Sylviani_P_Ananda_121450042_Tugas_1_PBF.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ft_RXKqYscQz"
      },
      "source": [
        "\n",
        "\n",
        "**1. Jelaskan menggunakan tabel mengenai kelebihan dan kekurangan paradigma procedural\n",
        "dibandingkan dengan object oriented (minimal 3) !**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6abP9t_E_RAR"
      },
      "source": [
        "![WhatsApp Image 2023-02-08 at 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s7ZnOtDPh6ADrdZhUpN8V/pG34Wpl+8VARIQ2yX3cblzbflmCLe2lYEuwTJmFTQbcTrwcAVmLC/wDznamZK2ntHCTJULhy4WbXH0Sa0c+230fhlee4tKk6zLjbL129taVw7VCU6sttXViXfDbLnwpTj2rZS7J1UYqXhdcxZ59W5BHC9PPLZVHvK1/VSOqvApXW3gblfrnTkoJ0ilW0lsCQULSt3hY8NwFaDIcYU5tC3l41puXL5Ysst37Oif5XD+pR+VMoE9zSDLcprUreuoJF1EWG43p1SzpBYVNTHUhYwNkHrJ7hisePCkykp8oZ6lES8ObuWC/Ki6HNIYFSVBQkG52nCCn0cN9/2UXQ5pDAqSoKEjM7ThBT6OG+/wCylSA15Mvu6xEy2HGoqwX5cRSZSU+UM9SiJeHN3LBflTcv/wCTZVryEl1aFtqcueNstwzGVMzOvfbShLjCj1ncRCsueQPcBWjJCdphjai4XY91BTl+tl/zU5xPSmrcmKbRqCcAcw51ElG8JSJWsfejqKkqcvdWVsvbWtIgyXRpPrag3QL3Sr7ScJ4cKLreuWnb1lJjYz5f6X+32UiUh5Mfa5Km2VRwQ4lzBdf0sxx7qirW/MjtS5DgWpi5bC8Gd+7O9qjNrEhURanyG164LLis08Bf9bq0mlSUokoLnkTiUlKiMSeOVTFatDAW643r1qXdbykpT3f8ZVElJeVBS/PUBqFa0a3DmLb+P/r11tmKHCLshSgWlA4Xw2rFlne4rRtkaOaKng5ZPWcx4gTxzqO9eBCSJKGWDjxLJNsV8gSCLcaOASGNqmKwbORrgcGM350zJW3JiCZIwqMZRWhSrZ5ZnvrRLyG1aMSJNy4yQpJc9VsvbWmny3OZ1a049UvF1rKAy3d++pDrbmqSzODUVSCQ4pajdX/diHsNFwF3BMmLRZtOqcSrV4+Z7z3VNkJvplCpFxqBhSpW7I/8VFUFRmikgjCMx8mkvm6Prmv6ifkmfOIP1x/pr/ac/mkf6lz80VJjpftcqSRxTXRrXBTg5WO4cq6Na4KWOVjuHKl6LaO5bqfRwnzRyoaIbA/jPYtwVcXA5UjRTaE/xHSfSvw5V0a1wU4OVjuHKujWuCnBysdw5V0a1wU4OVjuHKujWuCnBysdw5Uw0llGBHm8O79p5nW28otKOKRayvXTiStBCVqQfSTa/wCNN6KZbRZK3PXeujmuCnBysdw5V0a1wU4OVjuHKm4baEqTmUqFsJ3Acq6ObJupTiudz5w5V0a1xU4edzvHKujWuKnDzud45UnR7aSDjcvxz3jlT8VDyrqJ5KA+kO+ujWuKnDzud45V0a1xU4edzvHKho1ripw87neOVR4aGF40lZVuuT+zor+Vw/qUflR0c36Tg4Cx3DlXRrXBSxysdw5V0a1wUscrHcOVdEN3yeeCfRBFrcq6Javk88E+iCLW5V0a1wU4OVjuHKujWuCljlY7hyro1rgpwcrHcOVdGtcFODlY7hypqC204FpKrjzc93d+2w1q74nFuKP0lW/2p5nW2u4tKOKRayvX8r8cuOBaH3WlWt1LZ+0Gksp1JbVdYPnFXGujmyespaudz5w5V0a1xU4edzvHKujWuKnDzud45UnR7aSDjcvxz3jlT8VDyrqJ5ED6Q766Na4qcPO53jlXRrXFSzzud45V0a1xU4edzvHKo7AYTYKUr/uPyaS+bo+ua/qJ+SZ84g/XH+mv9pz+aR/qXPzR/wDRNE/yuH9Sj8qnvKkKirSjyIlJSF495CrbqGkjtwjlkdYqSMK7m4F8+A9tRdIreVHxR9Wh4qSDjubi/uqfNEQtghPXv5y8Iy4X51I0kWnihEdx3BbHhSo29Vhb8RWlHlPtpwt+SRJQjFj4hQ4cq0k6hxmddrVFl1u6r+duzNSJ19HPSTGS7GtdIxeeO8Wypl99Wk5DJSjUoSkjPPO/dWl3lLjy2G28QQ1dw48NuVudaxK0COWbK2PFrb52yyqBLW3GiNuMWCmbtkL32Tx5V0wQzJWWAosoC/JuXBB77CjpAtl4Ps4ChKVABV74jYD10XFMy9JOvMYiI6SpsLxA+dz4UvSC0FaGouTbIezXYW/QqTpJTaVKZZCwhkPKxLw5d2VGRqdLnqjaH2EYW8eV7q41M0iuIQHGUHIFQDme/gLfibU9pJxtcn926jCgFEr3g8qlP7O1itiUSEpTzJpiQYsrSLjjZ1hU2MCVFdyR+X2V0m5gReG5iU7q+Q9fWA/KukF6vNka7XajDj6t/Xb/AGpOkXdQpamGkkOlrN7LL7Kb0mt1MbVxiVPYhmqwSR+P4VDkbRFDuDCcxhvfMG3+1aLjtTtHtyZKQ4+71tZxTn9E8KgvrnqgtSjib1SlqHBwhVhf86dabZ0hs7badnfZUpTVuqCONq0S2CdGKiMrQoI8uvVlKVC345/JpL5uj65r+on5NIuBt2EpWKwe+ikqPmL4Ctva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdS5rfSTCsL9g04P4C+aO6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdWjJrSdGxUlMi4aSMmFnh6qW1FUbYtIBvWa0NpZWAFf5b/jWrjhSCh3SCcCytAEc9W97/Q76abYb1FndIeRUVJvHPH/AAeutJPqf6jYkhBGH5uq32gpzoOPBd2W5LAUAgpS0u2XHzfyzp3G7jGrlIbcXjKA2uwV6W69Oa5zXXEtOuUCfInIj/Du91K1q2nmrS0tvb06k5HifNpmQ8mVri1JupIQoalXD6R6veanqLzzupTKSHU4VEMr6w5Hq76QXEupWluVYN6sJU0s9Xkere9DHqy2pmStOAtoxtL8mnlkN+7OnEvOhy+2eURgN2T5o4HqflThddU4XESlaxATmyrK27cnfS9avXFQmFbyMBUWlZJ5eba9HXkr+d9dvV5sHJI4ebv99PKkEoOolLwABF497e1O/wBVO699SlOplY1oA/gq6tv8O/vp3XO6y4l+VAxeROdt1+rv9VL17gfB2zy9iq7B4cPM9VSJGvhpStqViBB/grxZcb2tevKXdU4iWta7FStWsbt1st4pxyS5q9Ztii2rWXDJz7vN9dOF/ApJbluJcd1i/Ie9P6sKackatq7UpGpViRaPYjhYWTamtc0WiNs8kSsDUn6W8eb660U/s0ctvCSesVD93Xxz9HnREfrhtc9ppZuptDC7d/0bj7KcMRaGghEpotfw1Ijrun/TSSwNYrHOLyxhLpjqxAch1bfhUN5mLHSyna1pTkMUde7/AC1t7XoSfu7nuqbLbcabQlL1y815zK0jz08SPkmfOIP1x/pr+V96Qy80ohssrcDeG3WHff5XP5pH+pc/NFaUfkR2A5GCFEHNChv9VTZ2r0btMeyypN2weOV/ypqSERmVy3mUKcF/RH4mnJDLZs482g5ecq2+g+0vWBt1sqb87O+H11tLm2xmfJKbcaK8aeJFt3dnW1LEiKjEy427iu4nuoSG3NWWX2Skqtvvi7hTzzTCcTziG07rrNqcksNtpccebS2rzVFQANOSGWigOutoK/NxKtelPtJeS0p1AdVuQVZmkvNqcUhDiCtO9IOYp19pn+K6hGV+sq1IfaW4W0OoU4BcpCs6bkMurUht1ta0+cEquRRm4tJNR2lNLbIViIVcgjhUqehhhq8iPjdVhC/o+vfUZ1eBwyXo5KN+r3JHfQlMarW69rVn6WIWpMlhaglLzalEYgAreKcdQ1bWLSjEcIxG1zS5DKMGN5tOPzbq871UuSwheFbzaVXtYq40p9pLyWlOoDqtyCrM1J0jFjpWXX27p+jiF6Q6lxxOreaUkpxADMnv9X9jon+Vw/qUflS3pyZUdorjp12I/wAMnDb/ABUytzEhLy2tZgupA3+vfupM7HpIMNqZUzq1KKkqubgjL8amT0pgPvwlsvKbF/OuPwoPNF4tBxBdTmUXzFOSGWjZx5tBy85Vt9NvNOKWltxClIyUAfN9dIlMLbK0PtKQDYqChatrjWvtDNsWHzxv5VJeU2HdWpoqS3i1Z3+v1U1IW5HYWFNaxbWPVnLEbcO6oM1D0eMXVtpfeQFYL7/UKYVjaBxoc/vI3U1IZdWpLTza1J3hKr2puSy5j1bzasHnYVXtSZLC2i6l5otDesKFhW0MatC9c3gWbJViyJorSG8ZUMFr4r5Woy4wCryGRg87rjKnZDLIBeebbCtxUq16myBHZJxNhw+YFqtiNRZOsjxnXHGkY2tYpP2evdUacuSrWNPxAxiw2PnDOw48f1ete1rtTrUa30MWfsra4/W8u11cz1xlSFJWnEghQ5ikPtLCih1CgnfZW6kSWFt40PNqRfDiCha9JksKaLqXmy0N6wrIVtUfVJc17WrVuViFjSNIRntcliQ1ibF8V7gd/qpPmjMHvFaS+bo+ua/qJ+SZ84g/XH+mv5S4+qVdUN3Ck2bOJNv+7fSFFWK6FJsbZ2z+Rz+aR/qXPzRWkn9TqfJqV1sWVsgPXSsLbUpCVY2sK9nSMrYt978vfRcaWWlPNvKQWA2UJdwFNr78wM/9qdLX77q49tbHCEG6eF75n9dWlvtqW5+7nVqi6sA4d4v3/q1NSE44GNpWFuMpCwcPs3/3TSSVRYTNnGi3juoYct/f+FKmB5zR7io+rW2olXm9UWtz/Vq0qspXHNlFvrFRRYK3cCd351BeEdEcuNYwGS0UXFxn3/rKtoaQ+sllLrTzaRhFupb6Jvw/5pSmDLc1qXHA4sOpUHSlI/7hfhblUFz/AOSGC+rOPz7G1z9E7x6jUlhXSmuEQrGpKMYw7/bUeLISiC2I62tWwttSrpyUbZ7+6kRZDqYyS1s62EKRjuLHq2yt7abYka6FihAIZaU2vrJz3bqZZktwYLeyOYmXcagFI3Z9/fS4jylzsMdSUqdQ6kYgnHa19xyPGnImbK2oLtw+HFaxwKV+KvV7KeYf6SStpCsGsClYsJRutfmFeqtM7kW1gXZVlIw8uIVkRS1NKX+8oU6HGUghlwoCbbwRcZb/AMaW4ypzSLTbSfLgDHwT1c739tXY2lzWhx4LUHEr1pSnL0hfhh5UhaDo2cylvVKdUpaEmw/9bqYfS7ppDoaKQtnCTlvvx9n9jon+Vw/qUflUqWg6ThrSlRbQlV1Zcf8A1UtxDukHS11A5FU3rd2ffx4UZBW82tDDbdoqm7OEWvy/Dj3044VIlANukvxwkFak5EX355VomVZwx1BZxddLirXV3K7+H2VNKNfpHDH6z7eqQrq7+PHvFLcS+taW0atC44ZTewFxnbLhnapBjvRlYIrpdcUgeVcx7j3nd76kupd2/VsG8hCW2z1eH2+qlyULmyHW2VWeY1f0c1e3vFMvpS7Ac1KroYLSiMN75W4/q9aIf2ZtLbranUOICTfDdJH0f+3399aEcwaJFxh1V7/nwoYirCrE2vZ1NFVxhSTa2EDh6s6fkofiEJYS26hKN9uuAQcItw99S5LUhGNLakFK0uKSFYVOZW3p9Y406tjUfu6X21dZXnhxWYG8KNj6r09+9aFW0EIdeLVsKLWvbvrZ3A9iEFQAjaoeZkfbUZqQxq1LiqdSY6WlIxJukj7bWNNw5EZGAtbSFRtTkR1Tnz4Z/hUOO+y/BWuKbtxtWspUnflb8vxrZ5B0eygw161uRrN6N2PFzpMM7SrXR3nfLa1Kw91f8t/s3VGiuJ0YprZ3GlB0rAQpIPnXFuFQtYxB/eQARiOSQMu8Dj6qz1L7WI2CEWCyMRsfNCk7x+OdSTEU1iQwvHrW1EOq1hVn6zwp5aHVuv5pu4hepC7KUALbxxzHHlWOOl+KtqOvqOlxRUoLVmLc/Vuqa6ladKICNYHgFI3eiBUJ1LsdGHfhFxyrSXzdH1zX9RPyTPnEH64/01/tOfzSP9S5+aKcbS4LLSFDvosNG9205m5yosNG9205m5yosNG9205m5yrUNG9205m5y40WGje7aczc5caLDRvdtOZucqe2VtxDboQFvKyFvONLbS4LLSFDvosNZ3bTmbnLjRZazu2jM3OVMbNKa1jIQtCjvtvIpl6M4hTjFlpx4SUJvn+uPyuyGmnGm3FgLcNkDn+ylQUVAX6uWYpaEuCy0hQ350WGjfyaczc5VssfEValvEcycNaho3u2nM3OXGiw0b3bTmbnLjQbQCSEpuczl/Y6K/lUP6lH5VqGs/JpzNzlxosNG9205m5y40WGje7aczc5UWGje7aczc5caDTYJIQm5N91PIYShxx5KAm3XJ5U0mO+0HEJSpDiRnh3iiw0b3bTmLHLhRYaN7tpzFjlRYaN7tpzFjlTWyyC6GwheE6teX4UWGje7acxY5UuXGYUpJPm+dhQSE+sjdS9laaS4dWEXukgbyeVNORFhWBGbfWw6ohQ77WvUeVBdU2luwKiSjE0U3PG1xQYaFrNpyNxlSEJbFkJCR3f2IYaFrNpyNxlSosdacK2WynkU0GGhazacjcZUGGhazacjcZcaDDQtZtORuMqQhLYshISO6tJfN0/XNf1E/JM+cQfrj/TX+05/NI/1Ln5orSjjzezal1LeN0IVdN99LflhzUpkXAkhrWYBcgpv6sqeeexS0pklCoqQRdKevle5y+zK1bQ629Mk41BWobUG12sL4u7hSnpkdo695vC4pKUrxBRRc5nzQKntupEdCpiz+8DMBINu/KmXpj0krQ40GEO6tSSrh/l38d9KfLp0dIdeFlv/wAM2ARkr5GZEvVMurk4lGQWSgIAFrke3j9lNzHUtw1OSPOkraVfD1h1vcKhreabaUh24VKU3qrDdiP2340h11llxTKgm8/CrK9wVVGcdfdW5tGBLbxbLWEWtu9d+PyKfLp0dIdfFlv/AMM2ARkajy5K5TeF7E08hwpxpHDcQBnb1mtHyJKlQC89jEhpSlDCABuqWt/pJhhD+qacbUckjFcW51FkS5DkVCpGFK0LupCBdWFVsWfOi7KW1OOvUFMPZYEDNNgbZ/bUh9Wr1jUhyzzgQ2EpSfZf1HfSXH3tiL0hSSmQ4hRTbgFd1RnZjz+txtBgOFCkFW7O27Dv3cf7TRP8rh/Uo/Km1vh9yIuQ5rcQUldk/wAP2fZTcqQqezgdJZdW4jrJFsgdw38OJqFIlEwVOv49cpaVJwADIH3VDclvSWbuvYesXU6sBHdhNs/bWk3XUrbbYdUhwpUrIDhzJ4fZSJTslpCVPao7KHjYDrE/7e+ky3U6KZ2R43aihZAw2+0n1bhWlHnWtFuPMqCHAm9yL0/IejuPNqkFY1aVBQQLpJVaw/5puXJSFtOuWVtIZxmxKQU35WvTTxacmNJkKLypKU9UJxHq+zhWiXXXop16gpaXFIv6jWg1BvR6w8Qlxta9dfncm5+yoILatFrcFo5U7gvwv5tSetpuEG/OQlZctwSRlf7a0bHekxIOINpYZcLlwq6jme7/AKHSXzdH1zX9RPyaRxl2FqlJSvXZFQuPMXWCd2iN4B+OsE7tEbwD8dYJvaI3gH46wTu0RvAPx1gndojeAfjpaJnSTHl4+LVOZ6k80f3qlQ5MlKEuvxylKsVtQc/9VGA4UIQdgKEeaNl83/VTkR91aVuqhLUnzSqMTb/VWzSdbrNZD1lsOLZje3+am4LraFob2FKF+cBFsD/qrYXQ1qv3HVXvg2XK/wDmow3y8HiqEXR9PZs/bioQng7rAYOsvfFsuf8A5VGiy47eFEiNvv8AN7fkqo2jno5xIcily5OMxutmb78VCE8HNYDB1l74tlzv/mpMWQl4upXDDp3r2Y3P+qujVYcOHR+G97bJ/wDtRhv64O4oWtH09mN/biqNFlx28KJEbff5vb8lUITwd1gMHWXvi2XP/wAqOjVG906PN8z+6f8A7UnR60KSpIgBSfNIibv9VSID8h5DjzsVeEFOFUckZ2/vd1bG9rEuXhaxOSVbLmP9VNRH2iotKhIKvOwxiL/6qVEfUyGlKhFobkGMbf8AlQgOAWGwWvi+a8efnVsb+v12KFrvT2U4vbirBN7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1oxEzo6LgfYCdUmwLJPD/ALq1EzW6zaI97Yf4B+KlaOWpRKho8km5Jibz/moaNWLYRASU5i0Tcf8ANTei1t4ChUILR9MResftxVK0dIlG7r7B/wD6N3q61dCuFISX2MI3DZ93qzypehnV2xyGVWTgF2Nw9tLgSVwtl2hgN4cOTB+KhCeS2psGCEK85Oy5H/VQgOBKkjYAFZKGyb/9VbA5qy3+4as54dly/wDKmYshm+pXDRffhjEX/wBVOwnnXAt0wVrG5Sotz/5UtmWtJSt6KpJ3gxz8dIhPIaU2gwktq3pEXI/6qZiyGE2YXDbB4IjEf/6rBO7RG8A/HWCd2iN4B+OsE3tEbwD8dYJvaI3gH46wTe0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE3tEfwD8dYJ3aI3gH46wTu0RvAPx1gm9ojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46mplBpvWvMqRrmrhLRB89P8Ae+SZ84g/XH+mv5ZSW2dJRVahaSpeb44n0Txt7vlc/mkf6lz80VpZpx2OgNhKyFhRaUbB3+7TMtthh1bDCkKStKXGFnDgvllWmHi9B0kytGHUpBBSvfep0tTTszVMJ1zUfWBxR3jOkvluDr5Nk4UYlYTeg450uh1xmytmUQlLl75j2Go09SkxG40MDXNY09cBKe79CnNLFMVDqWBchV0KczuneBYG9LfU3pB6Qy1rLxUuEKXa3nVL0pqMJDQUgpSrz+tY93vtT+knG1Sf3UlEdQCjjGYPKnZyg1ND0a5ZbxlAVfEk391KfQzC16k2QEXwj8q1jjek5DrzHW2W5bS5iBz76bWrbozsVgXXEuG8dkpFxT+l8EZDyGQUlGMhS7K77Cx91P6ScbVJCI10sIDhUpdrjP3VpmQXoMxttu6G2+urHhtlf7admhhb/wC64lsxw5iuLqHurpFSdbrmCnCzrhZVyRU2S6/EnMOsoQExtZiQ8TwNuHdUaYpcVTrLaFsITkrWWxEf7V0udS+vZ8ZbUkeTXkQrjcgVFkqdeeacbwLbtuVffWm3lPRJCUN3baUEqXjt1suHHfTmkSmUW247jiEqwKUEq91vxpGknCrONhb1+oJK87+ql6Rd1oDcdJQXtRdTljf1WoaSO3COWR1ipIwruchfPgPbUXSK3lR8UfVoeKkg47m4v7v2tE/yuH9Sj8q0Qw03JnltpCSHsOSeGEZVM0gWHi21HW9hAKsIV+FgfxtQfXFk6SdQyXG0lK13XnbDwrSjqH4uk0arAUNJOsvmvfao0lbklxl1rVqSkLHWvkb/AI5VJ0i405KSmNiTHSFqUV2uM/dTmkHUB/FHALbWvA1m9Oe/LI5d9L0hqnF61uyEtB0EKuT3Ulx1vSsh11oBwRcWEO3G/md1TJm1wZAKLKZW2RgWSFXI9V/yqLIU668242ELbtuVfI1pt5T0SQlDd22lBKl47dbLhx31IniOueoRbrYSkk3F1jOlT3G1OodYCVpb1ifKCxHeeFSpe1MJJbONmU2LIVkrMc7Vt6w09jabS404EG7vV3A3vbv5UjSi1oYwxVFbrim7YrAEX558OVNaRcUW8cfCkulhRx7lZ7u7KoLweXKszqihzCf72QzrSjyn2xhb8k3JQnFj4hQ4cq0k6l1icNQULZdbzBzXupU9aNch1lCHWwlWbvVKTxvSdKqU0lQjKKi9qSAr32pGkFKGHUjaNaWgjHlcC++3LuqK7qGX9ZHx4puEgqvhOWdzR0kvE5+7WbbeDKiV87bh9tPaRdS4oNR0KSHgx1nMJue627OoT5blTI8dKXHi+VlK3LWThTnx40rSJTOSwWk4VLwXC7kZXzHD20xpJxwslUbA246Wrledxfh9ny6S+bo+ua/qJ+SZ84g/XH+mv5dmu7jcedcAOJKDawP2CkJKSq61Kub58Pkc/mkf6lz80VpBt1wN6oG6TcWVYg8DSokpTbyXE6xTlsS8QBNt1uQFOaPlLD+PGoujCs4x1vVwFLiS1uOrcuvG1qFZpGIc6Sy70eWXAHFWwm/0hSYMsOJXdwrSgoQVLHVHI8zSYc9tcYMhSUtIUlKrpuAeB9n40qBIIAbSW+oUHrDNPI9/eOdbDM63WX129XmU5JHDdvpWj5SkKTdYC0gHrJ4br5b/AFUuDMcD4Kl+XsVXKeHDd6qXDmObRcq8ujAq5TuHDdv99ahxzRhZdTiNrYVHh9nGthlla1kuFam9XiUsZJ5euhDmBLWrxIUhGBK8Qvh9E/hnTsCQsFLaNUhTersFDzc8j399KgzFh8FS/LIwKuU+aOG7f76dgSnA4OskPJsvrDO3Pv8AVTsGU4XLY0hxrVWxA2Ry9ff30uLO6y0Y8Ra1Y6yck+zfTcObq32ENlplwEHJsf8AiKMCUQ6nrYXR1hiHD/fdTkCY5rLrc8rYquU/R3Xy/KobMpuYt1y5DvnXIyt6uNTIDzq3gkLDTisS0oUAF+rkfdSY81DhUjEkGxWlK8l+3O/fWwzMNipf8TXGxTme7Kkx56ZReDJ1pUSVeTOXK++hBlpUgpKxq1lxISU5Yt4Fx3nfTEGWgxxiVZhRWM0534bu8/taK/lcP6lH5UmJObLhQ671zddijrG28ZZcK2aYlYU0C2QkNnAodfkc6ciSlLcJR1V2S4gKyc7/AMqfgy3VSCrFZ5IQsJKc+VssqisS0Ttc6Sq6QhW7Pv8A1zqVDkuOyTdZS8MKrFOaeAGW/M1scsrUXLuYmtUoXT1k8vXvro+QSS+lT3k8Buu108suNK0fJWVF/G4oowE4wMvf66XAmLx41uHHhK7FPWtu4VAYkty3HHyTjHWzFu7hUyA+6p8JxhpxWJaUKAC/VyPuqRCmlEnCkqU8gIIxC1uHflnRiS3UK16VKUQMyoXAvew+2lQJhUpSluElaXVWKesRa3CjCl41LOLHrA9cFO+1ssuXOkQZiFoOJZwOF3enMnfw7zQgzAlIxLOFzXZFOZP2eutHMSGXni7nrVY1G4t9lPQJC8YwrDal41ISuwK+Y4gUYUo7TjSV67zusBmNxHqypcSWoHGCp26TrMQuSN1uFu711sEwKvicPlNZvTmv0t34VsMu6j1ivWawKxAHFzHd3Guj5WBY69y5rFHGOsrnyApUGYUugqWcbgcOac1cCMt2QoxZ22a7VnWf/wAlm/8AfO1bDLxld149ZrMQKRna2WW7dlRgzMVwV9VwuAAp843z3d9Igy0aoXWQ04XN6c1G+e7dn+NJvYYt/wAmkvm6Prmv6ifkmfOIP1x/pr/ac/mkf6lz80UtxDYutSUjvNbUxqtbr2tXuxYhajKjjV3fa8p5nXHW9VOPstrShx1tK1+alSrE1r2tdqdajW+hiz9lSp2qlx2W1MnEvC51s05E7qTKYVgwvtHWeZZQ63qra4/W8u11cz1xlUubhZZdilp1CnUoKsV95t/1eif5XD+pR+VTpupeZaaU0panEpWkq6wB7q17Wu1OtRrfQxZ+ykSGVrCEPNqWRewVnW2RtbqtoZ1l7YMYvekSWHFKSh5pRT5wChlTb7Lqilt1tSgL2Sq9SJC9rTFj4daU6wqWLhI9XGjPMZbzc3Dibb1oU2POT6udOSJbMbanUtasDEtoA4kj/u4+ynJEtUtxuOuPhDIeRibOe/Lf3VBkbXEafCcOMXty/wCm0l83R9c1/UT8kz5xB+uP9Nf7Tn80j/UufmitNJBERRaDhD6bCnYjqng/shuqSHcHVugAW57z3VJYe1s1Oo1yJKQEm46uVs78ONNR3WFupcY2pLgR17jgLZ39tIhkSla1h1zy2tS4HuoPsvw9VIjShsTez3Uw8VKcxCyhnnzoR5SQw2I19XJU4VFYsUnF76Yjvt6LLaI2BeuxYepfDivlwvatmkpYcQmK7nKS8LrScsu/fl/1eiv5XD+pR+VOOEJaa1aVKTI1+tUqwKbk+sH3U0qOlyzzTjpC1OJXrepx+iTkd43VCdSyNHjUlGrWta/N4gjn+rVBkIQ5HK8QbbCtWbJyvzOLP2UhzNBcZUr93W2pPVwj1C+QyPfWjXAJOj0hkoCWC2rzcjcd/cakMuN6QTMZRrPJ6paAbHfe4p6Cue4+5ITqQprUoTkSONzTolyIWyKYwLUnAt3EMFuJHH8KVC1ukrOMPbNqQziDmG9r77G9IQltAQgBKU5AD/ptJfN0fXNf1E/JpFtDrsJDqErQXs0qFx5i66OhdjjeEK6OhdjjeEKej6OafZaVDYxumws0OV66OhdjjeEK6OhdjjeEKXAh9JMJ2VjCWnDbVjmiprMGIlCjo5twKVh6jaN/DfSdHwikEwo47i2nKpcfR8VrWOQmSLhPVZB30uBDSgkQGFHkG0501H0e5IeZEJnE0Be7I4/+q6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEKkR9HsKZSuEzd1WAWZFdHQuxxvCFdHQuxxvCFdHQuxxvCFdHQuxxvCFdHQuxxvCFKgQUpKjDj2GeTINRI2j5UZt5uEwErFxdpNdHQuxxvCFdHQuxxvCFdHwSSNkjXH/ANtNdHQuxxvCFdHQuxxvCFTWNHRI6nnITJSPRZBro6F2ON4QqNH0fI1uCEyNWvAcTIGf6NdHQuxxvCFRo+j5GtwQmRq14DiZAz/Rro6F2ON4Qro6F2ON4Qro6F2ON4Qro6F2ON4Qro6F2ON4Qro6F2ON4Qro6F2ON4QrRkCGvR0VSorBUWkkktjPKkbCpMg9FpGoyV5Nvfy30xChutBZ0e03f6K2k3ro6F2OP4Yro6F2OP4Yro6F2OP4Yro6F2ON4Yro6F2ON4Qro6F2ON4Qro6F2ON4Qro6F2ON4Qro6F2ON4Qox9HiWmNsTONSSu+pFq6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEKMCDmBDjFQF7atNLhwW45dXBZFk3KdSCfwqPDgPsNuphR8K0hQu0njTUfR7sh5lMJnE1a92Rxro6F2ON4QpqPo9yU6wITONoAm7ItnXR0LscbwhXR0LscbwhR0fAFrxIue7yaa6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEK6OhdjjeEKmworTba2ozKFh5qykoAPnp+SZ84g/XH+mv5ZQkpnxCptm5eNjrT6Kv7vKkOIXiwKSrCbGx3H5HP5pH+pc/NFaddbbYYxrSnyyDmeShUmchyO8ILqXHUoxXb61qcz0dJ1c0SEdRVkXODrb8yamuluLOVGluajAkoXrL9fiAfZU59ov6Rcbl4SlhCkYHLXPW/X21NkDotTwUSCkdZtVt/fRl4EuN9IYbSW7FLt+qbXzVe4p19DYl4Zq/IvoDYL3qv6+O+pUsCfjTJwBL6AQp3enL6O7D350mUlPlDPKiJeHN3LBflWnXdW3GwqaDmuBTrFWFGUwYrQTIcC1OWdxvkYDY+ceH2WvUWQHjAadmquVOIWkOYScza/HlSVLM46ycGVodtqje5Tw+lbdxtUWSlOyOGcpazJWg4nfo9bh7PbUCVfSTJ2g4XMYLanSo3vlcbge4CpzoE1tEh1TLGC6VBWG6/wBcKQ//APFRUJdW0oR1EErKBfuA84/rOlPocfJfnOJbVFSoYXMIxZ7rcamSXg2Na8pmShptRBcIueNkjf33rR2q6TnFCyoqKVDrk3GEZ1Pfs9pL99WFNISptActZWf6+2jJKHpSIskuqMdKx18fWubkD1cBUlSU6Kmfv6H0KSLAE9U+sqPsrSEsbUVtycGBbe93ek23J3Wz3m9NymjNkB18CIqR57buHrYRa9uGR+0U/JDSZCNoc1iZSChOsUTgOH8N9IktbbIDz2GKqR5yHcJxYRa9uGR+0UuWBpBC9pwJ15QpKneFjw3AVFkhOyOGcpa1SVoOJ36PW4ez2/taJ/lcP6lH5Uh+0qZJZdZeabexqaxcMI6wNOz2HjBktP2ZxlK+vYDqnzqakBa4zZlvJQZLiLFwjEnO2e/lUqSGp2UhTeqfQhSXHj5uXDl3m9JlJT5QzyoiXhzdywX5UXQ5pDAqUQoSDc7RhBT6OG+/7K0u6EIZSpZbC12xazANx3mo0kObC27PV5ziXAHLXzNr8aiSkjYVmaVKU8ts4nfo9a2Xsz76Ylja0KMwtocS4FBTtyk8L3ySe61aMkDWaNvLUtbrSsYU7fPK2XtrTT5bns6tScepXi61lAZbu/I1PkMqaSmLKWE6pSkrL6t/5qV3XyqI8JWkR+9lzyCFhCXLDFnfd+s6adXqFuuaSCXdWrWNZ3Sr7SbZ9wpqWlrAdqccxwypVnLnFlu799aGevMeb2gOJKEqSNaV875nfT+ranaSOuW05qklPXPfW0pcYbEiQpKTFCmyF2xr4+s7sqek/wDxzOreW0tuIlSbrKbnuTx3U7MbOkXjr07MQ3rFNuWUN/LhffU93V6MLkdRKbDrpOLq3zPsovstSJ+pdcW2W27LS4TbM/Tz51tCtU6kTVWRJbzQu/VNuJubUt8IS8EPuKil1AQ4XiBuz6++1NrQ4mGX5Cl6uStGIOHdZVuP7ekvm6Prmv6ifkmfOIP1x/pr/ac/mkf6lz80VIjpftcqSRxTXRrXBTg5WO4cq6Na4KcHKx3DlXRrXBTg5WO4cq6Na4KcHKx3DlRiI1QQm6QDdNvo+qujWuCnByz3HnXRrXBSxyz3HnXRrQ3KcHLPceddGtcFODlnuPOnIiFNIRdScIsCDnaujWuCnBysdw5V0a1wU4OVjuHKujWuCnBysdw5V0a1wU4OVjuHKujWuCljlY7hyp6I26QTccCB9Id9dGtcVOHnc7xypOiW9cVl15VxYpJytQ0a1xU4edzvHKo8NDKsQKyrmTwpyC2tROJY4ix808xXRrXBSxyz3HnXRrXBSxyz3HnXRrXBTg5Z7jzro1rgpY5Z7jzro1rgpY5Z7jzro1rgpwcs9x510a1wU4OWe486To9pJyK8t2e48/2tE/yuH9Sj8v2hEsfnD2rvfVm1vyv+NSI6X7XKkkcU10a1wUscrHcOVdGtcFODlY7hyro1rgpwcrHcOVdGtcFODlY7hyp6I26Re44ED6Q5GujWuKnDzud45V0a1xU4edzvHKujWuKnDzud45UNGtcVOHnc7xyqPDQyrECoq5k05BbWonEscRY+aeddGtcFODlnuPOujWuCljlnuPOujWuCnByz3HnSoySylu5GDzVcRXRrXBSxyz3HnTmimlYbOOpwnEADxro1rgpwcs9x510a1wUscs9x500gNtpQncP2tJfN0fXNf1E/JM+cQfrj/TX+05/NI/1Ln5oqbIMdsKSlJubdZeEUZCpL2jpLbR1itYnAV2GWX6ypelsKEYm0pXiUlQW5hAKeAP8A6p2dIZfmlTKVNMNJXhC8+Pu/909OeaZQtTDd15ga3/jf6qRPW8hGysaxZaDpSpeG19w9dGW+JEwLZSpppsKw4s+NNy1KbaREjoKtSlzAV4QkHcN1J0mp1SBGjlWNrWXWvD9lIloOjxLVdKNXrD7KStzpdDrjWE7MohIcvxHsNSZu2aOntrQElDOO7bhIO/jYcqk6RMNLY1SVJwJJ6/W+wW/O1PaScbVJ/dSUMKAUcYzB5VFkrdfeaca1amwk5Kvkb+6np7qXpKG4uIMAKJK7XHdS9K9fyMdx1Aw4ilKuNjytuPOjpJeJz92s228GVEr523e2hMeu+gsI1zakpCdZ51+O79WrpImVq0R3Ft49WVhKt/stb7aRpN1YbVshCXHC0LuC+IX/AAyqU+p9EZeqs63KwYAvK9DSC9YG1sAL1oaX191xcEZZ0dJODLZrq1+o6q+6ukHQjEWEdR7VOeU83dnu76lSikeUjJcb1yW0nF37/bStIlM5LBaThUvBcLuRlfMcPbTGkluFkqjYG3HS1crzuL8PsqS+W1tttoC3XL2BVYZd9QJCosHJAJMhwddzvPrJNMz3334WrbQGnmysgqz4d1QtImRK1Km0p6mMFK8XG1t1r+q/7Gif5XD+pR+VdJub9kOHXanzxe9dIlLTmsa8shzVYUkqubX5X/Cn3jJ2FxbTjS0ygmxuAcjnnb8qGkCqcIymhZZUjEly5Fhx5e2tDSFGKhmMlDmrvjKnLWz9Rpqcp4RLtBKZGJJsvNNr93dWhJBVHbZYSlYbJ1hK/Nz/ABprSilOLQWMw2pwYF4t3Dlf7TUOct91lK2NWHWtanr35e+tJ6QMLc2lYCcRuux+wWrWrYnz3GWtYMCFquu2We6kaRDkoMtpT1gCMS7KNxe9uVMaRk6hCnI6VqcfLScK8hmd+VSNIrjvIQ4yjekHC5ci/dbd67UiU6655FgKZCygrx2OXdyvTc11URK5cdtwKkasWVu69uVO6QKAt0NAxm14Frx5jhu5UdJLxOfu1m23gyolfO24fb/b6S+bo+ua/qJ+TSLgbdhKVisHvopKj5i+Arb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Uua30kwrC/YNOD+AvmjuqU6xILZ/fG1tqxJUiOvlbimkIjoQgIXPBbUpSFbOq6b7/AKFObOpjVJVNQnPFaOo47773TTrcVesCTObStsNEJYXuHrT30vUK1RxzgttJRiEdWY/yd1NIYaDeqd0ghSEavEI6s08Aepal7OpbigqcnWICFWYX8NJTHQGtW5PQtCNXjEdVynv6lqCY6XEqaVObCW9WEiOq1vtRWsaa0dsyEyXUhOGzkdeY5ebRStf8RMxfky2nG2vJPI2TmaXrlh2+2eVbwG7J83l5u+nQ64FjDLAcSAryKs7br9Xf6qXr3A+Dtnl7FV2Dw4eZ6qhvuomqecTKIcACrsKyA9Sd/vp5x9ybIVqpQZWAk4WVDGBw3Zb61ryXSttuS3e2NLbKrK9qcj/xStcQ4FbXZbgeVZk5nLIdXu/Cky31SkPriPBbYKf4K+uPZ66S++hxSkplJSVY1ISyqx9XV/4pGuQloWlnVOF7+CcyeHm95/W5JdCClSZSjrNdi1Kr4u7q/nlRW6UWLUjHjDpcDKsSj/lt/tQDoN7TL6zXK8krrH7U+v8AW7XPtIfQY8l8Pm6wWTbP7BTrjzkZpktyQGiF3Syq6vanfR12MG0sYXNdZLJ3nldPed9Na0apJ2uzbhe/gHMn/B3n9bpLrD5bV++NuN+atEdd/wDxpDUZvCW16QSsKUrFqVnzt+9NqbbithkBU+zQKR5BeYPDze6oyWI7rSw5PVqkatIVHV5vLzO6tva9CT93c91be16En7u57q29r0JP3dz3VoyY2nRsVJS/cNJGTCzw9VHXYbfvh8prP4BzXz8zdV3fKkolKK1476lQ63BQ6vqp12Q5q8e1qLS8V9SeseB83dXlkqSUiWNWpSkgMneb7uruz40xro621IEq7d0/wT1xe/o7veaAcSW+rMsyolADahYm+fm7vX/7ZDrJQUJlXRdP8E9cHP0d345mgl5GC22eTQWh5E7j/h7h31EU40+wpe1YWUar+ArrD/L6qliNJW4oqnI1iNWsIjrzH+XvpSY6ievP6yQhzyCvKAc+r+VqcMZx5C1bZhQoKDezKwgj/DetXHywu6QSA5rQBHVkf8nfT6I7q3Djno1igshMdW8WsfM7qbUy26VIXOSlSsam9nVYn/LelNxy2UByelOs1otHVkb39DnRTFK1/PdUtWNbWzrwqP8AlpTbCkujXaQ8o4HT+7neP8HcKE5q3myfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdW3tehJ+7ue6tva9CT93c91be16En7u57q29r0JP3dz3Vt7XoSfu7nurb2vQk/d3PdU2W2402hKXrl5rzmVpHnp4kfJM+cQfrj/TX8pkqVO1KXEN/3Vtm7nPCb/K5/NI/1Ln5orSbzzDbamC3m4lBxpvvNudQ5LqpsiM9q1lsA42xbfwI51tkayztDNkZK646vrrXs4lJ1reJIxKGLcKMpgNa0vNar08QtT80NyI1lM7M4FEuYuQoupVqih1vCs5ccfqqLKcdZcLpZaUl8t8xvoaTh43EmS0koVhOJYFB1tThQFpKwLlN86D5VJWhOENtfxFHnypuQy6spbdbWoC9kqvSZUdSVqS+0Uo84hY6vrpL7S8eF1B1fn2V5vrpqZGdJDUhlZAucKwbChpCGb/vcfL/AO4KMhkFwF1vyfn9bzfXQkMnWWeb8n5/W8310JUcsl0PtaoZFeMW9tbQzq0r1zeBW5WLI024h1AW0tK0HcUm4oSWFOBtLzZcO5OIXoSWCVAPNXSLnrDIUiQytouoebU0N6grIUiZGcBLcllVt9ljKtti2SdpYsvzeuM6XIZbVZx5tJ3WKrU2824paW3ELUg2UEm9q2ljWKb1zeNIupOLMVtkYFF5DPX83rjreqlyGUKwrebSq+GxVxp6XHYVhekNNq32UsCgbgEZj5dE/wArh/Uo/KnJ0xpuW6rULRGcwqSEFJUMuN++toZ1gb1qNYfoYs6akMvFQZdbWU7wlV7UibFWvCiSypXILFGbFCcRks4b2vjFKksJSFKebCSMQJVvHOkSGVrwIdbUu2LCFZ250p9pDqWlOoDitySrM0qZGSnEqQyE3w3Kxv5UuQw2LuPNpFsWauFOyWGUpU682gK3FSrXptxDjYW2tKkH6QNxQlxyEEPtELNk9cZmp03VxVORVNOFLiUK627O3tqRLbih5bzqMCADhHnCjIZDOuLreq9PFl7a2hm6xrW7oGJXW3DnTk2M226svt2a8+yt1NzYziMSZDVsOI9cZCts/fcF2tm1Ot1mLv8AypDrbjesQtKm/SBypElhZIQ82ogXNlDIVtcbApe0M4E71YxYVtDIQhZdbwLyScWSvVS5DKMGN5tOPzbq871Vrm9bqtYjWejfP9vSXzdH1zX9RPyTPnEH64/01/K8FyHEILC0JQ4F6xRHDlnSFFWK6FJsbZ2z+Rz+ax/qXPzRWmW1vMNtoYLw1iVKHV3A95pth6NrI7DR2V0EpIIuyo8PVSIKjFdRsziH9QprGt7Endwz3UWJDzqiqMpLZj6r+IAq9+FqDMwNi7SlDXYtzYdtb2X799Ror7TUQqjKOoccJRiSTnexGdCG627EWI9yH1uKwkeTBvlSo0gsG8NZXteuGaN1786TFU4qe06ghp5WJK7/AN0e6tHY1Rw69h1rgzw7v1x+2l4GRpFp+3lDrE3HnAgD86aW2/EYSP3fVxy3i5lSe7hvNSSwuFIAjOa/V6vru48+653b86lPtKVL8kpDSmUNAdUZ55b/ANWpchtTM7acWueATuSkG263WNOPB2PpAO3El5GHNISDb1KPfnWkXtpM06jJbSWwFKFwoE0/IGtkllnAnVNtgHDlY8v0Mq1xQp8hLli8lRKilS/NsbcL3FNqQhxjWRyQzJWslRSrI37/ANWrQrmJEhCkFJ1q1WNtxNQo5cjobajYUIlKcx5WyUcvXwpmI+nRZbRH1a0Pa0NkiyxivbKpjK1iS8WlNl3VpS2Sm5UFb99vx4U+w49HkIXFWuQ6tLhFkAZf4jy/GtLR5EjXBDKilbNk4SkZ55K40/Fec6QKYKgp9oJSbo38eP6tUVtxOkcezKaa1CWx5uVr8j31OaXtLK2SApy7K/8At3+0VpSLIdU8lphRQUpwaspSMvS4/wC1PRnlDSBRBUlT5ThzR9vGn0uOyJJDLmoK0KctgJukDjiy5Uk4gDz+XRP8rh/Uo/KosLXSZK5cZ1KVO6xIU51Tu3gHupEVwuaUCWtRr/Mcy5W4Uttagh19jZ0sMKSvrDrZbhbhTTLoSRIjrUssahAwoAP+o1qXxEgJDCxq04XAgpCxlbI3/LOoUV1l2GpyColhpSCbo38OPr9tQY77PRyTEUnVYsZunj9taSQdUh1u2uaViR38MP21LjveQShsrThUFlBAVc954eqokZ5tyOpcFWJuNqibo8720lmQG2WkMq1yYupdHUVkf8Q5Gjq+iinCrV6vV4VHPlvFF0hpzESrA+2sBYSHDbfcjI7t/rqS+pTU7yf8R9tQGIXyt8NSXErVpXAjDrm0pByzUL/r7KluCRoqRbq40KRnwO6pbxeS/djLZ9TZShfF+vyp11J1yUtFtOyaj6NsWdKl4X23cBNmSyRcdU3492R3XrE4Ex7iymGMBAIKVEZ2PdlRcEvRzpU3a6SClVjTEdb8OKREsluOR9Hylx+jnTbL7bGjlhg3YThW1cX3WuOH/ulw3gyooQ6lS1rWkIKDguNxByNLhuKX+8x1vBxpKVBl3AARwtcZUI7ydIpUhCg3iurFhUnzbZfSB/b0l83R9c1/UT8kz5xB+uP9Nf7Tn80j/Uufmj5XFpbQVuEJSMyTTLiXmkONm6FC4NNvtOPONIWFLbtjHK/yCS0XXW0qxONC6kgXtTchpx5TSV3cSAop5Xp5pt5GF5tDieShf5JWo1d5KUlsekLgUmOym2FpAtkLCgw0LWbTkLDKjGZItqkWtbzeFCFGTe0doX39QZ03Ejtm7bDaT3JoMNC1m05CwyoMNC1m05Cwy4UGGhazachYZcKDDQtZtOQsMuFJbQlOFKEgWta1MsNMAhhpDYPBCbfI42h1BQ6hK0HeFC4plhpgEMNIbB4ITb9gMth0uhtAdORXbM/KuJGW7rFx2VOekUC/7Gif5XD+pR+XykXFjupmLHYVdhhpsnihAH7CmW1OJcU2guJ81RGY+V6Mw+QX2WnCN2NINYU4MNhhta1BhoWs2nIWGVBhoWs2nIWGVBhoWs2nIWGVBCUowBICOVBhoWs2nIWGVBhoWs2nIWGVBhoWs2nIWGVBhoWs2nIWGVFlstaotpLe7DbKmm0NICGkJQgbkpFh/Z6S+bo+ua/qJ+SZ84g/XH+mv9pz+aR/qXPzRWkVvIbRqMVyrMItitbhempLjjif3hWBUYr8wJsoEZ0xMclsITtASRFDqlADrHj9nvoS3U6KZ2R43aihZAw2+0n1bhUpbyX9IPMu6sojoXkm9z1ufCp8hTEBTybA5ZncLnfTy3I8rSOCTieTGCkqWBfK/Klaxc5akyNSdjSoqsOaufChLkKQ8pbpaOyJftYdRWfd3cakT3yzrY799W22peScOf4n7LVDSekp+N5Sk3ACFWturRBJgN34FSR6gSB/1Gif5XD+pR+VbTLCHHTICi3J1WrCBZQuMufGmHZrzxdDjKWQ4pBSpW7O262/dxpp+QYDLjklwuvLwAIQnmd1/VxpqTJ2Zp5142Q+W3bWzF7X3eqob7y3FMuSHMaF6y9k5tWy4U1JkuKsX16t2OpxKrJB4ZgcB671rnm9HsIjyV6xMbWnJOWQ3m3+1OyJa1u4ZAbSIqXgEoG/Pn6qjrLkdtat6kg/9RpL5uj65r+on5JbK3dSppaULbXiGJOIbiOY51gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46MeYX0O7SxiSkp/gHjb+93VKhSZSbOvxyOWo//AGpWiHlasKktHViyLsXw/j+rUrRDyg2FSWiGxZALF8P4/q1K0M6rBikMnAnAm7F7D210Grg7H3Yfm/D2/q1IgyUsJZTJZ1adw1J3cvO3UnQriUYA+zh4jZ9/rzrod2zQMhkho3Rdjd+NL0S+4UF2U04UbsTF/wDelaGdUUlchlZTuxMX+zfu99NaLkNXLctpKsOHEGM/zptiW02lDb0YJSLAag/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjqPHmMMNspksYUJCRdg8P8AFTehnkPa1MpvW59bU55/4qOh3S7rDJa1lsOIsZ/nQ0M4GtUJDOr9HUZfn+rUnQ7yUFCZLQSRYjUZH15510dLC8QmpxYcN9Vw/wA1I0K42oKQ+wlQvYiPz+2uhXLIGvZs3cJGz7vxoaDI3Ox92H5t/wA1Giyo7IabkR8Cdw1B+KsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HWCd2iN4B+OsE7tEbwD8dYJ3aI3gH46wTu0RvAPx1gndojeAfjrBO7RG8A/HTkeU7hS6+zgC0qOFkg5G/pd3/wCaf//EACsQAQACAgIBBAIBBQEBAQEAAAERIQAxQVFhcYHB8JGxoRAgMEDR8eFQcP/aAAgBAQABPyH/APjVQbLxPYBpc/3NWrVq1QHIQUD9m/8A8Rq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWpIEwmUSf8A4Nq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1eU4sBEJhO0/s8B3QvAa5RyTvjDcUegQ1bR3vf4yMpMqPQAk8n+XPxhx4qEpQsSrFwnzkf7aDgMRKm6DuZ430g8pFzUkQ9XXjJXCKExNqEQ8OOcu1zaEl00rJJCZ1I4gSYs1/Y4SpEa5lZrjBrqcAJFhHu1k05ySOsxKg1MYc/YNTBPtunpwtpElGYXH5ce+Wb3MQ7YB5CsSQwMQonk/r/ACfWdf8AJZtkFJF8EyXOZUWmgjheaOdDddHM8E5d3cEI7UYME61esevuaOoMHlrF0QkJHCxRPDT11jOfi7DpYps6wVMIoA6MCnrrnARJTKPAUh5Mq6SUSgv+hscININW9SDrvEGuRG/YOmmPXvBF3RrYyo6dvFtrEKKQfD/lTpIQgYFWIKs9/LDZm6dRhFp0jnOLS+wdnCYGUcTXIgpCGG2U33QN0cAoFEQ+Xi44MgVE9L/zCZ+hoo4QI8vjA0ApA1Sae51zhSzplkBaiHKp7wEWUCgoGswnmZjjFesJqXyD7InnEmp9lVgjttkFjkAVpFIfz/k+s6/5HQFoYENLp1M64wWYXAxe5EktfmTJsASgEAxIQtx1uTCIOkqLJE1EzHMRYqRfKJZBaTEosDZzk+IIQbsAZiePeTA3ZniATufU/Mkiap3F4Rnbvg3j808VKSSojgiJoxCRs4LCiChT/m2PsRAJ4nPvPxn3n4zzQyBETSl6az7j8Z95+MIGclFSJ15fznHDkhIEyNrks0hezTUiPhz7z8Z9x+M+8/GfefjPvPxn3n4z7z8Z95+M+8/GfefjPvPxn3n4z7z8Z9x+M+4/GfcfjN9kGu7Imn859x+Mh11MjQlljESfu+maNZpok1HjH7HTTiG43fH/ADLUeZJU62+w5K9KAbTFkeMXXFMjQm2M+8/GfefjPvPxn3H4z7z8Z95+M+8/GfefjGHrgqTbWAj/AFKluRilhgn0f4z7z8Z95+M+8/GfefjPvPxn3n4z7z8Z95+M+8/GfVfjPq/xn0f4z6v8Z9X+M+j/ABn1f4z6P8Z9H+M+5/GQFQllP4C8k6nAJpT4xfI4HCYpi8mgiK5HEbL4MDBcJkPeP6OmnENxu/tZ95+M+4/GK6TfpCBdeYPOC5gBP/HPvPxkTDAR5g/t8DUX8zJQjtMQCkHJ4Hp/qnXzyuqkYkkOchkAaDvBKIVUlDJEYJoNUgjslinp7MN+dFLCDpYsomROAvfNGmvFDpMRLOcs4ySWEF/9N4vYoFDHU8+hinZkc3Y4LR1JIWSkTkDErOShDDVSIKZZrCYihKnkljt3NdSZcBBObatqZx598sJqXOvgXabkzuOXBSNSOFu6rA1g9nxCxbR4bIMtCZLGiI0HpDWcRREYJ7yKmnpWKDWMAimiS2PQ47MSrZag6g4MYT1KwJjeCqsNUYaDFQDXKjEQt6vJnBA1IegQSXxMmRFJ5ywWHDg1cAzSrB3Ph3gRjFNxszo3bkbwKLAeLMOmUjfPmccUi21kMcfJv8MhBswilUe72yQ0K8RBFXcgrcc5KpE098L5lII3Ujic4mk1pazwilZGcfYaEGzRSodaev7frOuG0E2y3QBiJhwHws5hIoS02Z9CKuPEVlqQJH44jK12CGyBJbQdomWbmXZBDZAktoO0TLNx6BgZoNyWDud+cq48RWWpAkfjiMAkZ50ETWkAEtXvCNY9CzCexaEecsbu8xWtDrW4ZllyemXjiETUOpd8dSZKhEwBI+IzCiWGZZxGlawXFneNA2qwiWTTUm8MjwSoGqyQIXovJMUq3msV2mX2KGISWjJGISJ9ku5I035ytSxt2A3G/aMCQ0aiUkZoaKFHKDBUWNhRieZ/kCMsLAQE5I6nmYc2VrP5hN1M5VoGkM0PSW7/ABhcSwvjVgbYum93i0QAiSgHhO+nzjxpiwkoNREGp3vCcgjBVZvpkJ68ZvKYfGmQIOz2rLf8oB8JqSLSaq84x9S6KB6vlZ4xc7gSRr/Hs8J9pwJIYdn6xs6Gr3Dxf2DG3o6vcPF/YM2Oki2gyJNXgUp+TClQF9ZFOPERLUgALxt6H3sPF/YMbOl97Dxf2DGzofcw8X9gxs6Wr3Dxf66MByRWD/A8f3TSgSVz1In8JjlFwIfgn8Zeo4iEnZRFz9gxu6Wj3Dxf66Mbepo9w8X9gy/XJlrh4xlGO/oi8V++3Cj/AODZeK/fbhR0vsZeK/fbhFTRPpl4I/fbh82hCgZDwwo6Gz1LxX77cKOls9S8V9lyh1t3qXiv325SS9lJwe3/AHv+37jri9ROF8fxf66MbOnq9w8X9gxt6P3MPF/YMYaHkIolnSYvvGLB5CKJZ0mL7xs633MPDP2DGzo/cw8X9gxs6X3sPF/roxs6H3MPF/YMKlWmhuni/wBdH96zwNN6DRQOXjnGZ0CuepE/hP6g00toJnRPx/zANgpsT3MfGMo87+iLxX77cKOh9rLxX77cKOl9rLxX77cJCDZ9MvFfZcPm0KUDIeGFPQ+xl4r7LhR093qXiv324UdLZ6l4r99uPJFzIxwf/nbPCf6zrkKmeWZBOsSMMz4ySiKI5UBEiGrakMv3IgArQahXO+OcdztktSiIlNDGm8mvgzhIMSUgzeHaliFKfPYt3xzg9q3xvGDiHmeNOn0H6rLtID8vjCL3wcOWO0d1HM5IKmbUxhDwlKI71ggVAILYIuJj8ZHqcArJQMEjVvmMOVGmc09EbJx7ozrmI0EiNp5w88ci9rBENkd08z95MM4aIF6FfgheeyBfMFktPXGKlUlXK1CKAJ17S29CJ52goTQ8C4yEGinGBYJ7mGK6awg2m0SoCePXIIYEgSIYn2UNHGErHkWbiQKH/h8SSf4eGZ3RH5ViY8o2JCzfZAArOT2zUoUZk6eziax70rcgKH1xLihLdKDZHiMmaXjipyRpq8NVMNMkDQmfeO8TotHgiqA6RE9/2bAySJPQEL/clSpUqVvkZO+K/H/4iVKlSpUqVKlSpUqVKlSpUqVKlSpUqVKlSpUqVKlSpUUl0NrpIuduXrSWEiua7VGBa7YxakqS25yz4I7cpHrf5emRK5qNpuYBREXvvJV4wqQlKdSWKHsHQRi5ostSzQntwFixeerD3prdJ24ZrPflXo26PmpVtXFZ6PYHiumuFOwJoU7MJFPi5cIEg71iYsYPa02BItJDVlByR+yDXdqIi2vfZ6ub4QEg1lBvclW9GB+9HKXCxMTFS82pQCn3CtG6dnboy526LIu9et+G4zdIHFBqWTvcKt6DNVdjSnCHi4Hc82JSVQNFG1WK+Z80VCPACKcPXGArq+zSkIdiRXly2QsD8AVE5Rf6gPQMkaiAheNzsOcSDOigii4K7PxNQpUdPMpCZzdn/wA3UYKdhQ5P2sBLAKmvBbnkZWMMfwoTCE4Rydg9PDwVGH0LlnHAo/0Skg2XoiB/a4jghKgWC6HuI9/7E9yXEKfIad8ODEcGjsegV9MO2QKzTcAnfePxRECplG+4fw5qNCJl8JrT+MDuOpvENHqP/Yy2LeC0SnvL7Zv3VBqmQd884bWGATPUuQOdtxJIec1FQAvTO+MHFkkBeDfDlWRCX1DjJ6rkipMTflDIKEKIHTHVn5yo2InqQ1nC1PT7Brf/AJFqqJKYBLMNgiN76wVyC4gTKWpIfHneJIRoL19dcOEamBVOTx5wJlDCyNBPOLlnWZ/02ZQtUeMtEd4OLJIC8G+HC4yZM1OA7yWh6cCdGf09/wDD9Z1xgkPFpjtvxjCiYOzMR/4c7w6jQAIlwfVZOZ2iJ6/CsNeEIxVab5PzltQEDaUfmH8OKBWFquumnAzERgvE+5nvAfkt+Mb0eaeVkenXG8C535QNpoL07MAvBEWRyM5tOTRCvi395pyFi9QawNF8L7sa05vtrL1nWDB0zfCHlpxYWZV5Ez1jqQgTZdTdZr+VY9E5DvDT+g79sVCDRToqTQT53vFUl3O98INWNbMIlSySCZ/LIUM5eEjCvV1ghJ0kjkmKJkkNz1ghliS6Ce/Gaj2i+s6xBISccTMPs/jEb2yNLysST+Jxylg8D/dk8SIO2HSt9LwsesCAoQ6vZDr1j+qed2asmxsd/wAOQWsUZRvACQhzGJATzA5QGAnbPTBRnc/gEknrdsusAgCw0EUJpHywk8YSEwEp+j1gRhGyIaScNztA43uyMJah4Txu9VgniIAzwULZhOnOMq0ZqlbRDEIo9KyOspVMxCHbXVMWY2BmBpQp8mDxGDYM6DuNG5L6HrEM73ivWw6k9+shAicPVJtp9/XJDthaVG6YmLBoxzAvsEwQJsYdxu4yVamgOn2vw47k8OpjMiIWLiYzfnBRiFlPwfKKmxYtnCYTrVwonbDh2J5CCicgTEzWSplGsWUDkNvTIt4uokJVNM6Ko5GB1QiAa0K7GDxgUrjEdUwrUxrxjzltuWBaZsevZf8Ah+o644RGcAE7RqU1xzjx8VQbnoSNTXjEyj/CEQJqURCvyMnhDInCAfB01vIY1u2xKA6w+XpxF0OokySmQTa7g8S8VuKQWSkUJea4zX8AU2bcIKTUx7wKOoB0i+BfhrxhBAw0b9+gZaquJNiNZJADwqnVe8l+EEwI5WpEwESuEN8o5VCYoDE1zjH+DYnvEyJImSJSldMaVeQUtJHwJslNqCqwDtdKkSwFkpLXeTK9utdEoAMPtnAqq8yjreDboKozuSTh4JMGxBlCLRreFl9MkgE+dCVF28Ds7xYTBzVJR8WMJtRCTLJPKeQY84zTU6lqzQgh6jWFNwohZZkkucSIzrcO7OCiaQ7xyko4sExI7Bub1rAPEzKhkLE5oOEt5CqIGxalasrhOh2xgSH6KFhRPIw/jvJxUsB08V/iyeE4QUZATeWkxVLTn1ywmKY29+uWE7o29+uNiYql9vXLCYqljT65YTujb364r8U5oG/bvCg4yAm8RcxVb7euPHEshacuSiOqaoifNm8m2kiyLE0X/D+qMHclhL/7/aJE1KUPad+2HBRgCbywLuDb3nMtoJWZ/d42JimN9vXLCYql9vXB0lkNnv8Aw/adcXssVW+3rlhMUwvt65YTFMbTT65YDBVsc+uAwSCbPeaEEsiHfjIRsi9HvjxlhO6N9HxlhO6NnXplpO6NnXpjfXUTKv1ZYTujZ16Y1wQTPI4kU74xH2y1wK7XxblYF9y7g9nYYHqBh9wAvpeUk6o09+uTxRmBF/4aa9QaezDAcrBSXeU0zQGnv1ygmaI0tvrlBMkRp79cvikwIv8AxdPCelAusHSXFdlqlQeWmuvM2O5Ujd0vYQ5SkW0godos153klGBYIFiFqK23OsSTwwQiTgYSqDwxiJgg7LGrSkGtlYP8+hACB3PDK31rHTG8cAbWlpywO0RYbWwHA4hQTW+iN5K3erKnZ4L2iDXOSGQkmBEOsTM4tUGEvJUpiyn+g/j6EAYHc8MrfWskSUMGUaEtG15DLnsjAGJBM2zceDEGUIdI0ZHPXfhNnycgBsCF65fEBGglVVANw+78Y0dLCq5ip2S1RrBKFq6XFYuomA8TnX1uIQNh5mM6s/yfWdcSu3tPKq7FeUyHFpF0sGgwWzorInw0gEj3PqiOOcfbyKiGq1PhMcmQhgN0hYWBPCWcPhN+1JmeEXEPYyEcKsKSUFdiAstMGTKpGPZCNw4FF8SrlclKgopHAdGol55J0QXV+6NrSKanHNnRi5Q0A+sGPtuTiP0gZxKxLWT/AIyTHrl4z06AHqhHpkP2FiyAiAF9v+nkBMgSJeIT9/3Ro2aNGiDoVMLq9v3Q44aKiQjcvBQkF3Etwa5fBNU9K1xSVP0oTx8YiBkLh8m+ESTon60VnNDIk4/y4oIdNX7m844jFu9nwJ/GNUyVthHTeKQFKVLtPO384IyYAi8t+DLFl0M95QldSi/y46jFu9nwJ/GKCHTV+5vOKppSO73ndK0Bvxx25CrcSZKx8WOvaSEJwOuWfTSnri+8hzJIjGqrlMEMRxHXl85/5KiO3Vf5M0aNGjRo0aNGjIeyYwR2xnCXJrcZM/H8GSr3QXse+WMiW3uO9GVcM1EOUcucIQ4AJu0zJQ+T/mKEhjU1sbmNl36QCSB4Fijjzrtxq3xXMfx/jHFHIIXyb4apYBQTQ887YBTyTVZDI7m0PMZBa8IB6Lk/1wtE8mNyeuPUN8dM6UKvt/o40bMmTRo0ZdGjJo0aNGcLICvMr9f2+J4gwxkEGnk5ogen9U8SfIYJX5dVdZvv/rUIwkXIEHplxACVsTR+LMFK6MdShYIaYl63kVWSswE1Rx4xrlqaVJcHZx5cExoVGTgTz+R5iaZuKDQNEbuIglTHtU8wGnMUaCJnObk2MzYRo7guJyF1CSYFi7uYYrkawnZQUg2kA2kvxOHYHe1ofrNBURAToYB5r84lhli8MFMdUZLIvRRgAjEMteWORJ5KioJZ/wCtVLfpiakwAHSFlN86xGFQkt14EP8AMDUkkbFFcyJEDXaecfEDmmBp2nx2OKkOQkC6SCUkrxOowHuHzWCQPQuuLC1trBQScF+P5ctPLFWUHBTb7MYcWKIixKQ4E3Iaa1IpeoOCYEE+9/nJFOhscZbap585JQFEctARIhq2pDL9yIAK0GoVzvjn+76zrkHzBIST7JxbFMU3xBTHbh7Ozq2BCsGZQmmDjBk4dQBFpcEae9YC3mpsLquQJPLisQUwvAu+HvqpVxuryBD0Ah5wg7FWDFIIZ8/jACotGH0Gl8c5q7ERwkUg3+DOP/WkFCTgvxlp5Yqyg4KbfZjEKh6SKXwEPm9ZARRtxhmIZU7OlxSUKayqRCczUkczzi9CjhvYZei046sDXcqB/IL5pVBvwoIkRctmHxkFMr1LklHhPxjrzRhSnzlJbvjnAAE0JbFY8NC9a4XLAwDMSYRCM16TlUksAYkZKues4LdLZF6vcw9apYpE2GHXPpg1WSPNiITPipUbsJkChaK4P9njGfNA5QYXSMfsgZamECJRQy5jHZxGU9URHr33t/vyeBDTOPjNCx5X8w4gUIIV6ICvWf6p3JTnquJGotki/wCFaMI6OzgQiKjl3yDs/HqTCIg1NTuPM8PCxIGsFbl9XoMFvyGubWpJPGfi3GeQigtk7mDFLeFlDwPnHujArrENIqyzZujbrOPW97ocdmzt6MPYdWwnD2F07nm+nKomijarFfLSlnoM1o2S2VboxkFKxLLSwKcnOMO7nIVgIV3Dt6sEWvReliaoK/auZu8RpJLtp2zMWsHFo8kKOzZ26Mo/mKmINeMXA7mLWNgEam6iq8uXRk9ijCGymPVEqcFuggz9iVPEvRlPJ5YaQLB1sV3MWm5idy0iG2unc81UTwuUFPDVW9GFMBCQSLXAE2DDvAKXHGACBkIbkTBy1v3BaTKMdk91R3QnAQu4SFYrfAVxVsaFZ/IKXERNOziBOT9x9P7fuOuFqNQJYdVVN/LpAGQJ0GI/NvRjNIQkhILShEEm796BAVAJlJQJ9bejLxwaxJMACrdeXRgyiHAGtmQCx/8AGG9Q4h0gEsp18S4GkjoEKXb0e3P9kScgABBm5DB3TzZa9vIHBO9MHbCDcpOmUAlJZ18AVQEgkWuAJuGHeTYLJoOE7Skqz+nCV2LgEdSWVmYPZcJB02TRI9GDulutaDCA7pJsMHda1iSPRE7dlenCZE7bOlDtLtXxMyJJAYiAE8RfR25RgBeSmbkApPLF5UARDzDxIQqz78u+lSsq6QHhz7pSklrqiE0NT6o1cC9YRIpr4QMn/UrMd2GwiMgFIn2AwohATgjoNkevyWJLUS4QhCfDy4mfmjJ2cEbqdeLiDCBNuGVXIZ2x5KU9IP8AEFlbt0ZwSlxr/Hs8JyC0wJEuCgI2F6+uspD7P/oYrxIA9Cc4iULJIpn8sOg12RxKa1t/85vKypvyjLQ13hAwrdXWQYiaABURt9/9v6Drm2iqDbh67f5wVhSSxRP5ZDQgKo7jD/xqqiZnJ5bqZ9fWGTYyIHTBxrIbCayVjRJLWzJ0EigTQ2WAwRLvJf8A5lhiUI6h644+wbpAn+aOdYaxHnZ/32xwnnkfIS0yE+mSiLEiFLpITtq7zRjBMZVNNtidtY3aEKETgVMSaTtqd7i+oLJF59NpjzgMVITRceUikb/OIAJ4eM2vvP8A5DHtdSXXYoRPXpgiGyYlTK/+zD/a+464dIPgvo9CSI0omMm6rikKr0ShsjxLllLwQBJPw3frCN0nRfGnTo1PGBf6QFJEIQH4F6zXijAuyOT5r9YWBOBEKJIJ3tKxUCa2SZRVsKFx7ZKqNADKTQjeOkTJBSKgoRCzCFkAQAcf7Gx9iIBPE595+M+8/GIsrOnCk14z7z8Z95+MIGclFSJ15fzh05HSTAZG1xAKks14Vg2iZbKOqPLhzsVP+iYMDuZZRtEVe2fefjPuPxn3n4z7j8Z95+MXjDLQfLFZ95+M+8/GfcfjPuPxn3n4x/IJSHsBLkYU1M98+8/GfefjAUXYav4z7z8Z9x+MhRnI9+v3n3H4x+/d7AGq1j7j8Y/fu9gDVax95+M+4/GfefjPvPxn3n4z7z8Z95+MQ3uCpNtYLvUDIwGEWYTElt6D6xOfV/jPq/xn0f4z6n8Z9x+M+8/GfefjPuPxn3n4x/R004huN39rPvPxn3n4z7z8Z95+M+4/GBaiDNHH5hwo7FBfEBv0wLwSkAJJrDg78Y2iKvWfefjAnkUatEVes+8/GfefjEQBUSufxn3n4z7z8Z95+M+8/GfefjPvPxkTDAR5g/t8MNL2iVCaR6r9ZxAKQcngen+qcAfTRkkh9scY2h18bdweMM1VQ1wsn6uHrW8e0PYUy81HBp1F4HyFHHoyMuytchrC+V2ACd4Lt4JzkAGoVUgLvVaisd7wSwMyyzxxIIfOTwNOWkkECDtaeM1+/istSCI/HEZbdgyCDb4syQBajWkGkjBBAuMcDoxjkrul5OBIzZ/BkFTw91lIW2I6qV3mOEVBgFQJUILXagkQ24nyJmJtKbg1ozpwZJgnFoiPHEwTMaZygneJZQmmufMAO9pwk4Y8koiI5yMzUxVekxE6fYrDaEIJ8A3cEO9prJEZFLyAiaNBqsWCWqCTtZfLjW8M806QySCU28SqxYPGWpXKLlk4USWmxNTK5pq/TI1XL82JMJzJ7NYdWTLe934RSsjOUxJZDqpXeY4RUH931nXLqBMkxbkSPdb043dmVEaRMDMb9sSIGQ9ltw3z3gCMQAsJN4IvMV2Zr9/HZakCR+OIzie4OyBJbQdomWcm8hTHZXcVoiWLMjYMMGDwSSIufe8iE6ZSMAyh5yul6zaIiPBQ7SBSNuC5tavsAyDtuZwhMIQXWb6cE9eM3ih5UovoS2adYceVlOiM8KM9uIZQHEInIaIiQGfJkINDC5pBoB14ubwYdn4LSCTwmIPBjUsNeKbDUTBqpqJybqstBLmp2ztpxQ4OSyHVE+ypEIM5NN63wE8gIM2YoGNoEULcpJm8QDx0Am1DtaExqgC7gvv7Szen0rCIORDJLfSadsTvCIDxP5FdRKsVf+hs8ZzLYE0MOz3xs6H3sPF/YMbOhq9w8M/YMbOh97Dxf2DGzoaPcPDP66MklOpWvp/OAcZcfbPLH77cg4q4+2eX/vbhwJuPrh5Y/fbgPGXH1w8sfvtwVd6obJ842dD72Hi/sGNnQ+5h4v8AXRjZ0tHuHi/10Y2dD72Hi/10Y2dHR7h4v7BkTNApAGjwwo6H2MvFfvtwMHwuocan+codbZ6l4r99uB9d2l4HoZtCU6EZfI/97cg4q4+uHlj99uQ8VcfXDyx++3AOIuPtnlj99uQcVcfXDyx++3AOKuPtnlj99uQcZcfbPLH77cA4nj64eWP324dYFh7weWP32/3fWdf7nQnaUlSyk6bwZbAkhh2ejjZ0dXuHi/sGNnQ0e4eL/XRjZ0vvYeL/AF0Zs6H3sPF/roxmjQKQBrwYUdL7WXj/AO9uFPQ+1l4r99uFHS3epeK/fblDrbPUvFfZcD6/tKcHoZtC0aEZR5/+9uQcZcfXDyx++3AOOuPrh5Y/fbkHEXH2zyx++3CtTQNnc97/ADkHFXH1w8sfvtxWLmASHNjdfZcA4i4+uHlj99uQcdf54eWP325IhDBLL/n2eE7fMda94V6gFvJXQmwIVNdm7eMByoaQKUkKzU28YcHDCv5nuugq0Ye3Iu8QIQNfEJW8XjoeScDDKh6POBd5G+RXJFxd1FTk5omJqhFdPAVgvdCQEMKiXxrfiwlkwtoWxc7bYSkuDs48uV2ZEdNLF8JHIAlykLCiqO4LjI2UpJgWLu5hiuRrALcoulwQ279XEwhvyh0huuf4qdW7AkhRDUAsjBqssedAgmfFSo3YOEZJ6az1N97ZDS4RICi9Zqfxz8doeA1tlmdwNSzVL1rE81Jq0rBmsUTLAaE7iMuT1xxMEZQ71HGLIxJzjgLueyMvMYgSYExKjpNnG8XOQZamECJRQy5jG5xGU9URHr33t49xqhawfGh3mt8mOHVMcFAK47Vp7oh9k134xm0VB9BJhsNv7H1HXN8UyzuoINb3deca6wRlgISqH8MP8Gs4AJGraXgLhyUEdCEhq3jK+dtSrg2LGGDi5ZAqpPlWFUoj2TgiGUXx64JFEBlMFMGy4gy0FTbBYSK6W11rLJQ3KG4EsbVgO8HVj6cQ81+KPOKZwUSUzLhUismucCyhIYC28OJnday2t36MSeVuzHcjEiMhacEbnxlIENJcFHghETPjE0tqGGSRsPmd1g1WSPOgQGfFSo3Yf6GwMkiT0BC/3JUqVKlb5GTvivxko00lCpbTS8ZN9qrZhwRl2OA3mTZlFxZ8VhMH98khtdI/+w413ctvEjpw0GbPiKSaDo4YnJC8EqYEG2zC/wDuKmr/AJaAyR3E4sEDsHvYrNzOFJcehbA4qceOFQT1QaC73cwYDCoHribR3bKt6uBhE0J/wV07Hm5KSqHBRtVivnlZzEETttxVujI7JGQycik2rTqajIjEIhAGgKkiY9kPnojFJKpDdMO3JE9zYJqISaL3omru4rdipSHa3KNW5KIhI74P3avEHmYgH4c70V70Zh8XpgImwKs4UTVr8bC0hAQCeAP4wOqwxohC49b0Rty0a2UEQlNpZd+9UEqmJuk5PoOomgbYceUSf+G8WtJYAmktCPpkc92c6IWHoYwgKupK+tPPnNU+KtOHgvf9iVKll0XQ2uki5eMRKwOyPCUU/wDt5RIkBI4IgCM8+4UcMw2GIKg68u4MIfUZUvMn6Em2NXMPKSOTZ1Pvocbxge2gdElS5NVhPkVrkbdT+g4QKoXf1TU7O11cx2ENy7rx86/OgAsF8bfbWJCEYDsR07TCYlUZKk1a0IflxoodYEV50lfn0wtkgu94XTxke6g7a8UtoIZX0s2LEnSU95YJhCyzPMlBQQfzjhEhPHRHX9HrIgKeW7/NSpUqVKlSpUqVKlSkg2XoiB/a4Mx9qvLoCtUMR/ZnP+iS6wSBqf8AzEwJ7B5BYp3rOVDLuTEWrBjaGE7pejzkFKhL+brJRTh1sp1HnBN/BaIac7551nOncpEItJXU/wAcY3dJAMTV317OEHoAwO46yFkfViQehCvk7kIOBAQOmDi83OlgfBjRm0QGX6acSSIoQ2sOsCQgJYrPzgQSJCK/p74G0Exg134a5xYtYEF6dOTBw21WiVh5iH8ZqIAie5kxGIGUKMHhH8OLRKMmBhXoHJfAwzFuXWHI4ydZgm+8jdzCrjV3l+nINS6PeHIuYEp9Ma054M6Ye04MQIEz3FG15TxEOMtHrgWNLZjuFwEAhInP9frOuK2UgAEonD6OMJsOtCdTrekcqKuUvXGs2LW+a3U4lLITiFJCZ6yJ/wDqFFHqy/OAWggCvB15zVS7D0jEpW2UR3Kd+M5zPGFon0lPzmkH1j0TvNeRhJ7mSY4R0UF25zyaK5WvLVfDNXs3DMc3MUQawCE+Y/5Z02rCYpl0eccsKYC9CO3jvFio/lA3RmpTGOSATOiDgFcFDsDd4T+ROdkvjOqgbg1LNTiCJRYkdC5xctazP+mzLVDbH/H/ACZPFbURN5qJl1YUvooChDq9kOvWP6z4ecAwiKMUyTlYNldgibtNTGrrCU+VbTCL9gbDAh5U7w5D84gzEou8mR3VBIdY6lnCRpDB2bRz8oqkWp2LHT4zmcPmL0POCMjv7p6SCZkU+xvLXgK4Agjw4QJQpSHuJAvqsgBnTjWVtYRYs9cDFYnGtJdoi0iPWAhL2YCwAQqY6sYeEpI1QBaysqxUcYsQCUFUALNylHpGKjbkWGYmILuaj1iIFQVidQklCwxa9GBdoekJCVEi9BMRFTywECvbJhhXy6wLQd1K00p49cJ4kmMKwmZAaxHPGESVDQRzSFQXydXixFvx6ezitjhiw2wIQJCqkWy+Ew2Pubd0kyCoCrZyQ/vS7Wfa/wDjGFtRYJKIToe2OthFiWMj0FPVwnj8kKXZFHB298dHDRai0dxffFDN9BO5rAqdMN5AkwJsj+v1nXIShCKCEuLPIxW8MaK7rTuX37ziLJsoJFpE3HFbyuvhoCYdzW6PzgdpKSOQgDcq4avDk1tFkUb9P/WGVPFCRiav3jaMgWL29hj1jKies2psETK7aycPMlaGusCe/rgGAoMNBTF2S+TEKkUDwqyB665yW/CIWWNBVPEtZpfEbRtm4i2lueCcK4ekpJ6fO9WlrFYSEFMkwUre+C884fm1hCUgSZmpckZL8EZQIUgdbJKpw6mNzQobeoohy6pTH4t2qYpQ8oORx+y6T1I2ZSYdmw6CdTal4vIqCybKbb50vTIZrZgRNxu0nfPOThybDLcJtJvnNk8aPkfQjp/0tnjePk5KgyGN0aJHWUijPmifw/0hii6Qda5rW8EtCkydJ6fG8t2MxxPo/wBDas3ONS9b3hJJLAkDsykmaA0demBW5hEQdPTNV7EKHnE7PSmLlROqFHXplBeqNdDxlBOqFdPTKHdUa6emCAGAUDrG6dKAr7f01MARPZx+nSgK+39hehgGLpd8H9bViM5XV/2fWdf6ggCqR5x0RoUKe39mj0ovovH9a8KKF/OBAkYCVHUZRTqjR16ZQTqjR16ZQTqjR16YcFCIlR6ZSTqjR16ZQTNEaOvTKCdUKOvTKmdUaOvTKKraa+ms09EAPY/1NnjPeJZk8jWq0V1OUlr1hQYIxzSpklCEO8D0EuIexkaYVYUqgrsQbLTKHjYQhht286s5pfNSYQl4Jn2xVJfnstQH8ckjy6y7WvY6eVe5i2obdLBOlKlvJgqgCauVFHqAu5rElxbiSxqalP3LeS/WYLv+CA/2PrOuEDPZiC7SiRfrOT4kOUQKW8u8+SIKpW7KNAxsn0nNVJ6yeZdXYiprNioya5I8oGp3ePm4HCjAA0PJeji4HTUMhMqLgJPKbywQ7YfeXPTUa2xCTWO0/wBrYvIilTVg/k8f3Ro0aNGdsKymEn+PDByJal8wsk4cLJ2Ko8T6b8MVp6JB4n034YAAV2bmr8/49ZC0vFZ8ufG+mBpU0VIlztzlyGjpXmBuTNat8RpCilHWvbrz6QpQpc24nevjV+kUKhWl/wDVWreMkyPDRXPWKNE+mEN4CkP9hGjRo0aNGjRo0aNGjRo0aNGjRo0ZTVSkwIvPQiHMWm2XP25kgy2qES1m0xfXrMEG/n9pVdW3TGVeDsTpu8vXrhEWdvO1LtE8/wDZIWIsC0vn53Xrjo/JSJq1O/ndGaf30WeefG+jB1N1R4/2MaNGjRo0aNGjRo0aNGjRo0aNGjRgWYMgjjK49n/9p//EACkQAQEBAAMBAAIDAAMAAgIDAAERIQAxQVEQYSAwcUCBkVBwobHB0fD/2gAIAQEAAT8Q/wDpojZthZaqcH/nfyaNGjRoFd2IwNwRyWvTp/8AhGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aYRSVqSISiMQf8A4Fo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0uKbrqxI1QZ/Bk+nCMRJSiFYoJs5KEOA7FMEUOQjA4PyoN9QVLk0Km6f2v1BKw+8BPwdLFfUE4gaK/ddjzCtkVAJDiOSiwC1Ff744VU4QYR9blxULaGucDVtGoBpiKNDisTipFqaDECiSp7eCcRlYe8h0dKMMWlW4UgQTVQUVKXBgcqFCpDCYCra6kQZSCiklXECpGGGowUmExEqQgFEHH0pTrhCBjdhGxOYydXxrASWIEdVL/AMjWytqkY8aEjTpZGPOrB920B0VbmbePViYJroqwjUIiDzQWlwJQZiIQn+jnWmZJeTP0x+3GvVV0KwddGU9EPEYgw6pB+xahVgc0tI84pQgVUFGKVfAliBjBdOxNN3mAlaVYgAVXAn9g/AV6fhj90giwYSAOmqmSu+/IB743YUbj41ic0FIWxgEW14IQAqyNEBQbGF+H9t/SWRv8kBqOxBkpILMTq4xq0EekLAIX1RsVeyNge8JCES7oGQZSMTgCEZUvggtBX1wZ1HuRCZBUJqKlnnOyNQrFFlAsiqDnHi6VALhDnEIe2AVAH2uqCdD2HQuR8m+IkAsNIdi7VNIfLigyOgbEQHT9LhhVgGrT98+LJVwQDXpME20/44uAf9xKNRIFhLjhtSEBEUltUUlENBDCyQYh9FEcGg6Yvw0MvQzSKOBemh2Q4+E0iFAsIMUgoUD0qjIQMAaEaAKd9aEghBwYHlFXeBC7W9BDgCPjZ6tMa6aAg8sHLtYioIA9Y0FCv9dfgLAFeasUEYg/6H5xIhzOrJyUEH+wGijn55IjEyHKlDCgY+V9eCagOGn4IKUI2cJ4vUA20oGKdbPzi5H9CJEiRIkSJEfwBIlTI/DJkAlhCIMP9oLPoOHCTtCJBaDFzor+g3iZRBcZ59flBi3Q1YxnYOcaoiIDguGjlT2WikOMUCOxtIDLMm8x6Bn1Wias7+7x3IpBUYiw6K/Sbw/oVIlTLFixYlFu/aFGlVVXiDntIEJRhaAvBBHHRNf5ESJEiRH4RIj8IkW2c0cmR6/Dpny44nxmX4ZsJvHFOWWiYS4C4lX6BXggARDqUBmr3g4CygyhNKnVD1uciE4cmdJoME6bMofxyiFAAl/xeNZTkBwXDRws9lqvX4EyGieQ23EMFSA3AoMm4piX8MWve89JgEop/i/xZGpSAjrlYFDtBeI/OKZAsvBMd382zRVL7RaARhM9O+KgZW2Cp5EgREHkHbGqPBNUFYUjITaHbRJOSgB6nMWQmDopRCskVWoCierhMc1VCNVVN2A8ByRO6ARIvAlrIfRmt4A2VB55zN7nXqr2RFwsgxG1NJlfGp6JwwShAkEbjSj++KVzf1ZArtqzfFiRXgqmhAiikprlJt8yzA52CWycI2CJNoTubpBFTF4mjKI3C4RUA7O0gxXToQauA1QNeLwpiCwKygYAjDibYZZ9gB6QAFU46PoPWLCNJWdmPFpfFC55nTQiAka0ANTK1V2q1EfeEf6UFloiogONOHJENVRGWsGioISdPP8ANaEL/gcOErFMdEJA1CFoKiOFxy3sYE0IIrwa8OwXAThK4QkUSPIjuoVxAelMASFdLwhAE10FbMLRJ9l4jtVEggYB0P5CycyXGNDsnVI74KHLQowQLozpBI8CXgQ5Jaq21Ei9nEYxjBQAo8+lFwWhHMFACjz6UXAzobyeySoCAoDRRLwIcgtVbaiRezhpzqXq3WgoVajlvSJKbvumEaDogF7pUwBcIYBqg4Mm89VRYWPVF9hyOv4oA5mJpKGKTxGRWmXvMgTx84g71iBVCyAlc6fH9EABjKSukx/99RWZypaaA4AnKgwgio5bLGwoWuZHbudyEMM0btRTiYukwtKLD28RDjNZZHEXCQ1RCiDwc/6wMLUlF2oUGKXPYAHeKB6hOgwQFQAmguFgMxovAJlvpOhcAEkwHgfVdYTJRFupiEosaVxCcZgIFAqvKVJ9Syua2RW7jhN8j20mKpEmvbCbC1KO5uOAhjSiGEhMzH4xuaFa8Nk+IBGiY/zhMgn53HnDoeO3nvuM/agiJeeHj6KvTx1nfUTDxOfQV6eOs76iYa8nAEAFAVPSkIwDhUhsYgCAdlhjJA5lAnsjiYawDyRCeJj0Fr08dfvqJh5QPQ2v6brO+omEOEektf03Wa9RMIcS+gr+m6zvwmEyyiqBV/QLh4Z1ycnJyfhA8A1iaKTPsFt5C64bhHDQk1dvu8mLCwDVKQLWF6kwjUl9RXp46zXwmGIIPqK9PHWd9RMClKFdKj5p7r0WAAdJd0hOjpj4+l09rGaZTp6Yzv0ujTcPaSn7Zj9+l0PDHQoSqbBJH0uhoNgWYL0KuR1OlOe3j4yn7ZjO/S6ffDxFOnpjO+6ulKop0Cn7ZjO/S6BKRdbET6RnupVV/hvndLMmo2HHGL65CYeFT6CvTx1mvUTDxOektenjrO+omEOlHCAD3qJ2y6EqyUcIAOaonbLoTwgeltenll96iYf+N6XvTx1TvqJhHiPAtf03VO/CYB6YuNa/puv2ZEwrYku2UX2pjetdBv4Pwfrjogo+J5w2KYodMBg8PS8JaKNYmizj7BbeTk4tkf7iAAjdAuWyFacgL3cA2uADoAA4ebUtITp6Y+PpdPWx7CU6emM79LpLqHsJT9sxnfpdHOxKKE6WmJI91dDYTBMwXoVcnadKcJ7TtJTp6Yzvuro/vXwFP2zGd+l09qHxnP2zGd+l0YMQMkCB+g/7e1Vv9cJl/n4M4AcnJwz8GcnIf1GcnJ+ZwA/M4AfyVxPgwOFEMWiwMDeS4TZMJWKikK0RTRdEY2S/UaMRKVwD16A9wl6E5tVpHLg00eSd8ZtsbvGSA6IxSZzEqRtrU4nMcFIE4peuiCN0TZfNLQ0QTjCOgsRIAJSiutTScAVRocBaReVJ2QF56GpUY98jUEaQITopTss4EJKUYaEROiXQVE4LudRYthSAN7m8j61tLAMgcPUonAQTxmycCVQVGnAAhm7PEI21gwKudQdFdnT2oajFPh/IAZsyIZQZAbwBGzmClUwhK7NBYo3MfcsFd1AcXGBKOIAL+6pQGsEMhFIvARsTRHTgIwAgNsC8jWdlEbeEPuwtkGFaHwIRjKZsNNlgrVhF24Ipi/gPQKKRhiUOEzPq2DoCSGRF7V5SP1kpb5T6EKMIOZRVhu1wYAgtHHh8ESCsJJeDUL/CF3L/AMwWIO/BhVw/knTp06coCgELSR0NVCFLKX/4NOnTp06dOnTp06dOnTp06dOnTp06dOnTp06dOnTp07KgRygNQM7FHzlWDGgUJkpRAtCkybJsvaye9FxOIFf4hAShUF4lxpG6VyoLq4YAGKCibJUpCrAyMKrd5EbiOkwZRXhjpvKOC67Zy3hAN6nFLPkldYd7juNagp4ueOItECjjE7NcndomenYgGNpccd8kTWWoAZtE6Bwz6pzMOICsKVjyscP7bP0HBINKh4R/l23EdDC8NhCQV5FEWw6ARYEIONpWNvU97R3B6aIRzMfvg6LMgm+Fi3NBbjFYiHKIJ352Oh9F0b+qjmS4KVDMBYHS22crdgjfRyQ9PuI8U3+yjVy4uxBJMR0DEYAsaOgKL5y8Ob6q2XpUigCwmzyK4goK7pDcOSfgYihbtLKjCS8EihJhf6W7JtpCBdeoAtoB1QeqRV4YH4rYUBABAflBK3aQAp6OaAq1rEL9qLYCpEJ2i/X8J4oeRCNoXr1KwNf48nxeautEFBTg+j+HqAofZygpIigqdepeheVVYEYDDY+D2qA0AcFAHa9ws4qYiSYMXeM9w6eKA0h211V8Cnb5y51AK7CirRq3sl4RzNoBSCQCAqyOcAo320NEQOfAHNoBb6UsUCBYLP08GBiCLQ2UaR03icejs0Mo9dL2cKJDYS1Wj4Hj84+l6sfgN7e8/TPI5UozQ6qHvBeyBfChaISyMfeIGFSwMRl0Jp2c73L+1eBM9qtScE2DE7g7hpkUFqBHLusUu9OoAexpFBSyFoXSfTx448R0UCGqUDorxhYABRqFUYGseSeXY7k09/C9n3hFqKjgNTaEQ7ROd0WFIarR8Dx4mVVAwjbWiTx7nJDBEjALKNHWpjp/pFl3Ci0EEhGhFIpgnKB8DAHSk8xTRiR2cMfdR6TQ1c/0kW5n/wC0bBlVOzvgPqtzKhYPRJj7xoSpZGDF7xnuHTzR7E7EgNXg/H5xtCkXgEGCsBdp95MaiOePv9p9cae57YYQNUB3V/i5wRUSqh2G80PQd5MdRoIx+9O87h2JmII85HWj10Vrdn+xous33ndhcF39v+xOniH1SGEoLEp2+nHEg2KlC6IhDcfnIRN0AD9LG2ycGYTmWy+xjL3Gc+V4iy6Re/OJUpGEmdynMCucBXl1Kp9hWnRj27KcKG0KViRnhEdWqjItKogvXjxMmEovazgNL053yjm48ijEzsf/ADnvd9mtB6Rt6nAVyRJoCGUoHbTi8aRiDuLEp2+nGRFQUi0xgjHK+cebaaiW4e4BC2D0rSQUJh2a4/6/7zwfxhkRqGDCK9HAASu3kG0OoiA7DVTsxz8dHngbGjKI2nsoCqfDiQjdCoNAgi+IdOTDbOSlkzCiz1HvOpAmBPTUlhKDhcd6pDsWUBjYkLx/d2YXghvU+PWck8rROwbWRIQT3kp9mcWaDRsI7AphgsERiaCiSCs46onaUWM69A3UJ1EENkeVYBb4dTeoeJyZpIgYVAwD4n00xUKMMixzLNyiAx5K6fPZeN7ZPlBHcWhWXtjJYQWgo3RklF0UIAmYwl0IJ1+x9SY4OBJG5H+kyxhjv2X1RwCSsdwce25j3BVeiOGoPVxTSCUEK8XBZjcAQK44CY8fUDFM4Q6LIGEHTj1aiDzK09Mk0EeVX9PusWQ0V01hHUUC7RLBCqvFFHGi4IcuBJYwIQf6Ub8sz7UHgKGNYQxQQgKSk7JUFmNUFQiTH5lnC7dJWxQScNKPjYyBDozG1xTsJz2AoWqQYhw6sId3vgcmAerkFPitbA4xCT2imtTEi3YGBU4QI035oSqMrV2FiMahMQzkrX/kuyBIvgocuIVKm1SPjap3Z5/CVIJlwd1SS/tMJoAkqKanREU+lOLeYY6gJ1zTgBH8zRf0JCPvyA85CrWiBEJQBS2tHLC7Y6izDx5MnLk79UAdoBCyi5gyCqmGNDMt83hTbKjoCGHVR/6DHh2y1WJAoMG9eD1WqYKUwLYwALxBeoSq5yj1KazreIqqpBa0QNYICsSMjBxhpFvRI14PFN1QGrR1Foit7XgMJ3Ox70QgKc1xUMP9ekDILEINAAwydHTglCGjqkFxkD00XJkACw7JWn5D/tQoqDibC+oSUFTULi+ff5CGU5D8Z42GEBMg6Y+n3gY1wt5lmj73xbswBPp5onffOiMUE+nmid98e7MBpdLNEN756xkfaOaJ33xfDFBPp5onffMyNsr2A2A3hhanAuCJgHSX0+8jtYCS6eaJ33xhQTuOlY1Ia7nJmjErXs0JPUEZzoqW3zskCmKDbC8hycaqNasIAYAaoFC1OHJyfgUMKpmDoAYmpLTseDBADIOnfT7zpvFhPpZqTvvgRChfuhZV9Pu898wBLp5onffPWMBpdLNEN74YNJgT6X1zv+nfC/Z8jC6eaPvfIzWApdPNEN74n2YA9zmiG989/wBBPIs0TvvkwzuCJKfWe98YAOzm0b2PjxWfUCpSgHD2M+c649US6y0fHOdOeqJ9PNHxzhYjlBPp5o+dcMRBQBBVSAphQc7Hg+HKCfTzR864ziw52KMxdkh63gP6BPsAFvwLTLzSIqYdJR6YitBW8P2AgmLcFtevjzsjEBfsZi+98QtAxlTVh68Dk5OTk4HAnEE3rnYrDBfvDFrpvDg4TbRRJX37wkZ4hfsZi+98X6MAeRzFXe+ecaAv2Mxfe+OEhMYU1Yev9JhkediknisCBAGnxVSejSQ2W88gWWh10EHAQc8R2LG0fqFsC7a+Jwl0r0KDcEgviNNoIjVQaBwkD12sBEyVWXUDzrv/AB02ZGqBRw8KOHBBZCTNIiHCtILBSg8og2aPDBEjwhHEmmAGtmDAnZPcVOBWWnD7jDoDD6U/PYUdCyh7i/I7wQjOBIUAOkMglrwswcEHkJM0iIcGkZf7UCBME2pBXn/IFmKBUlaYAvIDC1dxOtgFivDQXsaapBkAEyFq4U2gIwTo4jao84QXXIIJIA6FSC0Rx9VIOYkEDuQViEWkZuoSQYi+AAhz/v8ArV1Ij5sKoCRZGLwZwBN7DKEfKgVWEojyTTi6DuT/AAaFDkZAuNU+pLVMWLTiQAlLBSGSAvK6BUSAgsk+I6Cpkzus0iU6AmogL1pOpYKF3tofHnawtkEolu7FANcEJLSyt1nYE68VoGctZJcG9RlAHiE6gtrjAxaWHCSMkbUC9KoYns5H90K7FHtF84O+N2qA/wDwgFB+05JBKE7fRKuwHW8P+FIdP/d0q20vQijsn8iRJkSJEUmhAWJ1VWWkjjTjbBt7lGRRCe/eMalFMqslOsleM4YSkNFl0Dnzj5Zold336+pzOuj0khSIpv14wdKAr/8ARBsuckhi/kQmLFO+UKgFqUvzFLbr946076k3A+GalaqqPp6MTEHTA+Tvvkn745EvfGluvvOkB7xMGx9Hw4s16N6JKMWKXveC2EHQBIYsU74s07aUrgfOhe2qrQqAWpS/MUtuv3jXboFbtelrv759yysh2VpMmrydI5HQVKjJub3xSXSMYQ1QCwHK8U0tclWsfTv68JTYFHoHKeZnAZHkqBIeYs7F5/8A4zH/APujrOuH9bIkSJEiRIkSJEms9cooASCaBfhyoMkGFinfVrZ1e3uePSDZp067ryhtFxg/WpL+jl+iL24At+EtfHmDJjTNBTdKik3EZXlEbJARFMVW5wEDIDAD9+AcKfqlCAQmZpIOeR+udRd16acrDs8OGiKk6IkAhB6nP8SRWAnNQAGYByABH4pYa/7wUwBeioIpFXHteI3Qxd2JCfp5TZu55GM0AadHMptMAlQRYG/r/gkiTLFyJEiXokS5EiRIkGf+bZQsjPVBM7/A/OWgUlfd1BDjBG3+H+DKUxNFcrIo0Y1xvwmkQUKqEFFRWJemkGRgISa1L7OGVH1AqNBYSBIEcwTpgYlLqgZEWF7cLk6I8feANU6skWbpSumCdOwAiuX+dbGORIaCZBYLueh1QpZCVKKKqt/hKESv9NaoCeCxkqccZUEIHtgY9bQ2jYBOmXWCiALEUEQ4XQWH2HIks+FDALDACilOiAYylJoAEE6yw0aewsFqWOiARe0c34iESd1BAZbPEBYEwXGYEUCQXeDcfysNldQjW04RO39uwDAcdIHpOIhT0A3D3kWOIjkZPzv5BGCH7AUnohKrwH7RgoUhp4NL8ab0uAiMIecPR00GgSCUhrkDw6gbslSs9dIoFwDGBJkaQlSEy5wWj+wAUw3ESkQDkus+RSViopCtEU2XRGNkv1GjEX8lbgL47KIU0Z1a98nE8NdywyWB2Frw1o8LosVBYgA+EU4s26faRW1R6JkuAggkBKo2wN4XKemCZC7IQGUzx3cBPtQQErQWZ3gnYIQ7OHRGxxe0dFjgkMMv6AI6qq3X4xlT4YorBYj1mXTWXDCIoJim89HTQaBIJSGuQPKhAka60+sXSH2VvEAphEXBIXDtQv55EwEbF0EJwJVTxBCNEBCUANoXoCHtiA6aAMIORWYgWYB5imzEanTPqZCdeoNVgqdH1cR2jJA0IxSZyq6hArWwTNIlIicF4CEgnLsinDt48FQeOChAIJ6f1ULBLFuSghp+mA8KJWTdZpUFTxfgOVpLSMYQoAoU8LV20xmfIm3FcbzBxCPZa0wQPfgcRSnTaAStBZ4DCWe+xooSoWUqAD8mP4lMlVMD3UMcUAnSiACUOKSAbBxeze+vxXPiedSRfcBLqhMS8LMj1pRgILdVeF7vrZhmiSOrTvkuF1tIkVNZKtkRFhn9+4DptD6jp2V6whckCVUCyodkyELoSxWAhhDqmtD2xt4S5qhVWKdeJKtV7Kqlg2unxbVxNV8cM4nlKTdOGYWwOlts5GhVcWJ4AHUM7cCFbAokIj8CHQ1OthdBcfcJIU1Dw0IteVsLbyF2qpyVxXbgmGbdZ8BwZIeUyYvQzqNKon9AUd0gMED1mADhaRX7tBeV0n+hX1jvI1E0xICRwLnBakuJKpNQBkqcJ8XH2oJ7EzxAScHgOg2g0TMoO0I5jNUnhgwKx2WaVRTcZHaMUNSlhpMXUNoMYaAVWI8TRkU8IpIKV1wAXBpY+B0jP010BDeBo6c0W+K+qM7Divv0qBQu9gqxuRTks3+LTnayDqsJYqIX+iaHLDukpKYKQg9TBdEOGhkymXARR6nLZemT7IFCKolWj0OLerO2EVNWGUElSLkAgkVRXEo8jOQqsRmgsaJkAZyKNo1GiGEVU4qEXifX3s7xoykhJrgNJDuhfO+wdBeC/AXK6CtyK0NlZwBFT2aMEdiEw0mHsGOQKPqELFeYiXUx3kmQhsUeOmlMqA/7rzqiuH7jC0QpgCKAJini+WW1WzL0VVZNcmrCzdAMhPRU6E5Dq0LSQQoAlIjG8HwDJMBTqNB1IAqZT9sUAAEsrYrRyLNMkzdr0qa21B42EmILIosyy9wxxaAL1LKSKeWWFB4MKf2qRUQSFpqxsKlnvk5dqW5d5g23AhITWlKsMSbOUsNrWiqEXnrXiI2sWu44Oq0fAcVMu5so1+g/hvF7il+9Nl8/nCZT+BolQyCgsFe8c/TxnBgsAVC9AOXx4viQwJUDt3UMvfANsUSoAzdIZ68rptBkWlUQXrx53QkWn7AW0wMG3ju5jpLhh7u5Z7xMTRP/AFbIGl6c741yvBoOsL6A/fX4Oue/5zLz1/Gb+PvP+ufedecZXh/nHgfice3gHM4fx9fLGxBuFE7eNAKZXIO7RZBrWIjZ6cb4Q9lRAagiXqjxEl/3kn7xklvCVmFqMUjYfvDrIJqFUUQoekScc2iIHNoAIMIq5EHUIFyAQ2ATDSoDQQo1Kkm9YWIDFd6EAgwSBh+Xw0HhuQnssLo7C8Jz/Oe9czw5nzhPnE9nPn3gfeQ/GfPy9c95++HfL+/4wr0/m1+nAgJqryLHaChUNMv9J1wEyEoQVHIB1VAAghQFmVd7NVwkhUHKXW4LhUGg53hLIQFYo+TA9nCWkwKx3oaIZ6FCSmCgbDpXhP7/AIMVyOGIOelxLOLHpqqLEWURSo6DE/Xz++f1ufp5aVB7iFWlSu/GBcgFLeaAVMUoIgGZsCNkVQdRiIwL5RWprqEUEdSFSbL8T30gOhBVC1xC8wKEMUFOSnpeQOBdZUrQKEoWaRKJmNdRt4cA1Fxz2ZFGmYHsOkCoG5Z6ihmQTVoG8lZC4SAPAD8GfxP76/AWAK81YoIxB/0PzixLDhRKJehGHavRBT8YsRiZDlShhQMfK+vFVwme/AIKUI2cN29CRNUJTpinxeNgxlAEL0o6gedoNcChTfEaf6hw3/uW71qNEJ1F2H4REj8omSJwCQoRbkGetfBjD8IkRXkv23EcRMjGD8C6qfoFfOD8qHEfgEufX8ogUo8TRrqnS81/AmSt9CBrDwB+0B964cZDGoKUdDWBFC7Mi8ZDGoKUdDWBFC7Mi8Vftv5LFixYsTn+flKjSqqrxSgWfhFQovB6Fc4RyMaPkSF+WnoOcLc9LOM3z8ujEj8gkRI5iaynIDguGjhZ7LX4RIj8ogTIajlu16ISgFhR+POgXTG1gEdaTHZvDdPbFQAixLrw7iKUxVaG9k6i/hEGqCSd61F1CfF2fhEigDVAZLD0wX/p/nixYsWLFr3vPSYBKKf4v8WQ41kowcxRYIb6vhH5xTIFl4Jju/g8fJt/IqCr0NXw14AuExkSoulXrf6veDmEtRdlTQG8KnSmdinSgk2E6HJ7hHAYlFMtc0LIcSSuQIItCKCNDkAJKrYWFbabUoTzbpL1YwUGIpJBODUt39MjWZpdoOASwQcgtVdtRIvZyxi2rHTuWk+hS8khwUcKB3bQAK4wlh0MsQAFW5qqs/6tJoBIsrKq68MDEBLgsMVJURREI3V8UCBWIBguFxLAgg0KWo6LAkjXrSCghIiRCcY9dVlpVRu1VEHAVtLxdIR6KjWJeOpkxK1SdJDAoCcKZlAQEJsVWEIWZEc8qXLKTtZAhw4vL2DmJPQ7oOAlcAbi9KR0EQCuFI1NJYSEiIwcOPwHBPoCjJw0AK8PqOxUNKAREUAcKz71YRtLA3FlolUKDFyWGLJJIoi/T/LWqRRFewQCAVJDDi12uORKkyi9KjowypRg1mIKZQeUvyzC5sxtdCVA4FLNAyS1Va1Ei9nFw9jIoAUeeJRQ2RWkP5D8EQBBeCSURZKKsBT5I8A6GXMdIGSFugRwbCZwWA9wKBYsH4GJgsrYAECQSvL59dCyuanUrdxxaJAkugw2YMAt+FgYJZmBRdEHwIHhxsAIzXWuYxDeLWjzxGu8w1aELguJdNkqyEsAUKdg3O5J1LsgCwiUFQBYcGGpDD2GluQfNigOy10zEkoDwO+KFWVgA8l5p59zgs17MUu8GdlZDbJG6T+g/B2AhD6UgTFNBynlmT2D4AinaWkMLHJ/6ejuBYqELaT+uEyCfnXHpekNJLfcg/dBES88bHorXp46p31Ew8LH0VenllO+omHhY9Da/pus16iYeNj6qvTyymvhMPgvF6TsIERESIk4OUZ0Om2/2LRuOwWZ80Ou2Hq1aNx2eUk0ejVfsWjcdkHJmp1ah+xaNx2V6looAytwV7oIiDwLjPCvenjrO+omFeM8S16eOs78Jh4UfUV6eOs78Jh4WPQ2vTx1nfhMJccvaK9PHWd9RMHVDayKKaFep2nSj6WPaSnT0xDv0ugpx06hHlGF9e2vOzBfFc6emM79LoLAC2wIv3w9tbVo9ckgGCTENtNx2A/H6HTq+SrRuOw8LzQ6NV6lWjcdnhrNDqtjyW0bjsFnX/0Bqv2LRuOzx3mp0Ww9S2jcdh8Y9Dpth6lWjcdnj5H9G1XqVaNx2Y9ItJl9XsajcdkQl/lrhyc/851w4b3/AEUqXZK7pMWZyGhD1H33oL7giJeQ459BX9N1mvUTDwsa6K9PHWd+Ew8KGEbX9N1nZ0TB8WeBa9PHVO/CYOFprooJoVwnadKc96U0JT9swzv0unsY9hKdPTGd+l0l1D4Sn7ZiHfpdAu4fEU/bMQ77q6C0hbYMX74e2tq0fsS+BAZ2TbTcdh4xmh0avkq0bjsh9H0enVepVo3HYZ5s0ei2/wBi0bjs1/xTIJKGoQ0bV4LOv6PTqP3Fo3HYtmyqS/fEK/a/SeRZ+gdR5KtG47I+rkK6NXyVaNx2LAzsyT1Xt+v98Jl/ox2FWKWgUA8RnaDjd1ViMFXwwfHE3uKIGYcSgBqic18LCA1URv8A2CFwNk7NRsQ1csNetFNQ6VhJHfCCinDEmm0oAtEdIPbxvmtAgvKiCApShw+IeLOaJFaFYJrkWtqfTTO0L/vFOzexun6JHscsZlHOAgMIg+kV054WDSmrcytUBXhKYqnFGVBCB7YHSPonuDgyQjqcLvs04WCMOEWNVHBB61E7AtAxvgOUOVJLWWsIUAUKeGvzZg49GHk0LJUEkMqsLsGoJr04ZwjRUlQI+AEgi4GMuQF0QEBadQ+v9WQ3J30SqyPBUCSROirv/ob1Tyc3Oo0LxaWnlQF212kk6aBSuicdRhI2gGtBZ4DDiOu1ooWgspUAHBgmVhkTkAoKFHRUQ7e8gUIXoBcrfq8TnAqkQ69jes7hDzgkHAbAhEX7+ccbqU3Cs6RrKCjrO3HGct6q7IljSoPHRAYQoKTBAFSQqsOzRnXvggZEUeN9UsrmYi0rD9rQ815Qb4gR4UKZnGfa8esKkXZHmrOlVgsI9EwSEXqnmSiVAEDpUUiiopl5qExO4gGS9oefqgJkCXFnlcPaauACBmOkIQZOBWUzYHgQJBDAqonqpNXHM6EF7UBytZ3wizco0/ZGShMYCMBSe4BIF+fgAApFtGLOEIlDhaS15YEKAKFPDPxOTkOT8Tk/ohdy/wDMFiDvwYVcP5J06dOnKAoBC0kdDVQhSylzHwRwIkItXL9WuJoxTjbBcSEWxQ6OCBgWgaQgziCRXvaRvekbIAImwI7LVrsYTHg8bzYQQV3wwtWvJ+zCBYWJeqNqQIREQq5XD4QRu68jl3no6RAWSp8UZfXInNMU7iMYt3i8cSmDW8CDgU0dUQWQLZm0STAzUPH6M/YElb+XuAOR2CKUGYSwOlts5oIBsFmAapq6qOgrzwmw1gsL9IcXBYNPFo2WxEkd5Eoy/wD+2KF/Qs6poAGABADkjfA7KbcWNK/oE8CJiMRtegxO+F0lOGh6igRSADagAgVwzROBAGAF7oIo4OTORgCnviUAwjgaB86jIyCODYFBpHB/rQIKACD64eAwjz1R9Kl5FOJ7qFzGewjdSugU4a6BZxYjRKK6Hs4+CrWVDIih0NLbXh/wgq2IVrQTsKHi2tUC+XBgqUY1TP4J06ddNEYoGoGdij5wCWHUVG4ENJew6OE2Ma3QJnoOnR3nD6FG0BQiDIt9Ik1BZ9r2F3QtGOKF2RXQP9LHPgF8azB+zTpO07K4IxzyvY8GLHHkFKtxaYvbHTWoUcEeuVADGgBkoq3F5yZGAKw3COqO404ReCvEBF5QtI/5xVGvqIGuWGs2iUniHxC5VjsqpCshfjdXWFl87U64lOtBzVXIUY3Iop3l0kRQwmqsFQnEIK8IBO6gCDREIYzLFsf+B3r94JBwBpfthP8Az+5OnTp06dOnTp06dPFDyIRtC9epWBr/AB5BVCEhAV1w9ikpIfwfro7AXSB6MbcLwVcGfh6zqTVQw5BpmxrIJ2qIDNE44kILtIO2CNZHmi6gVIIb0iJu05uEOgCB6P7F+Q74EfjjRQE6aOiz0O+TqEZKmpGNR5Y7+dwLWBdfQ84oeyxfSDRU3rkhyLn/AAmCjrAAFXEsfHahRFEBHppz9oSsLsM6vc6eLK0JorSHZpZI/OKi21QaiCmuFOVh40FAr4Kh/qcFz4zUKIuU9jjluQYqiXZVxI/OV39IzdiHwX0+8eqJji9JIOzoS9PLrNYosZQYif6cO5rGNiLWGwxp08de30qGuAiuCI8oa1NxYWIa1w5lANX2AYqAvaziBhkW4ND8HM9zjwjdqmyW0QPYzrmuCVRpFVUI7jwBVtjaC1UBGpNOFFIKaFTwrQl3ODXskHhitoRDtE4/DgLKUIDMd/Tw+YkqB6RO/wCGuK3S8+TI6qv+uUtyFWhhesCdI8R4lTipCl0Pfx42LxYeFUVAFfgPBKaRtEYVCh6CnPo6WioMfOzH04v2yeQQBtCTppw8WiJtdVr09HjwGUQKFRRJ32OGkgB2YFrKBeqD3hSvpPy1oMI59OAHxTwFFERiJ348IaNYGUP6BIVonNpEuM1ncTpi1s4GdnEaEN2y7ha+Bn4QNiw7dnO++JMP9K7G2DahOBqiV97A3CDtYV5ll9u3jHA4rg5yg0N9QksERtb3TjlMIOggshGt8eI4+4gAQ0QiLiI8GIzkWejBoSu04S9KuloRMYFs5N49juTT38L2feCEYDDBFHd0F66H+Y/iUyLobVZF/hKN60OA2h1EQHYaqdmOfku8bHtL4CABo7YcTB3L6jJmxWkIBxm03yEJUXQMDLnMv6jeqoSWijrTxtC30Cz5I0DZXTXlxhcdEndFjlWpFXBiFzEwpYXsehCKHlEgSRe08qFzQkxrFC8IAwawuqz1Vi4MBjxRvfBtwAUmEel+C2CPP1v9pCbQAkfQQxXRH9gH1odIdeAupZm6AiPRtyBVTAd0BgAKoPCuAs2WEgHVDAlD4KABpEpLYk5fYOe/UD9DimIg1FHNbPMQWKEdeoHBYkBRlL37Ai1XiO3TBLrEtRgErOWmcniYh3AFfBx2bGjbc5L0AODIzYpgReDDCkURHjJ3af1mGopjg+YC01FmhRWxI3ggLEjIIHKtq3toG1hMNu3QACEq8imzQCKxR6+Bnd4h1NT+Dg1N/cHCD5ukFpY3uWtd2YgBDEoDpATLeIx4IaKJdHT+GslqWYhgVUdyTfDsz3CJpims6DEsScWbW4jx4iOihYViqdISbLthwcYDHG6oH0PZHGDDCo4s4LmkuCIAsnwKBYe66nuaigsOlznXG8Rqh+JP7Lzg1hr3dp0HWNOxiuLaogBW6DWeWDDB9RTHAaWIEZUIqggMQemRxKjehxJhGm3wNEBJIBxAXAxK2YIDWKHZywh5kBBbu1sjM4AAdoRjVwgQvoQvAUqz1LCJ6RauAhMVQSAWy0JDRAXnYjCmKzChlOy6eIM9MxAkACCO0XHuKyAEIrB6XzxziptwodIp3JXEFqZi3Pp7rEWldA3hQBRicqSE2Oi4SNiGYG7lIUUTq9X7rhDeizoEFsr/AGQmU5D+Decd/wDiBGqvNutsjVRBKPSDwV1Kl8FdV6rTLKUDg+QGvFEDVWb0zTkZx2rWaaBawIoCcHFAMbWMEuu/vhyCKKiUHQIIhUAWseChjBGqAGCqp6u8hseYv2MxfOuKKm0I7JO3zrnfLJynZBo/vgm9R2PYobeR18ir9nMXzrj6p0RbvLF8M5PViKt2MxfOuPacgLdjMXzrj+HEhPYDJ+uueZSmIVAC4bycnMUii0oIxB/055U4YhUBXk5D8BdGJAkho8F8Pn4Cc9nEKgVZaQm5Dk/jrnC9rAoHsT5zabTALFApQzmfi8JKiVC7uWv0/iHD8ioQroIYcFPAiEkjpJk52pyIv2MxfOuduciL9nMXzrh+noi/YzF865OuCcPxGT9c7sxAX7GYvnXPPOEX7GYvnXDhfIK/ZzF8652yyAv2cxfOuLmWzi7SzH6nLK701VYAFVf9Xk/E5P8AgQmT/oWSBajs5HsiEeHY7rBSPMtinjutBVp1EhTIgx1pif1jqIowImoizW5UgKAegFWIJxMigIsMKUWtM7HJiOqFXEwEjgrwGKm/dD4EhVAHqaUApGM7mTe1BURkNHQFpg5EwCCsuGbYSTlwGIAMRWjiDRRhXN9u338Xl/j7yZ/wNYPDIdCug0CgOjQ65RIyaWEFnQBwbhYSuhQp6CAyhwUm7r3UuygLaHo4RKPcRAhVAKCDxjBx3jFpYRe4cnkeJswklCzImeF9BgCKGFFLjoKHgO2FUIVn638/rh+fIcn/AJ/Cf3Qkd/thckOk310f5EiRIkSB5P1r4m7Z7Ne/Lzu1+DVwAwpvijEk1m16rEk9js7tz6SQvVYnXsdndB7JiACa9AC1I+8McZbHYKFKxy0nZ3V8Q0ySiYkiB8bQebh6gyAwSCFQsBwFfnqqWw5F6sKgTgzALYOhVVR+FwJwA7G/mRS7j9bAOjSSB0OAPHtLRACHqmZgIG29e/8AIJEiRIkSJEiRIkSJEiRIkSJEiRIk7L/RkCglh4HFRAb6cIZ6NVb/ALwpp3UboqsqSwljwGCXjUrtY+hI7O7g6869iSFJVJ30TcAUu2ITRo0iG7wC0oggFNsIVcd9KxpIKwheyNWtu6chLBSqspWdGk7u7d1hg62Ibq97uv8AyCRIkSJEiRIkSJEiRIkSJEiRIkSJRl3X3gBSC1i5+J/IH5yE5pyPP+uH4/3m83/l/wD8fj/rh+D9c/64Xhyf+/8AIn9M/wDpP//+AAMA/9k=)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zV8lsvIF_UZ9"
      },
      "source": [
        "**2. Jelaskan menggunakan tabel mengenai kelebihan dan kekurangan paradigma object\n",
        "oriented dibandingkan dengan functional (minimal 3) !**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bTx1bQFP_ntB"
      },
      "source": [
        "![WhatsApp Image 2023-02-08 at 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)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "d9ElO7y1_rAx"
      },
      "source": [
        "**3. Jelaskan menggunakan tabel mengenai kelebihan dan kekurangan paradigma procedural\n",
        "dibandingkan dengan functional (minimal 3) !**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "E1WWeVGr_xVX"
      },
      "source": [
        "![WhatsApp Image 2023-02-08 at 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)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-8Xn7D5-_zkt"
      },
      "source": [
        "**4. Apa yang dimaksud dengan pure functional programming language?**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BeRCUyCz_8Of"
      },
      "source": [
        "yang dimaksud dengan pure functional programming language merupakan program yang hanya berfokus kepada fungsi matematika murni. dalam pemograman ini, data tidak dapat diubah kembali setelah dibuat, dan dilakukan secara permanen. operasi yang dilakukan hanya menghasilkan output baru tanpa memodifikasi input."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "a7O7KDepDeJO"
      },
      "source": [
        "**5. Dari bahasa pemrograman FP di slide sebelumnya ( slide 14 ) , manakah yang termasuk\n",
        "pure functional programming language?**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NGC-6uYSDl4Z"
      },
      "source": [
        "yang termasuk pure functional programming language yaitu Lisp, Haskell, Scala, Javascript, Python, Scheme, Standar ML"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BLJdpraRDyLc"
      },
      "source": [
        "**6. Membuat program simple password encryotion dengan ketentuan,**\n",
        "  1. Input password bertipe string dengan batasan panjang password\n",
        "100 karakter\n",
        "  2. Setiap karakter dari string tersebut diubah menjadi ASCII value\n",
        "  3. Kemudian setiap ASCII value tersebut dikembangkan menjadi 3 value dengan dilakukan operasi berikut:\n",
        "\n",
        "      a. Value pertama dibagi dengan integer 26 kemudian\n",
        "dibulatkan dan dijumlahkan dengan 80 kemudian diubah kembali menjadi karakter\n",
        "\n",
        "      b. Value kedua dihitung sisa bagi dengan 26 kemudian dijumlahkan dengan 80 kemudian diubah kembali menjadi karakter\n",
        "\n",
        "      c. Value ketiga adalah karakter ‘+’ jika value pertama lebih besar dari value kedua, atau value ketiga adalah karakter ‘-’ jika value pertama tidak lebih besar dari value kedua\n",
        "      d. Deretkan value pertama, kedua dan ketiga untuk setiap karakter dalam password tersebut sehingga didapatkan password dalam bentuk baru"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "yrA1xilcFTBv"
      },
      "outputs": [],
      "source": [
        "from functools import reduce"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "imRI5u3GF3SE"
      },
      "outputs": [],
      "source": [
        "def caesar_encrypt(password):\n",
        "    ascii_values = [ord(char) for char in password]\n",
        "    encrypt_values = [(chr((value//26)+80), chr(value%26+80), '+' if value//26 > value%26 else '-') for value in ascii_values]\n",
        "    encrypted_password = reduce(lambda acc, val: acc+val[0]+val[1]+val[2], encrypt_values, '')\n",
        "    return encrypted_password"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "password = input (\"Input your password below :) : \")"
      ],
      "metadata": {
        "id": "4_FRkej5hAr4",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "ff3c1723-c8bc-4305-8646-4f102335bef8"
      },
      "execution_count": 14,
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Input your password below :) : sylvianipananda21\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "encrypted_password = caesar_encrypt(password)"
      ],
      "metadata": {
        "id": "c9q6Sod0hElU"
      },
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"Password:\", password)"
      ],
      "metadata": {
        "id": "SOIkwSBchG6t",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "737bd8e5-f415-45a1-e200-f544832d05d8"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Password: sylvianipananda21\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(\"Password Terenkripsi:\", encrypted_password)"
      ],
      "metadata": {
        "id": "KaOy7G4GhIyk",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "70e8648f-efce-4a1f-e9ff-494b8c6e48ff"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Password Terenkripsi: T[-Ta-TT-T^-TQ+Sc-TV-TQ+TX-Sc-TV-Sc-TV-Sf-Sc-Qh-Qg-\n"
          ]
        }
      ]
    }
  ],
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}