chd2OAo3OwAsTTizAfwyrQ==;XU9b8gvI9uoT89bV8SlZPh/xvjrOTZXpkaUnfo0nzCNedLbBBFFRwSWPgwqpUBGMXEDrJDhgRjkA+D/BDGtVlgQ6M3F1XUKhdyfTU0UODjEj/hqH1mOQsUGt7bUq5afKjqWIO5bspu9KrYHdGiqubOojm8vMSQ3Cp2D/3+HyillOsqyfsTnXH99k+ypS4hlt7vBAQZtbkyJaFGFmAlwLRDYm61vO3/z4kJxdLPU5rHRa2a2tYkaXbZVyE4OmA+V7vs0ximtaSWWD9ulBrRE69TreXMc6hUpOGZ4pxBU6AQqEF8vHaqsrc3xautIMUSadxPGdSRTN5/QPUkLrqbVSkg0G9Q1CERmiaAzLWYppT1pKOW0hItHl31oPC3B0l3aLDjD2tjVuCX99nMgXWX2F+41mfEEekL4GGkWepCMJud/oNDql81vr+OsJTJzYGWFKmAQwB2vfst2fTDZvC7YDQVoMNHPW2JyU6St7DMEVp0jvMuzZJfFapoKK4EJlwWO0/GAgpAmgmoY+8y+l39gprXqR+l2bpS07ps7lFCvI3n+O9PBmFRh3QhDXwTode265WIVSc6Ud23/oJFSZ9FPSbZH+vdA6G5Vr8QaY6lh2oeTVd/bzcBgWMQR+Zu8iYaJ4wOadtNQ6r7lD/kO9wgu0Ic5Kjhs+Z6l7pDKE05UPn1y9VTOr3doLDsZSznMCyE0cOH8StyTC/4HQzgntn7sUKZDpSgAISv85VtalPTaX6YWEeOSxd7SzcCaNBfMKOnZ9yKfJyaLz7EvTI3H94RX5Mnp30Hf/PNT3JgCjya3pClwNi0KUi2Hs3G4EiY48Z4etmuKN+/QoG0djsI+aTuUXoyAN4fEyPTZAiZ7VJIxJcbKBfewHlUDVgqhnEaXu491xFRb/NJeffRlE+G0SlZJvvF8sExDAUiP0ZpinFK07kYt1HtxPWY1C0Mbehu786VBmO2svBVga+4cL6M5nQJIdvUYQ1cApm4HvQFIOUpSpF42rSx92j+K14n8HUTvtB7Hx5X9XRSrDw+cqwLMNiJLvNSVtqpBTvtyAuD7JXSx0zJ0jeP0hSVXFJXQMSCz7zDf23vZuM7YLzpW/WYwI9+/mPcjQ8H4/HZKP0mNpV5H1c4yWui5nta223ZpUBOlXHWDIYEpKpKBIOT/uRca8Y0nK6oVzbpPVPMfrGo2Ea1lzm5PQR6Zq5AKgUbjyYcJTyKHPOEDFDBfQgLojHRm+wfCXRxSOg9YXqOYiDXK/Bl/KED9jlIiVCCN0yuDvzyrcBHbT25HlYs5MMNyHbqlGJa/je7TOzl0Yxhu+MkIuvSTYLdgZ+YXUif2JsviyS85ePMdNbn8O38veDbGZkZl0RP32zfbOHrnv4XZsADXf7kOjy/6I6oxOPhkYBxmW9rwQZoyCq4juZNmihTuJoKW3DwNPDx+jzjCI9VBoxs7GByLah+57w3+DD6Kgcs7m90e06W04zSW6kN/3cd847x8kp66Yl0x1cID1yIyEMCr0p/2xHGio6u7NYAH8FAVl5J5xGf2DM8AyRIQQnsFzDyPegdYHk1izIB9EcVN12CMd2SQpksK6ZlzfVG0kUuSHWUxPB1/LXuPoK2MXsrTQp0Q3h9+MPc7alKdH0decEe1svvnnHTgHnO7QF489lNlVoHHYwxC0OP57nr83lzrYkLOx/D+5eA4cNoFdcAsP+oVOI+fCfW6EjldgIcLY/uvLzGA8cgZDtNsbg2A3uWvGYg/6tAdjZHQR/tY37yovCaRwWga10eFxP53htNfMszUQqQvX0tiHmGOw6/kvrtnSTYmeL+2TWtkAW3SSxnTKfO3ajkBGPdV+XKsmn/71iVmK8TSzgoqbZyyplwbTX/mZobNydOdWWNNXNYpg/2qpir1dezaLmcVTgUCTEpjU53N5vZlApcGZ+LQA581XAgkGzkc/T0tXAPX2ewgwyDFrD7S29krvkQBxebA8Mv9vWE4OHHtZUbe3UzNeXsPGfpL7uYaavXp5FKm5n6oZhCEjCTiJD4e7Gj8qD54SfUJdtuShbWeNCy3I45/QAYOu7AZOKxVX/h53Krc+f/IjW7IW3H+CmN9SS5vXqlzxDKdYm40p3g0ogUJwMVzrnetv1h/m6dJt6fNt1Iv7g7zJlNjBJ7ZO00jGf65E2Fyqwil38ZcKqgr9kpPBCqCWnm34+Z345iW2BDklS0oYD/4FgdOJWVHfFcxFdpEzdT8MJ6kopMpQEpgmZ2w9BUUIq3TihPeK2VMblteVjwIay+4mKiVha8xnB2YLnnupNiAUxs9R+mFXHvwU7oyznQJWdCbwKomnYz2vC/ILdB+XczK05J40a6iO4u/+0YpC+NpnDKZbLQ5xErcH2Rd6FIQruq1quM5str5Vg+4Wr+OZedQErs+0S0w14T7yiQKqm3WJvI+4//SZ+jFdyoPnvNAAEccgZYB/JmPWx9XI/c7fKG0CrevWswSmOUBfGs3RHCNW9DteDQI2B9p8nxq+zXqics74ubp9nQmJ4s0afOB6+NM7BE158bujDXbfFdsgHjZ3NZiQ7nkNAAB/ECw+ighOX8ErD5FqewhTna9ZSvuEKF6a4YU5V/RjhcePJ3RG2adKD0qpWKH5mIZZ7o3MFlmkWP2f6c4d6IBcC0BoSSvWM7Q+2OZwGz6yJTds0yHppuahyihq10zXUMgXeVKV1oASGC/wICANzTfbiyy5q8zKWoY3nNkHTIKqD2YT2o7cak5MlyTFOGyC8ArxkbkIG0UwIRAfmlhyXfftuSnmZC3qVoeKQMnc9qib0ddxeAr3O+7fIFR2Cbti2vJ5GrM3l1x0lnIyWm+0xp74UJtGQC9TwPW7qW6JDx7XQWUiuMwxS3EKs2Rl6xt0/pNA9bspvEESPcy79SO1izGqA+jWfEakMUc3IxvuugxdDQgEBBhYLx3oawKg1oDqAM/qzv00zAL9NmDlB52QmDZH+QWgd4gRt1nPzsTxeLpYzmbCm7dkjUXN5hKq+jhKcspPUdYmy+psbR5iDxSdEXG5DE8EsLJvyrS/SFxG8PB1Q5AbOm89IdYl1n2QHlvhnvh5U6r8wloaDU7giDcHmz+s9CGN95+OBLUFOYAu7Cc9/QstMA6m8PucGuBRFDIQoeEWIgXQNRd4JuLhNdBFxdnpP6MKOCrg2q/J9LnBFcD5Ufjlq+KboSRRaW/vXVSCqnR65flCuma5jg6nsPGK2/s+5tkcE0kpCLJ0zdvrvMBFBwGx4ym4eYMNe+mzmOKl69Xqzw3ybXTnxJ1hxfKT+z18kHt4b2Aokv68AoxCBfpXWuDoV4uPOdnzZzwzwOwuE/mZARi9KIb0bVFxvaQE2YZyCOyeKu45BaoHXfA9nEe3T3Fh5ZSUW1huFfe+MoAeTg+pYUJrio4TPhgYKcakHUf1V+tkTyZw0mPMwMfrgX/JYKceOvEQLg2Bf3pGSIsI+09GK+U6v/OBUuCfjTQ6ImYWBenKLgpXb5+HnXah14W0UJDog9PwksZnp+1qVYuiuqLJixHbUOmKdEvJZJs5LfJhxdy90gRXd5pUDoGJ78jYnnN4pTfHcaDJlrDsZ/zvCNQL4CzCuOwYq5gmkWCr5LDTFIl1y6LjA03NPWUpcDnWVGK2IR5VQgd88rS5i6adcAbmYz+yEGhLKUFV94Gev5qbaxdv8E5dnce2DFodTxlwtlNM/FaO3RyZl5UIHq+sn4aaGrB2xDRY7h8XgcZoQR5Bmj3NR9QhpC6Ng9bzRDznNFv2IoCxmj1VmSCG9UEortNshbdVOSoXNSsRuOtyKsMebuGf8qoV9Kja41U2F5dbnda/gHJjrsEhtxEsqFulGZht+/Hv3d6o83eIyYkXnxS/UztkwMFchjUsB10tisow8ItJXae0Vd5tU0XtstoiQBN/WT9I4S4X+Qxfk2OwE76i/1Clg9gKl3PbL/IeuRxphR1vzhp4guWOHyquiPvw+pjJAB8+1DkKy9140dKc47iETKLaJhyBoFZ66mFk8wXStYAIF0eHaQ1fXQe1ZzzdxVA7zGPdOHa9WNBdYq64226X+Uf6+rSeRLsbzfPo/kTvBBiCo6jj9fxT6DMwfHBy0lMksz0YGHaPwznm2+rvisjSzHI8BhK30W+/P7RSrzeX/lIMCdQUkc49qumMYgGexy7Wz/utdehcKfRCL9rLiKcBHYTjw4yRF71WBh6PZ0Fc25zCWGORPQFQ99natEk2UiYf3z8fR2/elhYoBeHBkHxHk0BDoF+mVYvMFgxDEtbzuaMWYoQ1eGOkq6ww0tulBJksI3fwgDo3kcuxEwDXcW0+anC2TLLRpv7NZzUJp/KfSOQgOPdGUT3Xr5AQ6LXmDXWHGgeoN5jReMncpdCI/jv1ua+VACNEpgJF1Gd/pe6LpJDZ0ugHik+8rS2UOXg3n6y86cy/DN51MG5iP/sMzlHZ0vhteKVVHzqRtRUMnqGE95ybWd9YuxslPunk7VTuiE6jSDVokHnYvFcNaz+rWWkofIJ7RvqGt32zeuAN1BLMJi3lG+hSh7YLmv96jPQhmnMYO+K3Bilz/gvfX9UGj/Be5+esDHHot0BX6v4RX+BvM4IKxX7NjA4nudo2CSzpJnJYQBOlBfcyFz8MBSF8NOsNGNHyS7kAv48pHFeTk63DHhxpwUUpPBGfy5WQewnVRsMXYgTzikRvOi9Y1LLrkV2VnO63nX0EXdwjVi7To/0cbcpEGqSuRDsxLcbBbKAu1j9nQxyxKh7qCYnb9t/K/9jAvqgeAa3JmyNdUETMU36gwLdBOLGaGF4n+1gqQJvRaN5pon157/Fz1g70v22yVMHU+OcSjW6lqEn1MyPEusSoU3GrXeFGCl+cuU0G+PA8CPo7GJNHsiDxPSZR7vX98ys366/B1/XChukLT6J7YxN21vkUQZ1QxCKwtpsz6hONlUTyXSb4GxzxB2UlKwoU/2+r+gn5F5mB4aWJShN2rx0pC4JUUdzD9oH6Dd75RxBSbzCHWn5kewkFG0VWPuZJyq4yI3pzTBUpScusJMhpR1fJm+yupzb+fTZ/4CspfG8XcXebxeWpDbsl2nsb/LVOSf6mv2xKAoHGwdBTwuRviNyHCt/QR4v65Oyv1RqhERgv8roXskLMkxthbUvZS5vvGo9jpSKZSXc1po7kS5XcuViXkOCni2CR1L9PWRiY4WOYPuhbLDq9tLXyUPsKVDk3+CFB0cs1+qLIp7+0BPb7tELiWG8RTv9GC2EpKUfTEvuJfcAHfL8U4ZNtpcdlZeQzQ+bsrieO4bDBAXvwPVOZJWb59apRsug2jVhj8e6Si2BAkmIxrDSJbFHYVGH39Il0L2Ndpz8rvWtMo5mVrwOP8IGYTPllKTAdyCgjUJ7+pQoLZyy9wlaQd5FC6Z0e/VtDRZTkxGS1inXeAdLE42E2owy5NvPgpxST6xMhU1zE6kuonT5lwSRW77OEDIseYRfBT6va8eVIWxMhHZAp20pg7RfpvuBai8/8uNDCfVM9O6H2QUbik4FI6h5+kq10Lbq//1Tw8C945vbp8FOxlHt+jGaY+fbjlyKDe/0UEVMQxdOg8A3968BWJ4i2hQkgvJzfX812GFCy2ALXWyEaqNS0EKWrxZUC0VCcGy1qbln2orry21klso5eWxaaJDtTjQM86Nid6c1DVJkA72cBbKMbEDlWCqETewpbDLboMvbd2A3J9vEo00VFaAX6wZS/BSs8nsf35HO+00km7Udv3INn7w2q/fbrNW01xfiwmonk90pOOxReAm0DIhkBUH7CLDtgErZkXtOwXelxGU+cgPw8Vz2vZvZheQMykv4Q3dUWjSgV/Lpd7Bl3N2yTpKyRsptEeMVtgpAR7HSTTZUp6E8FeShASwUM5cUCD7wK4lqPE1ujbxQdlJmqx3itv7qAXEd8WituqF7Cz22enCJbDaboox3Ah3O9vM0Dwmnc4uk2PIpuFub3kS4zLPedqeroZWnZCWeHLDxoFBfx36nSEkLpoLrbE8DRP8EV5uz4c5OBGTU4RSXGjufN1XNsJbM2wX/JAo9F85HWNzhI3Yu0h9KtCnzYvL3ym7FvQ8EoBmQJeQ+05EblfiIX/FB5o6tqvIPiovegZlBJQ6hBBKm0qYtLurpTHnDYReQgTuW29X9p9UQHblyKt3L/4zL0WueC1RuD9zEYoUTBKZE0Y4oE3//drMmL+lZias1xDg7zCXwU0L6vA3/DHdWcIdl02j8YzAyWyxOoZ0B4ASv3Ur2ypoA6PslJRINSx8OmhyitQEQ1+ntqRTG472R6cLAb7hvEbKtdc5Ve/4FtY8F1szxmm2xOyqlNlT952Mg7xUnldaps8VqdACJcfkuue0KAEa12G+D+GWcskQGWb3rrWeFqqi2vowqXg68mekz9mM0D5+tbVPgXih+wgFGh9ORubZrqAdenyIENwlM7SEdQ7lST4hzVJ9mQV0A4KvsoNyWrFXxLWQ/1x/be80oFY4vKF/NXffs/mQxKT4gBE03OfubMbEYZmCg0eWG6luiUIzPK4iLioXMUylJhoieEhPhY3VXIREltIHI8jhVtt3IjVHvgWFd9TcVTNgHEnlhssgyZdycwyQDlNgP84oqrg1DlWtT7rR5mjdHEqj7A45RpVBjooBnnAWxN9yRAmaCcvA7dG7yTn5Jp3j8/2jf/7Xq+qmvWwBmB1j/Q2CbCb14PIgo7aIr3daUiZGid/lNZjhFfoo7tyJ98XOaAp1uJXoSIW+tgKRyBatwmeD31vz+k3YMVxgG5ZQdo+KZAQyGsAN7QBQlIRzNuyeRfy9XRphTqVwxDfEIRBdsU5yG8mWNDr6kDnYbqCGaDzOH0G/o5dPkejrOmdgDM1owcQppiNFhBpO1424jHilkW0H0bz6ZQb5cwSxlrgvWf4noSsv11UMCPfHF4OhQBJTZmHGQL9OFe3LHMOnKrmKRbAQPtLjq8lnHSHe5qvK9UaKbgd+GkN8ulrIdtAvvpjZqiGVJKNiemWFPa7WYZ5NqQG1TFvwUNVRiGGD4WFzlFRfyUgSiQ2ScsSqzzXFgqAglVEy9VPr9sJhw3dPwPGuetgkaNWPkHR/71iX9QauVQu3NSflaC38u3BKARV6UxDd5bqdQaygLtnfrnMvYVMabhk86h7Fx5sqU+NEfSaGz3n7uVMJi7AZZUbJ+y1PywE8/sRvwiI7Oo0HAh+8jXhhiLn7rAGwdoiV6Td9cfrmrPS7JvFuUBGJoUEBjVvVM1E3WGlmq0gl7aF+6xGQJ9E8jRwjF++KE7++RLy/UD56PqhtqzSjNX5Ig4geTzyf/w36Or8jTZQbXOfg3rbxnKw1lFvnqHUDWwOfvCi+q+vLvBaxL9yopCqSxr34ic+s0V4eaIILVgTGPKC1CJ6R3eudMmT5Ag+0IS5GZUgg7+/ruv4Vviy5LonEiyoVR7kbDDcWfS9hxaoW6O2A2xukO2E64oUbA9suU6SH/JnUoeGDoKBHiI98yVoRaXt29l0PI0LlQGArbaNtsKyzMDQ/cxBuNF+b26wWjHopU6KLUB1NeX80VyhgyoTt89CTKu8OL7OsR8V30g9wDfDgKdWW0tKBPfZ3QdU/BzTnFcXXLbQU2t/NkUtwD5FhgX/H+Xtbj4GmdBoWAkWgtBszXgyPAR3pDzhi1BompbSLVlywTrG/ck6Gaq+9pc8SfYiozLjyksNr04Q+rSjrMYxEexlfdelFmNZd9hTSZe/P4dFNV/t01//hmTnz149I6S3S+uaW/Yvs9VFtUWOvxT8pNfxVQobnmPCuIT/+0dO/2Lre1biH1ZYShwBMx+z10go3tji6ajQK4v38QM92Tah9SBuMBi0TPRj60sMy9vON/y/mxoqbY9m5aAY/WUN6RzF5HUfeGBwwBGWzhkn5ZvkE7GVbECzBzJr5O9B2+v22VToQl487QLgZhxAfq+9kFX9xG9am4R73wSLMbd3RRPd8Upry6G7gvlVK+wPLHZcj8B79UFi0kSll2HygpgjOMZzddAOUic9TPFCjJRcvnxA7r0Z6F9xJNSdRnJWb2wDGytfYA43AAPOX24vZzYsuQegjqt2F7bN7iqGn4Jj6jFzojf72o8e+EXwZt6ew/yiP4fbyNpYQGvWxSW6x0ig3bnbZilqZW96g87QeW4M5mwXI0AwUrBf1msQ3nG5d7wttsNvwu9aTKIVjG+pvPmbGS662TGJHVhCBzzcBNIB9+Z7Hv1bug/ymgFgFdIQLcGaxvO9qO1J5Wua8LS3FUxTG9GWkB9QuQZMQkx6GVSSK9qopa46fH7utvZ9SEFiuMxCS+vr4YAO43VQWytTs7RAmnnDumoArGP3khZ0DN38yS6oJvEiz+yZpaJAvF7v7QwtClnIMrfNNxWOYAZCtAenQJaD7GbrcMERre+wpEKgjxYu7KY3XtwyIFJuAiMI6KNY9+TCNcStAG1MZqjOTElW5+zT6uavPIdxdPXtxJZjiDFxHf4GXbYsRbRvy8lSkCPsm4al1Am+cK8MPjobXAaDgWlcBtujDtfXqSD1bYEofNRLMFzc4/1751k5nw8C50qjdID/OrZBRw6zLn9JZxz6lVXsl6kfcLDtwlto/z6D5a3cXHs2U/tpTNAUbJURM1sFzk1Fhawcl+vmS2VLSai90KGbJy366ApECjDqINyoby2sMZweBUPc7ciPLo2BwsrtVeEkHhUwIotorkgk9PB/MGMz3+ddO5AZqUM702hagNxTfhn3bg8wmXvRhKNuOuKaDhb7cI6RedfX+Qx/eG6OZRtBaza/zYbQcnBWrYn9M27LxRlcpjHrRsA/OjzxlZCQ+sHYuq1rxi0HBYFj+atJhKHR/g/T1b9lfxBCuT4tDXsRMG+Zjozv31JJ0pGnbi9yRKmbtTnPNeOsnr4Pvr2B9EIk22IKOK22skJkxgCR4WMIt2/ZAO7FJv/IFp//ZvbqIFkuMZTzhljeH0LdzetIUeAMjqOyDheYEJKYpcn1zMZKg5RHEpBuxI27BeObn+xaS7w3ztecdCvhMCXuEbKIInqHyCHUfstE2+63LJ26rWDd58WGBknVpdJL5aQ4zBheI9MSXtWau06nYWGbdbirYHyUUYW6GiY5f9zqTSgUi1MkLlLpl/DqJI9kv5/MzoowuJtJ7o13GYS659t7zyZAZkkPTeYr6g7WIBFNPNDRAt16KiurQ0ON4Rr88ICEI5/gL/ZxA3qbT8iN5b87jl3klugP9pRFyOz4QFCgWo3gvnze57eaahaB/FjGNpoH7Fr2t8Meax8LlQXwEQkB5HKt3jtxjmcGOIBIxZhNfhGL7OiHm6/I1qMZABMVcYJxevos6EJKAmofHdvZVKB3GUA4sB+EwtSbIHT8VTyeTNkhVZkdarahs9rAcTu1H9nDKmG52l0gymusavyqG7+5l8EKBgBCfxQ7ccqlBK/CRNXjgikX+FAIThz6OFIzbypq5uaJb7l2o4T7wPVeqyBMlihH+2+uNahlK1N98KKT7df+llYfFG1ezr08PculGsJrCRizH9gAFQhySD7cHEwc6BWDgctF5jbw/XhL676I+4hSqnnGFwXmai7qZOJfTI9Vc7HAChQnki4gpFBaHUxBdpEPibOr7lkbbtx5tuqQgMobS76BO7BnszffMwZLzD9as1bH/7mRha1a0NLt+3GZR/bn1r/fVJ0WWaGeZYSGDsQRoVsDu4ohzD3gnClSY58q0FSpmG4GQXAnwG1ZKYfP5NNxaBN732gnAbYfpRlbZjoORQyCE0lC/zqxpPPOu26gb26slkaC5nm6qHVIen2dR9Uc3falr3HeANOJMk6ibaVuXxUhz3AXb0qCtbsyPKaTuJMbvI9QgN+SjaPO1howuX62cb4zHSWm3QX1/R/oIYxp3QOcvMI2CVUdAwaPumvu9vv4h+SJeiXP3gtsnzQ9jmC9mvuFnzhDnEHHj4rxtV/X7VUv2RZHdangiRXhZHDGIhJn83Uli/edkFB9+9Q0HyiVsRUQ9ubqCcpzIYY7JX2AmiTOL1UAyR2tEsg+LPNdwDYw9HPGMb2f84ihDg3cjgDNa26xAEaDwX/eHImO77UivqyL6U9ec2k8XJ7IGqyX/bSVHqEyRa9l8qak9u5sR+66xT52Zww9QOQTOajJXHbDjdufeJbJaPU8f9LOGiET/XGe28M+hsEEZXO/JnRTo8RopbX5UEIV5IuQaHLxAwciz8J4shCg4YtLyGXoQc1BK8Zs+ctsCI/ThtRi1S+l0yAj2Xu+BD8gtEpRO9YM0VwWhvSjbH3JI9CuWfaxXXmqiop0hZ4IHevzPOr8ONpDk453a356j1mvwjQNm/Zf0GUL0NECC/xnQIrVXYUX9ogLY0Hm1QEwWLYJelcfiFQMwzjHJV4b7qnVwf6/97NMagGapudBcTAGogpjPJVAMfiWPzIaoBjeqnTV81WW3ddYH/y2cjBX8NoPNIN3OJp9S4Xo2XmuuACnJ2thcmth3slTvUru9ULsU9znvsQRS63FTiCxNi9tYxXlCDaMB6uRdap0Omv/w58IbEeekjuG7zugieVkCS8F8Q8TwShZSeVNTsZy2NGyO98+2YUkoL8uQwlj5tfOa9+iKPGIOwo9g2zF38LWBLlbFbYGTQaMuCP6hec/981jZvyAPmT8084cMcd1DyR8Qk7PcSIMoyJNneTmQexlFdpLnCnpH6BmjoGfByPh7nGTeX5UB/Tr6GbB6eCBR9+Qkuq5VETS8sauMxurA57/KUWF5uX/O5sUEnwGCl7p34rTBNh2Od634zchRv8oWO4vyCg7CaN/95X8KnGZ3efBB+bsCdRLKZp4Oy2HkZ5OKfMZjTbVvJlHw9tIGHgl5/wIG71NPT85V+GeUf0MvO/a25UH2AJ2mHnNz/700Hyu4L2OIaAJ9n6FG0Y9Ius33mV5R7sLrIrXZCv7JRuOJ3VMD61f32k+j40rEeESSvJt5G19JL00z3ptM1qWGgS0/2Un4RMaGAZy32bm31C1ylylMoqBzK14q9mVLW81o/TnQ4UsBDHgix0wcjf/QxTBvab9TbJ9wVAU9yVRKFvgEmnkmcG0zRu8rwPuo6gUsemAUEDGPiuM/3cFGjw/gDviY1CvQCI/66ubenMhsTiE2vgqB7gXaLie85qUHtTJqY/wuRYdih0O489oyNUsv1XKuTbQoVUvF7yxOK65I6PV+qUdR8DoUMxmEvJkdMI7PmS2bls85ZqKbDOBdMG26vrT/sXaIhV2YfSJOVkKdvwoJcJYF0+4SUxqz5u4NlCDQBF+nob+e+x5nGlGUPJDsyN3DvC4f5n/eHnDtTjFpuoMaGb7Y3P8W1lUOde1W5A67cX7xFz9UUob/ZzZnO3I0XRUGKEnKGyK7OdJyEnOkggPh/0DGvwmk4pJIsVR7QrjUp2wy4cFoZNXNYsOSefnspTHq4x0QZj3i6OYJ0zG73ewmXtn3p++mVSvTU61Xslwr2GbmnQvFJJvp7PGoWuyuY3JZ0q24+C/fj+wU0X0x0utYWDUjBLWmZHapehoJYS6nOkXJoD4TCedxbhFCd1uHdGv2/qi23YRyFqXh2bAFl8baFZR8U5lUtJWPhGbo2aBrSiBvmDhyfIWU5jEjJDSQpGt92bM2V74zJJougp50D7ahpQ9Tg7Gc/+fF8wpHP+DEUl6exeLm18fSAoRSLHo6aAulvqOBW9oZgUEvZnAMqvsIzJpKC0vZhQaEIxkXMn6+Y=
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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