červen 2020
Výpočet systému se současným využitím baterií a akumulace do teplé vody Výpočet systému se současným využitím baterií a akumulace do teplé vody |
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30. 6. 2020 | Autor: Ing. Jan Stašek | |
Program FVE nabízí automatické šablony pro nejčastější typy zapojení fotovoltaických systémů. V tomto článku se zaměříme na typ, který není mezi přímo podporovanými systémy, ale je možné jej v programu FVE počítat. Jedná se o systém kombinované akumulace přebytků elektrické energie do baterií a do teplé vody. |
prosinec 2017
Použití 1/4 hodinových maxim pro výpočet v programu FVE Použití 1/4 hodinových maxim pro výpočet v programu FVE |
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19. 12. 2017 | Autor: Ing. Jan Stašek | |
Program FVE provádí výpočet produkce fotovoltaické elektrárny s krokem 10 minut. Je tedy možné pro výpočet použít i detailnější zadání profilu spotřeby elektrické energie než hodinové. Velmi často se setkáváme s dotazem na využití měřených 1/4 hodinových maxim. V tomto článku si ukážeme postup, jak jednoduše vložit měřená 1/4 hodinová maxima do zadání. |
Aktualizace 5.1.2018 - článek a vzorový soubor byl aktualizován pro eliminaci problémů s používáním desetinné čárky / tečky.
Vložení profilu spotřeby elektrické energie s menším krokem než hodina umožňuje volba "Soubor CSV". Pro vytvoření CSV souboru v tomto případě využijeme vzorový soubor v programu Excel, který je ke stažení zde.
V souboru je potřeba vyplnit oranžově zvýrazněné buňky. Zbylé buňky jsou automaticky dopočítány. Vyplněný excel může vypadat následujícím způsobem.
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mcvTT962O07atmzU7Xns7Fk4vbnpWaGlk9jol/28vv30Re/a5XtaoJk38dM9lU/VrACP0KgYlJOLGNvnyXQ+dtteri7DZNI6AYrp3tce0UyqLam9aVlWrHNTbf6Vr1kQyw0mjYUlZqfJ+uwPYeI/nkg5sQhXE5f69UelZ+L+Mz7peV6muh6Wz6ouliqCZMmoCArNRBC6b20D9mcCr2HP1ZqcYkxMqq6mKtvj5piSOZPrfXwmi7VM2SnWMDGopnGKubn51nCjWV1HJg7/L7N5FbD2qtVrkbtfteqQvvliDm4N5ocvml5vElnB5JJ76+y9p5W7FSd7dpHAFz3gikdvftFGFYqX1cY/kzXyt1I4OVDofBvlc65+XJs26sVDYqBeT3Hy50XY/H/Pdiqsc0CWcps79yKt7lYDJM4c4L/j6LnlmpthbysJGy96SkmeJJ5jYLZaUVjRmUleY2LeibY8reKTLV3u2kSMGSYwtWmuc5e4fLKtVu6vUtjCJp3czdyuduJwej7Vg1U3bKBvQsnmIocTBdXe7yNTbmy3IUk7Wm8vs3kXMPaq1Wzlpkb+GtIyl1Gytt12j6monr925POUVq77vMnbclK3XLOreOgJaB1bdTBGGllnFNRR+a36brDKw0IoacK20jWlbqgsquYCQAHAYABICNwQC7BwysQEjsMCtV7u8GiAKsFAA6olkWrSbZ4GTpAToHwmInWalpOzZAE2ClANAV2t16cLIUgIEVGAI7zkrt+w0BGgArBYDu4DYmJonTnm5gR4CBFRgCO8lKAQAAAAAAgC1DV1b6dvpeaLm+vYNAIBAIBAKBQAyCuVIgIK67vTMBWw1onzKgfcqA9imjo/bBSoGAgG+iDGifMqB9yoD2KQOsFBgv4JsoA9qnDGifMqB9ygArBcYL+CbKgPYpA9qnDGifMsBKgfECvokyoH3KgPYpA9qnDLBSYLyAb6IMaJ8yoH3KgPYpA6wUGC/gmygD2qcMaJ8yoH3KGIaVvni8mE8qefwcrBRwAnwTZUD7lAHtUwa0TxkDsNLsfNkw0WcnfsQUrJQy4JsoA9qnDGifMqB9yhh8Bf/l04eL+cOLDKwUsAK+iTKgfcqA9ikD2qcMsFJgvIBvogxonzKgfcqA9iljcFb6/AlW8AFHwDdRBrRPGdA+ZUD7lDEwK33xeDGfLJ9eOT8CVkoZ8E2UAe1TBrRPGdA+ZQzKSp+dzCeL5flLj0fASikDvokyoH3KgPYpA9qnjOFYaQtKClZKHPBNlAHtUwa0TxnQPmUMxEp9PwgFVgrk8E20Ae1TBrRPGdA+ZQzBSq8ulu0oKVgpccA3UQa0TxnQPmVA+5QxACvlLnaqxHUpH6yUMuCbKAPapwxonzKgfcoY/MtQmCsFnAHfRBnQPmVA+5QB7VMGWCkwXsA3UQa0TxnQPmVA+5QBVgqMF/BNlAHtUwa0TxnQPmWAlQLjBXwTZUD7lAHtUwa0TxldWenb6Xuh5fr2DgKBQCAQCAQCMQjmSgEAAAAAAIAecI0VfAAAAAAAACA6wEoBAAAAAACA+AArBQAAAAAAAOIDrBQAAAAAAACIjy1ipekqSZLpOlMUI1tPkyRZpe0rkq2nQuLpKkmSVZqlq2mSrFJVtgqUT4m/qIsNhMP7v3jnwau3PvvLD77487cevHrnnV8FSbz4zxs//3qfqfeByp5lu+4FdqOWO0KrPBQdsHvKPeObX/3UxRc+dfGlyx/2luTffeVLn7r4wu9+86fFf37zxXd6S7onwMCcEu+WiD+y9Wpa5cqryKEsQ5XZu2ABS7LyyD9bT+N6Hk0BWlKM8TKTLWKlBu7ZvTupnGuRn5/ihJJk62ncbkcZX/z5Ww9evfXg1Vuf/WWIxN8pEn8wPkpaIF0lSRJkmMnWU2un6GOEU3dACqw0z/O/fPGlT1184VMXX/jU+ChpARhY4OL5Q6QtfioasMzhbMcHnjRznKzUpbOokxotMxmGlb54vJhPKnn8vO0Kvo6W9tCbAr3yAwBNhBvhiLBSwAxCBuaObrxpiyveDjvBSncQQ7DSZycNE312Mp8slucvW+4rVfab5kdFcLoq2Wb1n3RVvB8n0xVDQllWWv4/TddTRVSZv7K2opgr1ZPdbF2VJUmm4iaBrC5oMpUCFRVU10tMis/HWJfqdZYFUzPH4hV4/5fvvvGzcubywc/efeeXH9RB5Yzmz778xV+8U01tfpDnef6rL3+2fuTVW2/8/Mvv18/88t0Hr4p1+Q/eqecsf/buF8tl+g/eYR5shJnU1JbnV19+QzG9+vXPFmX4RV3sD774i3ffYMr2RcsOAZ0KtI1sNsIqyTpNZaiDPUxV9mDI1Mssk1XKmqWr4VmKoepi9u5vxE8v/+gL5cQkK80k5U//8itf/c3q99988Y2/ZAmogpU6xv/pZT0h+kdf5eKYU1AABjYuA5OiBvfn1cRv8fM6q6tcBVQxtSUxN2n1qN4knGvRpmDGNjGNpJoyy82lQMY1hUQKtQOr3Bgi6mTce5lcAP2z1o426mm4wVfwXz59uJg/vMjasVLVXgi2/0u+oHEa6SpJpqsVY4psShIr1ZpRX6xUkYvoCdVFFWCuV56nK31SbVmpR/FyZiWdlZrhSaHvvPOrhh1y8rOKmJasVJZ3v5jnVlbqVB52Xb4hwcXfyvQNW1cNKjCTBl37a4Ib+xGTnQr+ymQPhmQ9zTKZTh26G/OL3ryYYrBdrGIMmRxU/+Dges2sVBnKcFCRlTrGl+Wrf2kqj2EuFgamzCimgfExh/DnGlZaN5EilpC4uUltJuFRizYFs6SmKZW+zHZWKj5blKBO2jSwKmxBWUJzk5oLYHzW1tHASmVW6r6IL53Bl1qT7/6C22CcRrOTpaCeaaE3/u2ZY6X1K5w2JlMkX1Za7fTmehbnCpnA1HCay6FejFst/+ZnhTV1kTLh2sexeDWDfOMXX38/z/P8g4oUljSu5oglL/zVB+831LCkodUmzoJ0Mqz0Z8Uk5Qf6LaTlNGcTZCtPFaHKq+agFSd+v5zTfaeaYRUjCDCrwNzIRiNkT2io7KdMiHuRM+vOJVM/s5yurd2NqYBTMeouxlUz58OaP30973d+tyKCv/vNPK8OHn3q4kuX3/xpnucNZfyjb/xd8QTPSp3jf+FTf1TMgP70L1945sgDBpaPz8BkajuAPxfct2wI5pI4NKnWJNrUwrdg6tTsI6m2zJrRjq2C2BiOitBC0Qd1xXMpgLmH6iy8bjWw0u+/+tb3s/PlfLJ8etVuX2me51JzZmt+ry/nNlinYZ5llVmp+EYcgpUm0+lqvU6zTA5SnbxS9h9jvVSOg3nAjZUKFu1XvHqBnmFs3IJ4RQprFsjig/d/+eVmjV4kjgwHVa+8N5Oa4lSovjz1n2VSYspVmuxkahlHOV1qUQEfTRxRdEZYRcqyNF2v61kE2ZZVhdHrzphpV7NkE3chDbq6l/9XnyDVdn83NJOUv/kVnhGyR45++I3fZCcvOVbqHr/koEyE4heHFDjAwBQ1im5gPdbL3Z8rWallgox5xNyk1U9Kk/CqRQ8Fk9pEOZLaymxipRoL0hqyspSqNOUcXXuZKlNN1ay9G6y0IKPlaacnz3yIrOp7pawvEEkp1/qc01D53EYzEiu17Unqykqlef3pqnwpUk74F1HsS0VCrspu1zSLCyvlXu68i6ficPyPKpqY57/6+mcNq+TikrqalVaTmmzi9vI0D7LFk6dOVaI67G9RgaaRraqpXoY5MO7MPIWh0Z0xU3+zVA0zLobn0MW0eeu6vwuqSUp2VlKzuM/SSiUrdY2f57mGlRpS4AADU1QpuoEJ0fzq1dafq1QoW4G2JOYmNZqEVy1aFUyfmn4ktZXZxEp1eRq6gMXhyH3QWDxzASxVs47sYKWMXF0sJ132leZ5Lr4niU1bh/JGMjpWmud5lq75zSmrNB/Si9lZaVEWBU11LF47Vlozv3fe+PmXv/irD5pFc3dW2uw9ZWdhnVhpldq7X6y3tzbxmy0BvbFSRSO7DZzT1Wq9TtM0y6SZiF0nDdPqsISqaRXd345mu2e9vzNnF/TdWKZv/DzPBVbqkAIHGJiiStENbPdYqdEkvGrRNyvNdSOprcxDslJVHzQWz8JKzVUDK22xiO88Y6q+26lqYRUp5VZgxCk+pxUfi0Yla1Gs/nAPOug+y9J1bbWmviLDWC/bQoOxLtXaiFB8v+K5ruCrItQkr2Klwr5SAyuVtpM6lyfP85qnvvGzd8SM1LzWAJsK1I1sNkJZBTpbVhVGrzvPTE2QfSrXEEbDc37xU9IGdfe3QdxOWkG1ni7AuoJvip/nucMKvgkwMEURoxuYG4nXPdjWn1tYqaUkxiY1m4RXLdoVTJsaB8tIyj9nylZh5BbDMKzgu46kll5mNCquSGClIbeWam4cLZp4vV4pGzZbT4sTforXMYfd8S6sNBE/MOHLSksTrpcaivIwr5JyoLr/ONQrSXSbsk11Ub3cMdEci+d62klFEx/8/Ovv53n+q5piOrJSxXZS9/II0eTdBfXE7Wer007GrbFmFZgb2Th+MylWx0GVPCRbKyiKWncOM0zeZpmxUd06kTNp0M8CSt3fCHk7aYP67NHvVmePqsNJ1ZSq5rSTY/w8F1ipQwo8YGD5+AxMIsGD+HO+YppqaktibFKLSfjXok3BVKkZRlJbmY3UrJkyZ1vaURGKlGRtW4pnLIBLDwUr1cuLx+zM6PMn3Vfw81zqQTwEC2oeED97oXyttGlU2sbCfK/Bfa60KiOXVBVTtaKhMSFzvfLc/AELbV1UxauT9ihervkSUz2FqdxXqnzEdQVf+VUphjWay1OhmW2VqK16a6n+Bim3j7nwjewyfut1ICmoMQiT7jwt36T3dJXIH3PhzJJPhe1EHqRBOUOh6v7KFbESFSnUfKpJvdGzmVJ1+jKUIb7ISu0pyI0NA4tvYFLxWtertT+v1daQMiEbU0nMTWozCY9atCmYJTX1k5Yy882lrgTzVLsvQ9n6oL54dhvWPuvJSg17MWJgiLnSYi9pD3c7cTDMlwuz2Uz8VfOJYG5PtBcrzfP6o73T1TozeTTzGwn37V/p47+mQOd6yUlJH0ZW18XISj2KV0D8aj0zK6k+7ZQ3n8d/4+dffl9YZO/GSs3lEQum+TgA+xV94V4AFdQqaE0amJfjSuWi5TFfpNaqXNSd3fK9zHK6bj58PZ2KZqnvRF6kQZi4Y35SL7wqymphpbnwTftP/dFXq2825Xlu/4q+Pb7ISm0pKAADi25gUvFa16uDP68eW6WZbvTRlsTWpDaTcK5Fm4IZ20TfuJYys82lQLNddbpKLbaqU6lxJLX3Mn0BTM+ClYYUPSs1QtHKwzT88OodmUEBQHSo+0SWrsa6ZAVsF+xOt7Vb3g1/3m8tdqNNAFfsIist3iHEAWgQy7a/Q/cO9FgAYKDu/nmerQ03JAKAK3QGxsVpPRDshj8HKwXaY8dYabMRQ3IawS3bskklFNBjAaCAofsDQHc4GVi3gWA3/DlYKdAeO8ZKq5NwCgsObdlZdWRu4PEQPRYAChi6PwB0h4uBdRwIdsOfg5UC7dGVlb6dvhdarm/vIBAIBAKBQCAQg4xtrhTYKVx3e2cCthrQPmVA+5QB7VNGR+2DlQIBAd9EGdA+ZUD7lAHtUwZYKTBewDdRBrRPGdA+ZUD7lAFWCowX8E2UAe1TBrRPGdA+ZYCVAuMFfBNlQPuUAe1TBrRPGWClwHgB30QZ0D5lQPuUAe1TBlgpMF7AN1EGtE8Z0D5lQPuUMSgrvbpYThbzyfLpFVgp4AD4JsqA9ikD2qcMaJ8yBmSlL58+XCwfnyzBSgFHwDdRBrRPGdA+ZUD7lDEYK83Ol/OHF9nVBVgp4Ar4JsqA9ikD2qcMaJ8yBmKlVxfLyeLJs+I/YKWAG+CbKAPapwxonzKgfcoYhJW+fPpwMX/8vKKnYKWAG+CbKAPapwxonzKgfcoYgpU+O5lPTl40k6ZgpYAb4JsoA9qnDOD1T30AACAASURBVGifMqB9ygjPSp8/KdbuwUoBX8A3UQa0TxnQPmVA+5QRnJU+O5lPFgp5eJGBlQJmwDdRBrRPGdA+ZUD7lDH0V/QxVwq4A76JMqB9yoD2KQPapwywUmC8gG+iDGifMqB9yoD2KQOsFBgv4JsoA9qnDGifMqB9yhialfoKWCllwDdRBrRPGdA+ZUD7lAFWCowX8E2UAe1TBrRPGdA+ZYCVAuMFfBNlQPuUAe1TBrRPGWClwHgB30QZ0D5lQPuUAe1TRldW+nb6Xmi5vr2DQCDU5OILn4JQlugWCIFAtk4wVwoAQBBEZ0WQuBLbAIFouMZcKWF01D5YKQAAQRCdFUHiSmwDBKIBrJQywEoBABgjorMiSFyJbYBANICVUgZYKQAAY0R0VgSJK7ENEIgGsFLKACsFAGCMiM6KIHEltgEC0QBWShlbxkrTVTKdrtZppixNlq5X0+l0rQ51Q7aeJkmXJNJVIibgm6YiiVbI1tMkWaVNmuX/TdGn66z41xzXuxhO1TEWMluvTIVyzMWhHfL+NDAEOlvsWBGdFfUpTz/+yU98KCnwkQ997DOvVb9/dD9R4kOffCom8uYnkuQTHxd+/PRnPrr/keqhj3z4Temp7ZXaEpTdMVtPE93Pu9gdSAGslDK2j5UmKleU57WX6uiROjq1bD2Vn/ZKM1tP+6KEnqw0b9q3P0qa98VK2cp0yMWlHZRKHC12dhiOzor6k49/TGKdH/vMpy6+4MFKP/3Gh5JEYqWf+bALnd1SaUxB1Ws1Y4GbowPGDbBSyhiClT47mU8WnDx+3oWVTqcq0pCtp8l0OsoBOhZv8Gel4YoRnJU6AoPW1iA6K+pL3vxEkiTJ/ic+/unil6cf/ViSJB/56KeV8T/z4SRJ9t94jfnxtTfreVaOlb72yY8kSfKhT5Yzr6+9qWSuWyuMLcjdNl0lyWq9XgmuBf17JwBWShlDsdLl06ve5kpXa8VcVraeFgFcSJauptN6FmG6qoKKedUmZrNExFCoekU7XU3Zx8s/meSMefG0rPx/mq6ryGIyFg5XlaZ4VNjL0AROV2mmYqVcBG3KUy60TKeajJYedHlc1IoypjCkFBmu0noavJkbkYsk5sI2xdqehbVsbaqs17J3a7PRV+uU0ax7824ZorOinuTjJg5qj1zMs37oY5/56McExvn0o/sSf/3kR9zzGrswtiAZebpqdhux3befd1cgMsBKKWMrWWkqL7Fm62k1kk956img8lgsHSnWgor/S6x0teIYUconyidnyotlpdqYuYWVpivp6SaqmHRRdJaVTqdTzbOqcvENWT+rLJv9cYNW6jCWMlYKysRnmJcHtkh8LtXynnMW1rL5V1mCSIadW9uYnHvzbhmis6J+5DMfTur1epu8+YlEWoL/+CfLSdaPi6xUIa998iM7OVcq0s16BOB/39ndLNQAVkoZ28lKpZ1/6aqZU6t+13CO2oNVXJT/WWSldRKZsI+Jm24156VipVXc8m+BsKgdax2XZyDTagq3+KOaW6szYmorBXP8rJlYK4O5UCtBMz7Ot5omZk0ZxbnsXDn8yLRaqRvurIQhC3PZ/Kus1bJva5s16968W4borKgf+cyHk+RDn3z62ptvfLjcQsqedmKl2GOq5ZR2VlrsPXVkwOMXzhq4/s/8wS1+pOKCPrCdACuljAj7Sh9eZJ1ZqeB+SlKqZHRZlqXpel1PeTIjdDOhpiSF4uqucBJUkZkmL5k3sDRBtaZsmI/kGYZy64EqvnyMlQlWtlvj+FUZS1Etj/ObIjQxy6bQH7kVWClbJEsuXIMps7CUzb/KOi37PmtUnU/zbhmis6Je5NNvfChJPtQck6/Ar7x/6kI9UcqKhZV+ujj5tCsTpRfil6EYl8/ZNPM7NpXuCsBKKWPoM/hXF0svYqpjpRwtrUipOCobl9WZCNKEmXqMF30ex4xNeUms1DAJaGOlos+tC6HwyOwDilmEJidxvbuGneXVDeP0uCUmF2xkV5pmZDLUDE76LCxla1tlufiez9qopnvzbhmis6JepDw7z3yz6dOfKSZNP/wmF9M6FWqIUB2H2pUdpYUI9tC4sNrh879v7wsYIACslDIifBnKa0Ffy0qVPoobwKs169VqvU7TNMtk4qb4EFI7VmrOC6zUi5VOxV0Vitp3ZKWqLMBKR4borKgfKVfwuR+LCVTuR/v2Ux0rLU7iKyZft11Eg6gcveDL6s7Ak1VgiwFWShmRWOniybOurJQ9+aSlfzKvkVbki+V2Fd1xZ6WWvPpkpR4r+KrWUidnmWSwsVL3xy0xxWVu6XXBg5WaV/AVWXjNtHi3mLhE7/Gs5wr+zozL0VlRP/L0o/sS3ZRZ6ZufSKTZU0GUrLQ+ob9rlPRCZqWleUsv2Lrfga0FWCllDM9Ks/NlL3OlJStkz5krN3DW5z6q7zmxh6GamUL5Z19Wqs+rJ1Za7RIwn3YSDthIp53KUOVpp+bSLO6YjI2VejxujimpV8tDjay0zqVqiZXQSuoszGVrXWUmfsvW9j7t5FaFsSM6K+pJhK+KViv43Gq7yxedFKzUthV1u0WyiGw9LTy+YulA9TuwrQArpYzwrPTl04cMBy32lXb7ir5wil7HXJQ7PUUeycS0Hs0xrOAb8+qNlVq+DCUu4EpfhuK/ciVXRpe0lZX6PG6KKbSw/LpQRzazUkUuHBHVnWAzla1DletfJMt1bG21eSlYqWcVxo3orKg3UV3gxM+eunz1SYqjvRfKPOe6NSKbhPCqXUN45wa2HWCllDHAXGl2vmTP4Luu3TuwUnE6TRzQ+Q/Or9OMO8IvbU1KhGP8HqzUlFefrDTP82xt/Ir+uv7Ef6rcV1pP4zITaqqUp+Jnrqwe3/1xbUyxhfk5z6roq1T8OqkqF+6z865ZGMrWrcry4rpna/PVWWt2LftXYcSIzor6lKcf/9hHqvuZPvJhcXZT8T18WURWWp6josRKJY9v+x3YToCVUkaEfaVeIrBSAACIfJcxOiuCxJXYBghEA1gpZYCVAsC4UU7ks0sAJCaGorMiSFyJbYBANICVUgZYKQCMHKptpTs/UwpWSl5iGyAQDWCllAFWCgDjx67sFfVBdFYEiSuxDRCIBrBSyujKSt9O3wst17d3EAiEmkRnRZC4Et0CIRDI1gnmSoGAuMYbM2FA+5QB7VMGtE8ZHbUPVgoEBHwTZUD7lAHtUwa0TxlgpcB4Ad9EGdA+ZUD7lAHtUwZYKTBewDdRBrRPGdA+ZUD7lAFWCowX8E2UAe1TBrRPGdA+ZYCVAuMFfBNlQPuUAe1TBrRPGWClwHgB30QZ0D5lQPuUAe1TxnCs9NnJfLKo5OQFWClgBXwTZUD7lAHtUwa0TxnDsNLsfDmfLJ9eYa4U8AF8E2VA+5QB7VMGtE8ZQ7DSq4vlZPHkGVbwAU/AN1EGtE8Z0D5lQPuUMQArzc6X84cXGfaVAr6Ab6IMaJ8yoH3KgPYpYwBW+uLxYv7w5MnDelPpYnn+EqwUsAO+iTKgfcqA9ikD2qeMgVgps6k0O1/O3Rf0wUopA76JMqB9yoD2KQPap4yh5krZFfznTyaL+ePnYKWABfBNlAHtUwa0TxnQPmXEYKUvnz4EKwUcAN9EGdA+ZUD7lAHtU8ZAp524z0I9f+K+tRSslDLgmygD2qcMaJ8yoH3KGOR7pdyS/YvH+Io+4Ab4JsqA9ikD2qcMaJ8yBrrb6epi2eJiJ7BS4oBvogxonzKgfcqA9iljuBtH2wlYKWXAN1EGtE8Z0D5lQPuUAVYKjBfwTZQB7VMGtE8Z0D5lgJUC4wV8E2VA+5QB7VMGtE8ZYKXAeAHfRBnQPmVA+5QB7VNGV1b6dvpeaLm+vYNAIBAIBAKBQAyCuVIgIK7xxkwY0D5lQPuUAe1TRkftg5UCAQHfRBnQPmVA+5QB7VMGWCkwXsA3UQa0TxnQPmVA+5QBVgqMF/BNlAHtUwa0TxnQPmWAlQLjBXwTZUD7lAHtUwa0TxlgpcB4Ad9EGVG0n66SZJWqA6brTBVdHT/P8zxbTxPVU+2Qrad1Xv2mbEO6SgbMrYBS+9l6msiYrtZp67KxrVqgru2wjdwGnUuo0KxvmkGaq0Xft9tGVcDiX22vDQLZzLYQpbdjnR6v9Gy9Etu1je8AKwXGC7BSyhhe++XApho8lGw1XSW6+E16W89Ks/U0AjfzYKVmJVgg0IVsPa0Jy86zUqVmvdIM1Vy9sVLBNsoeOzw/3AlWWrdfo2VO6VIlWfPwAFgpMF6AlVLGsNrP0tVUGsRqKEhpMwpGYKW7Dz0rFZsgK4bKlu1saNXxs9IQaF3rMbDSfm2jR5DovH1VEqwUGC/ASiljQO2XY9cqXatX5GVSWjpgxxX8mvFOV8L4yJDhZLpKdYHTVZrp5krL/6fpeuqZi2oU4WvEPDiVihcU7qw0lzdStGzVXNmwikpXU26Wydp6ybjMsdJLVQBBT1m6mtbFZgKL95+mIM2iKFPCnvLyNC1lc7W0dhZ9sdKcs40ySvU+WRVAY+RevcPTzKSCG/uvXlmKupo1oC+zbO1MmbUGXz/FTVVzk6f+rwRgpcB4AVZKGUOy0nXpn9UsM1tPFVsPV6nbvtLVaip78zIZadFRWBtjQ1YrAytVjxm2XDSbKtlMdMULjfastH2r5hqapc5P2+B8cXn9T9cpX4LqMaUW+UCWIDA0i2WlfeXlaFqK5mpp7QICstJpzf2adlOXytw7OpmZVHB9IxuVpairpAGmkU1lBisFKwUcAFZKGTG0r2SZ4va7akZCF597kHfSDKNodrFyU2Jcysm0PKuRVfzCwErrqR9ud6w5F3HYEIdwZjqlLMJQq5DeK/g9tGquolm2MdWwRsxrJquGdk5v3B/M3FXGt3ZVR/5nkZX2kZe7aWkit7F2ET2v4PNlYPI0G7m1d7Q2M6nglv6rNwwOzbZZLuNWrkDL8zmDt+8rBSsFdgpgpZQxFlYqkFKGk7qxUjZYGtf4Z5Vrs6rEZDbQKhcxH2leSVhJ1C9D9g7P007cwNi2VXNFw5rHVImmKUKFszaakyLlT1mWput1Pd3FJNxMVylL21tezqblFdlmhwJ6Pe3ETwfqpnq535S0tK/Oqyy4oZHz3GgYyiIo0rKowI2VigYPVgoQA1gpZYyFlbLfhDLMnihgdPRKildTXtXApBkuO+QiPM0vUNrG+LBwZ6XchtdOrZrbGlaA7SiNzVq4FxzrSq1idlFkpX3k5WxaXpGtdsijL1Y6NW+dtBq5rnd0NTMpyNDIVsPgS6DKuOHKehW4sFLZ4MFKAWIAK6WMkbBSiZQahzEO28BKmceF3Zk+Ne0fXvtKLTHCsFJucVhfGDemWH1yZ7Var9M0zTK5rIqvGrVjpea8tpqVmify/VmprncMx0odDIMvQThWqjJ4sFKAGMBKKWMcrJQ7ft87K/VYBGxHHRxWTqvnhfPFA67Wq9CFlbZt1dzWsGI+lgHXnSnKFVOvyBcruKr1097yCshKw6/ge7JSj2cUvaODmRlLZWbzqqzlIihi21Sgfg3ieLisLbBSgBjASiljFKyUI6UO8TmYB/WS4poPTAhHIPypgzkXJvpKqEo1DDVfyhn0uFNLVtqpVXNbw1awT5NKidWP6ZkiU+j6e07SSjJHPNqzUn1eYVipix0yGIiVuhi5qXe0NjOHUvFsXmcYPKqJ1XWL006VUa9VZdYavMxKtev77gAr7R/qCRX3a/EqVRb/thoE5B5qeC8dL4bkJUqteX+jUXHlWnTw9rQ9JjAGVpqtp8aRrgsrtX0rR1heNH8ZqnUudXx52FGtbw5mP21ZaZdWzW0Ny8RRQSyZO1PUpcnzSCZ3hrN4r+Ab8wrFSl3ssMFQrNTFyLW9o4OZmUulYPNuLVeM8lP+Cc4IWpXZYPAyK2UTBSsdDbQ6dJ9nUGwh8i8C7ztGR5YcEJ2V+mrBadSMgK72FAUjYKXZ2nLZZjdWmhevMc0wIH2IuwqdrlJ5rHKlDpZc8tr45YpwDw76Gf32rDRv3aq5rWGZOC6OwoMp5sLnzddps2Yszig0vLQdKzXlFZCV2vTCYjhWKpZKUSy33uFlZuZS8ZFNyhJQhTBXJ4i1MZe5KfI6a4rhykob2lt9mgqsdCxQGuCwV5+NlR15YnBWKjRZVvVSV7XtSLuPA9i/QRnQPmVA+61gfkneGoCV9g8dNZFWB413f0kXo5mvHXO+Rm+bEJuV5nmu2PugUQT3QqnZ9C5uGJo63xAoltb1DroqsiaiMR3nmY0wwMhEGdA+ZUD7rQBWmudgpUo4sVL73V/cxWjKOXTt0WDTZqltwihYqWJDt1IRrVip2w2BqgJpjUGEuHFKOHytS0cROLC7w8hEGdA+ZUD7rQBWmudgpUqYVvCdTsPJxxOFk3jC/vdqc4DTNXrbhHGw0lzcdKVVhLghyMpK67SMNwSqSqovgypylap8gFeXTnXULpODhgJGJsqA9ikD2m8FsNI8BytVQn9uRuQD7FMMYdBSAPW1YxryA1bqBTdWWkXW3P/mzUqbVDUfkTQU2OUOOgfNG4wqmU5X63WaxTEcjEyUAe1TBrRPGWCl/UPJSj2uxVNSCcNqq9+FJduEMbJS+7K3Byt1PTOrKquuDK61sqUjfSfE9ctmfQEjE2VA+5QB7VMGWGn/sB/E9malxmvHwEr7gNu+Usv9b4OwUp876Ey2aE+n+biJifmGAkYmyoD2KQPapwyw0v7hyEotK/jy5SupJgUF5zRco7dNGAUrZZfWzYqQwk13uLVmpbYyyJEN21Md08mydO12nU2PwMhEGdA+ZUD7lAFW2j9cP+drPu0ksdJEe+2Y1zV624TYrLT+Xim/fO9yMWCe5+Y73LqxUkMZVLGb8sm7l9XplFxcuIlvUBvCyEQZ0D5lQPuUAVbaP5w+pW7/MpR8fElCHcfjGr1twvjudrIoog7mF/xVemm/gm8zBgHSlXrGHbLihyCcsggDjEyUAe1TBrRPGWCl/cOJlea5/iPlytNOlmvHnK/R2ybEZqVT1Y1tZkUIV67lmjvcOp52cr+DTojOfwzfkk686ybzPCc6Mm1rV+0dO6191j87fM2nMorqc22DlDEqgmnfdXDumMlqynjR3nu0dLGLrQxW8BamH5WGQXhW+vLpw8V8Isnj5zvLSoG+sNMjE2ABSe2DlZbYae17stK8WfGgQEnzLWeltjOvPSRvTc+/nkoL21VWKsnVxXKyePJsd+dKgb6w0yMTYAG0Txk7rX1/VkoMO8RK46CnMlBhpS8eL+aTkxc7vIIP9IWdHpkAC8ao/Xqlq9z7MF1VG4iZfRpM9HQ1bTaGNIHi1V3Nkhwzs+KRl9M3yBzLPBKMUftm8PthhP0uTeB0lWYqVspF0KY8lfd6rVLmnjijJWwPetS+vuWFYHmXknaPnf5BbiOYdO90+f80Xdf3iTOdzxxqLW3OpcOVwf4s20pMnqqP+RR/K/iqadOZF4ZmpVcXy8lief5yl/eVAn1h+0YmoD+MUfvlzr4V5/ZTdhTwuW+B/eCwvN3YIy8HVupW5vFgjNo3wHR6VbIE7jRq8UYynWqeVZmRcC625jDVznWw0grGlndoWx4iPVM86MBKJZiPnzpkaqq0Pmdx+6gqiOWewkdblJ897GenwsCsNDtfekyUgpUSx5aNTECvGKP2mVmpPM+zyptzrp/7Q7zRjT0XVyYkf/GWH+Bc8zLfbeuUzogwRu1rYf7SX/nlvvLgZJbW+sibUCmYowLMXFzKmgufT/0LWGkJc8sb27Y6WcZp1Ekphn2lfFdk7CZ3DdVmKkBRBosVVUXkjlLV1FPhJgRa2h8pHZiVPn/ifs4JrBTYqpEJ6Blj1L7ALMXTsIqTDVmWpel6XU9VCp9ZEH+UWKlTXg6s1KfMY8AYta+D2MJ5rtmUoYovH6hmgpWfY9GrFqyUg7nlzW1b0rDpar1Os8ySLN/KNlaquVfFHGrLVFV1xauurqYaB1AWQH3on6OlPZLSQVlpdr6cT5ZPr3yILFgpZWzTyAT0jTFq3/blFM43G5fwmQjShRnqK94MeTntK3Uq82gwRu3roGQHdbNaboRWNH+jMeljwxU0twCClbIwt7ylbeWPTVdfCbQ9aGGlWu0YQ22ZCuDKYH7WZCDckyZa2qsTGZCV+k+UgpUSxzaNTEDfGKP2PRhetTK7Wq3XaZpmmeYCWv43sNISY9S+DmClfWMMrDTPma+AJ0xPJcdKp+I+I6mB+/Uhw7HSZydz9w9CgZUC+XaNTEDfGKP23Rme7OvVK+nF0r5qDPNhk2rCC1Y6DHxX8DkVyNRJXMHXU0pL0pr0twChVvClfuHYMFmWruszibYHg7BSz5cLeQVf+6zDCn4dTUyFWeHv0YUMxUpfPn24mD+8yPz2oYKV0sY2jUxA3xij9j1ZKXP+pf4O0zoTUuI2bXVhpcmKTQSsdDjU51JMp52EQyzSaacyVHnaqbliTnEkR6ZdGkvYHvR72knT8sa2LXulEMb2bZ1SBK30xEptmQpQlMFsRYwHYvyRtHVUNfc8neppbSsMxErbTZSClRLHVo1MQM8Yo/Z9V9V1C26ZNIrJPMOLTUqb4Jov4ICVDgDjl6FM2imafyU8rjwTJyetmuYy5bU16E375tawtq1OpaYHmyelqfIurNSSqQC+DLZnpVCOiGoPSrIZ9WlhEe52AisFHLFlIxPQK8aofb/TTtxn1ddpxm3DYpNpeGlbVprn9Se/p6t1hn2lw8PyzfVGPalyX2k9mc5MaalSnoofG5N0p7WE7UGvX9HXtXwRrGtbS5gxsNLlKs16ZKW2EvFgy+BQG+YT+0yQ6Cv4aVXmp14NDKwUGC+2b2QC+gO0TxnQPmVA+1uDAPuWwUqB8QK+iTKgfcqA9ikD2t8OFFOsfa+0gJUC4wV8E2VA+5QB7VMGtD96NHtRe9/+A1YKjBfwTZQB7VMGtE8Z0P7oUX1nIsCW5a6s9O30vdByfXsHgUAgEAgEAoEYBHOlQEBc442ZMKB9yoD2KQPap4yO2gcrBQICvokyoH3KgPYpA9qnDLBSYLyAb6IMaJ8yoH3KgPYpA6wUGC/gmygD2qcMaJ8yoH3KACsFxgv4JsqA9ikD2qcMaJ8ywEqB8QK+iTKIaF9xt3Tz2RXVz+O7HTQEiGgfUALapwywUmC8gG+iDCraV13ZV32iWmCgAW73GyuoaB9QAdqnjIFY6bOT+WRRyfLpFVgp4AD4Jsogo32Za6arJFmt1yuBlhIipXS0DygA7VPGEKz02cl8snjyrPzzxWMfYgpWShnwTZRBRvvSunxa0NFsPeVIqPj3ToOM9gEFoH3KGICVZufL+eTkRf3L1cWSIalgpYAW8E2UQUf7At3M1tOCpPK/E9pUmlPSPiAD2qeMoeZKm8lRkaSClQI6wDdRBiHtc/ST+YNbsk/FBf2dBiHtAxKgfcoYZl/pi8eL+WSxPH9Z/Md1ohSslDjgmyiDkvYZxskxVOZ3SptKc1raB0RA+5Qx2Bn8go/OJ4v54+eulJQyKy0/DVOBzhwJC7K+CdrPiWm/oZ/piiWf9e+kNpXmxLTPAn0/h/ah/Q5wYqVXF8uajBb/xwq+FbDOHL4J2qeDiowK6/Q1GeXJ6u6DlvYZoO/n0D603wEOrPTl04eL+cOLrPnl+RP3GVOyrBTICfsmIKem/ZJ+SptHdb/vOmhpH+AB7VNGeFYqc9CXTx+ClQIOgG+iDGLaz9bTZLpaTUXyqft9x0FM+wAHaJ8yBljBFz9Qyn++FKwU0AK+iTKoab9avBPX6ct7nmiRUnLaB1hA+5Qx5Bn8WnAGH3ACfBNlkNN+QT/lzaO633ca5LQPMID2KWOwM/gtBayUMuCbKAPapwxonzKgfcoAKwXGC/gmyoD2KQPapwxonzLASoHxAr6JMqB9yoD2KQPapwywUmC8gG+iDGifMqB9yoD2KaMrK307fS+0XN/eQSAQavLqrQcQyhLdAiEQyNYJ5kqBgLjGGzNhRGdFkLgS2wCBaIDnB1oDrBQICPgmyojOiiBxJbYBAtEAzw+0BlgpEBDwTZQRnRVB4kpsAwSiAZ4faA2wUiAg4JsoIzorgsSV2AYIRAM8P9AaYKVAQMA3UUZ0VgSJK7ENEIgGeH6gNcBKgyNdkbtssEYE35Slq8OkwOHhKtVcPe6klB6T8krZLV+XYpQ3sDM43Ax3GXt0VjSAXM6SZHZfH+H+USJGuJyJSjl4NItekRAykJ159Rdj5CzdHB7WXcWzy2fpxpi0JbAOXUld1Fbmlf5Zc2g4XN/eQSn6Z5tQuUZWhapbI9vUP/NoXL65JZ1NJV0lhiHPHOoEsNKwKE0FrHQgyDRM0fRuSukxKa+UnfJ1K4bCUYGV9ig3j/aSxMRKSwLKRZid7YtKASvtAK/+YowsB6q6i6avKR42Jt0EquiEs0PwzXaooej69s45X2JKMXtlb4VWz1pZqbklnU2ljKjRpznUEa6s9NnJfLIo5eFFBlbqAOZlCqx0EBQd83BTvARmafkn68NcldJjUl4pO+QrpqctRrY5jGp60VlRSJldzvbKZtew0pKzChFOJwdJcnQcvfxDyAA25tVfjJH5wCqU7z/avlYMxs30U7ZZaZMW8k1XbLZVFnXy9mfZbIvg8mFzaFhc395BKdXDXLMXwSu+Rm7PurSGWH+3lnQ1lYb6qjI1h7rDiZU+O5lPFk+eFX8+f+JFTKmy0lrNm+4T2tuLYVlptjkUnJ/wi7tSekzKK2VbvuLyiLEY6WrYuVER0VlRMLl/lCRJsnd0PJEX6Esp2ae0gn98L0n2zk6jV2EICW9i1n7qHFnxnHuX58b/boUUAn3LzLyKmkMD4/r2DkrhgxkCyAUzPt1boYYy89U3P+toKuVPmjV6c6gPHFjpy6cPeRr67GQ+WT69Ais1Id2U7x09KGl7MSwrVTQ1/5O7UnpMyitlW74SKzUUo/ASK8yZFgAAIABJREFUm3omYchtZXme7zQrPZvdv3nrgXLb6CvudzHCzaO9JLl3dnzvoFDK/r0dZqjhTczaT1tHzqVxWd/XLD7AK9+MZxPGZ7Vk4nCT2UIDQ/D8UAo/8ZAwE7jMXKm3yrRvGWZKLj7rlG9dRWU7mUP94MBKnz+ZLOaPnze/XF0sm6lTsFILwEqHgkeXtimlx6S8Um4/kOgcpYghLTE6KwovalZ6OUuS/YmStspHnZLdXdAPbmFe/cWzc1XsQQ5REqDDTcYcF2HPv7jmW69/Hm5Sa7zit3KmcCMsvDqFhoXg+aEUdt6y2XJQThc0JNtLZdrW0DeTJoo9X2aKVzPW6EN94TpXyrLSbz1/Mlksz1+ClboArHQogJXy2634jUTl+/6QS/rRWVF4UbFSbo1eiFAcddo7Oy6PN90c30uSmsLumgS3sGCsNKt2/6lyFftakcghxzSYruaab7pqEtGvFasm3iQ4hQZFCFa6G0qRSCmXlrvKDK1hnSiVn7Xky2070L0AaEL94bKvNDtfskv22flyDlbqDLDSoQBWaiuGw7JOn4jOisKLxEpPJwfcmXrdEn8jl7NkV3eaBrewIKy0Yg3ajqIkQAn7qZ0qCaclXamcTDd1eJb9QtEqzbxCw6FvVrozSlFMFgjzmg4qM7eGeSzQPqvNVywBn745tBUcz+C/eLxozuA/PnmCFXxngJUOBsXpHk3rO+0r7Skpr5Td821TjMHGpALRWVF4UW4bVULLO28e7YGVtoVXf3GJXJEZUycxzxWxCTVLul6dusuzXUJ7hNe+UkJK0czH+qjM1hqm5FxaUkxGM41aJmMObYc23yu9uljitJMzwEoHg9zjdTTMqpQek/JK2T1fWzH83V/viM6KwosnKxVnUh+8KudK713Gr0v/Et7EvPqLNXK5x8X2zXd1XxP6lTg9pstXtQXQ9Vld2VqG9ol+zuDn+a4pxXs1TFCZvTUsB8vsLSnmuxWsNDtf4stQ7gArHQ78nu1yRULVOexK6TEpr5Sd87UWo1wqWjl+3C4AorOi8GJdoFfvKz0q95XOLm3f4d9qGcDGvPqLQ9fzmkWqoVmWZXflafPNqn7ZPJv4PSt2cbfQsOC+Vwql6B4VH7aozKE1tBTX+KyXqQSfjvdlpcIeU7BSK8BKh4R87tz1cyTSbz0m5VVIY6g2ZW0xeAy3fJ+DlSojFMebOOzm8v2rMdzt5N6ptXM+bpt2VI+7OhPp9AvfT03PKrJlHjWHBoXpbifaSlG5ZWGXpuZZp9bQjBC2Z31MZRSstDjeVMnJCy8iC1YKVjoo2BOO2sUKNyrZY1JehTSEerHSPM8z9hbojdPSTX+IzorCiz8rfevBq9PJUXXp6MH+5HJHKemrgVipZ3/RRNYvRDpvJTffm27p8qbb2s3PGu9jt4SGw/XtHZSif3TDPituftU869QamqlSl2edTWUUrLSTkGelpBGBlQKjQXRWBIkrsQ0wL4baIdcHgALw/EBrgJUCAQHfRBnRWREkrsQ2wDzPNoPfaAbkOTw/0AFgpUBAwDdRRnRWBIkrsQ0QiAZ4fqA1wEqBgIBvoozorAgSV2IbIBAN8PxAayRvp++FluvbOwgEQk2isyJIXIlugRAIZOsEc6VAQFzjjZkworMiSFyJbYBANMDzA60BVgoEBHwTZURnRZC4EtsAgWiA5wdaA6wUCAj4JsqIzoogcSW2AQLRAM8PtAZYKRAQ8E2UEZ0VQeJKbAMEogGeH2gNsFIgIOCbKCM6K4LEldgGCEQDPD/QGmCloZClm0P7fZU7jgi+ye3etHTlcCtaj0l5pexzS6D5Rr1oFw7meU6DlV7OVDeOnt4/m+2V7b6/d3Q8Ex/hcfBo1kthxiYD2ZmXkRsjOzttxbWK8vXm3KVS2cZ4QaUxX8uzGg+gvWVyiMuurpkbR6EU2S2rLzP1UZl63LG0ZKtSyYHSs5Z29gRYaRjIWhrEF4wNg7NSud0VhLHs+xYq2WNSXik75cvl3kdSIRCdFYWWm0d7SSKz0vtHklaOjuvQ2dm+GApW2gFeRm6M7Oy0y4j8Ve5yX2weNgZa8vVNuC5WbFaqbWcRlJSiSboMdlaZZtwxtWT7UtkCbU3pDRsrff5ksphPTl4Iv19dLCeLeSlSKHlWWijpcFO+bWRpG+6yCxiYlfLtXjY73z2Yd0mjOnpMyitlh3xrpCvWyqry1GXxSSoIorOikDK7rGdDeVZaTIUezO7fFL+cTo6SJNmf1H8ecCR1l2UAG/MycmNkV6fdjMDSuKxzA8WYvuJTdszX+KzFAyjLMYwHuL69g1LKUF4pxbPNVGS2MWlFoTLtuGNsyS6lkgKLpPmRpkd2Y2Cl2flSzTuvLpaTxfL8ZfHni8dGYkqRlWabQ8mS5J8oYFhWKjey8EvduzbyWk+wpLxStuWrWKTSpW2tQnBEZ0XBpJgN3Ts6nhyJrPQ+x0FlOb6XJHtnp9GrMISENzEvIzdGdnTa5QAs9cN0ZehaUiDzuC1f07MuVRQeHKr7X9/eQSm6R521IEc2jDueDt+9VIYmbwrVp2FpWWlFPbPzpUA6XzxezB9eZHzMJ8/ASk3o+21iSzAsK9XtK2peCDfl656Z3PWblFfKtnxNuWW8a7FWITiis6Jgcv+snAq9L7LS43uJcSr05tFektw7O753UMx27N/bYYYa3sS8jNy3R8hOu44uPldE3dSzWPzOu6ycWhLWQ3TDOJevz7OZgVwMykklzw+lsPTP0QWrVGYYd7xa0qdUWlbKTqVo27kFrPtKJVb68unDxfzxc3GVn/sFrJRHZcSxyzE4BmWlts7DwOYbekzKK2WPfKUoSbFC06IKoRCdFYUXJSvdOzudXT6qeSd32kk+6mRmsVstwS3My8g9e4TstJkpIbHXK/bd8QSpWXUtB26tx5DydXlW5QHMlQkMwfNDKXxxmbNDurNgFpVJ445rS7YoVTlBuxFW8PkFfn07e8OflT5/wizfa3gqWCmDrNqEErsgEQBW6pdySyqZrpLDw9rX6BbwwUr7F5GV3jzaS5K9A+15puKo095ZxVNvju8liXHFf5sluIUFY6UKp80tUwq9XtiGWD3e7BYXOIxlYo1nGy7PqjwAHzzwBrIQrHQHlFJU7VB4VjuuGFTWmpW2KZXiNFMTbmtnf4CVBkVlvPR2lBYAK/VLuSOVZJdlwEqHECUrTZL9e5fVuvxNuVh/71KTyOUs2dWdpsEtLAgrVTltMZ6914tdMbEeSlIOFo7PMmkohpuBd+7kef+sdEeUUtI79mNQZQbCw/57zHwdvmep2E9OrdLMPJR0fAsCKw2HStdEGWmex9hXKr8Yqjq3U5/vKSmvlN3zVYNxFl2T6o7orCi86FbwuWjFBKqOd5pDt1rCm5iXkbtEVjttzVyRybubXzUd83V71vZEBFLqt6+UkFJUB4NaqUy9rzRsqVqk3Ap97SvleSpYqfQxBZoY2Rn8GtZO32NSXim756veeMTE9kkqDKKzovAisVLVh58a3nk6OZC+Tno5M82kbrWENzEvI7dG1jptCwEy0xT7JJZ+sHBYWtF7AKkkA6KfM/h5vmtKyTaHkjJaqUyOYmzJPkol5q5flOtocv6sFGfwHTD8Pp5xYuDvlfK7sss1B5UaHF9F+0nKK2XnfPPaLa80G3p8kgqC6KwovEisVLVz9CCpd46WodX5p9ml+jv8OyID2JiXkTt0Pcf+od7CKHzAsoogHxbhMjbma37W4gGasg0+FnHfK4VSxFBtvk3JLZXWnbjXtWSXUlWUlm9IPmVdO7dBC1b66tnJvJkcffn0IU9SwUr1L3HkTjyN824nNZW0n+BsnZRXIY2hQsrSnnvemTlWIRSis6LwIrPSckJUQDN7Whxv4rCby/evxnC3k3un9nPaUg9XnEMWdzyq07Xma3g2t3oAVVEHgeluJ+JKUSXu8WksUxxLX2hdKkWgeZzp9hpk/l7pnJdmQvTZSfO7gZLSZKX6lQWw0vBgT0dqN1C4Uckek/IqpCFUtW5jum/aqQqhEJ0VhRcVK33rwavT+0f71c1P8hdJTydH1SH9g/3J5Y5S0lcDsVLf/qKO7Om0VT2c64kboa+x14izH3R0yVf3rCpfxXXtMaZK8+vbOyhFrxTjhfROKtOMMZaRpX2p2NNOyu0Uhnb2hXWutKsQZKVAjQisFBgNorMiSFyJbYB5MZhiJ9XwgOcHWgOsFAgI+CbKiM6KIHEltgHmebbpfNEM0Abw/EBrgJUCAQHfRBnRWREkrsQ2QCAa4PmB1gArBQICvokyorMiSFyJbYBANMDzA62RvJ2+F1qub+8gEAg1ic6KIHElugVCIJCtE8yVAgFxjTdmwojOiiBxJbYBAtEAzw+0BlgpEBDwTZQRnRVB4kpsAwSiAZ4faA2wUiAg4JsoIzorgsSV2AYIRAM8P9AaYKVAQMA3UUZ0VgSJK7ENEIgGeH6gNcBKgYCAb6KM6KwIEldiGyAQDfD8QGuAlYaC+VIxIojgmyw3o5VIVw73v/aYlFfKbvkqC6K6UJnDkBfdRGdF4eTmeHJQ3Rqa7N/T3Rp6OVPcR3pzfK9+9mA2uYldl3AykJ159RdjZEenLXZ57Q2VTW9zHg4UvThLN4emayQ1NXIoVThcMzeOQileSrGUKtsY7hRl70HlnvUzBnV9+0jZCWClQaDSlC9z2QUMzkplGqZo9lI7FoX0mJRXyk75ahPlr5eWzRCstAc5vif17j3xsvu3Htw82ksSkZWWP3K4dxm9RmFkECvz6i+myI5OW9HlbQOz+3Cg6MVykblOrK9RbFbqUl9LFegpxVIqs0dXlKqNMbjVN6CZ2Vjp8yeTxXxy8sIviDorTVdJkhxuqveY8r2JIC0dmJUWHaRq+Cwt/2Q7B/MOa9RHj0l5peyQrzZNsSTZ5jCq1UVnRWFkdrafJMne2fGs+PNSwT5nl7OKfXK/3z9KkmR/Us2tltGOjqNXKogMYGNe/cUY2cVpO3f5MjH3lJvi8YnzRa7KLFACV3fBlSosrm/voBR/pVhKVZDDFZ8v9ywzfVoG69pEYwyq+vaTsjsMrDQ7X84ni7mKehqCwEpVyDaHw05TjQTDslK5lYVf6t61kVcogiXllbItX8XSSs0+pbB0FdfoorOiIHI6OUiSg0cz5sfZ2X6S7Ndr8fePkiRJ9o6OJ0ciK3VJbXckvIlZ+2nryHKge5e3DcvKbJW9WBHTx114lapXXN/eQSkONfIrleTRmYKpMtHPS5g4qUN9/VP2gZaVXl0sJ4vl+cvsfClST0MQWKkK2aD+YEwYlpXqNlY2r5qb8nVPSe4CJeWVsi1fU7gYVjiOTT2TMPju5uisaCiZne2z7PP+2ez+zVsPSnpqYqWzy1miXP3fDQlvYtZ+2jqy7LRdu7yVaKgiaHux/DjDBzxqNPAYJHh+KKWVUsRSZeUcpbCwpiHDejqsyVdT3x5S9oN1X6mBeoKVWlFPhx9u6C3f5wOzUo/OY/MyPSbllbJP/2+yLwPFkij2Ag27oB+dFQ0jxVZR1Sq8gZUW2wCSJNk729Hl+1cDsFKv/uIa2eq0jV2+Ig76MEXKhl5sSt69+qZSBYHg+aEUT6XoSsVsVyinGsR19o2wzu6cr76+XVP2BVhpUKSr5PCwNi/MlQYFQVbKregIJRE2P5Xv3UOaYXRWNIDcFCef1NTTwErvHyV7BzUxxVxpOwRhpVanberyxrkiTcqmXszXoNpX6FmjoSdK8/5ZKTWlaEolklI+cCOEqZtLna+xvp1S9gdY6SCguoYPVuqXcqdR1l6Sga0wOisKLNWRpn3d152sK/gPXp2W55928vtQwS0sCCutw3TdxdDR3LwBm7JrL674CFseD0o39LHHvllpHUZMKVx9FRMNwtwk+0GqVZq55utQ35YptwJY6UCged5p+H2lbh3FaV9pT0l5peyer+791cQ7BzbC6KwopJRL8MaDSg6stNwAsJvTpeFNzKO/eEbO8xYvos7OoE7ZrRdnmhVTtxpFIKV++0qhFJdSteC2jvm2GEqCmhlYaQCodleAlYaH++FHt93r/STllbLH+U2LKxnBnEl0VhRM6lP25rPzEis9nRxIPBWstAO8zjsbI3s4bW03UgcYU3YgBOXOG9WX6J2qH4OU9nQGn5pSzPX1PnWgmFdW5uvPSl1Tbgew0hAotbyKt6VvJBj4e6X8ruxyzUHV6o6L3f0k5ZWyc76ahKV9pSvNR/UGQHRWFEicD87Lc6XlDGtNZ8ttqVjBbwuv/mKM7O60jasXivhew4HyzKJ5yspc/TjzIdz3SqEUV6WYSyWfOmKTrigt7+9bGYNyKOklZSeAlYaBtCmZIicd691Oahem9Dz9JOVVSGOodU+/OaVhjTA6KwoixXynAvIVTaoV/ON70uO7OVH6agx3O3l1alenreuEpkVk5+GAT0Q7i1XHsLqpKFOlxrudoJTWpVK4dGO5lOeR7MbgcNqpZcpOMH+vdM7Lk2e2ILDSBsx9tT63me8UBmel/ClFbbO7Uckek/IqpCHUi5XmghFuBjbC6KwohKiuDC3gxkrfevDqdHJUnr5PDvbvXe4oJX01ECv17C+WrufitDWd0Dxb5DoccInrl1bVJ1yUNYqydez69g5KaakUY6nY++jlT1CzZ5IUFXI1Bstppw4pO8E6V9pV6LJSIAorBUaD6KwIEldiG2BeDKYEF6miA54faA2wUiAg4JsoIzorgsSV2AaY59lm8BvNgDyH5wc6AKwUCAj4JsqIzoogcSW2AQLRAM8PtAZYKRAQ8E2UEZ0VQeJKbAMEogGeH2iN5O30vdByfXsHgUCoSXRWBIkr0S0QAoFsnWCuFAiIa7wxE0Z0VgSJK7ENEIgGeH6gNcBKgYCAb6KM6KwIEldiGyAQDfD8QGuAlQIBAd9EGdFZESSuxDZAIBrg+YHWACsFAgK+iTKisyJIXIltgEA0wPMDrQFWCgQEfBNlRGdFkLgS2wCBaIDnB1oDrHQAxLmJeAyI4JssN6OVSFcOGukxqViFdMsoEKKzonByczw5qG4NTfS3hl7OlDeO3seNo33Cy8iNkbN0dViH6j+/r+yYWbo5dLs2kwvV3l/ZXEllSZkvl8N17UNcdnXN3DgKpUgXQafqS0U759slVNsaLqHm+noCrDQ40lWSdNbTlmJwVlo2NgNFu5d936KRHpOKVUinjMIhOisKJcf3pGFj70wilzeP9pJEZqX3j8Rn711Gr1EYGcTKvIzcFFlFCZw7ppwwS/4USVehViJiTlkuwmhYqbUlhYIrI++aUjQPl+Ed8+0SamgNa6ilvt6wsdLnTyaL+eTkBf/7i8eL+aSSx8/BSrVotAlWGh5Fax9uihe5LC3/ZHsP81Zu1EiPScUqpENGYRGdFYWR2dl+kiR7Z8ez4s9LBfucXc72Sg3yrLSgqgeP7t8wzx48msWuVBAZwMa8jNwYOV0xYXUf5PufrmPyCVcp13GKoXrFh2p7YlkQlh9pUxZKYPEYXMphcX17B6UolVLk28w2ZhuTVjzy7RJqaQ3HtuqL7RhYaXa+rKgnx0qz82XDRJ+dWIgpaVaabQ6TZJViBX8YZJtDoa8Iv9QOYWPTSI9J9ZoyZ0rmpKwZBUd0VhRETicHIo+cne0nyf7kpvyzmA3dOzqeHElslY+p/GV3JLyJeRm5Z48QA/UdU5EM91O6EoINIwLPHG0ps7/ZBpoBOWmeX9/eQSkqpXhpwSffLqG21nBqq/7YjpaVXl0sJ4vl+cvsfCnPlTLy8unDxfzhRQZWKqFWD1jpMFC0M/9Tuilf96wa6TGpXlOWfIU+KWtGwRGdFQ0ls7N9ln3eP5sVU6H3JVYq//Lgcpbs6iJ+eBPzMnKvyJlEH7y6fDlEM38kzOyYdlrOgbNwKfOVMBVsUE4qeX4oxVq3nvJtGWpuDYe26pPtWPeVgpW2BPN6AVY6CLTvq3LHtmmkx6RiFdIjo1CIzoqGkWJR/uhYDpI4qGKetXhcsS11ByS4hXkZuWvkeh3ycGMgeA5ba5gozCpzUk7uuTzmEsVpoHFIuV8Inh9K4QOY4066s2Ct8u0Qam4NS1v1y3Y6s9LnT7CCrwA35Q1WOgjASsFKB5eb4uSTfND+rQdgpcEtLAgrTVfJ4WHNgXRzZ/qOmVW78LifuDFdnbB1bkyRsttAM/BEad4/K90RpRRVOxTy1Xp/z3y7hJpbwxzaN9vpyEpfPF7MJ8unVzjtxEK59wWsNDTASsFKB5XqSJN2VyhYaWAEYaV1mI4YGDpmNXrLGyUTy5kdW39Xpew60EQYgPpmpXXYdiulnPJlPwZVJmHaquVWoy6h5tYwhgZgO51Y6bOT+WSxPH9pSoEgK21OotnfiHYcw+8rlV+xVV3EaV9pT0nFKqR7RqEQnRWFlOIkvvn4vHpfqfAI9pV2gJeRe/cIz9fFinIID2im/nw2fatTdh1oYsyKeO0rJaQURXVVZfHPt1OouTWMoSHYTntW6kJJwUrBSgfMzf04p9VP95hUrEK6ZxQK0VlRMKlP2Zu/6CSzUpzB7xdeRm6MrNqF50OAijVR1R5Bt+lAy3kgVcqOA02Upbp+zuDvnlJUB5B6ybdTaIdltxGxUusHoSizUglYwR8IZberP323OtR0DrtGekwqViGdMwqF6KwokFzOErc1d92Je+Z7pTN8r7QTvIzcGLkcXlfMMqVmbNXNqbllqy6llrf5bAlVeoyh30ULcN8rhVKagmlWw/vIt0OouTVc2kpX3zZow0qvLpaOlBSsNM9zsNIBUfQfFq6fI5F+6zGpWIV0zCgUorOiIHI6ORBbtYC8Cq9gpbjbqW8Yjdyrv0gnOjQDr9QxtfNFVSQ5W8elYmvK5oIZUg4M091OxJWieryHfLuEWlvD3la2wvvA/L3SOS9PntUnnETRLuWDlYKVDgr2tKD2ul43KtljUrEK6ZRRKERnRSGkvEdUAUdW+uDV6f2j/eqh/XuXu3jOqZCB7Mxg5N79RX0/OQ8xUf0iJjNFlnLXiIu8SjM75pKysbaxpkrz69s7KEVT26K+h/3m2yXUpTUsbWWuryesc6VdBayUMiKwUmA0iM6KIHEltgHmxfhPbTf/GADPD7QGWCkQEPBNlBGdFUHiSmwDzPNsY5rWAYIBnh9oDbBSICDgmygjOiuCxJXYBghEAzw/0BpgpUBAwDdRRnRWBIkrsQ0QiAZ4fqA1krfT90LL9e0dBAKhJtFZESSuRLdACASydYK5UiAgrvHGTBjRWREkrsQ2QCAa4PmB1gArBQICvokyorMiSFyJbYBANMDzA60BVgoEBHwTZURnRZC4EtsAgWiA5wdaA6wUCAj4JsqIzoogcSW2AQLRAM8PtAZYKRAQ8E2UEZ0VQeJKbAMEogGeH2gNsNJQkG+OJXjHSATfxFxep7+eLk9XDrei9ZhU+JSVkeMaYXRWFE5ujicHDreGXs5UN466he6ADGRnbr3JJbL5Jsgato6puHTRkjJ7n6NUrCzdHOov5HQs88AXX18zN45CKYp7oNvm61jfFq1hDrXV1xTqC7DSQFBcPAtWGh4yDVP0vFI3FgfdY1LBU9ZEjmyE0VlRKDm+JzZrsncmEdObR3tJouWd5tDdkEGszKk3uURW3RXepmOWeVjuZGefl0vFBCsCm07sWGZlqYLi+vYOSmlVI2O+bvVt0RqWUGN9LaH+sLHS508mi/nk5AX/+4vHi/mkksfPwUolZJvD4TzAeDEwKy164+GmeFXL0vJPtn8wb+VG9fSYVOCU9ZFjG2F0VhRGZmf7SZLsnR3Pij8vFfxydjnbK5Wi4J3m0N2RAWzMoTc5Rk5XTFjdreTJNXPHbDiHQGH0KRdjejPBlG1WTbH4Ildlrh52KbOuVGFxfXsHpahS7pKvS33btYY51Fxfc2gbGFhpdr6sqCfPSp+dNEz02cl8slievwQr5ZGuSM6NihiWlWabQ7ED87/UXX5jW8zqMaleUxaXVqyRYxphdFYURE4nB0ly8GjG/Dg720+S/clN+ef9oyRJkr2j48mRgneaQ3dKwpuYtTe1jiwHOnT58j3QtlbOpZxKtMNYZL8y+5SqV1zf3kEpLoEe+dYRtPXt3BrKUHN9fVvDAVpWenWxnCyW5y+z86U8V8rIy6cPF/OHFxlYKYtCuZv6tcW432eHMSwrVfQ0/qd0U76DWh10j0n1mrLESg2RoxthdFY0lMzO9ll+ef9sdv/mrQclAZVYqTF0pyS8iVl7U+vImUQQrF2+/t3sE/iUvbmiYQVELrN7qXqG4PmhFB1j9czXXN+OreFuKuZluK6LdNZ9pU6s1LCIT5OVKjZakFzQH5SVqt7QNG9tXu/N3ZIaKGWdc49phNFZ0TBS7BA9OpaDzLwTrLQzPHqTe+R6DfNwY9h3pzxZWKak67mqlMvHmBMuxsNBRRJS2toyO5QqCATPD6X0na/3caXc1hrupqKpr1OoCzqy0ux8OZ8sn15hXykHYadF+UJEcEkfrHSolOXI8Y0wOisaQG6Kk09qcglWGhhBWGm6Sg4Pa8ag6C26RYw6smGmSky5KEBzfrmCMuOyC7ul7FyqIOible6QUvrJ15+VmlvD2VT09bWHOqIdK2W2nC6ePDOmQJKVKmDdMLKTACsdKmWnyAMbYXRWFFiqQ0vNjlJBwEoDIwgrrcN03UXqa8rNjib30qRczpgxM2LVcRXx6GL5s7n7smX2LVWv6JuV1mFbrpR+8rVWx7M1XNvKXF+31nBA1xX8q4vlBPtKHdB1A/B2Yvh9pbpNVXJM677SnpIaJmWnyAMbYXRWFFKKk/jCsSdBwEpDw703+UbOc+fXRdW3fgyTa3zKikLJ+VZ0xaHr1s+2KFWP8NpXSkcpfeSrrq851Nwabm1lrq9Ha1jReV9pOW+qnTGlyEo1KxAEd5aO7Ax+Dbfd3P0kNUzK1pfjNmXtiOisKJjU5+hf4Vs8AAAgAElEQVQNlPQBWGl4E+vvDL5qN1w/BMicsupkCJ9vufNGsb/QmHJ0Vgql6FLukK+2vl1aw8FU9PW1h3qjJ1aq31pKkZVWW/pW/X3Ba0sx8PdKq52T1afvVocaH+xw1rG/pAZJWbuvNKIRRmdFgeRylig/my8JWGlwOPcma+Ss6h/ls/p92E4rLUwEc8qK/d9sscyrv85ldil2n+C+VwqliCm3zNe5vr6tYQk1b/3qfWNYC1b64jE7M/r8CVbwFShMTf3aQQjjvNtJvxlc6on9JBWukPbIEY0wOisKIqeTA6lZkyRJknuXYmSw0gFg7E1enbr5/ri5v/gP+eaUVVNV5dPaWawqddcyuxS7T5judiKulNb5etS3V1Zqrq+1Nfxh/l7pnJeSjApBuNtJjYy9zHbT09z2lmFwVtpsuU4Sw5KCG+HrMalwhTQHRDXC6KwohJQ3hSoAVirKQHZm6E2+nTpzvYHce8g3p6y5GV2/tMqtzrrdOD80K4VS9Cm3ydenvn2yUnN9nVrDE9a50q5Cl5UCUVgpMBpEZ0WQuBLbAPNihCe4SBUd8PxAa4CVAgEB30QZ0VkRJK7ENsA8zzZUr9WLDHh+oDXASoGAgG+ijOisCBJXYhsgEA3w/EBrgJUCAQHfRBnRWREkrsQ2QCAa4PmB1kjeTt8LLde3dxAIhJpEZ0WQuBLdAiEQyNYJ5kqBgLjGGzNhRGdFkLgS2wCBaIDnB1oDrBQICPgmyojOiiBxJbYBAtEAzw+0BlgpEBDwTZQRnRVB4kpsAwSiAZ4faA2wUiAg4JsoIzorgsSV2AYIRAM8P9AaYKVAQMA3UUZ0VgSJK7ENEIgGeH6gNcBKgyFLHW+C22FE8E3M5XWGVk9XDjei9ZhUsJQtt9O5ZRQI0VlROLk5nhzsV1fr7d+7PBVC79WhB7PJjfD46f2zWXVt6f7e0fEsenUCyUB25mXkxsjm3iTf1669kV1x969xOLCUinnUt49HGoaumRtHoRThWUuZmftI9fdR55o7VC1lPjSkbM7XzZDajIYSwEoDQTa8wa4gHhEGZ6Vysytavby616KPHpMKlbLqDmL2AaeMwiE6Kwolx/ekZt87q4jpzaM9KfTeZfP4/SMp+Og4do3CyCBW5mXkpsi23qQIlwmQptuahwNjFSwjibn60Yah69s752ypKcVYZqcKMXlwlfItM5OyJV8nQ2o1GipgY6XPn0wW88nJC2Xo1cVysphPlk+vwEp5FDpsXiiyzUprXbuMgVlp0SsON0WzZ2n5J9vqzLukA+HrJalgKacrJqH6qfoJh4zCIjorCiOzs/0kSfbOyjnO2WVBQ2f3X731oCSd+5Nq9nR2OdtLGN55OUuSJDmY3S8nUE8nRXxxPnUnZAAb8zJyY2RLbyoeNvsMXbc1Dwf2UrGPFsFV+ubqRxyGrm/voBR19Y1lLpKuUtY2XcMhmYSM+fKBVWj9uDlfB0NqORoqYWCl2flyPlnMtaz05dOHi+XjkyVYqYSUJgeVMSwrzTaH0loI90vduTaKtY9QSfWasmrRRpOSNaPgiM6Kgsjp5CBJDh6xy+6zs309s+Ti399hDipLeBPzMnLPHqHol4bOY+i25uHAWCpVARlWY65RzGHo+vYOSlGnZiyzFKhcpi8yE4J8y8z9ZMzXakitR0M1tKz06mI5WSzPX2bnSyUrzc6X84cX2dUFWKkEM3WghGFZqaLd+Z/STfm2Z9VQj0n1mrIpt4x3HtaMgiM6KxpKZmf79VypGHQ5S5r1/eN7ye6u18sS3sS8jNwrstCbSiawqWeExL2E+m5r6XXGUmkJUPGb8dmow5Dg+aGU+idzmbNy1jVj/+TzqhMTMvJ1+NycrSlfuyG1Hg3VsO4rVbPSq4vlZPHkWfEfsFIB5XsHsz0Yp50GgMVZsLB1nh6TGiLlej3ncGN4cx58sjQ6KxpGio2kEtcsFvqTJNk7q4OO7yXJ3tnp7PLRvYMiEKedusDLyF0jq3qTcmOduncqCZB+OHChONwadlG6w01mezbqMCR4fiiF53iGMjNL4SVrlYimki16OvyKhjrk62FIEVnpy6cPF/PHzyt6ClbKozCFQ07Ftc3SAljpICmnq8be9Av4YKUB5KY4+aSYKL1/lOwd1MT09MGrkr/uNYf3K/D7AXZHgltYEFaq6k3itrxy1k6Vj9htLcOBrVSq4z5OBCjuMNQ3K90RpdjLLJJDPi1uob09K82qbaTcT5p8fQwpHit9dtL8AlYqozRZ9tWr1Di5VX2w0uFSzvkFLrDS4FKeZLLsEz1t9pKWx/OZL0ndHBeTpuwh/d2R4BYWhJXWYZbtdJpgJQHSDwcOpWK/9rNKsybUzkqjDUN9s9I6bLuVYiuzgrM2U5piKu1YaVVweQeqJl8fQ4rFSp8/KdbuwUq1UG1nHpgQjATD7yuVX7FbdZ4ekxos5TyXlpncMgqF6KwopJQL9C7TnMUU6dlpvYKvCY1fqZ4lvIl5Gbl3jzA7bdeXSctw4F0qJtT4bNRhyGtfKSGlmMusmSUuntVM0CY+Za4YpoNZtDKkSKz02Ul1MJ+XhxcZWGkJbhsx+xtYaVDIbaxrdWvn6TGpYClLO4P4tNwzCoXorCiYFN8cVW0JPZ0cJOKCfsM7TycH0g5UsNIO8DJyY2RzbzIP27nxZ8tw4NtP2dlAe41iDUP9nMHfUaVoy+wy+a1lpdYyl3sFFFtCzfOsHoYU9bQTd+wJc6UiNPPh5Ejp0N8r5XehG1rd4VRhf0kFS7l0UyvNFiXnjEIhOisKJNyxelHKOdSasJYbT8tVfuFbp9UK/o5+K2oAG/MycmNkc28qXbrwQUdV95S7rWU4cCiVmC2/tdD8bJxhiPteKZQiKUVTZvkclaHtxEqZ+4Jx64M5X3dDAisdM1TvNeR2lY71bid151H38V6SClZIaYc67yocMwqF6KwoiBSzoQpUe0OP70kRGAqrenxXvxU1iJUZjdyrU5t7k+LstHKMV3Vby3BgKpXiUS5bY43iDUOmu52IK8VcZkWoTmVypfT5aidaqwjmfF0NKTArLe9t4qTZTgpWaoflhnISGJyVcrvQ9ZcIu1HJHpMKWEjj7cROGYVCdFYUQlQXihZgTiydTo6qg/YHzNmmKvT+0X6VyP69nVy7L2QgOzMYuW+ntvQmNnTj0W1z23BgLJX5ontbjeIMQ9e3d1CKW43EMrMXzhtVpqTa6nz1q/8M8zTn62RIA82VdhW6rBSIwkqB0SA6K4LEldgGmBdjKc0ZgbiA5wdaA6wUCAj4JsqIzoogcSW2AeZ5tqG6TBUZ8PxAa4CVAgEB30QZ0VkRJK7ENkAgGuD5gdYAKwUCAr6JMqKzIkhciW2AQDTA8wOtkbydvhdarm/vIBAINYnOiiBxJboFQiCQrRPMlQIBcY03ZsKIzoogcSW2AQLRAM8PtAZYKRAQ8E2UEZ0VQeJKbAMEogGeH2gNsFIgIOCbKCM6K4LEldgGCEQDPD/QGmClQEDAN1FGdFYEiSuxDRCIBnh+oDXASoGAgG+ijOisCBJXYhsgEA3w/EBrgJUGgPZ6L3K3jETwTZab4EqkK4eL0XpMaoiUFbe9yZcbD2mC0VlROLk5nhxUd4om8p2ilVzOkmR2X5/O/aPEHGG7ZSA7c+tNLpEdr+dUd8xs43jJpPr6yrb5shdFGq8M6Oc2SEdcMzeOQileSsnSzaGyVC68wlIjY6k6aKHfgQasNADASisMzkrl3qFww6V+LA66x6SGSLlMlL9eWjZEsNIe5Pie1LX35Ovsbx7tJYmJdF7OEnOEbZdBrMypN7lEVrlt545p7mrG0E75yhXSVF/lHwLi+vYOSmmjFMWzVamsvMJcX0upumih54HGxkqfP5ks5pOTF+yPz07mkwUnj5+DlRqRrjrqaUsxMCstOsfhpnjNy9LyT7bZmfdBo4PuMakBUm68guQrhhqGFIjOisLI7Gw/SZK9s+NZ8eelgn3OLmd7pUY0pLPkrPoIOyAD2JhDb3KMXProaoqo7IPiNJamYxZDejW/JBbDGNol3yLhZl6rTFqeulP6h5C4vr2DUnI2aSel8I1RParVGs8r7DXSl6qTFvoeaAysNDtfVrxTZqXLp1eYK3UFVU46NCvNNodCOwu/1D1zY1vM6jGpXlNWrsKVTkEKS1dxzS46Kwoip5ODJDl4NGN+nJ3tJ8n+5Kb88/5RkiTJ3tHxRLtAfzo5SJKjY6zgd4S1N7WOLAeaOqbU1bjOaA5tn6+q+AqGoPMPIXF9ewel8L85KEXxrKE1RF5hqpGlVN200PdAo2WlVxfLyWJ5/jI7X4KVdgJdTjo0K9VtrKx/Sjflq6LVQfeYVK8pm54Wwwqns6nf6I37m0IgOisaSmZn+yy5vH82u3/z1gP9ttH6d7DSjrD2ptaRM8lvmzpmVk48Zeyf9cPm0Pb5aqkG97jOPwSF4PmhlLZK0c5DyrzCVCNLqTppofeBxrqvFKy0GypLiV2OOBiUlTq5gwI2X9BjUoFTZl5TxfiKfUTDWmJ0VjSMFGvxR8dykJp0Xs7qiVWw0m7w6E3ukeuV1cONurOoFyya9dxyaE6dQ1vnW87YbYRlWfU0VkxWCqW0U4qWPqgDDDUylqqbFnofaNqyUmZT6cOLDKxUB8oTpTlYaeiUuaUTIb6wRal8wx3SGKOzogHkpjj5pGaWKtJ5fI85GgVW2g1BWGm6Sg4P69FX0VtUHVPkA/yj5tAO+WoOwLAbAnX+ISz6ZqUUlZJVG0U1uUrlMdbIVKpOWuh/oGnDSqWFfhMxpc1KB3UEIwRY6YCFtJdk4Hek6KwosFRHmpodpYJIpFPckwpW2g1BWGkdpusuckdTDMzMVJY5tEu+TGpJkiSHqzRrauTvH3pE36y0DiOilCoBw45S5fECY42cS1Un56sFtnztB5qurNS6oE+alVInpRH2lcovdyoNOO0r7SmpUClr3n1N7sC4g71/RGdFIaU4iS8cexJEJJ3NuXsRig9L7YCENzH33uQbOc/dXxc100plJHNol3xVqCO18A89wmtfKZQizOKKS/4uefrXiAntSwtOoVb0xEoXT56BlUogT0rHdga/htse836SCpWyxcH5O6neEZ0VBZP6lL2Bkj4AKw1vYl5nh42RVRv1uhAg14moLvkq0MxSRWelUAoXx1Up5fq34eIBzfSs53wnN6HZQQsBBprurDQ7X2KuVImBZ6bGiIG/V8rv6C7XK1QacFzs7iepoVJW7ytdOX76LgCis6JAcjlz5JHWBXqs4HeFc2+yRs6q/mHdHudywIVN2hzaJd+KL/BdXFP9oVfwoZTiSS+lOKx9G2cxLDXSlqqDFvofaPxZ6cunDxkOWuwrxVf0VcBU6UjvdlKrRukf+kkqXCGNYXI+w74kRWdFQeR0ciA1a5IkSXLvUowMVjoAjL3Jq1NLZ0U0/UXbMbVJ20Jb56uYe/Nb9w0F091OUIruce1UquTW9SOG7klbqTpooe+Bxvy9UuEOp2KZnvm6/sK0dk+dlWKqNAIr5XZ065dB3Ahfj0mFK6Q5jLkW+bB5ix4I0VlRCNGvwoOVijKQnRl6k2+n5vqLT8fMuUvG5U82mkO75et44fzQrBRK8VWKfn2fPbJk4hW2+hpL1UULvQ401rnSrkKXlQJRWCkwGkRnRZC4EtsA82KkpT0zEAfw/EBrgJUCAQHfRBnRWREkrsQ2wDzPNoPfaAbkOTw/0AFgpUBAwDdRRnRWBIkrsQ0QiAZ4fqA1wEqBgIBvoozorAgSV2IbIBAN8PxAayRvp++FluvbOwgEQk2isyJIXIlugRAIZOsEc6VAQFzjjZkworMiSFyJbYBANMDzA60BVgoEBHwTZURnRZC4EtsAgWiA5wdaA6wUCAj4JsqIzoogcSW2AQLRAM8PtAZYKRAQ8E2UEZ0VQeJKbAMEogGeH2gNsFIgIOCbKCM6K4LEldgGCEQDPD/QGmClwZBtHG6V3HFE8E1ud72lK4fL93pMyiflLN0culuOuZDON9+FQHRWFE5ujicH+5WO9u9dnqqjXc4UF4pezsT7BA8ezaLXKIQMZGdeRm7pequ66yluoDR3zHApV1C7GreBpo2b6oBr5sZRKKWdUjQpp6arP835GltDvs2+vBVNexFqc2ua35hlA1hpGCgUSfHiu8FZqdyzFJ2+VI7FR/eYlE/KcqDJcsyFdKpCOERnRaHk+J6ko70ziZjePNpLEpmVzs72xYfBSjvAy8hNkVWDr3vHDJcyn4hQObeBppWb6oTr2zsopYtSNKGKYhmr5NoapoetrNRvzLLDxkqfP5ks5pOTF3LQs5P5ZFGJKgJlVlqoqXplyNLNYVdFbScGZqVZ2c5FuyubnXlbNProHpPySZkPrELNnktXSIcqhEV0VhRGClq5d3ZcUMnZpYJ9zi5ne6VtCKz0dHKQJEfH0WsxhAxgY15GboycrtieV/XuqudZOma4lNlHZFfgMNC0dFMdcX17B6Wwz/ooxZJyMxeZbVYSOdTla+kp2ebQ3UBSNlu/McsFBlaanS91pDM7X84ny6dXmCvVIF0JZpiuhnUKI8GwrDTbHArNLvxSd+qNTR09JuWTshwo/MTZkbmQ1ioER3RWFEROJwfi7ObsbD9J9ic35Z/3j5IkSfaOjidHMis9vqecWN1JCW9iXkbu2SPMnalLX/NIOTe7GttA09pNdcX17R2Uwv7grBRDKEcGZRjztbWG9LAefDHsbeUNLSu9ulhOFsvzl9n5UmSlVxfLyeLJM6zg61G8PjCvNJgrHQAK6s//lG5KlVhfEnpMyjdlAfw7LBfVnJRvRv0jOisaSmZn+yz7vH82u3/z1oOSnvKs9ObRXpLcOzu+d1DMhezf22GGGt7EvIzcK3JmoQBcxwyXcm52NbaBprWb6grB80MpzkrRh9p0aMzX0hpF9Tb1JK28zZZ7ysxlvOZdFbDuK5VZaXa+nD+8yLCv1AhmEr7UMrmJ0nxgVqp6Q9O8tTn1736Sap9yHaRJ3pyUZ0YhEJ0VDSPF/lHVoryClcpHnTTP7oIEtzAvI3eNXG+jO9zYGUDglDkoXY3jQBOZlUIpqlTNSlGy0sNNxhx3Eo8s6fO1tYZia6jhIIXD5rcuttaClb54vJg/PHnysN5UulievwQr5SGaB8mZUrDSTimX7+/mWVSw0rhyU5x8kg7av3rrgYqVCntSq8eb1f+dkuAWFoSVpqvk8PDQ5LXFjhkuZQ4qV+M60Gw7KyWoFDG0KPyhkDK3N1Sfr6U1hL2hVZWlYlsnSi1jlhtaslJmU2mx/VS7oE+SlSp03PX1YTsBVto25crB2NaUwErjSXWkScspFXOlslzOkl3daRrcwoKw0jpMOQSrOma4lDnIrsZ9oNl2VlqH0VGKkpUm7HeXqsIVkYz5+g8HquYwF9hhzHJD27lSdgX/+ZPJYv74OVhpBc0bGUFaOvy+Urdmd9pX2lNSLVKu/I+ld5uTcq9CKERnRSGl/MCT8aNOTqz05tEeWGlbeBm5d4+QHLmuY4ZL2Zikx0Az6n2lUIpTyqoDSeZpiC7DgSI90wOOY5YT+mClL58+BCtlMYJpqpFgZGfwa1h9dI9J+aZcn8G02oo5KfcqhEJ0VhRM6lP25u+MSqxUcX6/mCu9dxm/Uv1LeBPzMnJjZNVuOP4BQ8cMlzILJwLUz5JOZ/RzBp+0UtQpi5sFXBfH7K1h5ayWI2v93RXU8rQT91mo508MW0spstJKSeJcOjlSOvT3Svl2N7S63Uf3mJRXyg4nHL2ScqlCKERnRYHEec1du6/0yPSt092RAWzMy8iNkcvJnpVma525Y4ZLWcxE5glOA00EVgql1Cm3Uorz3oAyZUu+Dq1xKHzrVJG7dgjsc2BpwUqFJfsXj/EVfRmqI23k1u/HereT2h2Iv/WYlHMh6/Ogugh+hXSsQihEZ0VB5HRyoNaRPN+pWsF3uxdqN2QQKzMauVd/kc6KSBxG3zEDpqytjDpbj6PiAWG62wlKMTxrDlUVrIliydfeU9StYS6tR1u5wvy90jkvzZEmLlRPSemy0py7rtbw9a/dxuCstNlyXTS7ZknBjUr2mJRbIbUdXMtKbYV0qkIoRGdFIaS8R1QBN1b61oNXp5Oj6tLRg/3J5Y5S0lcDsVKjkXv3F/Ud4/aOGTRlbWWKbF0GmgisFErpphQdC0xX9Tl8KWVLvh6tsZFDlVOlPm3lCutcaVchy0qBPAorBUaD6KwIEldiG2BejMM0ZwTiAp4faA2wUiAg4JsoIzorgsSV2AaY59mG6jJVZMDzA60BVgoEBHwTZURnRZC4EtsAgWiA5wdaA6wUCAj4JsqIzoogcSW2AQL/f3vfrts6r7TNK9jwBbjZKbZ7FxuGIQRIs5q0X3rjNeDGyDXEaT8jgKrVBHiRPo0rp1t1qhcJYGAVar/V/X1K/YVOPA5JidQ45jyYIjHJEakZjh7xIKKBIj+hN9jfx39iy8fvPyQkJKkJOisiwRV0DyQhIfl2QmOlhIj4oDfmhIHOikhwBdsBCWigyE/oDWKlhIig2JQy0FkRCa5gOyABDRT5Cb1BrJQQERSbUgY6KyLBFWwHJKCBIj+hN4iVEiKCYlPKQGdFJLiC7YAENFDkJ/QGsVJCRFBsShnorIgEV7AdkIAGivyE3iBWGgv82V/JfskZITZxh6otzWdsHjcOJ6IFVOWjuTjmS/9jQrXVUA83HvOgG3RWFE9O29miOTWUXU1Np4YeMs2Jo6fttC27yGYn7LbEk5H8zK2fumQGT3PsIPc146mLXW9z1Kw9Z9ISEEwtcqhVPHxwJ46SUbyMYqlVkQOnhhpZh58z6NsbQrMTiJXGgUoHxjyE+GwwOitV77vmttf9yGKQgKp8NGs8x969DdXQBAxipQFkO1VsNNkrxPR0N2FMZqX1jwKmB/QWxZFRvMypn7pk1j1e3bq87cHsqLmrH59oCQjmFmGzUpf2WpqQnlEstYIjOsA6fJzBrb0R3czGSt8eZzfXs4df3S+fL7c31zNF7t+IlbaobNi9yBTHfMlS5KUjs9Kqgyzz6r7Xd13sHNw7LGiOgKp8NIuJTSqo31yNIl+iOh06K4oj2f6KMTbZb7Pq34OGfWaHrGGfwu/zNWPsataMrdbZ1lv0RkWREXzMoZ86Zj5u+J7XdCt5wMixy9fK3DV31ROVWwKCV/PFWsXFx+8/ZBR/o1hqVRGLjXhdoaw76zA4g669YTS7A2ClxdOqIZ08K1Xk/Xk1u3l8pbHSFkW+VKyCzRBwMC4rVe+79Evbu3J1hiKaKh/NGs8Rf5KnVsBqHDfjjo3KQGdFUWQ3WzC2uMu4H7P9FWNX7Vz8fM0YY5P1draWWamLtsuR+C5m7ae9M6uJ7l3e9ljWXrZ+Qog93BIQvFo0Iicty4/ff8goDi3yq5US0bmK+bEOiJM6tNdfsw+MrPT9eTW7WT19Fk8rmJX+ugdpK7FS82+Xj3FZqWY1jPjTMa9f9zQ5o6ny1SxB7P4KKwWqUZXM25GE0Vc3o7OisSTbX/Hsc77P5qefP2p6CrHS7JAx7ez/ZUh8F/PqTV6ZC+Xp6trlrURDl6HVaY0nfEDwaNGonFSJ/GSUXkaRa1XUY5QF/6+RDJtZh+G6hvYG0OwH67pSCyttyCutK+VRv8Dl0og3sdKo8Og8tigTUFV/zW2Si3pTKJQx5nA9OisaR6qlorpZeICVVssAGGOT/YVO33+NwEq9epNr5nYOc5nrO4v9LdKQatTMjYFZ4omg3r35znEkFKTIT0bxNIqpVtxyhXqoQZ5nt7MOw3XN7R2q2RcDWal1JDVNVmpaAUysNCYujpUWzTIiB71qNaTFT422EX0QnRWNIKdq55OeegKsdL5mk0VLTGmstB+isNLjhi2XSyBiQ10eHCsyaBbmZSHlckBwbv7IA6VleFaamlEMtZJJqZjoxjr01wXbO0izP4ax0rdHYJ9Tyqy0FPxnuTkWNIMfHRfFShv3cXUZp2qM/HBCZ0WRpdnSdGX6upN1Bv/H167e/3SR34eK7mFRWGmbZuouQF9ziwa8Zu1CSd0uc01A8KB0Y29qCM1K27TEjCK0VzPQII1NOrAO3XUd2ttTcy8MYaXF0+p6tnp5BzUky0olIASGM8D460rdOorTutJAqnpoLvwXfDhVY+RXI3RWFFPqKXhwo5IDK60XAFzmcGl8F3Pvp76Zy7LHi6hzMGg1G0ahdEzHNsBlrALGs8drXSkZxaVWPbit43Xd2ttHcz8MYKUOA6XEShuMP4VyFjizPfgt3Favh1Hlq7meaHf9er6pGmcwZoLOiqJJu8se3juvsNLdbKHwVGKlA+C13xnMrFsS50uA9AmgZgdCAAQEp+ajDIiE2YOfmlHg9vqOK+tYh/a6/qzUVXM/9Gelrw/XwAeh0mal4la5ZPc6jf69UnFVdj3noLvt9h4UUJWX5r6vL8Z1pbIXjvh4QmdFkcR547w6VlqPsLZ0tl6WSjP4feHcT62Zi6Z/dNOjhqhtnM81rQ931qxRDgcEh+bjrB0TvldKRnE1ClwrddcRr9qFdTg6g9TegJqd0JeVfr7c3lzfPhe24mmyUt3LR4Kc9FzPdtKHMG3kCaPKuZLGl9Ymg9eIgHqdcb0QnRVFkWq8UwP1iCbdDP52qhS/zIHSr3M428mrUys7SQz9xdQJoUlk5+eBqMQaEOxhCmftGHS2Exmld600IR2sl3Y/kt0ZHHY79dTsBPh7pdIBTt3IqONAabKstBRXB/tOx14MRmel4i5F4313o5IBVblV0jyT0ouVlmXJHZq87N6xRwI6K4ohuiNDK7ix0p8/vnazdb37ni2upocLpaRfI7FSsJ/6dmqhv/h0+dI2WuSkWVZuDwgOLcIYKi0/fv8ho/Q0Clgr/jx69RPUFtbh6gyW3U4DNDvBOlY6VJJlpYQShZUSzgborIgEV7AdsBxoejsAACAASURBVKwepinOUmGDIj+hN4iVEiKCYlPKQGdFJLiC7YBlWeSjn2hGKEuK/IQBIFZKiAiKTSkDnRWR4Aq2AxLQQJGf0BvESgkRQbEpZaCzIhJcwXZAAhoo8hN6g/19/Ce2fPz+Q0JCkpqgsyISXEH3QBISkm8nNFZKiIgPemNOGOisiARXsB2QgAaK/ITeIFZKiAiKTSkDnRWR4Aq2AxLQQJGf0BvESgkRQbEpZaCzIhJcwXZAAhoo8hN6g1gpISIoNqUMdFZEgivYDkhAA0V+Qm8QKyVEBMWmlIHOikhwBdsBCWigyE/oDWKl4XHcaI8+S/EEUoTY5Haf9TaKp8pHc3HMl/aTTjlNrSr1g+GoXofOikaQQ6Y5U/S0nS7aM0Wz2clY3HAk6aXISH7m5eQDOjV/2KPa1+BUMRmopfawR8eAYDgoEqhVNHxwJ46SUfoZxfZk0R2yCrfIlmpJDFBnJxArDYz6kFzZMMcNkzDYdN8Bo7NSp/tssFE8VT6a1UTowGT1RGa+Ksheh86KYsvpbsKYTCvrHwVMD7rih4ypxS9JRvEyLycf0Kk1HRPutnBP1Neyzmcpqg8IallbfIiIj99/yCjaso5GsT5ZNLUadDsgK4SqsyNsrPTtcXZzPXv4Jf3++nA9u2lk9fJOrLQshXcN6d0oXzLGlnn1+lEc638vf7x0ZFbqcJ+NNoqnykezmNikGvQfN3zepj5tXnSvQ2dFMSU7ZA37FGjlfM0Yu5oddkK29VbW0JFXYqUD4OXkAzp19czuRpDqwnUeOFVNzje6WnbPfpkP2AOCrqwlPkTFx+8/ZJS+RrE/WXSaLS2CU0ErhKmzOwBWWjytGt4pstLXh+vZzeNr/e+ve5CYJsNKW6Pnyrh6kS8ld1d/uUyMy0qt9xmwUTxVPpo1fiH+pJu0MeTF9zp0VhRN5mvGGJustzP7FPxutmBscZepP663NIM/EF5OPqBT67QW+bLOBKc2D3VLv6sLiD3cGhCAsi43IBo+fv8ho/QyisOTRa8ZbhGc6vmw6FFnHxhZ6fvzanazevosnlYSK5V/eX9ecSQ1XVaa128hqhdq/NLmqheCcVmp9T4DNoqnylezBC6QWrIWYuDB9zp0VhRN5vtsfvr5w2FhaHbIGGOT/U4o3pQiVjoQXk4+oFMbWccyL2ypTr2uzWTNLQYEj7IFTEzCQor8ZBRTQcUo1ieLQTN8HUsLvPpRjzr7wbquVGWlX68P/OCoJkOSrLSFZ+e5aIzKSj3uc59BhZ6q+mtuk6zq2/mcZS7OMuF6HTorii8Arcz29YanyV6cvj9kjF3N3Ejt95boHubl5IM6dT0alEvTwXVZMPW4YWyZF9xOE2UvSZ1Ff2m1EcoSR0tZXXyIDCnyk1EMhQCj6AsaNcMtglNdrdCzzr7ow0rrWfub1dNn9YdxoJRYaVmeBT/AArHSAZrrd1IH5ccNWy7beGGawCdWGl4AWjlfs8miJabtWOl2yv1LrHQYxmOl2g0fXXcDUqtLLJV0cY7aaY2OJiA4ldXFh8gYhZVetlF0Bc2a4RZZ2utqhV519kc/VtoS0+vZzfX9G+3B50GstAOx0r6am8XjXj7CT62cgdehs6L44kArd/X+p9NPdY0psdJhGJGVliW/oWO5ORZSWVNqzY34kak6p3b5o3FoTRMQXMtyOsbipeOw0vKSjWIlEiorNbbIs726q/Wrcy/0YaXvz6uWjFZ/0ww+B/1Eg/rSQetKQ8P9PjutKw2kqofmJob4Pz64UILvdeisKL440crT3aQaH9V9NKqCtPD0QiS+i3k5eeBO7bqQT3PZUqZHGihMxzyfCpbVXzc2vNaVklFcWLhFM9giS6r/wyLMGI0B/qz08+X25vr2ueh+eXsERkyJleosmMhQ6bntwW/htno9jCpfzfVyKPsn73VrTjld+F6Hzorii8JKd7MF037BlFhpDHg5edhODY87yrMWkjIfAmQMCJaylvgQF+H24LdIzSierBRskSUVtsKAOveDPytVOejnyy2x0g6m7Wys+xjYZgn1nQvCyN8rdb7P9s4TUJWXZp85tjpMcR/k2/CRE93r0FlRfFHHSutNTuttPU1/2k4Za7c3WYtflIzgY15OPqBTN0/mKq+4rcYtVfneo76W8qV9AoJU1hIfokL4XikZpY9RnCb0FM2mFlnaC1ohYJ2d0GMGX/5Aqfj5UmKlWsNUZuRx+dP35bme7WReSK5EnjCqnCtpfB1uMkiau1VTLfhQgex16Kwovuho5Xa6kG+7aSiUWOlwgE4erlNruibX1eBUbb82dEXx0taAAFfbEh8iAjrbiYziZBRfVmprkaW9ln4UqM5OgL9Xei2K+OV8ze/ESkujYbh11y7Ts5eB0Vmp4312o5IBVblV0jxHY2ClZVkW4EnOqF6Hzorii4FW7mbrevc9W1xND8bZeWKlIQA4ecBOLW6dAbua7kh11wPpdVtYgIBgrTYcH6Lh4/cfMoqx2k5G8Wel1hbZU81WCFNnJ1jHSodKeqyU0AGBlRLOBuisiARXsB2wrJ60CSyVOjtQ5Cf0BrFSQkRQbEoZ6KyIBFewHbAsixwaAiNEA0V+Qm8QKyVEBMWmlIHOikhwBdsBCWigyE/oDWKlhIig2JQy0FkRCa5gOyABDRT5Cb3B/j7+E1s+fv8hISFJTdBZEQmuoHsgCQnJtxMaKyVExAe9MScMdFZEgivYDkhAA0V+Qm8QKyVEBMWmlIHOikhwBdsBCWigyE/oDWKlhIig2JQy0FkRCa5gOyABDRT5Cb1BrJQQERSbUgY6KyLBFWwHJKCBIj+hN4iVEiKCYlPKQGdFJLiC7YAENFDkJ/QGsdLwOG5sh6CPeho5JhBik+WMuRpOVgioykdzccyXfY4J1Zz2pp5tPOZBN+isaAQ5ZJojQ0/b2aI5cZQpJ46ettM2dZHNTthNiCcj+ZlbP/XKrO/U3KGLase0neYIdWq4n1rOxTTVyngy5hgx4IM7cZSM4mUUm+YjcPSnrc5cUfPpEn0IDGgFXxArDYza6wxGhVMvD6OzUrVXau61mxUCqvLRrCa6PUXqcuLx0moIJFYaUE53E8YUVrqdKhac7HdiEQHTA3ZDIskoXubUT70y6zs12Jl0ZMO9U0OqLZqBotis1HqfG5BRugwWzbpKu13YVhS+zwOs0AM2Vvr2OLu5nj38kn5/fbie3dRy+1wQKy3LUnjj05kbTL1MjMxKq96xzKtXteJY/8v3D1crBFTlo1lMbFKt+ruwwOcs8iWqr6GzopiSHbKGXwqsNNtfMcYm+21WZxOY63zNGLuaNaOntZL1Fr05UWQEH3Pop16ZjZ26eqZvxI7ZlD1u+F7bKGkU2Do11E9hzXCtTMrGeC/9+P2HjKKrlUmZS51rzd1YZJELFrXWmS9aVUscxehHYPza6wCAlRZPq4Z6iqz09eF6dvP4ytFWgJgmw0pbq+fqRKot9WIxList8qXUG6Rf3K0QUJWPZjVR+kkzS98GIyXtuBl3bFQGOiuKJvM1Y4xN1tvZWmKlu9mCscVdxmXO9leMXRlm6jX5L0fiu5i1n3plhjq10pm0XVGn2KlTO/dTS1GgViNy0rL8+P2HjOJQK5tRBM22zECddRYQSWx/AuNnBQcYWen782p2s3r6LJ5WIiv9fLkVaejrw/Vs9fKePCvN65cFrUng1IvFuKzUtLCy63jOVgioylezBE3oMJSW06qSefuGC6wkigN0VhRN5vtsfvr5o6anyrpSUbL9lSlPdsgYP79/YRLfxbx606BOXdRDS8IcrokCOHENYdTOsZ/Kmt1rNSonVSI/GaWXUUTNtkcNVGcjK+24dG8C42MFJ1jXlSqs9O1xdnN9/ybx12boNF1W2gL2HWKl0WDveC2c+ncYVf01t0m2NVl1UbkmmnVE47oeOiuKL3ZWWi0kVeboq4l+xthkf6HT918jsFKv3jS0U3MzmPVD37gqj7Flboku8iCVrZ+aNLvUyiGOhIYU+cko9ktaNdexntuzJO52AutcD3bm0gy+9xOttxU84M9KP19uRVb6f2+Ps5vV0yex0grESjsQKx2guX5TduSkSk2khVONthGn9NFZUXyxsNJTtfNJk2G+ZpNFS0xprLQfxmSl8pNXe5Hjhi2XS2NyqenUjv3UoNmpVmMPlJajsdKLNYpGc3VblpLmToWlzoZ9ViFYqVt73eHPSqtfuin7avkpsdIWxEo7ECvtq7np6K5LjpxqMvLDCZ0VxReAlTbboUwrSivZ1fufLvL7UNE9bDxWqnnkQ6OP+ulih07dXd5lItqxVggPnVFYaQJG4TTXtJIbHm2qDrMNbmkB9wGuzbHo9UQbbAUH9GClX//3/37d33R78O8fHmkGnwOx0g7jryuVOpnhdjutKw2kqofmJv6AcdLw7guVA5YKxAA6K4ovJlZaT9C7bGM63U0udbg0vou591OvzPoe6XwhbQmnTm2+mi7VsVYYzxyvdaVkFKfr6jYzudZKh15PtABWsKIfK1X2RdFupw7ESjuc2R78FlYrBFTlq/nY7Ha0BEoLK40QLHyBzorii5aVtjv0FUq6my2U/MRKByDsHvwWTo9eiYjotoCIq2u0nRrup7Bmt4FGlEdOuD34LRIwioNmefLclw1Lid5PNE8r9MJwVlo8rejLUDyIlXYY+Xul4orueibBuKTHPtkdRpWX5gGT7Pp1pdJn5Mb0PXRWFF80rBTcVl+PobaEtV54SjP4feHcT70yq51a3SzCFy6avqVf0gd2arifwprhWnH6R11TWpbS90rJKK5GgTUb5srFVLDOcqL/E83XCn0wkJVKa0yJlZbESnmc59lOeivIvwVU5VxJ4/insJPSoFlJU68z7tMJnRXFF4WVVqOhGjQHOG2nSobLHCj9OoeznUJ3amNhZb9H19fcOrW+LKzZWitTW+IDOtuJjAKuaIA066rNtxeos6ao/mngT2Ds7fUD/L3Sa1GqxaPc1/V1xz4RKyVW2mJ0Viqs6DZPg7tRyYCq3CppnpTvxUrLsiz4M5Nz26KAwEBnRfFFZqW6A0UrcMeK7mbrevc9W1xNDxdKSb9GYqVgPw3YqUvhGHHdqer688ntnVouq/RTg2bHWmEMlZYfv/+QUXoaBdRcFsdNuw/f0l65zvxuJ/MSsT4ExtJeT1jHSodKeqyU0AGBlRLOBuisiARXsB2wrB7Eo1MyAkV+Qn8QKyVEBMWmlIHOikhwBdsBy7LIRz/RjFCWFPkJA0CslBARFJtSBjorIsEVbAckoIEiP6E3iJUSIoJiU8pAZ0UkuILtgAQ0UOQn9Ab7+/hPbPn4/YeEhCQ1QWdFJLiC7oEkJCTfTmislBARH/TGnDDQWREJrmA7IAENFPkJvUGslBARFJtSBjorIsEVbAckoIEiP6E3iJUSIoJiU8pAZ0UkuILtgAQ0UOQn9AaxUkJEUGxKGeisiARXsB2QgAaK/ITeIFZKiAiKTSkDnRWR4Aq2AxLQQJGf0BvESsPjuNEfybW0H6p2aUCITe6nqlnPfQ2oykczfKScXyXdmhAJ6Kwonhwy+aTCxV3WZdjN91lz9OjVZL3NhOLciaOMThwdDi8nt/SX3OHoy9Jwuu8ROCnSOf5rNKvHjPPHVcGpfsEkHD64E0fJKH5GGfB0EJqrSYXLWjQD9wpury+IlQZGfcCu7mD0cFb7Nhidlao3WkMY9TaKqMpDs+6AZkA7XEmnJsQDOiuKJtn+Sr6zHCudrxUTrrdN2d1sISdO9hdKTEfxMi8nBzNr+p4+StdahOtoQnyX7hz/dZrhakGpnsEkJD5+/yGj9DLKgKcD2Fy4rL9mgWa7GskNACv9dX9zPWvk/k1IfX9etUmzh1/ESsuyFN5xNB68zOv3i+LYh8p8S4zMSsUbXd9nsXuYbBRRlY/m44b3lOYSJvVwJR2aEBforCiW7GYLnmiKUg2jLrL5qcm8ZoxdzU5cajN6mh3uJkwaZ70gGcHHvJwczlw9eTdilFZVdU9g5andDSEV+aYr7Br/tZqrX40BBkr1CyZh8fH7DxlFB4tRBjwdlOZWhetkh7LGVNu9gu+GP0ystHhadUz09UEgpu/Pq9nN6umTI69mYpoMK219IpdH+4t8qRAa9aeLxLisVL2r0i9mG0VU5asZzC5MJcGqPC8UAeisKJZsp+YBzjnPQVU5ZFLqfM0Yy+b4jYog8V3My8ktmY8bKVU7I1w9gKWkI0d3HC6rraRes6ZaAuBUe01i4eP3HzKKE4TLDng6ANW3X9dXs/iTV3sd4DaD//lye3N9+1y0NLT5uyWpj6/Js9K8fknRdRsZoV8uzhXjslLT6p/2J3cbBVTlq5lHIUdWISusyutCUYDOiiLJ6W7C2HS/ndZz8VfTjqFup8w8jNqUbcdK639prLQvvJzckrmoh5akqYZCl10KBr79So3/Bs1N1rydlxFX/MGp0kVBmhYYUuQno5guKhplwNPByEq1Foedweoqwr3yaa8T/Fnp58utNKH/9qhO8afHSlvYe0PT00arEhpGZaUe3dJmo4CqempuJ46WOThPZFTlF6SiAJ0VRRJ1q1PHROth1Oxw13JWabdTdmg3QjHGGFtc6EDp1wis1MvJ7Zm5NTn141XhB3VelQAt84LbagJu8FHjv1GzdkWfTL2MqeIFwWASGlLkJ6M4GWXQ06GevsulGXy/J4uTq0j3yq29HnBjpTzvfHvkpu+/9DyVWKnZJkWzUmbMOmGBWGlfzccNWy7bAKGNpcRKcaTa6jTZt+Od2ylj9bz86W7C2GQB7IXazddSqnm6/7tLdA8Ly0pl/iPmFqYpNStpllJZcJDKPB0sxRNpSV9TXL84UkrlL2ALJqERjJUmZZRhT4duCSzUYtgZ7K6i3CvH9nrAhZX+ur+5nq1e3v8fsVIXADSl6WEJrCitQKx0gOYqzTyXQqz0bOSQsWqlaTUjz3/v6VRP9E8PP39oGe2C0brSvgjJSjUP125ESC6rEiDGfy6nCfTy+kdN/Ac1awHPrkKpI87hB2KliRll8NOB/6jU5lj0fLIYU10JzEA/s7PS14drgYYSK7XA5MFNN0mFkZYlxrpS9cVQZwyndaWBVPXWXMMcWWBV3hcKDnRWNJpUQ6T7nX4jVJe6my2UVaSHrOWslybxXczLycHMhiGpKtUwCtWEc91uD0WfPv5bNOvgvk3FNzUgvNaVklGa1IBPh6FlHe9VD81WWFipTEmN60rFPMRKZU+oB7VT+Xp+gzPbg9/CSs8CqvLRrFtxDKxYByvp3oRYQGdFUQRmlrqPRsGstEtFb1poie9iXk5u73qmYSoLTRH2fmgvZoz/Lpr7kTbPYBIYYfbgJ2eUgE+H5rIuZe2azQQGbm8vQKxU+iAUP6FPe/DNMG2jS2qQtMbI3ysV13vX0w26++44IxNGlY/mOh5u3NbowJV0bkIsoLOiOFLPwkvfHG1m4Q1z9PXi0eoD+6bUS5MRfMzLycHM6mYRQJd9oaGi2rHn6TVv9J+KdEl1DSZhIXyvlIzibJQBT4eGWoqX9SkL18o42Q+2tw+MrLT6Tr52Xl4YQBU+GkWstNTQFOOb1+XveDrPs530VNK+z7K3Kp9KKov7hXDgV0nHJsQCOiuKJdX2JgHcYKfm9CZu9FRTFvqS1LeWUbzM0ps8+otuL7GhwzgFeZGHOOpWNGtqJQcEIBUKJjEBne1ERoGM0v/poGmTqBh+shhTrfcKbq8/TKxUONipkW6avhpGrQSgpMRKS2g6gFhpBPB7No0rJtyoZEBVXpUszEc3+1bSqQmxgM6KIgp3lv3iaiafZb+br6+azz/xXzP9+ePr54/Ttiurpl6SjORngJN79hf+GHHws4u6Hm44R9wz/ms18wEhB8MFnDpeBPj4/YeM0tMovZ8OQlGdtS3X1ac63Su4vZ5w+zLUAEmPlRI6ILBSwtkAnRWR4Aq2A5bVYzrBpVPooMhP6A1ipYSIoNiUMtBZEQmuYDtgWRb54INmCH1AkZ/QG8RKCRFBsSlloLMiElzBdkACGijyE3qDWCkhIig2pQx0VkSCK9gOSEADRX5Cb7C/j//Elo/ff0hISFITdFZEgivoHkhCQvLthMZKCRHxQW/MCQOdFZHgCrYDEtBAkT9lDLQ+sVJCRFBsShnorIgEV7AdkIAGivwpg1gp4XxBsSlloLMiElzBdkACGijypwxipYTzBcWmlIHOikhwBdsBCWigyJ8yiJUSzhcUm1IGOisiwRVsBySggSJ/yiBWenY4bjTnlhlOPrtwIMQmy5lrNbQ2iqjKR3M/V9FWQz2geMyDbtBZUUA5bWcL7pjQg3yI6LRNXWSzk1HPfM0Yy+bCj7v5PmuPJ52stxl6Y0PJSH7m1k+7vE6dS3PIJH/0pVoW7mvFMV9Ch2pCtYLLWuvsVjYw5MhPNjLXWUjTMIf+LTJe13iKKFcaNlmRA8eiEis9L9TmlrqKxgd8icy3xOisVO2kmvustVFMVR6a+7mKoRoaZcRK+8h2qhhl0p5ff7qbKKnTg07PIWOMSax0vlYKr7fY7Q0ko3iZUz+t4N65aqV8onodIRnsa5qyS/BMdk4zWNa/ziMFADHyk43MdZYqJyUNaRFwXTsrBU1mu2w8Vvrr/uZ61sj9m5Lh7XF2cz17+EWstAH3ciH41nHDGFvmzftEnS0FWjoyK606S3Oni2P9L99LTTaKqMpHcw9XMVejyJeobobOigJJtr9ijE329ShmdqhoaE0u52vG2NWsGT3NDtmE6ZhlR145Vlrx1EU2r4dXd7NKm3m09TvJCD7m0E9buHau7pnbpVUP6W5QqL6S+Jg39DWxjk3RJjdcK7gsXGfXsjHAR36ykbnOgkI9c+jZIpfrypdqjQKbrKrWRmwvb9BIrLR4WnVM9PVBIqbF06ohrMRKa7QOlAND9DWKfDnuqBUWxmWl6m2VfnG3UUBVvprB7PL8D1iN4wbXy9BZURjZzRaMLe74ifVsf2Xmjpr89Y/rrTSDP78kDqpKfBfz7E3W0mX7pNfMeEo5BUoA9DVNWecu71jWtc7jPXi4yE82Mte5qZY+hg9pkf26PEROajOZcllZ+Sgz+J8vtzfXt89F9e/782p2s3r6LJ5WxEpbHPP63QE2f1mWheQCF4xxWanmzos/udsooCpfzTwUV1FYKVCNKhzl7Wv46MuZ0VlRNMn2V8ry0CbpkDF+fv/r5w9uOanISrdT7ajqxUh8F/PqTRK0cbgt7ch4eGbi3teAMS7r00Eta6iz33UDg4v8ZCNzncsSiuEBWuTkG0pzLCYr6hFbaWA1+lgpxEqFEVNipTIA87dD6cs8gen7cmRWauvDHGxRMaCqnpp9XcUUR2SMOaGPzooiSTUXr7DJaqKfMTbZi0mHrB0QVVnpZL/LDnfTRVWUdjt5waOfKll0nYsbBJI6VD2glUtzqUJu177WPNRdawWXNdfZ8bpR0EV+spGrjYzDqL1b5HRdtbp2k3FLDqrbIWoehZW+PeqWlhIr1QJ2u+WydWsaKw2Li2Klvq6iVkNa7VS/4I/pd+isKIacqp1PmoHS+ZpNFi0xbcdKa+rZ5unKnu4mrCvSQZ79/7YS3cN6Mh5D5xImJuUOZdgfUuX36GtFsyjPtVZwWbDObteNgsGsNEEbmea7+rbI7bqacV+ryWRSKucegZX+ur+5nq1e3nVrT4mVKnCgKcnM4RMrHaC5SnN0FadqjOx26KwotNQ7mSwrQXfcalF5janKSoXvTJ221aCpfgv/t5PoHtaT8bRZuQ4hF9NRBO5TOZtjAV9I19caBZZRQm031ZV1qLPHdYNiMCttsyZiI2NSzxa5Xlf3u8VkGjYsjbZGZ6WvD9ezm9XTp35HFLFSBU78IJH9TuOvKzUtQVJzWteVBlLVW3MNN1c5R69DZ0VBpZ6gdxnIrAZB9zvtR6MqTPY7aRhVLovd3gAS38W8e5OEtkcYBqUgeuLZbYvcmRk6lnWrs8d1A0JaV0o2cqiz+8iCvUWu19WrA01mmNrj1cRlpWZKSqzUBP2aZd3IPLHSsHDf7Om2LSCMKh/N/V3FaaW8b10HAp0VhZPqq6K6RZ+72YLJE/qurLTemP9DWxa7yQEkvou591NL5/JnPMAYXpvcbY6s5lY1X1e3d3ljWYc6m68bGT334KdoI0N19HBtkeN1DZe0P6Tgwe+IrFT5IBSxUheYVvhxe9ZGX+GHhZG/VyouDq8nFnS32d7/A6ry0dzbVYzrSje2r+jFAzorCiW6bfWt1GOoLWGtF57qZ/mlL0NJX0JtZvAv5VtRI/iYcz8tPTuX1KHEbcfSrhNbXwNXzlhq5bPqRg4CiAvF+MhPNjLXGU4a1CKH6xpfD0CTqXuwZIvGYqXvzyuQkhIrNUFnfmVxcBKc9FzPdjLZSBPSw6jyqSTsKvCadV01EL0OnRWFkWo0VINm9ed2qmQwUVjlxFGd8ov5VtQoXmbpTcL/HnHYYScNXxToa8Zhq44QGVVbywJ19isbGB5nO6VsI1tS/xY5XddWGVNzNNcV1ERipcLBTo3UU/kVYRXl8ZVYaQ3joLj7QcAXg9FZqbg90Hif3ahkQFVelQRcxYuVyqrykb0OnRUFEfMsPLcnaTdbN1vpF9zuJUUUVvrzx9duvr5qLnE1vYy5+0pG8jOgN+mGn9zisGUnjXayVtvXzHOpAp/SqnYqa6izZ9nAkCM/2chcZzipX4uclMOLw8CHVHHM+VRJxyhfhhog6bFSQgcEVko4G6CzIhJcwXbAsnq0pjArdW6gyJ8yiJUSzhcUm1IGOisiwRVsByzLIh/9RDNCWVLkTxvESgnnC4pNKQOdFZHgCrYDEtBAkT9lECslnC8oNqUMdFZEgivYDkhAA0X+lDGUlf59/Ce2fPz+Q0JCkpqgsyISXEH3QBISkm8nNFZKiIgPemNOGOisiARXsB2QgAaK/CljdgoSJgAAIABJREFUoPWJlRIigmJTykBnRSS4gu2ABDRQ5E8ZxEoJ5wuKTSkDnRWR4Aq2AxLQQJE/ZRArJZwvKDalDHRWRIIr2A5IQANF/pRBrJRwvqDYlDLQWREJrmA7IAENFPlTBrHSs8NxAx/qZj2P8nKAEJssB7TVsNkotCofzcVxs1yaznLTaQIyuzUhEtBZUUA5ZPJ5gou7rMuwm++z9tTQyXrbJOmOuWeMMTZpTxY9baeL9rTSbHbCbmlAGcnPvJy8yB2OES61UVo9/Zs/Nqo45kvoGGG4y1vKAkdwwmUtmqNBjvxko8E20j9obNfdmJ8Ozr6hPdkV0kys9LxQn4prpil1tyFWGgVqUNLcaKuNQqvy0Kw7Vdmo3ZbZqQnxgM6Kwkm2v5JvJcdK52vFDOvtj6+fdlZ6upsoSdMDfnvDyChe5uPkmg6jP49UF6XBwmotBM1gJb3LcoXhshbNESFGfrKRuaybjQwPGt/rurcIvM+w5pis9Nf9zfWskfs3x6SUWSn3qmXodF2nIVYaAdXtXebVW19xrP/lu5rdRsFV+Wg+bri09hIG9ZbMDk2IC3RWFEx2s0VLNBWphlEX2fzUZF4zxq4Mo57bKesY7bzKeajHTbNDNmHmC307GcHHvJy8epg2g0LGzPooXeRLS1xvu2Ktuc0NVtJStqpzN5JV5JuuMFzWojkq+MhPNhpmI+ODBryuklip9vQN3X2GNZdlNFZaPK06uvn6wLNPICllVtqaKjdO0Nd9hmbwI6HIl1IAk35xsFF4Vb6aweyw7wiZPS8UAeisKJhsp/ycuyhziIP6Zt7NFtLagO8s8V3Mz8mPGylJ151MUVopDF6T/wmspKXskeMZnte1aI4LLvKTjYbYCHjQ+F6XI+2OvqG9z7DmsixHmsH/fLm9ub59LvySEmOlef3uYCIO7e/ESiPBtMyo/clqoxiqfDXzKOTAA11Nyux1oShAZ0Wh5HQ3YWy6307r6firacdQt1P30c1Dxszs9sfXz8yW4ZtJfBfzc/KiHtMp+H/F56sxSlfP3bwdtrKs+OYf0749kSvr3WOh0UJbakhwkZ9sBFzXmmp+0HiMUAC/AbUy3GcHzcRKzw16Z+He4oiVxoFHP7SZIKCqnprbmZNlbtety+wdlcIDnRWFEnWrU8dE62HU7HDXclZutxMv1RrTbK67RLtudbK/lOn7rxFYqf+jt5sMrXmLQkQMUVqzlM7CWYTJUvdKCmXrCnF7S8C9QkJZz9Sw6CI/2Qgo65FqGhg2XbceZM2leXaXFvHqNZe2ax6Flb49GqfpgSRipcJv0CDWpYJYaV/Nxw1bNhskrTxSl5lYaTCpKONk33DN03bKWD0Rf7qbMDZZQHuhagHHQefrTgmNlTrD18llwiNmhKK0tA6vnpjQXqdolkb2qKRUtsq2lOpsaJ58XZ/U4OjPSslG+lTtwDB03W5JqK1emuuCjMWqeQRW+uv+5nq2enn3SyJW2kD2bmKlcXBRrLRNAxcPAZmJlcaUlmLWm+ivpgf+S0+MKVvp52tmGijlZOe1SvXcJbqH+Tm5hrV0A0T+UVrXMxtKxf/sPD2ilq0f/9wQWJNJXmipua5rahT0ZaVkI5ONDNQQvC7/qavNsXBskct9hjVHZ6WvD9ezm9XTp18SsdL2f8OLxbhBAgnjrytVhxx1cctpXWkgVb011/Ciklxm7wsFBzoriifVEOl+p98I1aW2PzovP9WU/bYS38V8nNwwJVFl7hGlFX0NT5ALuFTSUFa3fcf5ui6psSCtKyUbDbaR09Yu+GHh2KIe91nSHJeVDqSkxEpLYqXjQe2Spk5qpWcBVflo1q0qMgYaS2b3JsQCOisKI7p98YeM1aOhuo9Gqcyyy69olgZQiZX6wMfJwfEwS5QG2VL3n/5b5NZKmsvqNsaIhYHrWlMjoucefLKREXpKCV5Xp8GhRf6MRR6SjshKga8+WT8IRax0QIbLwcjfKxWXYdeTDLqe5Dj1E0aVj+Y6IGwclkZZMzs3IRbQWVEgqdeVNnuYskM1a1+zSc2q0wWTZuGz/ZV2Xr7e5LTWrVjFbnUAGcHHfJxc3aUB5NavWZS+o9lmgNfZwJUEyxpmtIU+Dl8XZ+yDj/xkoxA2Uh808HWbQQvxZri1CL60RXMZj5W+P69MvBNIIlZKrJTHeZ7tZN6RBm/o7K3Kp5LKWn9ohQ+c2bUJsYDOioJJRRYFcMOZugOcxNFT86LS9mtTWs3fXEbxMktvkvqLYihTl9BOmBr6mnFwSRql0yVZy+oy8DvHjWXttYoIj7OdyEZQrcyNha+rTWwfDn6+4TD9K/LbSKxUOL2pkWq+HkgiVloSK+UxOisVlmGbZ0XcqGRAVV6VLMwnG+temKEDpp2aEAvorCik7Gbr9rT67jSmNnW+vmrODuW/ZtqUhb6NL2ieypq/s4zkZ4CTq9OeR+GMdfNYkZ4EcH2tHaICZjz5J7m+ks5lu70luVtZJ83RIEd+stFQGxkeKobrKg0SHg6evmHZ7aQ+WEb5MtQASY+VEjogsFLC2QCdFZHgCrYDltXT8+KX758hKPKnDGKlhPMFxaaUgc6KSHAF2wHLssgt5/sQ4oAif8ogVko4X1BsShnorIgEV7AdkIAGivwpg1gp4XxBsSlloLMiElzBdkACGijyp4yhrPTv4z+x5eP3HxISktQEnRWR4Aq6B5KQkHw7obFSQkR80BtzwkBnRSS4gu2ABDRQ5E8ZA61PrJQQERSbUgY6KyLBFWwHJKCBIn/KIFZKOF9QbEoZ6KyIBFewHZCABor8KYNYKeF8QbEpZaCzIhJcwXZAAhoo8qcMYqWE8wXFppSBzopIcAXbAQlooMifMoiVnh2OG83BXeohuykcOYIQm+Cj0BpobRRRlY9m8Aw5AJpz4XC9Dp0VhZTdfJ+1Z4pO1tvm+NDdTDnIvoLmOPtDxlg2l348bWeL5sRRRieOXhD6RIZLAbFSsn5vECsNjPqEWdkdNQfPEiuNAJWGaQKDwUbxVHlo1p1Q7KS9VirkRfY6dFYUTuZrxSrr7Y+vnx6s9HQ3YUxhpdupteD3ldE87QzRKzJcDhJnpWT9IcUBVvrr/uZ61sj9m2NSyqyUGwGT3LHIl0m66MixqYoFy7wafCyO9b88DzPbKJoqH83HDZfWXsI+qpvraoLtdeisKJQcMsYYW2TzU/XLbrZmjF3NTtr82yljbHGXcT9mh3acVWCl2f6KMTbZ1yOv2UHLXL+toHkeMnpGhktCwqyUrB+LlRZPq45uvj4I7PP1QUpaPX0SK63GqpabY65OpJbHTRpjozLGjU1FvpRus/QLaKNYqnw1g9k1s/Qt+1TSsL0OnRUFkjnEQe2Zq3HWyXo7W0uMczdbKPx1f+V+rXMXNM/DRO/IcFFIlZWS9ctypBn8z5fbm+vb58IvKTFWmtfrAzXEoaINefsO5bNa8Ftj3NhkWljZ/gTZKJoqX808inrstACytj/Jaeheh86Kwsh2ytr5epscMnUKfr6vB1nnMivVSLa/orHSb43ekeGikCwrJeuXZ8JKgUn8ZFhpC6dNJ4l47KixSTfmaBiHtIWMgKp6am7n5Jc5qJsbD5Vrgu516KwojGynjE32u+xwN62XkPK7nXip1pgaOaWdlVZrTx0Z8PnLeK52jiBekjLI+v3hxkrfHg3rR4un1fVs9fJO60o7qO4oriRsRsBSmNInVtpX83HDlsuWmJocRZijl2qC73XorCiInO4mjE26bfINxJn3H1/6gVJeLKz0VO18upSB0i9ipcRL0gVZvz9cWOmv+xuJehZPq3a30+MrWJxYqTnT5dNSYqUDNFdpZk+Ri9lrMrLXobOiIFLvnee+2XTaVoOm04OQ0zoUCmRotkNdyorSSkbyszMF8ZKUQdbvDzsrhfczvT+vZrSuVICTO4I7XC4H468rVYccdcZwWlcaSFVvzTVMrqL7hpRlbHVkr0NnRWGknsEXfqwGUIUf7ctPTay02omvGXz97jKSn50piJekDLJ+f1hYqXWLfTNuahwxJVZqmqBNwWfPbA9+C+vtD6jKR3PFNDVb5fxZ6Rl4HTorCiO72UKhmyorPWTq6KkkWlba7tC/NEr6Raw0iRivB7FSsn5vQKxU+iAUxErNS0uJlbYr/JozfOpPVKbgsiPHpmblZPMp0I36kVEuo32yO4wqH83t15d7LAbVrytF9Dp0VhRIpK+KNjP4wmy7yxedNKzUthT1e8tonnaWIF6SMsj6/WFkpdXUvI6S/rrnR0bfHmkGX4TOHTXboS9/+r4817OdABuBW9h7q/KpZPcJZp2rQJq13yvF9Dp0VhRMdAc4iaOnLl99UvIYz4WCx1y/jYznaucI4iUpg6zfHyZWKpze1Eg9lV8RVjrbyQCDOxY5d/R5bjpU/cKAEJu4kzWY8fB6NyoZUJVXJQVXEVO9WKmsamyvQ2dFIWU3X1815zNdTeXRTc338FWRWWm9j4pY6WWCeEnKIOv3h9uXoQZIeqyU0CH52JQ00FkRCa5gOyABDRT5UwaxUsL5gmJTykBnRSS4gu2ABDRQ5E8ZxEoJ5wuKTSkDnRWR4Aq2AxLQQJE/ZRArJZwvKDalDHRWRIIr2A5IQANF/pQxlJX+ffwntnz8/kNCQpKaoLMiElxB90ASEpJvJzRWSoiID3pjThjorIgEV7AdkIAGivwpY6D1iZUSIoJiU8pAZ0UkuILtgAQ0UORPGcRKCecLik0pA50VkeAKtgMS0ECRP2UQKyWcLyg2pQx0VkSCK9gOSEADRf6UQayUcL6g2JQy0FkRCa5gOyABDRT5Uwax0rPDcaM9cfRoPkfyYoEQm7jDPIHbrLdRPFW9NDsdWwercr1QFKCzooByyORTQYXzRXfzfdaeRzpZb5sk40n3k/bM0tN2urhqdGazE3ZLA8pIfubl5NwZvOZjhEtt1ztuZCsu8658ccyX0DHCUCWtZYFnB1zWojka5MhPNhpsox68Qkjc5GqV3XxDc59hzcRKzwtFvmSKCXWdJYkzckdnpep91txmg43iqeqjucsHKYdVuV4oEtBZUTjJ9lfyreRY6Xyt9O719sfXTzsrPd1NlKTpAb+9YWQUL/Nx8rq78ljKT1ReqaAJLKwJ8LxmsJLeZbnCcFmL5ogQIz/ZyFzWzUZ9eAVMOpx9Q3OfbXQmHiv9dX9zPWvk/k2T5/15Nbu5nq1e3omVlqXwqqV7geveRop8Y/SBi8LIrLTqusu8us/Fsf6Xv81GG8VT5a+5ywYrh1U5Xige0FlRMNnNFi3RVKQaRl1k81OTec0YuzKMem6nrGO08yrnoR43zQ7ZhJkv9O1kBB/zcvIqDjdh2LPrFfnS2BfFWjSa29xgJS1lwWcHXNaiOSr4yE82GmajfrxCSaxUe/qG7j7DmssyGistnlYdE3190BHTz5fbm9X9w4pYaVmWnKlyZbj7mAgHVTEuKy3ypXSfpV8AG8VT5au5+21zVKZOhB9gVW4Xigl0VhRMtlN+zl2UOcRBfTPvZgtpbcB3lvgu5ufkx42UpFshA3U9g17NNZ17oqUs+OyAy1o0xwUX+clGQ2zUl1cATxWn6/IFxPsMay7LcqQZ/M+X25vr2+dCoq23z8X7M7HSCse8fneAmURaGJeVmpYZtT+ZbRRRla9m/gfYl2BVLheKC3RWFEpOdxPGpvvttJ6Ov5p2DHU7dR/dPGTMzG5/fP3MbBm+mcR3MT8nL+oxHWkyodCVltVUz928HbZSF9Opl6qL+/ZErqx3j4VGC22pIcFFfrIRcF1ral9eYeSOII1VWa96nx0047DS9+fV7ObxtfqDWKkA0wsctz6YdjvFgEc/tAWSgKr8NXMv/PbAaFTlHZXCA50VhRJ1q1PHROth1Oxw13JWbrcTL9Ua02yuu0S7bnWyv5Tp+68RWKn/o7ebDK15i0JEDF1Ps5TO0jWFyVL3SgplPZ8dQlnP1LDoIj/ZCCjrkerLK+pB1lyaZ3dpEa9ec2m75lFY6dujMIP/+XLb/EusVIH2BW65FDqa2TsuC8RKvTULk1DESs9BKso42Tdc87SdMlZPxJ/uJoxNFtBeqFrAcdD5ulNCY6XO8HVymfCIGaGuJ63DK4vm0axep2iWRvaopFTW69khX9cnNTj6s1KykT7Vm1d0S0Jt9dJcF3wMWTWPwEp/3Ytbml4frmcPv7pBU2KlAgwm5F5jmn53+bP6xEr9NMupxErPVFqKWW+iv5oe+C89MaZspZ+vmWmglJOd1yrVc5foHubn5BrW0g0QeXW9Lod88Tq08z+7VlJT1vnZobuua2oU9GWlZCOTjfrwCv5TV5tj4dgil/sMa47OSl8frmc3q6dPftz08ZWfyidWKsBpCfbI/AAL468rle6pIW45rSsNpMpDs+Ed1BSr4Eq6NyEW0FlRPKmGSPc7/UaoLrX90Xn5qabst5X4Lubj5LqY27frafU1PEEu4FJJQ1mnZ4fpui6psSCtKyUbDbZRAF7h2KIe91nSHJeVypS02Y+virgXilipbHrdJkJipWGh3lTTbbbSs4CqPDR7hgO4ku5NiAV0VhRGdPviDxmrR0N1H41SmWWXX9EsDaASK/WBj5OD42GWrgeype4//bfIrZU0l7U/O4DrWlMjoucefLKREcN5hTRwbLyuPyuVh6QjslL9B6FEobFSBSpNMcxKXD4pHft7peIybOA2O079hFHVV7NdOazK50JRgM6KAkm9rrTZw5Qdqln7mk1qVp0umDQLn+2vtPPy9SantW7FKnarA8gIPubdm1zjsH7NovQdTfFzGPBIEtxPTWUtzw6H6+I8ZvjITzYKYSNfXtHsXxJvhluL4EtbNJfxWGn1hXyYkhIr1UHHJHRvH5e/qvRcz3bS28i+obO3qn6V1Cnyq6T7haIAnRUFk4osCuCGM3UHOImjp+ZFpe3XprSav7mM4mWgk2t3Dzt1CX3XE9E8iI2DS9IonS7JWhZ4dsBl7bWKCI+znchGUK3MjYWvq01smaOfbzjsdhL5bSRWKhzs1IgwlU+s1AADJSmOm3a/nOU7apeD0VmpsAzbPCviRiUDqupTSZ0i30q6XigK0FlRSNnN1u1p9d1pTG3qfH3VnB3Kf820KQt9G1/QPJU1f2cZyc8AJ1enPY/CGevmOKwnAdyR4+0QFTDjyT/J9ZV0Lqt5dsBlnTRHgxz5yUZDbdSHV/B7kvi77ukblt1O6oNllC9DDZD0WCmhAwIrJZwN0FkRCa5gO2BZPT0TGQI4K1DkTxnESgnnC4pNKQOdFZHgCrYDlmWRJzMvdV6gyJ8yiJUSzhcUm1IGOisiwRVsBySggSJ/yiBWSjhfUGxKGeisiARXsB2QgAaK/CljKCv9+/hPbPn4/YeEhCQ1QWdFJLiC7oEkJCTfTmislBARH/TGnDDQWREJrmA7IAENFPlTxkDrEyslRATFppSBzopIcAXbAQlooMifMoiVEs4XFJtSBjorIsEVbAckoIEif8ogVko4X1BsShnorIgEV7AdkIAGivwpg1gp4XxBsSlloLMiElzBdkACGijypwxipWeH40Y6QM10vNflHzqCEJvgo9AayDaKraqXZoejSy3VUI92HtPn0FlRDDlkmhPtT9vpoj01NJud1CIiDKePztdMo/z7ykh+5tqbqrz50u2EXo8u7xDhbdfNgZOBLWXFegEncI555rAc+clGXL3As+o1tdoYjxQ1txe+rktZV8/RaCZWel6o3YxYaVmWCKxUpWGajqixUVxVfTR3+RyUG6qh8TxipUPkdDdhTCaO9Y8CpocuQ7a/kpO1rLQmr8RK/eDam/R5hQ7Rt8tbIzx8XbibWuqsNM5SsZECgBj5yUZiRndWqtHc5zEEPEr0ZZ09R6s5Hiv9dX9zPWvk/q1Len3ofldTE2al3EsczCSOG6ORLwsjs9KqKy3z6r2uONb/8vfZ1UYBVflr7rI5KDdXo8iX/sO4AYHOioJKdsga9ikQx/maMXY1O+yEbOttk2E3W/D/GqSjtsRKfeDYmzR5m8xtDwnZ5YUIb7lu9VzfiKmOZaW2SUmg5rjgIz/ZiK+8pWJCrarLdgOVtWqhuL295usayzp6jklzJFZaPK06rlnRUOHf1cs7jZUKaB0ot826JsNJx2alRb6Ubqz0i7uNAqry1dz9tjkqkyPyD2A1jhtcP0NnReFkvmaMscl6O7NPsu9mC340dDtlbLLfgfpr5koz+L5w603GFP6ngF1ejPCW66rdlOvktrL8b2q4gDRHBhf5yUbdb5qQ7lcraajBob3G60JlnTzH3KJRZvA/X25vrm+fC2KlZhzz+s3C0vMT4qRjs1LNnRd/crVRUFW+mvkf7KwUqEYVNPL2dRhYlBQH6KwonMz32fz084fD0s/skDGehp7uJoxN99vporLC1VRhqK1OYqW+cOlNAPhHfLAu7xDhBWpR1ONfPBUByqszIMZw4ak5JLjITzYqoZAO1MrIStvfrO0Frmt9dsDthVpErPTcAPaHxtrjVgkNo7JSex9uYYuKAVX5a+beU92Vm+K1jDFdD50VRRCAOLbrRyd7br5e3erExAn9Q8bY1cyN8n4zie5hHv3UVLrpEaG6vEOEV7JwE6n1+6OxuKoeDBcemsOii/xkI8eQrqlVPZyZSzP4zu11e5RokyzthTWPwkrfHuUZfG5RactWiZWWZen3MnTpIFbqrVmYOxnCSqXVTmXRhLjRvA+dFUUQgDjO12yyaIlps8x0f1Xx1HpC/7SdMtbSUGl+n1ipJwYwnqJZOuevalCEl69bqgTAvOhSLQuHC2fNwRGElSZhI7BWht1Qbu11fZRoZ+fB9to0j8BKf93fGAdH359XMDElVuqWdJkgVuqnWU4dNFZqyDQeLUVnRRHEgTju6v1PJ0OGbopfWoFKrNQXPRlP88jlc4Xp8nA31F1X9/aoG8lzqbN0dUfNUTCYlSZiI3ut+A9hbY6Fa3s9HiVOIxpdex00R2elrw/Xs5vV0yeYwTyhT6zUJeVSMf66Uqm/Gm6507rSQKo8NBvejF2opFM13CfOggCdFUUQJ+J4upsAO5zaVN0npSrYdkd9E4nvYu79tEVhmAQN0eWhaxuuq+uTeoqhJ2TmcOGkORakdaVkI0tIdzaMY3t9HiVWRitkctEcl5VaKWmT5/GVWGkNeIg+KVJ6bnvwW1hNEVCVh+aQrBT1mVQBnRVFEIWV7mYLpv2CqXY09MdXPVY6Peg/dFqBWKkjfPZ3l2W7UE/3TfAAXd5ChbTXddjRYirbg5WO9l7acw9+WaZlI3utdJV0aG9wVtr+hsxKpQ9CGaR4WtFYKQ+Tg408UHUWGPl7peLi8HraQXfL7UEgoKq+mr2UG2dhNrav6MUDOiuKIOpYab3Jaa1fOVqvK21Ss4PuO/xm5d9bRvAxn95kWcEyuMsbIzx4XXVHi3Bhn1U3UsUsmqOCj/xkI1vFTLUSt8Kb9zo5zv45z+B7ec6IM/jVglENJf18ueU4qDEbsVLX3y8Z53m2k3ltOP9bQFX9KqlT5DUEoF5n3LcidFYUQXTEsf3qUwdusLMiqaZUq/LvLKN4Gdib+G5hHORp8w/o8sDv1utq+ql7ncEKAJojw+Nsp8RtBNVWp9uZGjpncHx2gJvHRmGlwsFOjVRT+cXTiv/ROHdPrFRAikOl47NScfOg8fReNyoZUFWfSuoU+U5McWcZL7tX35GAzooiiIE47mbr5ljRxdX0sANSZ3KqVfm3lZH8DOhNXLcwzzzyE599u3xpjPAu1+XPOue/K+xUZ7BiJs2xIUd+shFQMZAb8LudzM+K0KzUw3NGHCsNJemxUkIHBFZKOBugsyISXMF2wLJ6pic2FHAWoMifMoiVEs4XFJtSBjorIsEVbAcsyyIf/UQzQllS5E8bxEoJ5wuKTSkDnRWR4Aq2AxLQQJE/ZRArJZwvKDalDHRWRIIr2A5IQANF/pQxlJX+ffwntnz8/kNCQpKaoLMiElxB90ASEpJvJzRWSoiID3pjThjorIgEV7AdkIAGivwpY6D1iZUSIoJiU8pAZ0UkuILtgAQ0UORPGcRKCecLik0pA50VkeAKtgMS0ECRP2UQKyWcLyg2pQx0VkSCK9gOSEADRf6UQayUcL6g2JQy0FkRCa5gOyABDRT5Uwax0rPDcWM5+xE8ZPKigBCb3A9osx4IHVBVL80O58iVxXGzXJqPhXO9UBSgs6IYcsg0h4KettNFe6ZoNjv5pH7t5vtsUidfTdbbDL2NoWQkP+vl5Npuy5+yqPYmOHVQpxZUA4X151X2PL44JuTITzYy2wiO4UNaZCkL15lP0/AZ6G4QKz0v1Kfi6g66FZHEOXijs9LjRr7Pmq6mt1FEVX00d/nMynVHMPO5XS8UCeisKLic7iaMyay0/lHA9OCW+vVzvlaS11v8lgaRUbysj5Pru62qic8Bpw7q1BbVUFnnJ4s1mISFGPnJRkYbWWL4kBa5VhnyDcMDzqI6Hiv9dX9zPWvk/k3O8PrQpc4efhErFV5bRCtWNmzeJ4pjvmRp0NKRWWlR39jqRmvvs9FG8VT5a+6ygcqPG05RW582u+OF4gGdFQWV7NCOaAqsdL5mjF3NDjshW8Ms4dQfh4wxxhbZvB5A3c2q/PJ46veUEXzM38lN3bYK0t2oT62rzgOnDurUiup8oysMlLU+WRyCSWDwkZ9sZLYRHMOHtMhSFq4zaAX73YjESounVcdEKwLKEdPiaXU9W72801hph9ZSuToYftxIHjzqZAoixmWlRb6U7rP0C2SjaKp8NXe/bY6Kn8COI2hyu1BMoLOicFKNaE7W29laZqWK7GYLxhZ3hol4IXV+SRxUlfgu5uvk5m4L9EJr6qBOfdTyG21D1YDg9GQxBZOY4CI/2cjn6c9XakiLLGUtdQYfcPa7McoM/ufL7c317XNR/fv+vJrdPL7SDL6AY16/Omh8rqh/rNtCAAAU+klEQVTfUgr+XxorDQ3NnRd/gmwUTZWvZv4HL1ZaiNHC5UJxgc6Kwsl8Xw9nzm2sNDtkjLHJfueQup2yC5qvVyW+i/k6ubnbGp/iy7ywpQ7p1E590hgQHJ4s5mASE1zkJxu5P/3FGD6kRZayljpDVnC4G+Oz0uJp1TFUYqUKtEbjBsNZ/Q6CU7txMSordeqHFWwdK6Aqf83cu7Wj8nYSZpkfhd/cmhAL6KwoggCsNNvXW5omew3R1KVup4xN9rvscDddVIm028kL/Z3cODiUSzOePAMwpQ7p1HUCt3lE2TsCBgTLk8U/mIRBF/nJRk5Pf10MH9Qi+F5Z62y2gsPdGIWVvj1yM/i/7m+ubx8eb7tVp6unT2KlLbRzKJJbpjFSSqy0h2ZhvsdR+XHDlsul6FjESqMIwErnazZZtNRTHivVpJ7uJqz7sYNx9v+7SXQPC8l4tPtOug4FpQ7o1FW2paJbyx10w4fgk6VPMAmDOKz0Em3UqVBi+LAWwffK2Te0Q7/g3RiFlf66v+FXkUr/Fk+ra2BCn1ipvChZWdJ8wSBW6qdZTvVVzs3/ECuNItYZ/B9fO3C1KJdab8+/mjZ7oX6cttWgKb9J/xtLdA8LynhKgT8sN8dCUmVMHdCpa+rADTY1V9HOw0rVBp8sA4PJMERipeWF2UiFtA6rd4v8yvqyUvPdKMtyBFb6+iCNhv66vxFn8IWRVGKlTqthRl7hh4Xx15W63WendaWBVHloNrzdMocIXkOawcH1OnRWFEEcWGkzCGpYWsql1jP4HmW/l8R3sd5O7rdU0JY6oFNrina92FIWfLIMDyZDIK0rJRu51xmm7I4tgsv6+IZpBh+qc1xWqlBSHSv9fLklVtrBc432RePM9uC3sMa7gKo8NPs9SJpV9Abt7k2IBXRWFEEUVrqbLZj2C6aT/c4pVdrtRKzUB72d3KXbyqNW5tQBnbrIl+qCrwGMx7VsZAzYg9/i8m1ki+H9WwSXHcRKwbtRISIrVT4IxU3Z85+FensElpYSK9WtO94sRwoOyBj5e6XijQZusz3eBVTVV7NVeR1buC/SbfjA4nOhKEBnRRFEHSuttzG1u5RO2ylj7Qy+S+pkz6Uu2OV8K2oEH+vr5KZ1VtJnJVtVcOqQTm2Y4dUXlsp6PVmQZvDJRpCN4Bg+pEWWsrZbDSTZ70YsVvr+vDLOyyubn+gr+hx0Bq7cR8Tlz9+f69lOgI243wKq6ldJnSIl4invvHzYcb9QFKCzogiim8HfNjvoO3CDnXBqNZgq4mK+FTWKl4FObuyJbjtp+OV9YOqgTq0buTIU1geEnmVjwuNsp8RtBMbwIS2ylbXcaijJdjcisVLhYCd1r33FWa0HOxErbcEfGwsfSXtJGJ2VCgu8zadCu1HJgKr6VFKnSPfiCh3O7HqhKEBnRRHEsK50N1u3J91zu5fcUufrq+bUqKvpZczdVzKSnwFO7sN4RE1wZ9Kdg967U9dlu30p5qeDjqi5PlkQWSnZCLQRGMOHtMhSFm4vnATejVG+DDVA0mOlhA4IrJRwNkBnRSS4gu2AZfXwTGQI4KxAkT9lECslnC8oNqUMdFZEgivYDliWRZ7MvNR5gSJ/yiBWSjhfUGxKGeisiARXsB2QgAaK/CmDWCnhfEGxKWWgsyISXMF2QAIaKPKnjKGs9O/jP7Hl4/cfEhKS1ASdFZHgCroHkpCQfDuhsVJCRHzQG3PCQGdFJLiC7YAENFDkTxkDrU+slBARFJtSBjorIsEVbAckoIEif8ogVko4X1BsShnorIgEV7AdkIAGivwpg1gp4XxBsSlloLMiElzBdkACGijypwxipYTzBcWmlIHOikhwBdsBCWigyJ8yiJWeHY4by4mj6XzYGSE2uR2yprVRRFW9NHseEqjJrB6TPOZBN+isKIYcMs2Jo4dMvs+Lu6zLsJvvs/ZM0cl6m/FlT1vuPNJsdsJuYEAZyc+cz1Usy7I45kv4hEZzlDam6o4Fl3ub8ADofTSk/jRLsEU4zx058pONetvIcsRqDp44arkukAq3SEhTkoiVnhdq59cdjC5irAOJUTE6K1VvtOY+620UUVUfzV0+N+W6zJpITKx0iJzuJoyprDTbX8n3mWOl87XS+dfbpux2qiROD9jNDCWjeJlrb9Ln5TqEjrd0qqBUO+OBHwADAgLYIsTnjhj5yUbGFtlsBF4XDvDe19U/HIDHkOnxF4+V/rq/uZ41cv/W/P75csv9rsmQLivlXmoEO1Vm7V5GimO+NHr1RWFkVlp1kmVe3ej6NotdzWSjiKr8NXfZHJXrMxf5EtXL0FlRUMkO7XinxEp3swVPNEWphlEX2fzUZF4zxq6qMdGKsHajp6ftbKHq/7Yygo859iZN3iZz00OOGz6x6d1N94FTFdTZBb7DPQByPnlAQHBoEdJzh4/8ZKPeNoKvWxXeiJr1VZavC6fCLRJu75istHhadUTz9QHine/Pq9nN42vqY6Wte+XycHeRLxUPxiYMI2FcVqreaOkXs40iqvLV3P22OSpTJ9q5FCjzmGOjMtBZUThp6eNsrbLG7ZSxyX5nLnhlmJffzRbSXH89HHshw6XxXcytNxlTzJltiWCqyHfkf3s1QdvH4RahPne4yE826m0jy3WVAM9d2vu6Po8h2+NvlBn8z5fbm+vb58I4pPrwK/kZ/GNev7MoJjSaG5MxjINxWalpYWX7k9lGEVX5auZ/cGGlxsxVSMnbV9rRlzOjs6JwMt/Xg51zlZVWPHK/nS6q+3w17RjqdsrMw6hmVmriuN9M4ruYS28CAJC0AuQpUKqcZKnQsIAAtAj1ucNFfrKRuUUWG1muW9TjqgVXELAu/EqipgItsjz+kFnp+/NqdrN6+qR1pS2MLxa5NEpPrDQsPKKwLXAEVOWvmXsDtisHMmsWDo07Po/OiiKIhpWqW506JloPo2aHu5az8rud6iHYvTSDT6zUEcOIV/NQ1/5cRWxTIVOqTmndRbk9LfymlaABQbw45nOni/xkI+jioI3s1+Wm0atau17X+ZZYWoTISt8eDTP4xdMKGiglVlrBsNKaWGlQXAYrFWZlbMqhzNLKoXroYEynQ2dFEURlpdVWJ55ZThmrZ+2rgc+FeS9UvX1KBrFSNwxgPEWzKE9JOW7YctnSGk1/B1I1M8FVfZbKE6DOFC4gqC1CfO4EYaWp28h6XZmUGm+q+U4aUl1bhMZKf93fXM9WL+8ebJVYqfJyx33eYXMsaAY/PC6AlcqpoHKvzF2O8bwOnRVFEM1YqSqHrGaWNem8mh4alnmqJ/q7laOnduqfTdbbjGbwPdCT8TTB2JoLyKNPNQ9J8ENv9eU3R2sTXPu4sUVYz53BrJRsZL11mnEH3XAofCd1qR5PFiRW+vpwbZijL55WBrZKrNRGU3xXI35TjL+uVOp6hvvstK40kCoPzYb3Zn1E8crMFSFWOkScWGnHLHUboWDeecgY7XZyhns/bdEwEIdu4L2XRntt3aZDae3gsIDg0aLRnjvSulKyUS8bgbdO13L9phbzEKo21efJgsFKzZTUaaCUWCmU5/KHSs9tD34LtwXpYVR5aA7JSp1iVlygs6IIorBS3Y6ljlnqPhoFslJwz/53k/gu5t5PK9SrWDRfDNctu5N7pilV0K5fAyn9Ko949Q8I5haZmj/Kc6fnHvyyJBtxNgJvnX0QGr6uMfWsWSn8QajXh2vgg1DESrlfmu7SrAUZb805Nkb+Xqm4dLyem9DdZ8fJ7jCq+mr2Va5fVyq73YgD9OisKIIY15U2e5iyg/Clfc2q00XHO6vUZn5/N6++xi9x3O8rI/iYT2+CSVnR9I9uPpQL03Aqp8H4/qjMtPKLEvsGBIcW4Tx3+MhPNuptI/C66k4pNRnm/o6+cDYz+O/PK2goFPpWFLFSh91OKXDScz3bSd+XtMEkjKp+ldQpgjTrMyO6HToriiC6GXzN+UzcUOhutlCS29FTzW6nSxko/TqHs534PmEcAur2Q0NhGk6VLyZCd2n/UKNcwtYixOeOx9lOZCOoyvZb56yXS7feZ6BFDkmRWKlwsFMj3VS+40ApsdIWPucAXw5GZ6XCjTbPmbhRyYCq+lRSp8iLlZZlWfAHO+cjux06K4oghnWlO+4s+6vZQZqd383XVw375L9m+vPHl7jbqTsC6iJkJD8DehPXJ8zzksKOaMczx7Wp4ApH6/Ht3gHBpUVYzx058pONetsIvC73LSuhzvB1ne6zoUUuSaN8GWqApMdKCR0QWCnhbIDOikhwBdsBy+qRnsS01JmBIn/KIFZKOF9QbEoZ6KyIBFewHbAsi3z0E80IZUmRP20QKyWcLyg2pQx0VkSCK9gOSEADRf6UQayUcL6g2JQy0FkRCa5gOyABDRT5U8ZQVvr38Z/Y8vH7DwkJSWqCzopIcAXdA0lISL6d0FgpISI+6I05YaCzIhJcwXZAAhoo8hN6g1gpISIoNqUMdFZEgivYDkhAA0V+Qm8QKyVEBMWmlIHOikhwBdsBCWigyE/oDWKlhIig2JQy0FkRCa5gOyABDRT5Cb1BrJQQERSbUgY6KyLBFWwHJKCBIj+hN4iVBkNxzJfAiWRJHjmKEJvc7vNxAx8JGlqVj2b1cGPodBq4kqheh86KRpBDpjuAtJP5X0zOcNpO//vv2ij/zf5zSUeMSjKSn3k5OZjZEsMbaLs8fFxlkC5vuC5UZ79gEg4fv/+QUQYaxfZksRwxDR9PqrsbUFmxsJxs0ewJYqWBoDqa4Glqsi+R+ZYYnZU63ef6FGCLBQKq8tKsOaPY/CCBVSF7HTorii2n//kXYxArPWRMylAXETA9YDckkoziZV5ODma2xPAa2i6vO1jcvSc6dXl9qLHU2SuYhMTH7z9klCFGsT5Z6ou4V1lTK66wpVJgYVizPwBW+uv+5nrWyP2bkPr60CXNVi/vqbPSyqTLvH6BKI6iS4nJdWoKxzOPzEod7jP3dgx2nICq/DQX+dJZH6wK3evQWVFMyQ5Zwy8NrLQjoF2G+V+MsX//57ATlPy1RW9OFBnBx7ycHMxsieH1j/ouf9zwRZtsbZbBXd50XVudfYJJWHz8/kNG0de5v2b5GlKGihxuxOs2LaoSuzHOOrkpDpZVC+ebLtmiuQdMrLR4WnVMtOKg4r+Przx5NRPTJFhpkS8VysL9pCZrClwkxmWl1vvc9p9cM/cRS5Wn5uPGOjYqvOwYVeF7HToriibzvxhj7F9/bf+jTtDXsvvPfxn7a6uZwVez/fd/MuwWRZH4Lubl5GBmSwwv/bq8UHRYlweua62zRXNEfPz+Q0YJrFnUtznKM/iKYi6DzgI8PYbKNvweeKsANPeA2wz+58vtzfXtc9ES1tnDrzb1/XnFkdQkWakGssUlG+mWhFwgxmWl1vt8zOsXOuvtD6jKT3PlN3n7siwt0hFKw6rwvQ6dFUWT+f9m89PPH9plo1/C7zArzQ4ZY+xf/7tDb1EUie9iXk7u2yOkZ6t7ly/Ex/iwLu8XaoQ62zRHhBT5ySjORrFqbn+XMxT1GKU0V2YYo9CMYRjKwk20ae6BHqz06/WBHxyVSSqx0rKzcfdPWLN9F4zKSj3usy2UBFTlqVmzRMekHlZ1Bl6Hzorii550HjLG/v0fkLZm/1tvePrX/17o9P3XCKzUy8k9e4QQwwUAXb6dWV3mR+G3EF3eHmqkOnsEk9CQIj8Zxd8oes3coKaagZv6rxosr/3kFzRUd6Vb8GUsW1+S29Ek7HayavaGGyt9exSXllZLTldPn9UfxoHSNFlp0azRaP7H5wdYIFbqqVlak9T4ktZTiJXii450bqfc8CcwmPqv/7bElMZK+yEaK5VjuACgyx83bLlsOZBprrhnl7eEGqXOPsEkNGKw0sSMotMsTLQrGWRiKajtlqJqc5jLVrdlqZSWNjAYNfvDhZVqV452e6GkjVBps9LGtrxFzoAfYIFY6QDN/AX8A/oZeB06K4ovCumU14la15XW+58u8vtQ0T0sCivVxXABDl2eny4O1uWh4UBbnWHN4RGalSZoFJV0SvWTMmj4rjSwzH8Ia3MsYBbelq1JJzc82ujhrm3U3Ad2Vvr6UA2Ldr+8P69aMlr9TTP4ZVl25pOtoVneTOtKI8D9PjutKw2kqrfmGuYeDqvC9zp0VhRfZNKp+/BTBeOA6Ol//nWpw6XxXczLyV0ym2K42xU4cN02VJc3FXKpM6w5PLzWlZJRXDQbhiSbi+i0wC3qUuGymlvlwuCj7XZSKam0xlQ3v58mK60H4nUf+VUtmMhQ6bntwW9hXxofTpWPZr/IAlcS3+vQWVF88WSlu//8lykf1SdW2h9eTm7NDMRwHgbWJPZRsFf36/Lan8119qcpARFmD35ZJmyUAKwUjPjOI8dFvlTq56q5FyBWKn0QyshBP19uk2elsB3E9cD1aHcCpHTs75U632d7cA6oykdzPZMifTfOpB+uJLrXobOi+GKboJcz1Juc/trWU/yn7ZQxmsHvDy8nd+gvLv1Ds8uk6abdBCjjlAXq8ppQA9bZL5iEhfC9UjKKXKuemsEM6q4jvkkNSRcvq78Z+rL9NPeBkZXy0/TwMlPx86VJslLjWwyw8e7yp+/Lcz3bybyQnP8toCqfSqqJwFIiSyWRvQ6dFcUXX1b642s7/a9slMscKP06h7Od3PuLPYYblVa/KcX55/KALg9c11pnV83hAZ3tREbpp9maQaNZ2nTtczPUNav9NPvDxEqFg50aaafypdTU9+Cbh9b1K43t0xGXgtFZqeN9dqOSAVV5VbLgDxzOhVTfSqJ6HTorii/+rPTnj6/df/6qd9+z//57erhQSvo1EisFndy5vzjFcKPSWgV08nvvLm++rttzx0VzeHz8/kNGGWYUf1ZaCufRq5+n5fckwQfdaz5tWxw37T58T82+cPsy1ABJgZUSTEBgpYSzATorIsEVbAcsq8dlAkulzg4U+Qm9QayUEBEUm1IGOisiwRVsByzLIh/xPCNCB4r8hN4gVkqICIpNKQOdFZHgCrYDEtBAkZ/QG8RKCRFBsSlloLMiElzBdkACGijyE3qD/X38J7Z8/P5DQkKSmqCzIhJcQfdAEhKSbyc0VkqIiA96Y04Y6KyIBFewHZCABor8KWOg9YmVEiKCYlPKQGdFJLiC7YAENFDkTxkDrf//Ad+YpdX92l56AAAAAElFTkSuQmCCAA==)
Připravený soubor je zapotřebí uložit jako soubor CSV pomocí příkazu Uložit jako > CSV (oddělený středníkem). Takto připravený soubor lze již nahrát do programu FVE.
Při zadání vlastního profilu spotřeby elektrické energie zadáme do položky Maximální hodinový odběr elektrické energie hodnotu ze zeleného pole v Excelu. Nastavení dalších parametrů při použití vzorového Excelu je znázorněno na následujícím obrázku.
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)
Další zadání v programu FVE již probíhá standardním způsobem.
Vložení profilu spotřeby elektrické energie s menším krokem než hodina umožňuje volba "Soubor CSV". Pro vytvoření CSV souboru v tomto případě využijeme vzorový soubor v programu Excel, který je ke stažení zde.
V souboru je potřeba vyplnit oranžově zvýrazněné buňky. Zbylé buňky jsou automaticky dopočítány. Vyplněný excel může vypadat následujícím způsobem.
Připravený soubor je zapotřebí uložit jako soubor CSV pomocí příkazu Uložit jako > CSV (oddělený středníkem). Takto připravený soubor lze již nahrát do programu FVE.
Při zadání vlastního profilu spotřeby elektrické energie zadáme do položky Maximální hodinový odběr elektrické energie hodnotu ze zeleného pole v Excelu. Nastavení dalších parametrů při použití vzorového Excelu je znázorněno na následujícím obrázku.
Další zadání v programu FVE již probíhá standardním způsobem.
červenec 2017
FVE: Použití klimatických dat ze systému PVGIS FVE: Použití klimatických dat ze systému PVGIS |
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27. 7. 2017 | Autor: Ing. Jan Stašek | |
Při výpočtech produkce FV systémů jsme často dotazováni proč v programu FVE vycházejí nižší produkce elektrické energie v porovnání s výpočetní pomůckou PVGIS. Příčinou jsou zejména používaná klimatická data. V následujícím článku si ukážeme, jak jednoduchým způsobem lze pro výpočet v programu FVE použít klimatická data z PVGIS. |