHc4IKHZ41bOqh5Y8ZRAibrUlha/jrsIB3MxUsB/wC2sRuk3cQ9ZyQeO88T88+K1+l3cKapAS7GAr85dsL7lrRahC1RIKJi6A18ddRLU7CqAzyOoqyE9/HAcEKfTJqlbauCCV35gdxAMhzqftKPbv+H0iF8V2eZBE99m3KGsif+g9JeWeL8BihBvzooHIllKyezEuwH6a2ePki3SNctr/IqZ31TF1Zx+ehUptttPObhB2cZfnlLtmJh9/brETnVTheILfLiVNsaKHDb+pZo8q4/DKmquXXvETkFxSG4x3FW0JKCM+k7yU4ncMo5rLM2joUpzvR3tap4Hw0k/foGmljpngrjGcf7tlHlvFqyKLkzHG0VUNdfvKkW2bU5hpiWa30tQ2omfPv1Elkl++FlDR7KdpU7F3FX2QL5p+V9ReMq4JWYitC9fZw3s+Uo/QLHKL+OY9bqxHfqBXpjLhg7XSw48DZaBruusb/AJ5TnQphH0t1R0jQw7gHpxh9shM8PWyGqHoJSVtJNiO1/BDXYKFw34dZUUcPUqrmIZyTw0PmE/M9xKLexNEEwNaARsK4TJSckutFNN7JjO3B+Dxt34kbfF0PJBOzNmTEzg/NQkt78uZtUexpFgUVIhrRsUfJ0Fe2FrWcKmsBANkrR4UqfhACaxXWnAVeUGBVZhfubO4W+FRVWQmpMxYuNUmPH0QgdmmuONAors5cDY+Ut6Palx49HpdLo+HaeDvVSLEbW7KUbOoV9ueVwb6slPOTC7JHSHwWzHpkiwpL3SfJesgUrhtVBr5XXR8yOTm5plFuqLl3Uo0BqZQa+J3N9w3ZwCFYHAT9rqyh9rm8S2SgpN+iFxYxyNkg7OYHz0pnRW3++WVQK0RzjC9sNydWVgdkB/Hhd1XmqK3u8eBZ6Xf0oc91+exWDCbHBX2I0iKuqXK/oTrBARCl410zZZpjcfC0v2Yn7RROsrZniw4aUb9RVlfMTwPzdVLFlz3ffVaqO+z2sdezkPx6gKGYQMstxoasrDXlpJrWFGQLxEipb/kjmdDIlZvK7VN+OkcNhAYHBnxAIFNZphU0HZ0QA7O/rJfiD+mN5MPHixIftKoQPPb6xKBm7spcQvVQhKsDq0XVHKoTW/6ndpnDe0sdoouUbbgwYBk03apRFG7tOboK9PkK9Ggj+LZXdeXrJa57bWR3WIx78B9GXqmJoeGSjtNlZSTSccBTz2gYg3PhFu526bR0u5l71B7CzQgazyGXKM/4KvCOpqRPS3TNPt7t3pqNwSVdpL/GqKzmnYZQqxlvTtx9yn4m9GnUFvqGlMruxn5vXPTttAfXdu9dFWEWPStTOCyPICWCoZQliFVu74KyCfUIgxuhqczO0blQWBXjvZM25TzHGma0o6o1/k3Y0TeeAoBZM5QF3Ln0NouCx1iVUxMlatu0Yvn/juI/G7icYlRRd8MsHDyW/+whAYU5cDRVq16fG5IRx/CUl6PHsCNRDWUffGQRSjI4QC51GIBJxc3OgdviHjAI8iR0jbW+ztaiKEyfWk5VOxJJkLzDa+5iVGMUF+8Gvrcf+933A3G1CwK1dmyrDBndbg7zbtACVRqHeO6z9s5JHke6h2+Ml09Cunum0D9l6M489FekgoHUX4Wl/tlhyiS13d0VByHnbApauLdqt6g+jUm+M8JRau4rBqWYHYJoAQa0nqR3MgJQK8SkzBM2DVfVti5RyNyBw/orFjl7W2yAnOr6y/H1Sn7X27Sng7OkmnTxUGaeVitLqgIVIGN9KNtsAIyImx/vpHtLgbltFzp1rJ++0hd4puS4Yk7pYO9dNE3IVQM1ezl29jzJNviKn4Fm2oqWSmD5J02Zg2/poc3Seo/MFUNjefxY19yIEAfisFlz6mPB9Cj6CQCvzXEUXJLI/zHE63u4Mtu7Y7y1QtBgS6Q+pzYgHvoRLoZ6w9haRguvAg+hJpi7sv8mTB/+cJYv/iOTghoj1GlqOdhoNiTlIIkUgYHjkJQ9DWBDrNs1LXQurRUQ/zd/XlGuE206lhOTU6iTEPK3L/k6YvmX5V4cyGtGkmY2JJuWtzTveJxinywlSPhgJUXNlZQI0j4qazTOuLUP8Qrmns/7LxRyZW7/NFGW06tujRplIfcb7Mk2MMNHl32wlmo7gYVIrISqWC28GQByl8JrjlAgxjXNObvVsKsZA8+oXH0YxFUeehxZUkpcj6XEco+8d/eihf9Z+r+HFbDHt/7IRi1kHb1DiVPesO60XqpCmuws7uVqzjv8O2MSpXRkKeOLk4ItJRQhJUAOxWgFZNsW/QtzDa445SdSUNpo1O2s183PltmTETOMbDpPQJd6aiL+PeqQ9bOM887SzVmJrrV3isqXEqPOhEy+J05a6xQLl9FrQpPh5tuzYAwv0gHYn/JUfaRttoGHwkmzJgbiAuY7npoEnh9NxPgaUFw/q+3aLL+S5iE9sMiNghaQ24+rStTEsyo7blGSrOiwa0cqFxAc+ApXMWuaMtihKEP/x8K9rn+Eb3aSqCBAMgAkCqOgnqnOKhlBKaDHiTqIwQm32QP/XKT+w9dGHHjAXfSa/zTP5dbDxih+IV+9HL8IbUwBntlEJ3aU5OsCtXnnbXO5C+lBGIgY3y76M47WYLWDY44wvw7QnTfpLomItzlzdElKJkXG/Wb3O5rls+GzlPakdSBmhpOEmB2NpmXKrrzhM6Lir7kbiG+5Rw1/ijLGsqC2S96suGNE7qs9O9DgxQZRiJ7wl8YiyTlYNfOOV+cxR3QFOmvSRefSoAUSENaWHDWDrnRk5F0bUzlNjtqq6yIQYijKEWLrLZEi1jbKvjoHPF9Xsn+1io6Xx0JhFjJbEczS8k4YGRrd9Sr6FcJv29XXI5jnoKf+kuz3nF7+Jj58McEJ/hwQ0daHtGTyFQLqrvcGoYmmn9izwDt5fyPX4jHSLg8n7gC8ZdHpvaUXullBdRewiYZHE+lJVl7bzhYJ2uhXUyt2pINv5DIOjBHJtKM1GUEgf631NUEozVykTNKZOJWdQFYrQZO9GhNKEdbQeuaFZhwXXJuxZT3ojm2N0mddgEJdxzBJqVoxeobnHc2s/uQT/Os0QcZxal4QtAp1kLjLvX/sg+9y5JeMi4qfLIRbrpdEVwrZD0HOh2C3b+CqsrUgi8zMMUR3Z8OCeKg1tSbmdR19OykQfJLUb3q0avwbgUgDVUWG6jLDjyYvPzl3T2mnLOooAVNB5lA0zaDrkyIs19u3oPKmGcrLd31J2SFARXevf4v58JbsokN8BDXsfG+t0SefM1XfBFt24RZkTTJ/U3Sq6TLWEFFiDoZua5PBQODZ3lf9bXb57kmmwE0puP3EvSFqLzp9RmukNt8EaI6Rvx+TbVkDHwfn6D+P1pLQD+lUL/YeKq3n2QHGSouHV6CPbIX//ECauIidQ7Mc69szKFyOkwPeUSIrI4Pq3BeqPvv5AGIBNFC8GC6GmuuF3UoJz4wO4t4xpXRMNHobV0X1pB9DeXBBWHcr4YfvoyqW6ZWjSCcZoCBtkxzv8i1WO93vBg0vXnM+J8rPUFvOTGnS0vM4oQuUCXK5q1s5UIldm1H6/Nk3gmTKzIiT2ldih0iJ+d1tgrOBK9EM80bS6H8zW179H3CPmGFfo7LVU159Z4snqU9XfySldyVIzaOyAYEQvNKG1UwhbE3Dhl7FppEy5Cw/WYJ/1NHSVrGTtO1rJHhwLiD9Eewq1+wJmAVJyrGyJxLhqP7eUVgowkdz2FuDql4qvtFgLuZfR5v2MXjK4oNIdet817u6qYGXZZa76rK8JSGNRdy//7tIJW4OHoAFKRUc+IpvyU9UqXfVV4tk383+nf1L4B28g3jm7P6YLo8tzef5OuM338PbCZC02qq/lb/LjrTuoayHBT4abJJmIjpmEO/XpveA9Dx8C/J8oAlZi+ONjxIk0+zwx05L6Bbbde6FVojgfPDRC1iFwJVt/sh1KnAopZp/ngPd9DCKEA8NawKzpilc3QTqC84KhMYGU4yc4gqGrj4OLMBANVRpiqfn7gIiStS7VluChFjQxQW4jUlUF4EUR/BzwBubFeKd1XjZFl7iCoVAJ7kCWThm0bKJ/bzwrXuGDBVHJbOjbcZnVFE64O+oKbymWdJntoG8c9+tWEqXFBlJKBM/xscEBLpjRNYIVHSTkdxqmm1/tERJ/9ylf3CBPYiUa9Gj6lu92mEy8eTSSFvu2oHip5HWTkoxxuQY8eKEOEeDmR/wDFZSrXLye/4Yyi81INlGw0hgY9I1UBzY2KCOEUsM+1x8qs9mqwqWP/aTBKgj2OxMYLECLFPkKNz77k6vqHNcCFWIODh/T8OrNWxp0+JzmJivDLdsROCAnB8c7Yj/1MfBuZagPzyGl537nZTCdDytrDYWZqHQjaSQlsN4J6dwsKI9fyxFlnA2B8CtD19oKuMX5pV8HJ8+cff5ojG1Gx8pB/z9NhJ0vQHe/meDgOwdikGRtMgMj0uzwKZORes+sKrkIddfMOrxTbo9WfGt8KRAg9nXowD5Xh7yDnXUrbUJOfL5KnRFqWEkIN6H1Z4IvKvaNdLugv6iJX7z2i3Lng/T7Q0h+a/UfsY+BYFWP4/DxmNTmw6KTO7wCiaI8PeMSViTcxkv81v+2may0bsiJLPAeXRJr5zsVPvbuf+dDC1gWqz5Jj9iOSb53nSyLoYYa5lDWWe+avNIZfN0GkDo16PqGAZAbxj1wXZoTUELlR64mOnwH2FnFaqiQK05dm12qDgn2yjv3R2vPgDZZt2/+eUgq8YbRYiAOgs4tB3g5s5koJvpDnbkCdi0Qfnb35PT8lRGSyaq3Z86DCSloGySrW4xyWXKwiBZqOpoEAJLBIRQoz9lUpedfiV5u6jlkxyhOggL8nNeK6qivXOsHw6zEA1GUDMiacRprHyFP+dpnJcSIen/xQAXvYNAPE0iZen98KXeV+ETmxHAR2eS33rjuxHb2zXikoVXRxLvsiyAwLc7PfjSLOL2VrCM4xX4VVcOaSP+ez9N+gOUt88uBYa0zwUwL8ceZ8CaDK9NOG1YEPxYf6gi5+mz6F9vAH9Is0oBHcw8uR0mkEFIvhayrMTznCqueBUZZrwjWycZeoJDy5Rwsv6XWi9id6PRFqXmhJZeQSjmp8iVVeRXgMsenoaIofGI8aYv0eVzBFrAnxH4/piFBBrLJQW7/6l7nSeEak+c0XL24Sa5gOz1elMaPY8k8hwCvefkISMEmFhdvzNQEzK4u1DsjS2L02kr/B2Ihh31SOyC7FhJM9WbLUuTmQmVyvxTbneMO6Zu+xsG5sWRqdtg/zsBGgR8ljRfSwsGMaOnTg9V9hVBHfLjeiFk7y7SpfEdoChbwckCjGQAsWdvGWEV/ZoW6+fqYTNRR223QOyFwEAva83wiOIlXLbLU14/kzdXPqZkPC3IAmm/Z+pzL+SydacIosZhypalEE8ztyTC+phLZAyCyhOR0fI8CYdZhucCb9HihW6B0ynW9N8kvX6FTKeEU1X5MXBrehPAuRSQIuw0sCeFhP5x+LjWrtVQsRsoPq+Mg4suqreh0+6D03gVIHKgAdFNalKEvh6piqXCFx+aQyULYQ8P02VKWXkxtH1wFEVqDcdt6Lh84agyJpV+KNTN3wLnKYAZC9GmBdez34conqywTCzKAL1S7onvfS/u8bQtcUTfMTB+SjzMR47z+4d/OM0aL0gMOzJqaZmQSI9eyxnOA1yrDj2UOkM8gaNKQxD4qIAOxXw6q8VTK+m3+44C9qqUB40H1NfHVXbdk7mPLYkL3UG1jAcF/2xPdNQ/srwISTlCj7GTehugQhuoq4gtQ0IQ8L9AVjwfacN7ANN7X7tqBIgYhX5epk96g0OITQt6v30LCOIuY5MbyO+0Z8O2zawF+i7YhWnAuLDGWUo/lYne2ct6IVcyP14G+6itHYZkIe5B+08uDJ8Ct7fnlSIRRxVV14sf5QhxZZuTFyf7p7S+1p5ke5F64dytpEmAV/iBx3SZOKMi4BlU3mrhGBaCElHSST2reetJlfOvk9MjdTa6ejAs05ovuRZYe1+ymuG0pk1F0Hw+nOkLetjUVcyeIKBY/SXldDNu0DONpj7XO+b4vCih5bqEANs+Ovbu+Hx9xYyIOMkXM5i+CXctGdbjlM/p4HxJVVRHO8b4bq/cZ9aYA7+1t5faquD7+1b/6ZgWs28yhwSwyhHTI6fwtR8u+hgTzcgcxJLncG/zu//P2xnCuNjx2CtkXBPSuXEGAA657EMHCJqJpRIbkW/7JXb3R47KOUdINrmGq/oE1tnkygfwyWfik64FNYI/rxgSDxZ+LLyenTup/S8JjJSFyTZcO2EGGbJ+nKlsV8v232DvFsst436iv/WWLF9T6NblkGzBu033HVSaZsK2TF9uZyLP4X+c8ob1z8qMd3s+/W97RlQnHt3rWTVS56wgtqF7lB3VjgTWkMdQjbHUDQ5RI2aBYokXCpjjNTEyef8RA74WB5/mIdeh1/gjkAhXerMrYfcSpA7ma077tRmvMgRedbB0RijkqDGyMjRgU2JreBeFMDPsrMuaAn6YCPKLYtXbyqbyqBoai3f3RS3AKMxBY8EcELHfa6QU/yzWoaGmvurvLVkGFgclzVKyVEg6Pe9q966h08ttJD8TbX5XljkpyjHgnu/bbm1WpaCGE4O17lOvWbP1ewqaG/XQhwOuwgmOhhLuVFlXOgrk4t0II2EVyOWtqwBl2NK5EThWg8Xz3HqMxY9h/thuO6Qf48EtyJIp+gD0y5PY0wxiVciX8HaZD/aktnk2JGT7gCWFQX7yT34WIGaft01MrCi+4YJDZ0Ot3J4Ki9nmpsw7onpnxRWEg8PhAtYvsq5oz/f9DrDP842MmcOc2YyanfwzGJ3k+8Dh15FLYLSaCGOrTd3igwmpU5bXX3kR6yIp6qcJmnQfsuwnFb1d7GrKTvyVL1/jyGHuoHIafJefTylquX589P6Uo/WN3kA49aFCYyzwueMuzNpfLjVW9ZkfjoWAW7Sz2e7Z6xPkxS4w3z4Uq18h5ouWKWCi7dp2N+G8+vfWWhHduwF/IhFvYv8ZGgIg1i8fRGVBx8m+y/ttQfw1AEA1LyA1vB6F2bbRrWyQacT7Jb7g8oT+GEcNAvQlW0UfgrO0VH5tTE2jkWf2Yd/86rlUyt8v1CtiAykXxHpACL0u/jXjFW8Y/JEvQeP9euRd3XK2ZICxxIvKBTZz0EAvSwWdH9KgtsCP/qdullkgmAj9Xtp9HmL66FVMaeGHT1pN7kk7WZoo1Am0brnieOXm0Ku1L4N1SiSds043qAF2Ztg+kMVWlNma0KdUte57qPtYIKQphm05PI+Nc18rMDwOT48DS/5zChKnkCJBtPVvr4aUXyqH9XDA8AHdLDjEIG1cTmwrwponncAwMzx25RgbbUJRiG3voJGNo8VgfCGX79/eFQ6+4g8vF0RZFuMKuPCvLKzA7IbdElsMAMxoL3VCoKShdr9auYXEsPytjcEGMm5Q4LCDIdj9749BHb+LRzuldi0oqMrNj0QkP36tsbEqQtxfDJ9C7tp9ap4iPTX/i+HQIHHGcFIbKMFx3Tx3yQxBY5SavG79U5gkojdZYYpKRqGBhY96KPTY2WpMKfjLj6BU/QFzRIKaMt+aiWAraDmDh505TtcUecAm6woEXBiC54/NQVy1/jwJHDX+duKvoYaAw1weF+60qyavq0LjOEMC7+T6BJxSu3s681CKaGOWbSYedrw+uloHoYTQfOQukBinh4VpIrDSiyD/Dc0BVnyv/pxwO3jNrshQWokyJj8VnOIEiX722/ZYm+988q9/VB4J/NQAnD/SUmKCe2pKMjtVk+PU3ByEgoJ7g8yY4FfEXVBbdslp6ZZlKpu8IDVB/7aPFAbxT0g2AdVQ0MLVP7EDz1SF8HxW+vKayetURxFNQKEAxkIODaRNw4zR+4Ib/iSLmqj0b8V7777bqmyMJ/41SwDWQZUNzF85pB6ewbUezh71aAioZKaEOgpjSgJTqg5VEzmroP/ivuuOUUO5HSA4Fioj1FO9yAO+nOJ9Ls0L0cyTYkaU44uHtAAP0618/DTBTL0BPdjOHcDCNCkSZBgXDQx/0YHgnGYsdgAbmHtnZsri5CmmGN7liqa16HpqKuTY8VGhLWuLjUeQRjXct00IFP2WqcArSM064pIQsHlqEwhQKdjfWq0DFLl/ZP2p4UKeH+rHeWno1/l5ceFYp03rQKBwuUmb6ZeUeSIh+PhebYpV84rKKvnLE4DB5ndijXr9X1bSTnhOnSwpIhjIBluS8IiHIKZPLnZvS1GuPGkSUcSm6bn1XIL7K7hrppLsQunBjEw2Nk7YONcPpnaa60dxZJKFFxZsDEOJMyElnHSMLQNhioWRoxZr+kg0xayzxJi5ZFbQoaxwxo4gV6LuFIv76b+8MIPku+i1ypu+jfEDjjzIGkfMqg+Zz108PNZ+J2w9y6n7Vk90ID8Yzx+b7wWaOrr391SzQgdNImWn3Wtq/QaGMNDS1lFj2YyAGGTmgektKGsaJEsbhPIykKfCN8qxubOGc4APQreAgZxDu8jQm5YP0B9QEoOOLKg+UWra5Sm6AHRaAFlrKcyaLyCUrLzuVtEtey+S973mwwLj7OT/A03OeUZqEa718m9K9eeJRmS2JSm5e66HtydRSs99JgjeNg3cSDds8q7d9yTD2fzags8cxj9ncmm8tJYTkWkj2naty93rySjqfmk/EimrEKmX6rU9sj+cmPiH4cMNtpQQOzjxj92neCLrKUgT1MxUO1Oih4LA6Jgm7OK9u0fYOdZyvQIwMYhtSItuq5khcD4f0fr1u49L3GoTID2iiJ9VzXGShhFLg4D6UtfHHwjgSimFIMS0l6Tauw/0XDyErDzAYMqBBBjMdJJXVReSJfMDo9tFSknxHubAWK9sAt7XpJvxU80Gc1uP79fPqge8wKQJEceYi6D060Ni1l0pdSqAB6YJF0hvv1oU+Xp68FvcmvHoTJycqsXHSXfy4KCyTKYRwY8D7UeZ+fOlsQbZFPjHxSXCNEkDqyzop0pD8GNh1VlhMbEFsJfyrW4xudTQB5oqgu5SRVUYN4AFk1ckoVLxmp4qiiAyQqYo8p79X6ifOUJdV77061RLdyykWfnqYcxHulyjJupdmjAB9OcnL00aBqDEKSd4SNPmLteXC3IYJyKZkvHZ2TLl8FCIeDDO/Leq+MnC9R5/0fH9AGpnClQ0jI7nn6FFG/WyXniW9MIOydDm1C1ky9cW1Y32IVHy4Im3WteDwI8xuBOLMwBYpG7AZDDDr6FNTyEUYb4ZyAy/3vhvpWX89bNS0B6tiz6TUIwtufRweose1qGrN8TfW0LAGGWvTIXuvdEcd7E90riOmA7d0xtQHU3TpnBhZEBWLottpovH+guC3r1WcB8qDpqszlZ0E70i073EmtGw8DGP5DOwkkm7VFIHqDeoWOflwpgoPX1Qjz5XeNsnWmBgxWonlTN4Rhlmvx0whkm7jyIVdXNSbWVXCWM8yphHVJ9dLLlBHjzGhvdD96zQjigF6BxPVzTR8+WDquSXfjaTvidEBkrfdj71vUEs5JZySZY+geGiL61m4AgSwWvo2F/+N1M26QZ+XoLo4aFuWbq7nkhUmvzkjABD5UQuP8P3uBycz46cbBDC8vip6haHTIp3XJb5+NTIXnhB3922CaRvrH3L8q1BTcedjo8YoI5qeCpvP7tGgBpsfzegTVN1onz0pNRbcw+Mwo5BkHOgI2cCesGzpmlv5dbV/4qOKfMeaEPi9EiQMpIP5qCZisCl57B/mLLiBptEMxwyr4HFxTstUqxTVGhlqEq11GNDRUwiOhh+h5pDCf8CJgOZvKpbDDfQwf6yspk6fQFS2/2R3B3ZXuh3zxkxRwmOwZnLJddJTIkYtFiym2vnNqndpoh+L7shEHoxW8L4ypDoWH40CoYwrzLPIh+Xh8Qjfke1wqS/TKL7z+Vpl7tGVhyol03VEHyrXyw+VcwVirmKsOhHFH1vB+YDwb0gvWEuVbBFx7kzqHqbsoPGwe/rn4AtzSIAKGyZdOFqGr3aPXIjEoORkPnRI8Meg8DbFA0gKJQiDGybmBgSrilv7aqNEPq57x8SEfNdqENdx9oLBrDJHfPmq26Spd1COux0543iksX19KMg9/lPtYa93SvWy6PeL5aznF6WEyIIVug/Bol7kClvqtM+8B8htwIV/S88EIIyPPNc7HwUuK9NWj4S4FUTlwt2p2KULlICZGjYNJYaHzRWWX9GuykADMrFFF/6CbtaSbCLxjV64pfEcOsHML2JkN/VTgo/HCrhjWFMD3Hg9TAdvEa+9rrhjJb/ig4r+QhD0DT1VcxWGXG2K+QLPcVtqeyuSp3Md0ePgJhgymQi4TrKgIc67DAB2vZqBVqZ9KW+C4xTm3MYLIhqpbk6IbO84TLYSFz5uOI3enEmGecNQFNYOMOmymHhbSu5x2tgv2BS1u/U2ERkhjQZDl5FuclP48oMF/0Q4HgoPBMhHecbq/RoxX4/2xhpO5FBKYc5c01v1R0SvZKk8dddRgKo2lfP5KMubCUZ3DMvVrqvXh1L1MsMRS54fuufpbrqUoiTfuyPVLdoyUIev0EYxjckWvQp7V5/eAY83652tNrub8ba/j1zoGAbGc42zzOprP8WqiFU4zzKRC3A8Xlpm4P8euqPBy+WpxJD9M1TdI3H0pvGJFxXUjWyaNeQAGP4ThTLJsAII15PCd5TNZIBZ3CEeIykUDAh4ujEQ/D5be0SOnyadNs2j1fds0IyeBM6BtJT1BO9b7w0t/3X7cdo4ydbu//A24ucvUZp/mBpHM7GqL9Uj9yRHH9ET+eznPjExd9grxHyFp9b8qXk2xCF5BV2/wLGlGKRrz/nSzsEnslb+ZVreY9sJwTdYfC6IV9lBt99jsri595VlYEpkiZISDykB8UvJOHCV0DTGMpZabe3xI5HCOUtalOo4VtcRSc5TVCwqTPbLT9o9c5fvqA8SYS9UDOiKdDaFoQyXWielF66CSBKTmXumdgpwFsmCn6IH/nkRpC7IkiKwaPrWqqfOXl0CPbHKNMmJ3jAxP+8UVETLkk397IbDyt4kZfRxRx7Twow9b8eSujpJbU4QoqpALwLElqcmD7dBRtBpOyC0CCAD/rVjUTV1Pzwm5RX/6mglT9m/qfx0cXGklloj450ye9C93QGEv1LRz4poejpA+lKGeYX7fCSFHDMTRlhkjOcy3z3ca8qWGmHFhV3K/vkXaEoMy0ahumzUIJtRER1QGMijdp035QkN5j4+5lKevUiJPQ9tEC9EliiRLDA+A6p5QsyP1/vUBrYLeUSaGqKa9rXaHH3tomC/YM46/7CnqAjcl/hIUbXhJ0QrM6Ac48lzbcLhL8ypyy2hq/Dsx+kNA/kUE5e4TYQeLMwshObQOau8GzwGPmCaAe310o3cd8JZHvKsDJ916v1X6TpKtHiDn7wbqlgFSsINQ=
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Assignment 1 Reflection - 9 May 2023:
- Has your idea of what ontologies are changed? If so, in what way?
- Why has so little progress been made in the development of the Semantic Web?
- Is it a good thing that the World Wide Web Consortium (W3C) has decided on a standard for Semantic Web ontologies, namely OWL? Wouldn't it be better to allow various standards, in the spirit of the Internet?
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Assignment 2 Reflection - 3 June 2023:
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Assignment 3 Reflection - 18 July 2023:
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Assignment 6 and 7 Reflection - 6 November 2023
- See also