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Powering Homes of the Future
The energy grid imbalance puts financial strain on consumers
High demand = High price
Electricity price during peak hours is up to 5 times higher than during times of low consumption
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pcVl9L3EpVpRX77HkLVnpc/cAnAlU6OaoNs7aRDxwiFiLuXRuix2NF8VoB8/rQwlbBt5qoZbaB/nyhPh%2bTuV9S6QbP2lquySNmViAmtOiJd3cB%2bwbG9aP4PRxe3wh7BVFTmEsRsafmTcTb9nfpMBXbCmKWPXnN8J4qYN/AErcsjhY1ny2ak/oMIr%2bHhuLJTn0riZn1wc%2bYMBCxv3G2gK0hst9Qwqbst9v8k83pztK%2bCdoOpcbsATJrG/UwIf2yy5N3fC1iGET1Z9a48fhF2Fcap1Uqaf8B%2btj%2bEzKFLwInipkVu937b1htn%2bLR6tdrUPlEjNXf4nddf9bvs1baHGU7i4hrMvN4vofGTjctqFBnVhazrJJRFI9i/FnuLOFbndwjuaz%2bDDHcTdQyhfIb3%2bO/szI0JKqUGlXErHJWxhaybOH8hKe2sYQOmbUhhK1FLd6WLVRuWL%2bHlpWd7SRmq6ggZqg9GNbe2M/bX0W8XwOz3zJ5VPfVKlSuIsC%2b7tt/j3g5cTZfFKqIrtcnI6NDxF/hryxgM2BdJ1LYmPFVRA3NV2VxHgbr99BmcOJNrS5mFiAmtaiJ9xQB%2b4boPsgeA4rPSMSWAyruqq2q3X/%2bfTVDU8/OMldREXEVH1SE36t/xBg4XcA%2bIVLkUcLG8qskahXmtuzYYR/4PFH40CsyxgPqKdl47gl6Mm0Rs0NR2FRLiRafLFGbRVbskCxtJUNTTTtX7Vawu5hZoChkDT8iFgUIYWPE3FHUKpQeZzHNt/qBTxR2ybhm7XYQM/bExODyIqItCj%2b0vq5L4UfVVt9VP0ucFZ8ZW08/MfjQQLXvX57Z36HJK7MwX4sZBllCxo77LR77S8CouB6RtPoyRC0DEe2c5ZS2W/nAJwrq6W0UZ0RMZTFDla%2bYZcWfmz81ZLVR4X4qPiMnlh6z%2bL7GQr5tX/Hhf4V6qXEVjAc1Y58NEX%2bFX1m8ZsG8DqSwsfxa1LDI4vtqx/5iddaN2q3UqGb/6uft68hJeQfxmgFD4DLvtcVPyT57MYyIq5jofP3Ap2KjI2OiBpqKmDEefK/fq3/UPT1BxD4hsg9QwsbwU7JH3QvlOXoFkOtAfLF6FsrZFDKukpitgrVaRvp/4lR/iDMQ1TdZ40BJpCz2CK5d7Nz4JGjIxqqLVMaN2UXMrEBPqi1i64jos4xsTU2klOfOWShX3R7t1D4fozwZIQefkphllBiVJlA0Vtujckz8arfKd8/Ujuhb2oTiRdms2M0iK%2b4tngQtY4Whbsfi8fAyxExByJRXjxG8Gb89yxY2i6%2bSqEXZInikRMgY89ZOLUP7BtX0O0p0dhGzakJWJeuLnGxeYyJ%2bVM3K1laFUEXUmFxoyAik5/MxmSU4Ztys8ljkpFpNzKL3xn7e/qqA1W4Ev4cjerwqPGuouUi1grUCc0zmKUcvVG%2bUwsCIfnizxCxqoq4qYN8QfV0oYWP5VauGqFYyVJOX/3BZPx%2bjeoFooEqNkeXA6AfROpF499oiHsrdBOwboq456/5WFjUUb1bFiA1T26pkaBnZmep%2bHcPWYu/1Q/m/c50mYk%2bI6IuMe225BoVnit3vynNmWF9YBE31wmahXGpUsLXYXz4KWVmL2Hcg%2bwdx3xl%2bCs%2bW8ryoiOV%2beBU01U5MV31HrOwHY9XWYm/1efVFClljHkjx9/CwSpAVSoqzdp2l3XCtHttXKldExVSfFHcTMy9UxxECFX9/9uPgsPiu%2bqzYz9p6rjkaym2DI%2bJ7aBlczEktMzvbRcwQWQEjI/t5%2bGMhI372vWEvqlDIeN5V59o0rqxDIaqravVSYxSnxZ45YaFiz3Krly8Z7UQJG8tPoWSf8dzvUHWCYeV7aOyOU8zO0MgWPgtvVlYWMXlXEbBviLyOrPtm8VMXHwuqVp9SdCUjQ%2bvsbB0qD2pGVoaepHcQsG%2bIuEaEsDH8sp8V1dLjzuP9wtcPfP5rCLKZBVvdlUuN2Q%2bo1R7hhyzL7C5iT1ASthY1ny0DpbO0Kj%2bsvoPaQFhB9oPBELOMiQ/Zht2AFnX2QkVF1LI4O0ubwIygSSoxMV6FvTxFMbMAMeGenI3NAtU/7EWLgqhlih9qrvLGWbGjPofVPh%2bjiswHZycx8yBLwNBxM3575o37Y/S3%2bK36WNuG4IyI7YVim8aYa9dXG6agKWZ6rBXPKp9CCYQlZhWEjCmWT7GiJ6ErrudH0RZ/hqhF8KJFDWWH6htku2ki%2bq3kKJdSCqJCqTFazFj7IoiYK9xKpcv3NkVfu8dfzSd7P00ttsqYfodbb1iHQjo7yy01roCVyWXusz1xKgnYDCLb3KLGt5uF2l6aDD4J2snZWdaAzt43Uy1LInzvuKoJ2CdEXA974WH1ibDN4qyYpcloRbVj%2b6zsbAYVJsJdxAw5Ue8kYk9Ai5tX2KJ9MrMvdFwUX9UszTV/MwRNRr0nsUupcScx82K3bGwFyGtvUdOy82K7LO1J0CQaZ4hXNTvbWcyskyliEj5VxJ6Q2afs8jQKaiK0EnPnLO0W0RmaojB%2bgnqZIRuMTM7j9%2bq/W98jgRI2RlyV/WIU1ASSnaWFxrL%2bDq2MYgfwqJchVCaAjBV51XH5ikof9bT6/yz6rNhH2KLtZjHD980G3SYvQttzl6Glq2wSl2LJIMou0tZib/V59Y2%2bfz83f6w4rGvz%2bDN8IrgzMia16oFiJc0UL7LkWPGmoTjUrv0du4gZU1iywRRTq2%2bkD6vc7UXGIpW1lzYDpjj%2bh8ciaIpK3dmZhthaJp2sfbYnThUB%2b4bItjIXGAr7XpWesSgoZmnLeBc05l6V2qoBxZFRmsh%2b0C1tUMnKKonYEyKugbnYUCiVV3%2b%2bK4/fJyxfk/oPq3e9kVn1eAVbi/3lg1xwVRexJ6Cv7SRRQ0JtbKklECHjc1XQ1G4SAsjOV944VpkwmHtsdzw7juEnoK7XylNN1JSfc5WtF%2bnn51XQutzIQYaAZk8UVnurzx2H2jhgAils0T7Z2ZfyotSLivPuEo/yBz6rrUjUhNwCJTHLmoCzYjF%2bK3S1kf0xz1UfSww2J5JvlmvGztsuRowwnhVBU5%2bM77BzmzPKI1ZOtphF3vco7ifeqA9Zergt/hEitcqLFI5ZRF23FWrtgeIqOVYsN56cnWWXGlfAFLOI0uLP2x8bkfG9nCrlxKyF687lSQToc73qKcdq5SYUKjyYSmVJlO8dl%2bq%2bW0TbThK1DDv2vVJa7FN5ZgVN8cFWgeKARse0cLLEDHngQVXEnoBss4dHRdTQnOyxwIpXaYwvAZmhoSb23VYgs1DPziJX1qyJ9Cn2Dg84UtgYfpnZFxqKi1qVMU3N5P4CBlSC0kpHOTtTEDMLEHs/O477MTAibfVnlpi9nOoimY2SZUfVPbRIKK5ulEUvIrYnfgvZPBDCFu1TZbwiuJBzD6NKVQ4zgsZUYUWxUYFyOWXFbtUW5ZexSPn0x24L0zdb1ND9W3XOUWk3rR2oDE2l48aoV27MWLVVKUm%2b%2bmTts33i9QgWW%2bzYfRh5HRl2KC6lRfu3OGplx682ym8KiYDSYFKHSj%2boCBmzP%2b5iIX/oa%2bGz%2bP0s2K/YZkCxfTNtUmx3GFh7aGqbh16ckJ3NIjI7Y2dzT1wK4w7dFtZCIWJ8KD8T1bK0rfBN0NRSzmiO3QdRpVJjVplLScSegGqjlaOSqCGhPCasYJUdKTpx0inH7JKRxQYZD43dxExdxJ6AErZon6y%2bVRZIBHbK9tztrCRoKjdFTRjRXNl7TxZ7T5urCtk7EP0Q7dMlRbxN4wWfBE3q9AqBo%2brgURY9hphZsYuQvcNzXRbfqD5UFasdgSg7IuK44c3QqgwANXGuXJLMnsCs9q9%2bVcatB15hi7JXLz2iuGT2lcCxsvinYp12bH83KAvVbntsDO7s74V5/FbsZ23RdjNAciGg1p5ouK43eg%2bNtQKpVG48ITvbWcx%2bbv6iuNG8Fr8oVC8pnpDlv6LE9SocCqmSCiuk9VGxVLm83ChhiBCZ1bhZ%2b8wVyono2BXnjCqL%2btA4T4KmNnmfBMUHE81l4cw4rKC234ZoT/TBjwhb9XEcDRXRy%2bb/CoUM7Ruq3IRKq7FVruxSI1PMsrKxFaCELco%2bK6tTfC6Ux5EqzP1aQdC%2bgTFgKg5K5b06RTFTF7E7eNusImoZfEpQWehGn1UIR6SgKaxe5G/AGxT6LDqeqphVhkfYMkq5Vs6TsyYV0UMgrA07ZGgKUHuIqoveKqd1Qq%2bYlX2Cpx8i7KscKHnCyQJqReq13v0O7aQbtMt1WJBxn1Umwqj7buVF/87ox8Bp8cngneFD2TCBao/adVGhnqF5arrVUvSqC4mMk2oeTuS4eP9DcSFg4crOqBTH9wyU5ojoGErX%2bh%2bbKEGrOjlHQa3cqHx/IuMiNs0ZZUpkHAVRy8j01Z4DpflOqS1QqGdoFbDt4JgAekKLyhBQGVQGUBlglH3mGNgNu1x72oL5ZEFTylLUVpwZD1akmFmhdmjE055VX6Xrzka1vqjWXhjeBU1pslOp5XpRpZ2rUC43eWOrCdk7vMKGts2wU1u8qcyLR2PXDK0HVy1klyRffSIEOGrvraKonQylPvrUFpVkYnlBEvH5GKUsrwLUVqPI%2b8fmsth6fCy%2bn2ytn3mx%2bP4Y43kxG3fGDmWjhGrtlcKuGdo3tOjuC8sBCE82hxwnHs5In92zNLXy5Q5I6YtTBY2FagO8enYWeZrvsmftr1niRLYNLdzsmCpAXNMu4gpvo6qgeWq4FW7kCk5fPSpM0JmHRKzCFmGbwYeIV3XsNxbxKmg9MNbAWmkpISM7m0XUJK5yj1aFTf00o0q/XqjYZi8qHAxZgmqG1uBDcYBmHhjJzMo%2bYaVdO5xmrCY0Jy50I7HUFxmCln2zWA9I9nW%2bgtkW9gS0w6Rtgfq1qAlRhXvasOHfe4sWtB40WChNCoorczSfalb2hKxDNZX6SBF9MCQIEb9DOwGdwdl5VE/LZd1T72%2bOrpio32PN2jEx0yZEu1lxTgG9PyvuoZ10whGBin2i%2bvOBJ19PZvcz/BwXDxOnn779hB2vqQQUBa0Hgx52videIULDK46ef1%2b1q4ZK16XQVoU2LEFR0HZApX0ttXIjMzuzXDtrn80ah3ncmpmBlZtci6BSVeArLkE7pTRQ6TpV2lEV6Ik968CI8ilFtVhKCzyVOEehM7QcnPjQVN5zye7HVTFlZmknQqX/VJ8XNKavgS1oR3XuJqj40CAndKVrY4ua2iKkM7DGE37GwApa38BGNNgTmuKYrt7%2bJ1Rqa0MUXXKsi0qr1RkoreIRPO/H8VHH8y9uBNQyMASU2uLFDtdCvYZqglbhN2i7CQ0CKtcTeWx9VbC84lbtCL5KO2ZQqa07ANbfaoLWAwkHlrAq7UkgFjwZpx%2bjjuizOBoNCagJWuNMqEyqFjFDx4/oC5USJyJO1bESxYFAhcrXFE4SNJWHpdQAKQT2Qxl5Hyse/FBpxwwqtbWxgJMErfEnlFbdDA5kjIrt2WYV3pCC1NhpQWs01sB8gJUmiyoLE2acb1Bb%2bGyPFrQ1qAwelXYgED1RIkvNGf2ObNtO46Yxj2Pu%2b6ygHdMhjX/RE%2bSf8ByvZx3R96BSBtZo3KIztIY6oifJCOH%2bJGCoH1fvCpWFVN%2bfgvhr9I1Tw073I/ta2PFXhYp58AOB7Pt5IrrPF8DM0PrG8NB9jUP0/ho7W%2bux0dgWXXLEoicLPjx9jrpfp53e82CHa2jwMTVuWtAaDQ0oiOtJYtOHYDZEC1ojE%2boTAnvfSr0/Gg1ptKA1GrXQotdoPKAF7UycMCmecI2K6H5vpKEFrdGwY%2bUEZE/0jUYwWtAajVj8PPzvGftGo7GAFrRGo9FobIEWtEYjFr8P/3vGvtFoLKAFrdGwY1Z8fhdsq%2bOU62wIogXtTJww6ZxwjY1G4wUtaI3GM9ii2CXJRsOBFrRGJnaYnHe4hkZjC7SgNRp%2bIEQNJYwenpPEWemeNUBoQcOiBzgf0RM4456uHC6pjh2uocHH1LhhCloPZB5U%2blqlHQxYTzIq7tM1GiXx1%2bgBroa%2bHzhklPGijvIrZJM9NvnoPl/A39kNaDS%2b4HfEvg4qgv99Evp5%2bO%2bN/0JBuFkxGmDMlhz75p4HlYlFBd69OoXDGp94%2bpBEozz6UMgaVB5YlXYgED2RIoU5o9%2bV29aogWPGRgtao7EG5uSgNBFVyuBU%2bq1Lo2ScJGh94/9EpcnFy4Eun6pNVN7r62ejYYXU2DlJ0GagNlE15sEWzsj7qMG5M7QAAB6vSURBVNKOFai0YwaV2tpYQAvavjgpA8sC%2bi36EUf5V%2byi/JFxVMbKTuN%2bm%2bxdTdBKdd4BULofrLKa9cfRmacgPVC6x42GC2qC9g0VVhI7rdxQULme6Izmd8yJ0%2b%2bC7ScOpF00lLI8BkdjHrD%2briZojf9htwcXVW7KeDvIk//TnxfMa6xUBtwNO/Qr9RqQgrZD58/glOtcQaU%2bqXjg4hXV2/%2bE3YSzUlu3ATtD65tcDyoZDzJWRVFAHxhhZmcqfTiGVlsac5geY11yzEGl/QQmVCfHzEMbV3ykfbVxoQaV/lN9XtJwCdopHVPpOlv0fIiY1Nl9ZRHSHTNqJk8/d4XRGVoMTnwoFEtYUaLG6PeoGOjfzbHiKY31neD9uYkUFAVNrpMakvckU9QuP7S4RR/lr3bUH41K16XQVoU2LEFR0L5B4bdolW70qaUjZjyPECGEccYf3adqB0aUnkmlthyF/sBnHn5H7IcrV8BsCzLWLNeM3TUJedtWTYyj%2bRBQWqgq9o8q6P2JztD6ZmOh9ICdMlFXGsPoa0LaKY1dNbAOrxzXvxklx%2bxOZg2E7Ot8hVrZkX0wYdVW6d49Yadr8aIn932xdG8r7qE1YqA4KURM2iucipPgSruyxD5rwaKASovhrU44jvGnoClOaBZUGAxIDiQPCsyj96t2FluF/l1th3rmqtCnr9hl/kOh5LWqZmjsE1vK2FX0IhA14V/2GX1oEbLIfmDy7bhXp9SW7aAqaApQysBYYGdW2ftAFpFiCJv1KH%2bk/c7ZWTVUEPGUNkYIWnZHzqBCG09BZunR62MVnm98Vv8o%2b%2byFRzR2zASPRNbv0H6Hzm%2bwPEBcxwxHRZsVOzQsca/JyNrerMksWsCzSpKnikylMwBy2LXkuOXN2hjZBz8QfhlgZaOZvDuhSh%2bpnGFYXrC8C5rSikelU71gtlMxVpXTjO9%2byuPL2r6osmSGXUUbBJTaIoddM7QZKA0MZluUrtuKyFN/KF80lPfYMvh2RPeREycLGgonD8JK2ZfnPiEPf1hjezmi7DOE7%2bRnrgLS7mGUoCkMSqVBr1YKzLg/1UXtlSNa3NCnJ6PslU8/qpUbq8xHpbd61N%2b2/%2b20GuMUHeukHvJ0IRPZbVqN7z3NeMf1CuvpSjSqnX6c5ZSeUINxUv%2bYrvUuQ%2btOy%2bNBQXVVGbWiVzvtt/IX1QaGD5IXGb/iHKbWnpLoPTQedhXPMTTKVNZJXLE/rbBeT1RfVz9YorowVEZqf0QKmsKNrjaQqj6wK3YrYO2RVRc2T/sVxOz07GwGjAVxxX75AxUyNIVNyooPiVp7XqF68KOasHnbm3GoxgrFxZ5arOMThAqCFg21gcsWz6wsTVXULn/lhxchZJF9ekp2VnGhWwHmfn0StL5Re4D98K7GjBY1lLApjHVUW6L32BT2U3dDZ3CTiM7QFISRORjUsr0MrsjYmaf3MsQNHVNJzNBQzLyYc0b0QkelnR9RpeQY3dlqQqQqVgorauukjO6H9z9Fzndui1%2bE7Yq96rPQEIT6D6sbn/E7cD9qnuVC263aWuy9frPcamAeGIngRtopLMYssUpkRkC42vkpQ1MrsXmgVnasnKVFgXXwQ2VPLBrM/sksS2bcS7W5UaFCJXG9jJIj6%2bYr3NQMKJcUo0XKI067Cpu3Txg%2bbF7F7KwSymSJVfbQxtAZbBIrkUCuaqJm9Xn1VRlbHnivg9Hv2WMLgYpVmh3G9xQqCZoXakKkLFZoqIva5V9N3FBtrihm6nFZqNruO7iv5ZugVVtF7Fh2VF2Frtit2lrsLx/UOFIcC2NghdfKw9rvZHMiYqplZ944atfzkYeVoSmJHgJqN3mFK7Pswzz4gcDvwAoIoh1ITms7ouJUGMPVsPO1/QenHdv/Hf3NsQistG/1Wq4H0vqdMWS/vU8OFX8CoHpgJKvUmMWHwE4VKUhbUIKGmnARPKzJHyWOyPbOcqHtVmHhtbYlQtjeuStA%2bcDILsKnWLnxQK2tX2PNlBzVyoUqN5sN9c1y9YMf2WXDLHivm32fELzZY5sBNbH5BFo7TjrleEFxbyt7byQrdsZkeYqwIYRM6cCI%2bj2rlp2p96cFv38NvcwJwbProKiwQmWJWgvbPVB9w/CL6P8TsjMGmOIL6%2bPZDE2t4YwHtnKWtoKqoubxe%2beoPmn9Dtx1KIqZuviwszPl%2beQd1Dl/55JjZ2l5sS3xPRMpUthUJoIZINvr4aomZjsKxwoqtnkKqoK240DKuKbs7ItZgkJn1IoCF9EuxF5blH2FkqQiV6UKFpTnr9f/gyIF2DDALgEgUSn7YotaVN9kCFx0XPZem8oYQ0FV9BTiIGNN86z8Du13aP%2b49w5qbZ5pz2yb0XartitY5b0GsLUtXv9Z/jtYfwDOBFvIVn2ybVWFijFWKiUl/4Hym0KQkz8jBlIM0MISIVQWkWL9mPrVfzg5rDEVgdprzIjr5c0q51fmigY8g/vr7j%2biyJ02KKjdYPXBq1ZORE3CauOACdT1M%2b5f9n1SfT6z7l92rCWe1UMh2YPtDkoboBkDOKJtiqKGFDbFcYwG8lqtPNX22JSfcwaXWjKyjKhTjinqXAgVNrHVRM3j98S14/hCXxfrXqmMTRSf2thSy85CNOJd0NQumhXrlCxNxfayz8zW3vnUJqAVRFwD8/4ojEnl55YhEIrjf7lNlgyNfeHl0%2bAHKJdBrLzMPbIIEaoibr8jrq0ezuj7nz3GFTLfzFjqz0XoD6vVhEgxS6tQemRwe9oTOclFCoenLZFxmL4KZe2skiSST0lo0sqNY9wf2/8deh/BVGwTE7PXttIHUbYWe6vPq%2b9w%2bK/GeQfy5xoZyFhQKIhZFqfagldRNE3xlH%2bHFoFvkyZSONXtIm0t9pfPMPih/K1QWiGvIGPfJVqcIoRSTYBWYipVwWZtzIh%2blyP7AtUmlgor7uiVMrsE6Yl7ChD902KmYedFuggZcdumJ0FTvEjWxmbGtasN8k9gCRRq0m1x%2bweovmAtUhTETB1K2RkS5nYz3ra/a5amvnJT26Ng7LV846n6gHuAum4Pj5KYRfDunJ0hucKv65OgKT78SllaBewkamhh2%2bUe3wF9jR4eFXFa5VcXKdYcpliJe7TxZmg7TwozqPBwqO2ReVf66FXlLuIWcS3sexW9SKpwnzs7c4D1gU/kBaO42FnarqLG9Hn1jbg/lQQusr1eTsUxFGHb2RkfH9v07dj%2b7zj7918zyLz%2bqNgWXpbPu/9wcnzjvpA5xqus2pn7pDuKWZX7LMvFytDG6CxthS/zAbTae3wQEylj7%2bXprwL/TGwvB8svW8wigHqOFbMzWr/O/LC6cgbGavtKnFnbiLavcjKzLsT1RmZsM3GrAdHuCqVJNG/lUqPqWIW0HZWhsTOrFTsvT9bgjYqtmqldfqhJVvXBVQCyn5nxGWMXxVklM7xDxnwOAbPkmIXKpccoTpaoqQib2oSRAWRfeO8tw69CxoWMLScuC4C1fVbQFPe/VuxYyH6I1ETN4%2bf1veM6Tdyi9vk8/oyY2dlR5TFWNjsb4x9Bq9z5s2BmadkPyI6iFpEh7ypuUdeWcQ%2bjfaosQHfOzpD4XSk5sjutapa2guyHb9X2smeXIBH%2b33irClx0%2bzOyMqufyjOC5GSOSdUq23QfZO2hZUwcqlla9oNl5c3I1i7/yPGjLnCs9mUuQKqKWdV5bQf8jvE/QcvIrJBcVVcxFtsoTraoqQvbexy20GXH9XIwfRUEqnqpsXx2Nsb6Bz5/B/brvBm/F1J988ls3JX2rV6L5do9/YXo62vA92/P7EBdi3ppUqHCobhI3wavJcdTsjTV0uMKIh9i6wo5M1t75emJYB7I/tpNzNTHUWdnN3aWPTRV4WMju/So%2bDBn7bk8cVUeX1FA9w1ir40dc4Y/0xa1oEbEiogZhndBUxUr5ZUGKp6S7WXP3FfzxmXxVUSEwCOEjDW%2bFJ4ptnBkjPn0TM96ylFV%2bNB8zJWSlTd6DyFrBR01AZ8icFHXirq3DL/VtirYIrgyEgAJRB/bP0H4ogaF0sOVUYJEcjzx7iRu0YKN4mWKWZR91kJWeaxmiON/uO4ETaJhQnYZKyILlEUNla0xxK2KyLHaixSyE8VMtdSoMGfBY64e27fgd%2bR9LgUFZNtWuFbjrnKPQH6k7zvPAHHNxHnHKT8PUNjLYSy8VBaZVblW%2bMKv4UnQlEUI3TbkRBshVJGiZrUfiz4I30guS9xZvLdPPftTmTgVxSxrGyArmyqVnY3Be/WV%2bg1hlx5XofSgenxefZEZgHKZsEIpE90%2bL1eL2Tp2mGPdMT8J2pY1VkLcqH5Ts7f6IP3v%2bFRFQxHo/kIIWXUxQ/Mqz3VyMZkvJ95lBZFZklGzv3xUsrV3zha3/yKqb7IWN2rPRMb8sIudG98ETa7Bxpjs64gsOajZe/1e/SPG0eniFl3yzMzK1J6FLjXG8320Y3/gs6zyG%2bJWF7WMbA3F8Y17d4FjXCPqXrP8lJ4x1PwRtUBR5vsYa6bk2CsAu11lUbP6ePzeOaIfhh0E7v0aWH2WxdFito5d%2bL7aRXwP7RsyO7dFbR2eiaeKsL3HUhW6rLYh43nLk9E%2bVcQsItHImJtR1/E7xvwPq39Hzu/SsuJGcUZgtZ2W67oGU%2bZvz14HtOJvz5DXpwJkm9hCZvHbTcxWkCmkMLwKGnMCzxSLDNFdiWkVHMYbPzx9h%2bx3lEgioShIVqgImdVfMZPLwCmlxn//feXYfpaCZ6bWVUqPFh9rCcm70kZPlmplwaqI6MuMsaIoZl1qJCHqe2iqSp4dW03UPD5KwvbK2eI2j6g%2bQ4wPll/0eNlFzFTn9D/%2bffWH1dso%2bWLsFjWs36t/1CKkxe0ekX2TudBRfFbU980ikNpOy%2bdjqiu61RaJ3URNVdheuU8VOMb1o8YAKzajnJklZupbL0i7//w789VXT8hOj1VvltXW67OrsL3H2FXgmNeXfc9VqxHoSg0y7qptqarck6Cxs7QqE0tFUWPvKyDuJVNsKgvce9sZ7UfGYo8zxjNUQQAqcJo0SOkDn2i%2blbgRttnt9PpdA%2ba03559epAyf2qSDWQbMhZMDAGstuBlc6L4Hnk%2bCdq3STBLqFZsW9Ty/C7f4fCP4vK24SSoCJnHv8VMJ34o3%2b4f%2bFxF5ipndQCp7h88%2bSNXZxXLg5WA7mMvl2e8t5jZbNGcKLuP/%2b79fEzmpJItktmrIov95cP0Q3Pc8bW4%2bRHRl6gxo%2bxXRcxWIJNxrQLxtv0KN1RhxaMkal6/rEnqG2eL2xqi%2bix78VNVzCKRPVci%2bL7GYx/bzxwA2UK1Yqsual7fyz9KgFrc7vE7OP2O4GHHVxCzbNtsTjdmP/C5Q%2bmxmi1T1DKzNSTPJ%2b4TBY517QrjgLk421HMsoHQmKkPfKKRPRhWkD3IWKKG8M2e0FZj7Chy7OtSue/MBVn2/FVprkPZTbdt5QOfyCytUgqcPTAt7c3KuFAPG1toqoncXXtZbUbHy1pIWfyqiVmledaL3zHWf1j9O7i/TYtCZDtXuGdtLe31XKPXdzj877hQfNbYT4gcQ2pAt8nLx154tZjFjEtkopT2gc%2bVeBECEWkbxZ0haiPR/4kPyemFovAgkTGBKfpXEQcGNzI%2bPMu37KHtUnqMtI3ijnwYI/0jVvcVSoMVEdW3CM6M8mT2HBXJrTJHebj%2bsKnygc9VzqiJTmEgWh/KrL0KJMcn3hY3OyL7UGHsRD8zLWZ4TtP9tnwPzRyMwMWIrzAgo1ebUf4XR%2bSCo8VtDtF9pSBkF0ekj4qYKfCy8Z/r8BzbP7X0GG0fnYkqZGtInm/8LXD/gNEfSP4sMVR5VquJX3p2Nob9e2izqFR6VBpwjPKqwur5lSdadN4n9J1Fjn2tyBhZWdmqX88tMZyumJ7Px8zazGKFS8E22j6y3a9%2bw%2biL5IjgWon3CpUTlLPIFGa1rQc1IVOzZyyUGXhsG%2bIDn98mU8bEjORVE7Uxae8RA0S/Rwgbis8a%2bx0nf%2bDzArot2dWgFjMdW/dY%2bCZoKIGJEBSV7EjNPjNb88T/xHchO3tSEhYmsrcOonhazHyQKTVeQL3LMetBj4yrNCBX7VkP%2bSeOqEnwVFFhI2r/Db3fxmiD0rO9ah/FnSGoX3kQ30ObtauQ8nqhNpBZD/w3nqhJsQUOi8g%2bRQsZo8S4g70KNyXubIaWsaKqZmv1UbNH%2bd5xRZY%2bWtxsiO47FSG7/CNjVbZX3zebskMcCnkPijwZid6PYbWBsac2Fnw8%2b2OovbUovif%2bC9n7bmpgiX5EVs7yZSwaldqkYAvhWRG02Uk3SoTQcRVFbRh8Iu3ffYfDP5rvW5wLJwkcO2ONKlUy/U8Ts0xeeDv/HjET%2bze7KDGpLmoWH4ZwIv2f%2bJCcs/FeUV3oMsutJwoZ0yeSP0v8oKXGyxZdclxBixrOh5HdIWJmcK7GfoeS0CntESpnATuJWWSJb5tS42X798v/yfidWItarg9CQCKFDc1rgeXhXN3brISdhEzZR8kebRs27q0f%2bMzaT2tRm/MZi36I%2bxSVXSmJ2ywqCtUnRF5PC5nfZ0cxM8WNfNt%2bFI/Kw8Uc3KyHAjW5RK7iI/kb/%2bB3xPc1cryd7KMiZkg%2bcxujPvC5yqlUxmCImrIYVhC2V/4WOAxYfZk5vtjPXrSPkphJPIPWD3yu2qJFTSmTst5I1kPCjnXHwxjsLXBrYPdX9kKpwuIzOkYU0kuNFxDfQ2tRq/OQZWVraK6VeC1w/yCjP9Dx1EXJ6scQs8y5lSJmY%2bDfFDLTiCqHRCw%2bjBgZftfgqfxpmLsHoMohk1VkCzg6PlNc2H4tZutxH%2bH9wKfFFs21i6iNjf2%2b8SE5rfHfoS522aL1joj2VBAkpp%2bSmGXwfeVFfg9t1nbG7kRRq%2bY3jL5MTg9mHsao94xWwg5ClhGzupgh7zusnRkvJ561a1Hj%2bY0E32%2bcaN4IVBMfFOgr70DfCjErihlt3%2bwVyO%2bhrdojO8Vir1rv9vpV853hPVU4lBB5LzLHrXrMFrMFzGZoyD2yVd6o2FZuZqY2HL4ZLx%2bOLBu%2bD3717K06ohcRXv6MzMrjy1hAr/pkitkqpnhX3hSSubm4ArUV0GVfaRXp9WdkVp294cG8b5n%2bbN8WM5LtX4vEK6hSerTYM308fpdv1gSAiL8SowVuDcx%2bUxCyCiVGhk/2MxImfKuHQqLKbRGlR0ZpkOVz%2bQ2jrycuIvYrh5dnNRYrpjoyJjFEzGwOtq%2bimEnvm73yRn4%2bZtW%2bRY3jOxL90TyWmK/YVeQqrcBVOSoImccPyR8lZsvXFv35mFWcJmrD4Of1Rfp7OJA8iPjvUBe7bNF6B6o92ULm9VcWs8x9s8i2/mv7XnLMFKoVW1VRG0a/jGwN4X9xDCAPgguBlQcq4s0pFYBsr4KQeTlazDAwl1A9P6yOFImqomb16zLiPReKLxrVhMgD9LWqZHYZ5UnFPbZZ%2b%2bh9OxPuBE1hPy2KT13UhjGeNSYyPprnnQ/J2ZhHxGSklNll%2basIk8UnUsxc3MzPx6zaK9RmL3vlUsK7L%2bIBRZVuUFx3nCdlRWxE9TGSEzXW2f6s%2beQ4MRsj7237s/ZoO6u9x2cQ/VD%2bKI4IrjveC53B2RC5OFAsUVbKyix%2bR4rZGPzvoVlQXdQy/FD%2bF8cA8Lxyofg%2b8UfGqQxWZqsoZAieU8Uskg8mlBmfj4nktrRhGHyqidpwciB53vmQnN/iMOIpgV2WVd5vyyxP7iBmKltAHzGToe0uahYfjzgNg69SCTGifMgSt7t4r6gqdJn7icoihuLK2g%2bPjhUlUlH42o6It%2b23qMX5KpUQo0SILW5PsZ%2bQ/XYTBUS1axch8/iySoYRYpZWarzw94gRiZNEbRjiWGIhYiLiP3ENIN877wWFDEpVZCIRfc1qQublaTHL4f61vMtxpREniJrV5/IbCb5Ijki%2bJ/7IGA2OaKuWKjOEzOrbYvZmt/I9tNWGRNtH1n9ZPtm%2brxzoVTKa81OME7MmJJh9GREDxVnpGT5BzJY5LS8njsjmrPy7ZGoI3%2bHwR/PccaJ5P8VhxKsM9gJAfc%2btkpBZ/SqK2fJ1Wl9OHLmfFsXPFLVh8PP6Xv4VfgjNEprTRS47c91ZyLz%2bzCrQzmL2h53nXY4nidow%2blXO1tBcd7wR3Cux31FV7LKF6xXqIobgyxDCymK2CnObn47tt6hh/DKFKULYUHws7lXMPkiZGaYaVCY3Fl%2bVEuOKX7SYRfDf2qHe5TiLU0VtGONZYyLjR/PdcV/IFrgnVBCaSDCufych8/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pcVl9L3EpVpRX77HkLVnpc/cAnAlU6OaoNs7aRDxwiFiLuXRuix2NF8VoB8/rQwlbBt5qoZbaB/nyhPh%2bTuV9S6QbP2lquySNmViAmtOiJd3cB%2bwbG9aP4PRxe3wh7BVFTmEsRsafmTcTb9nfpMBXbCmKWPXnN8J4qYN/AErcsjhY1ny2ak/oMIr%2bHhuLJTn0riZn1wc%2bYMBCxv3G2gK0hst9Qwqbst9v8k83pztK%2bCdoOpcbsATJrG/UwIf2yy5N3fC1iGET1Z9a48fhF2Fcap1Uqaf8B%2btj%2bEzKFLwInipkVu937b1htn%2bLR6tdrUPlEjNXf4nddf9bvs1baHGU7i4hrMvN4vofGTjctqFBnVhazrJJRFI9i/FnuLOFbndwjuaz%2bDDHcTdQyhfIb3%2bO/szI0JKqUGlXErHJWxhaybOH8hKe2sYQOmbUhhK1FLd6WLVRuWL%2bHlpWd7SRmq6ggZqg9GNbe2M/bX0W8XwOz3zJ5VPfVKlSuIsC%2b7tt/j3g5cTZfFKqIrtcnI6NDxF/hryxgM2BdJ1LYmPFVRA3NV2VxHgbr99BmcOJNrS5mFiAmtaiJ9xQB%2b4boPsgeA4rPSMSWAyruqq2q3X/%2bfTVDU8/OMldREXEVH1SE36t/xBg4XcA%2bIVLkUcLG8qskahXmtuzYYR/4PFH40CsyxgPqKdl47gl6Mm0Rs0NR2FRLiRafLFGbRVbskCxtJUNTTTtX7Vawu5hZoChkDT8iFgUIYWPE3FHUKpQeZzHNt/qBTxR2ybhm7XYQM/bExODyIqItCj%2b0vq5L4UfVVt9VP0ucFZ8ZW08/MfjQQLXvX57Z36HJK7MwX4sZBllCxo77LR77S8CouB6RtPoyRC0DEe2c5ZS2W/nAJwrq6W0UZ0RMZTFDla%2bYZcWfmz81ZLVR4X4qPiMnlh6z%2bL7GQr5tX/Hhf4V6qXEVjAc1Y58NEX%2bFX1m8ZsG8DqSwsfxa1LDI4vtqx/5iddaN2q3UqGb/6uft68hJeQfxmgFD4DLvtcVPyT57MYyIq5jofP3Ap2KjI2OiBpqKmDEefK/fq3/UPT1BxD4hsg9QwsbwU7JH3QvlOXoFkOtAfLF6FsrZFDKukpitgrVaRvp/4lR/iDMQ1TdZ40BJpCz2CK5d7Nz4JGjIxqqLVMaN2UXMrEBPqi1i64jos4xsTU2klOfOWShX3R7t1D4fozwZIQefkphllBiVJlA0Vtujckz8arfKd8/Ujuhb2oTiRdms2M0iK%2b4tngQtY4Whbsfi8fAyxExByJRXjxG8Gb89yxY2i6%2bSqEXZInikRMgY89ZOLUP7BtX0O0p0dhGzakJWJeuLnGxeYyJ%2bVM3K1laFUEXUmFxoyAik5/MxmSU4Ztys8ljkpFpNzKL3xn7e/qqA1W4Ev4cjerwqPGuouUi1grUCc0zmKUcvVG%2bUwsCIfnizxCxqoq4qYN8QfV0oYWP5VauGqFYyVJOX/3BZPx%2bjeoFooEqNkeXA6AfROpF499oiHsrdBOwboq456/5WFjUUb1bFiA1T26pkaBnZmep%2bHcPWYu/1Q/m/c50mYk%2bI6IuMe225BoVnit3vynNmWF9YBE31wmahXGpUsLXYXz4KWVmL2Hcg%2bwdx3xl%2bCs%2bW8ryoiOV%2beBU01U5MV31HrOwHY9XWYm/1efVFClljHkjx9/CwSpAVSoqzdp2l3XCtHttXKldExVSfFHcTMy9UxxECFX9/9uPgsPiu%2bqzYz9p6rjkaym2DI%2bJ7aBlczEktMzvbRcwQWQEjI/t5%2bGMhI372vWEvqlDIeN5V59o0rqxDIaqravVSYxSnxZ45YaFiz3Krly8Z7UQJG8tPoWSf8dzvUHWCYeV7aOyOU8zO0MgWPgtvVlYWMXlXEbBviLyOrPtm8VMXHwuqVp9SdCUjQ%2bvsbB0qD2pGVoaepHcQsG%2bIuEaEsDH8sp8V1dLjzuP9wtcPfP5rCLKZBVvdlUuN2Q%2bo1R7hhyzL7C5iT1ASthY1ny0DpbO0Kj%2bsvoPaQFhB9oPBELOMiQ/Zht2AFnX2QkVF1LI4O0ubwIygSSoxMV6FvTxFMbMAMeGenI3NAtU/7EWLgqhlih9qrvLGWbGjPofVPh%2bjiswHZycx8yBLwNBxM3575o37Y/S3%2bK36WNuG4IyI7YVim8aYa9dXG6agKWZ6rBXPKp9CCYQlZhWEjCmWT7GiJ6ErrudH0RZ/hqhF8KJFDWWH6htku2ki%2bq3kKJdSCqJCqTFazFj7IoiYK9xKpcv3NkVfu8dfzSd7P00ttsqYfodbb1iHQjo7yy01roCVyWXusz1xKgnYDCLb3KLGt5uF2l6aDD4J2snZWdaAzt43Uy1LInzvuKoJ2CdEXA974WH1ibDN4qyYpcloRbVj%2b6zsbAYVJsJdxAw5Ue8kYk9Ai5tX2KJ9MrMvdFwUX9UszTV/MwRNRr0nsUupcScx82K3bGwFyGtvUdOy82K7LO1J0CQaZ4hXNTvbWcyskyliEj5VxJ6Q2afs8jQKaiK0EnPnLO0W0RmaojB%2bgnqZIRuMTM7j9%2bq/W98jgRI2RlyV/WIU1ASSnaWFxrL%2bDq2MYgfwqJchVCaAjBV51XH5ikof9bT6/yz6rNhH2KLtZjHD980G3SYvQttzl6Glq2wSl2LJIMou0tZib/V59Y2%2bfz83f6w4rGvz%2bDN8IrgzMia16oFiJc0UL7LkWPGmoTjUrv0du4gZU1iywRRTq2%2bkD6vc7UXGIpW1lzYDpjj%2bh8ciaIpK3dmZhthaJp2sfbYnThUB%2b4bItjIXGAr7XpWesSgoZmnLeBc05l6V2qoBxZFRmsh%2b0C1tUMnKKonYEyKugbnYUCiVV3%2b%2bK4/fJyxfk/oPq3e9kVn1eAVbi/3lg1xwVRexJ6Cv7SRRQ0JtbKklECHjc1XQ1G4SAsjOV944VpkwmHtsdzw7juEnoK7XylNN1JSfc5WtF%2bnn51XQutzIQYaAZk8UVnurzx2H2jhgAils0T7Z2ZfyotSLivPuEo/yBz6rrUjUhNwCJTHLmoCzYjF%2bK3S1kf0xz1UfSww2J5JvlmvGztsuRowwnhVBU5%2bM77BzmzPKI1ZOtphF3vco7ifeqA9Zergt/hEitcqLFI5ZRF23FWrtgeIqOVYsN56cnWWXGlfAFLOI0uLP2x8bkfG9nCrlxKyF687lSQToc73qKcdq5SYUKjyYSmVJlO8dl%2bq%2bW0TbThK1DDv2vVJa7FN5ZgVN8cFWgeKARse0cLLEDHngQVXEnoBss4dHRdTQnOyxwIpXaYwvAZmhoSb23VYgs1DPziJX1qyJ9Cn2Dg84UtgYfpnZFxqKi1qVMU3N5P4CBlSC0kpHOTtTEDMLEHs/O477MTAibfVnlpi9nOoimY2SZUfVPbRIKK5ulEUvIrYnfgvZPBDCFu1TZbwiuJBzD6NKVQ4zgsZUYUWxUYFyOWXFbtUW5ZexSPn0x24L0zdb1ND9W3XOUWk3rR2oDE2l48aoV27MWLVVKUm%2b%2bmTts33i9QgWW%2bzYfRh5HRl2KC6lRfu3OGplx682ym8KiYDSYFKHSj%2boCBmzP%2b5iIX/oa%2bGz%2bP0s2K/YZkCxfTNtUmx3GFh7aGqbh16ckJ3NIjI7Y2dzT1wK4w7dFtZCIWJ8KD8T1bK0rfBN0NRSzmiO3QdRpVJjVplLScSegGqjlaOSqCGhPCasYJUdKTpx0inH7JKRxQYZD43dxExdxJ6AErZon6y%2bVRZIBHbK9tztrCRoKjdFTRjRXNl7TxZ7T5urCtk7EP0Q7dMlRbxN4wWfBE3q9AqBo%2brgURY9hphZsYuQvcNzXRbfqD5UFasdgSg7IuK44c3QqgwANXGuXJLMnsCs9q9%2bVcatB15hi7JXLz2iuGT2lcCxsvinYp12bH83KAvVbntsDO7s74V5/FbsZ23RdjNAciGg1p5ouK43eg%2bNtQKpVG48ITvbWcx%2bbv6iuNG8Fr8oVC8pnpDlv6LE9SocCqmSCiuk9VGxVLm83ChhiBCZ1bhZ%2b8wVyono2BXnjCqL%2btA4T4KmNnmfBMUHE81l4cw4rKC234ZoT/TBjwhb9XEcDRXRy%2bb/CoUM7Ruq3IRKq7FVruxSI1PMsrKxFaCELco%2bK6tTfC6Ux5EqzP1aQdC%2bgTFgKg5K5b06RTFTF7E7eNusImoZfEpQWehGn1UIR6SgKaxe5G/AGxT6LDqeqphVhkfYMkq5Vs6TsyYV0UMgrA07ZGgKUHuIqoveKqd1Qq%2bYlX2Cpx8i7KscKHnCyQJqReq13v0O7aQbtMt1WJBxn1Umwqj7buVF/87ox8Bp8cngneFD2TCBao/adVGhnqF5arrVUvSqC4mMk2oeTuS4eP9DcSFg4crOqBTH9wyU5ojoGErX%2bh%2bbKEGrOjlHQa3cqHx/IuMiNs0ZZUpkHAVRy8j01Z4DpflOqS1QqGdoFbDt4JgAekKLyhBQGVQGUBlglH3mGNgNu1x72oL5ZEFTylLUVpwZD1akmFmhdmjE055VX6Xrzka1vqjWXhjeBU1pslOp5XpRpZ2rUC43eWOrCdk7vMKGts2wU1u8qcyLR2PXDK0HVy1klyRffSIEOGrvraKonQylPvrUFpVkYnlBEvH5GKUsrwLUVqPI%2b8fmsth6fCy%2bn2ytn3mx%2bP4Y43kxG3fGDmWjhGrtlcKuGdo3tOjuC8sBCE82hxwnHs5In92zNLXy5Q5I6YtTBY2FagO8enYWeZrvsmftr1niRLYNLdzsmCpAXNMu4gpvo6qgeWq4FW7kCk5fPSpM0JmHRKzCFmGbwYeIV3XsNxbxKmg9MNbAWmkpISM7m0XUJK5yj1aFTf00o0q/XqjYZi8qHAxZgmqG1uBDcYBmHhjJzMo%2bYaVdO5xmrCY0Jy50I7HUFxmCln2zWA9I9nW%2bgtkW9gS0w6Rtgfq1qAlRhXvasOHfe4sWtB40WChNCoorczSfalb2hKxDNZX6SBF9MCQIEb9DOwGdwdl5VE/LZd1T72%2bOrpio32PN2jEx0yZEu1lxTgG9PyvuoZ10whGBin2i%2bvOBJ19PZvcz/BwXDxOnn779hB2vqQQUBa0Hgx52videIULDK46ef1%2b1q4ZK16XQVoU2LEFR0HZApX0ttXIjMzuzXDtrn80ah3ncmpmBlZtci6BSVeArLkE7pTRQ6TpV2lEV6Ik968CI8ilFtVhKCzyVOEehM7QcnPjQVN5zye7HVTFlZmknQqX/VJ8XNKavgS1oR3XuJqj40CAndKVrY4ua2iKkM7DGE37GwApa38BGNNgTmuKYrt7%2bJ1Rqa0MUXXKsi0qr1RkoreIRPO/H8VHH8y9uBNQyMASU2uLFDtdCvYZqglbhN2i7CQ0CKtcTeWx9VbC84lbtCL5KO2ZQqa07ANbfaoLWAwkHlrAq7UkgFjwZpx%2bjjuizOBoNCagJWuNMqEyqFjFDx4/oC5USJyJO1bESxYFAhcrXFE4SNJWHpdQAKQT2Qxl5Hyse/FBpxwwqtbWxgJMErfEnlFbdDA5kjIrt2WYV3pCC1NhpQWs01sB8gJUmiyoLE2acb1Bb%2bGyPFrQ1qAwelXYgED1RIkvNGf2ObNtO46Yxj2Pu%2b6ygHdMhjX/RE%2bSf8ByvZx3R96BSBtZo3KIztIY6oifJCOH%2bJGCoH1fvCpWFVN%2bfgvhr9I1Tw073I/ta2PFXhYp58AOB7Pt5IrrPF8DM0PrG8NB9jUP0/ho7W%2bux0dgWXXLEoicLPjx9jrpfp53e82CHa2jwMTVuWtAaDQ0oiOtJYtOHYDZEC1ojE%2boTAnvfSr0/Gg1ptKA1GrXQotdoPKAF7UycMCmecI2K6H5vpKEFrdGwY%2bUEZE/0jUYwWtAajVj8PPzvGftGo7GAFrRGo9FobIEWtEYjFr8P/3vGvtFoLKAFrdGwY1Z8fhdsq%2bOU62wIogXtTJww6ZxwjY1G4wUtaI3GM9ii2CXJRsOBFrRGJnaYnHe4hkZjC7SgNRp%2bIEQNJYwenpPEWemeNUBoQcOiBzgf0RM4456uHC6pjh2uocHH1LhhCloPZB5U%2blqlHQxYTzIq7tM1GiXx1%2bgBroa%2bHzhklPGijvIrZJM9NvnoPl/A39kNaDS%2b4HfEvg4qgv99Evp5%2bO%2bN/0JBuFkxGmDMlhz75p4HlYlFBd69OoXDGp94%2bpBEozz6UMgaVB5YlXYgED2RIoU5o9%2bV29aogWPGRgtao7EG5uSgNBFVyuBU%2bq1Lo2ScJGh94/9EpcnFy4Eun6pNVN7r62ejYYXU2DlJ0GagNlE15sEWzsj7qMG5M7QAAB6vSURBVNKOFai0YwaV2tpYQAvavjgpA8sC%2bi36EUf5V%2byi/JFxVMbKTuN%2bm%2bxdTdBKdd4BULofrLKa9cfRmacgPVC6x42GC2qC9g0VVhI7rdxQULme6Izmd8yJ0%2b%2bC7ScOpF00lLI8BkdjHrD%2briZojf9htwcXVW7KeDvIk//TnxfMa6xUBtwNO/Qr9RqQgrZD58/glOtcQaU%2bqXjg4hXV2/%2bE3YSzUlu3ATtD65tcDyoZDzJWRVFAHxhhZmcqfTiGVlsac5geY11yzEGl/QQmVCfHzEMbV3ykfbVxoQaV/lN9XtJwCdopHVPpOlv0fIiY1Nl9ZRHSHTNqJk8/d4XRGVoMTnwoFEtYUaLG6PeoGOjfzbHiKY31neD9uYkUFAVNrpMakvckU9QuP7S4RR/lr3bUH41K16XQVoU2LEFR0L5B4bdolW70qaUjZjyPECGEccYf3adqB0aUnkmlthyF/sBnHn5H7IcrV8BsCzLWLNeM3TUJedtWTYyj%2bRBQWqgq9o8q6P2JztD6ZmOh9ICdMlFXGsPoa0LaKY1dNbAOrxzXvxklx%2bxOZg2E7Ot8hVrZkX0wYdVW6d49Yadr8aIn932xdG8r7qE1YqA4KURM2iucipPgSruyxD5rwaKASovhrU44jvGnoClOaBZUGAxIDiQPCsyj96t2FluF/l1th3rmqtCnr9hl/kOh5LWqZmjsE1vK2FX0IhA14V/2GX1oEbLIfmDy7bhXp9SW7aAqaApQysBYYGdW2ftAFpFiCJv1KH%2bk/c7ZWTVUEPGUNkYIWnZHzqBCG09BZunR62MVnm98Vv8o%2b%2byFRzR2zASPRNbv0H6Hzm%2bwPEBcxwxHRZsVOzQsca/JyNrerMksWsCzSpKnikylMwBy2LXkuOXN2hjZBz8QfhlgZaOZvDuhSh%2bpnGFYXrC8C5rSikelU71gtlMxVpXTjO9%2byuPL2r6osmSGXUUbBJTaIoddM7QZKA0MZluUrtuKyFN/KF80lPfYMvh2RPeREycLGgonD8JK2ZfnPiEPf1hjezmi7DOE7%2bRnrgLS7mGUoCkMSqVBr1YKzLg/1UXtlSNa3NCnJ6PslU8/qpUbq8xHpbd61N%2b2/%2b20GuMUHeukHvJ0IRPZbVqN7z3NeMf1CuvpSjSqnX6c5ZSeUINxUv%2bYrvUuQ%2btOy%2bNBQXVVGbWiVzvtt/IX1QaGD5IXGb/iHKbWnpLoPTQedhXPMTTKVNZJXLE/rbBeT1RfVz9YorowVEZqf0QKmsKNrjaQqj6wK3YrYO2RVRc2T/sVxOz07GwGjAVxxX75AxUyNIVNyooPiVp7XqF68KOasHnbm3GoxgrFxZ5arOMThAqCFg21gcsWz6wsTVXULn/lhxchZJF9ekp2VnGhWwHmfn0StL5Re4D98K7GjBY1lLApjHVUW6L32BT2U3dDZ3CTiM7QFISRORjUsr0MrsjYmaf3MsQNHVNJzNBQzLyYc0b0QkelnR9RpeQY3dlqQqQqVgorauukjO6H9z9Fzndui1%2bE7Yq96rPQEIT6D6sbn/E7cD9qnuVC263aWuy9frPcamAeGIngRtopLMYssUpkRkC42vkpQ1MrsXmgVnasnKVFgXXwQ2VPLBrM/sksS2bcS7W5UaFCJXG9jJIj6%2bYr3NQMKJcUo0XKI067Cpu3Txg%2bbF7F7KwSymSJVfbQxtAZbBIrkUCuaqJm9Xn1VRlbHnivg9Hv2WMLgYpVmh3G9xQqCZoXakKkLFZoqIva5V9N3FBtrihm6nFZqNruO7iv5ZugVVtF7Fh2VF2Frtit2lrsLx/UOFIcC2NghdfKw9rvZHMiYqplZ944atfzkYeVoSmJHgJqN3mFK7Pswzz4gcDvwAoIoh1ITms7ouJUGMPVsPO1/QenHdv/Hf3NsQistG/1Wq4H0vqdMWS/vU8OFX8CoHpgJKvUmMWHwE4VKUhbUIKGmnARPKzJHyWOyPbOcqHtVmHhtbYlQtjeuStA%2bcDILsKnWLnxQK2tX2PNlBzVyoUqN5sN9c1y9YMf2WXDLHivm32fELzZY5sBNbH5BFo7TjrleEFxbyt7byQrdsZkeYqwIYRM6cCI%2bj2rlp2p96cFv38NvcwJwbProKiwQmWJWgvbPVB9w/CL6P8TsjMGmOIL6%2bPZDE2t4YwHtnKWtoKqoubxe%2beoPmn9Dtx1KIqZuviwszPl%2beQd1Dl/55JjZ2l5sS3xPRMpUthUJoIZINvr4aomZjsKxwoqtnkKqoK240DKuKbs7ItZgkJn1IoCF9EuxF5blH2FkqQiV6UKFpTnr9f/gyIF2DDALgEgUSn7YotaVN9kCFx0XPZem8oYQ0FV9BTiIGNN86z8Du13aP%2b49w5qbZ5pz2yb0XartitY5b0GsLUtXv9Z/jtYfwDOBFvIVn2ybVWFijFWKiUl/4Hym0KQkz8jBlIM0MISIVQWkWL9mPrVfzg5rDEVgdprzIjr5c0q51fmigY8g/vr7j%2biyJ02KKjdYPXBq1ZORE3CauOACdT1M%2b5f9n1SfT6z7l92rCWe1UMh2YPtDkoboBkDOKJtiqKGFDbFcYwG8lqtPNX22JSfcwaXWjKyjKhTjinqXAgVNrHVRM3j98S14/hCXxfrXqmMTRSf2thSy85CNOJd0NQumhXrlCxNxfayz8zW3vnUJqAVRFwD8/4ojEnl55YhEIrjf7lNlgyNfeHl0%2bAHKJdBrLzMPbIIEaoibr8jrq0ezuj7nz3GFTLfzFjqz0XoD6vVhEgxS6tQemRwe9oTOclFCoenLZFxmL4KZe2skiSST0lo0sqNY9wf2/8deh/BVGwTE7PXttIHUbYWe6vPq%2b9w%2bK/GeQfy5xoZyFhQKIhZFqfagldRNE3xlH%2bHFoFvkyZSONXtIm0t9pfPMPih/K1QWiGvIGPfJVqcIoRSTYBWYipVwWZtzIh%2blyP7AtUmlgor7uiVMrsE6Yl7ChD902KmYedFuggZcdumJ0FTvEjWxmbGtasN8k9gCRRq0m1x%2bweovmAtUhTETB1K2RkS5nYz3ra/a5amvnJT26Ng7LV846n6gHuAum4Pj5KYRfDunJ0hucKv65OgKT78SllaBewkamhh2%2bUe3wF9jR4eFXFa5VcXKdYcpliJe7TxZmg7TwozqPBwqO2ReVf66FXlLuIWcS3sexW9SKpwnzs7c4D1gU/kBaO42FnarqLG9Hn1jbg/lQQusr1eTsUxFGHb2RkfH9v07dj%2b7zj7918zyLz%2bqNgWXpbPu/9wcnzjvpA5xqus2pn7pDuKWZX7LMvFytDG6CxthS/zAbTae3wQEylj7%2bXprwL/TGwvB8svW8wigHqOFbMzWr/O/LC6cgbGavtKnFnbiLavcjKzLsT1RmZsM3GrAdHuCqVJNG/lUqPqWIW0HZWhsTOrFTsvT9bgjYqtmqldfqhJVvXBVQCyn5nxGWMXxVklM7xDxnwOAbPkmIXKpccoTpaoqQ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Non-renewable energy use
High demand forces the use of non-renewable energy sources increasing CO2 emissions in peak hours
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pcVl9L3EpVpRX77HkLVnpc/cAnAlU6OaoNs7aRDxwiFiLuXRuix2NF8VoB8/rQwlbBt5qoZbaB/nyhPh%2bTuV9S6QbP2lquySNmViAmtOiJd3cB%2bwbG9aP4PRxe3wh7BVFTmEsRsafmTcTb9nfpMBXbCmKWPXnN8J4qYN/AErcsjhY1ny2ak/oMIr%2bHhuLJTn0riZn1wc%2bYMBCxv3G2gK0hst9Qwqbst9v8k83pztK%2bCdoOpcbsATJrG/UwIf2yy5N3fC1iGET1Z9a48fhF2Fcap1Uqaf8B%2btj%2bEzKFLwInipkVu937b1htn%2bLR6tdrUPlEjNXf4nddf9bvs1baHGU7i4hrMvN4vofGTjctqFBnVhazrJJRFI9i/FnuLOFbndwjuaz%2bDDHcTdQyhfIb3%2bO/szI0JKqUGlXErHJWxhaybOH8hKe2sYQOmbUhhK1FLd6WLVRuWL%2bHlpWd7SRmq6ggZqg9GNbe2M/bX0W8XwOz3zJ5VPfVKlSuIsC%2b7tt/j3g5cTZfFKqIrtcnI6NDxF/hryxgM2BdJ1LYmPFVRA3NV2VxHgbr99BmcOJNrS5mFiAmtaiJ9xQB%2b4boPsgeA4rPSMSWAyruqq2q3X/%2bfTVDU8/OMldREXEVH1SE36t/xBg4XcA%2bIVLkUcLG8qskahXmtuzYYR/4PFH40CsyxgPqKdl47gl6Mm0Rs0NR2FRLiRafLFGbRVbskCxtJUNTTTtX7Vawu5hZoChkDT8iFgUIYWPE3FHUKpQeZzHNt/qBTxR2ybhm7XYQM/bExODyIqItCj%2b0vq5L4UfVVt9VP0ucFZ8ZW08/MfjQQLXvX57Z36HJK7MwX4sZBllCxo77LR77S8CouB6RtPoyRC0DEe2c5ZS2W/nAJwrq6W0UZ0RMZTFDla%2bYZcWfmz81ZLVR4X4qPiMnlh6z%2bL7GQr5tX/Hhf4V6qXEVjAc1Y58NEX%2bFX1m8ZsG8DqSwsfxa1LDI4vtqx/5iddaN2q3UqGb/6uft68hJeQfxmgFD4DLvtcVPyT57MYyIq5jofP3Ap2KjI2OiBpqKmDEefK/fq3/UPT1BxD4hsg9QwsbwU7JH3QvlOXoFkOtAfLF6FsrZFDKukpitgrVaRvp/4lR/iDMQ1TdZ40BJpCz2CK5d7Nz4JGjIxqqLVMaN2UXMrEBPqi1i64jos4xsTU2klOfOWShX3R7t1D4fozwZIQefkphllBiVJlA0Vtujckz8arfKd8/Ujuhb2oTiRdms2M0iK%2b4tngQtY4Whbsfi8fAyxExByJRXjxG8Gb89yxY2i6%2bSqEXZInikRMgY89ZOLUP7BtX0O0p0dhGzakJWJeuLnGxeYyJ%2bVM3K1laFUEXUmFxoyAik5/MxmSU4Ztys8ljkpFpNzKL3xn7e/qqA1W4Ev4cjerwqPGuouUi1grUCc0zmKUcvVG%2bUwsCIfnizxCxqoq4qYN8QfV0oYWP5VauGqFYyVJOX/3BZPx%2bjeoFooEqNkeXA6AfROpF499oiHsrdBOwboq456/5WFjUUb1bFiA1T26pkaBnZmep%2bHcPWYu/1Q/m/c50mYk%2bI6IuMe225BoVnit3vynNmWF9YBE31wmahXGpUsLXYXz4KWVmL2Hcg%2bwdx3xl%2bCs%2bW8ryoiOV%2beBU01U5MV31HrOwHY9XWYm/1efVFClljHkjx9/CwSpAVSoqzdp2l3XCtHttXKldExVSfFHcTMy9UxxECFX9/9uPgsPiu%2bqzYz9p6rjkaym2DI%2bJ7aBlczEktMzvbRcwQWQEjI/t5%2bGMhI372vWEvqlDIeN5V59o0rqxDIaqravVSYxSnxZ45YaFiz3Krly8Z7UQJG8tPoWSf8dzvUHWCYeV7aOyOU8zO0MgWPgtvVlYWMXlXEbBviLyOrPtm8VMXHwuqVp9SdCUjQ%2bvsbB0qD2pGVoaepHcQsG%2bIuEaEsDH8sp8V1dLjzuP9wtcPfP5rCLKZBVvdlUuN2Q%2bo1R7hhyzL7C5iT1ASthY1ny0DpbO0Kj%2bsvoPaQFhB9oPBELOMiQ/Zht2AFnX2QkVF1LI4O0ubwIygSSoxMV6FvTxFMbMAMeGenI3NAtU/7EWLgqhlih9qrvLGWbGjPofVPh%2bjiswHZycx8yBLwNBxM3575o37Y/S3%2bK36WNuG4IyI7YVim8aYa9dXG6agKWZ6rBXPKp9CCYQlZhWEjCmWT7GiJ6ErrudH0RZ/hqhF8KJFDWWH6htku2ki%2bq3kKJdSCqJCqTFazFj7IoiYK9xKpcv3NkVfu8dfzSd7P00ttsqYfodbb1iHQjo7yy01roCVyWXusz1xKgnYDCLb3KLGt5uF2l6aDD4J2snZWdaAzt43Uy1LInzvuKoJ2CdEXA974WH1ibDN4qyYpcloRbVj%2b6zsbAYVJsJdxAw5Ue8kYk9Ai5tX2KJ9MrMvdFwUX9UszTV/MwRNRr0nsUupcScx82K3bGwFyGtvUdOy82K7LO1J0CQaZ4hXNTvbWcyskyliEj5VxJ6Q2afs8jQKaiK0EnPnLO0W0RmaojB%2bgnqZIRuMTM7j9%2bq/W98jgRI2RlyV/WIU1ASSnaWFxrL%2bDq2MYgfwqJchVCaAjBV51XH5ikof9bT6/yz6rNhH2KLtZjHD980G3SYvQttzl6Glq2wSl2LJIMou0tZib/V59Y2%2bfz83f6w4rGvz%2bDN8IrgzMia16oFiJc0UL7LkWPGmoTjUrv0du4gZU1iywRRTq2%2bkD6vc7UXGIpW1lzYDpjj%2bh8ciaIpK3dmZhthaJp2sfbYnThUB%2b4bItjIXGAr7XpWesSgoZmnLeBc05l6V2qoBxZFRmsh%2b0C1tUMnKKonYEyKugbnYUCiVV3%2b%2bK4/fJyxfk/oPq3e9kVn1eAVbi/3lg1xwVRexJ6Cv7SRRQ0JtbKklECHjc1XQ1G4SAsjOV944VpkwmHtsdzw7juEnoK7XylNN1JSfc5WtF%2bnn51XQutzIQYaAZk8UVnurzx2H2jhgAils0T7Z2ZfyotSLivPuEo/yBz6rrUjUhNwCJTHLmoCzYjF%2bK3S1kf0xz1UfSww2J5JvlmvGztsuRowwnhVBU5%2bM77BzmzPKI1ZOtphF3vco7ifeqA9Zergt/hEitcqLFI5ZRF23FWrtgeIqOVYsN56cnWWXGlfAFLOI0uLP2x8bkfG9nCrlxKyF687lSQToc73qKcdq5SYUKjyYSmVJlO8dl%2bq%2bW0TbThK1DDv2vVJa7FN5ZgVN8cFWgeKARse0cLLEDHngQVXEnoBss4dHRdTQnOyxwIpXaYwvAZmhoSb23VYgs1DPziJX1qyJ9Cn2Dg84UtgYfpnZFxqKi1qVMU3N5P4CBlSC0kpHOTtTEDMLEHs/O477MTAibfVnlpi9nOoimY2SZUfVPbRIKK5ulEUvIrYnfgvZPBDCFu1TZbwiuJBzD6NKVQ4zgsZUYUWxUYFyOWXFbtUW5ZexSPn0x24L0zdb1ND9W3XOUWk3rR2oDE2l48aoV27MWLVVKUm%2b%2bmTts33i9QgWW%2bzYfRh5HRl2KC6lRfu3OGplx682ym8KiYDSYFKHSj%2boCBmzP%2b5iIX/oa%2bGz%2bP0s2K/YZkCxfTNtUmx3GFh7aGqbh16ckJ3NIjI7Y2dzT1wK4w7dFtZCIWJ8KD8T1bK0rfBN0NRSzmiO3QdRpVJjVplLScSegGqjlaOSqCGhPCasYJUdKTpx0inH7JKRxQYZD43dxExdxJ6AErZon6y%2bVRZIBHbK9tztrCRoKjdFTRjRXNl7TxZ7T5urCtk7EP0Q7dMlRbxN4wWfBE3q9AqBo%2brgURY9hphZsYuQvcNzXRbfqD5UFasdgSg7IuK44c3QqgwANXGuXJLMnsCs9q9%2bVcatB15hi7JXLz2iuGT2lcCxsvinYp12bH83KAvVbntsDO7s74V5/FbsZ23RdjNAciGg1p5ouK43eg%2bNtQKpVG48ITvbWcx%2bbv6iuNG8Fr8oVC8pnpDlv6LE9SocCqmSCiuk9VGxVLm83ChhiBCZ1bhZ%2b8wVyono2BXnjCqL%2btA4T4KmNnmfBMUHE81l4cw4rKC234ZoT/TBjwhb9XEcDRXRy%2bb/CoUM7Ruq3IRKq7FVruxSI1PMsrKxFaCELco%2bK6tTfC6Ux5EqzP1aQdC%2bgTFgKg5K5b06RTFTF7E7eNusImoZfEpQWehGn1UIR6SgKaxe5G/AGxT6LDqeqphVhkfYMkq5Vs6TsyYV0UMgrA07ZGgKUHuIqoveKqd1Qq%2bYlX2Cpx8i7KscKHnCyQJqReq13v0O7aQbtMt1WJBxn1Umwqj7buVF/87ox8Bp8cngneFD2TCBao/adVGhnqF5arrVUvSqC4mMk2oeTuS4eP9DcSFg4crOqBTH9wyU5ojoGErX%2bh%2bbKEGrOjlHQa3cqHx/IuMiNs0ZZUpkHAVRy8j01Z4DpflOqS1QqGdoFbDt4JgAekKLyhBQGVQGUBlglH3mGNgNu1x72oL5ZEFTylLUVpwZD1akmFmhdmjE055VX6Xrzka1vqjWXhjeBU1pslOp5XpRpZ2rUC43eWOrCdk7vMKGts2wU1u8qcyLR2PXDK0HVy1klyRffSIEOGrvraKonQylPvrUFpVkYnlBEvH5GKUsrwLUVqPI%2b8fmsth6fCy%2bn2ytn3mx%2bP4Y43kxG3fGDmWjhGrtlcKuGdo3tOjuC8sBCE82hxwnHs5In92zNLXy5Q5I6YtTBY2FagO8enYWeZrvsmftr1niRLYNLdzsmCpAXNMu4gpvo6qgeWq4FW7kCk5fPSpM0JmHRKzCFmGbwYeIV3XsNxbxKmg9MNbAWmkpISM7m0XUJK5yj1aFTf00o0q/XqjYZi8qHAxZgmqG1uBDcYBmHhjJzMo%2bYaVdO5xmrCY0Jy50I7HUFxmCln2zWA9I9nW%2bgtkW9gS0w6Rtgfq1qAlRhXvasOHfe4sWtB40WChNCoorczSfalb2hKxDNZX6SBF9MCQIEb9DOwGdwdl5VE/LZd1T72%2bOrpio32PN2jEx0yZEu1lxTgG9PyvuoZ10whGBin2i%2bvOBJ19PZvcz/BwXDxOnn779hB2vqQQUBa0Hgx52videIULDK46ef1%2b1q4ZK16XQVoU2LEFR0HZApX0ttXIjMzuzXDtrn80ah3ncmpmBlZtci6BSVeArLkE7pTRQ6TpV2lEV6Ik968CI8ilFtVhKCzyVOEehM7QcnPjQVN5zye7HVTFlZmknQqX/VJ8XNKavgS1oR3XuJqj40CAndKVrY4ua2iKkM7DGE37GwApa38BGNNgTmuKYrt7%2bJ1Rqa0MUXXKsi0qr1RkoreIRPO/H8VHH8y9uBNQyMASU2uLFDtdCvYZqglbhN2i7CQ0CKtcTeWx9VbC84lbtCL5KO2ZQqa07ANbfaoLWAwkHlrAq7UkgFjwZpx%2bjjuizOBoNCagJWuNMqEyqFjFDx4/oC5USJyJO1bESxYFAhcrXFE4SNJWHpdQAKQT2Qxl5Hyse/FBpxwwqtbWxgJMErfEnlFbdDA5kjIrt2WYV3pCC1NhpQWs01sB8gJUmiyoLE2acb1Bb%2bGyPFrQ1qAwelXYgED1RIkvNGf2ObNtO46Yxj2Pu%2b6ygHdMhjX/RE%2bSf8ByvZx3R96BSBtZo3KIztIY6oifJCOH%2bJGCoH1fvCpWFVN%2bfgvhr9I1Tw073I/ta2PFXhYp58AOB7Pt5IrrPF8DM0PrG8NB9jUP0/ho7W%2bux0dgWXXLEoicLPjx9jrpfp53e82CHa2jwMTVuWtAaDQ0oiOtJYtOHYDZEC1ojE%2boTAnvfSr0/Gg1ptKA1GrXQotdoPKAF7UycMCmecI2K6H5vpKEFrdGwY%2bUEZE/0jUYwWtAajVj8PPzvGftGo7GAFrRGo9FobIEWtEYjFr8P/3vGvtFoLKAFrdGwY1Z8fhdsq%2bOU62wIogXtTJww6ZxwjY1G4wUtaI3GM9ii2CXJRsOBFrRGJnaYnHe4hkZjC7SgNRp%2bIEQNJYwenpPEWemeNUBoQcOiBzgf0RM4456uHC6pjh2uocHH1LhhCloPZB5U%2blqlHQxYTzIq7tM1GiXx1%2bgBroa%2bHzhklPGijvIrZJM9NvnoPl/A39kNaDS%2b4HfEvg4qgv99Evp5%2bO%2bN/0JBuFkxGmDMlhz75p4HlYlFBd69OoXDGp94%2bpBEozz6UMgaVB5YlXYgED2RIoU5o9%2bV29aogWPGRgtao7EG5uSgNBFVyuBU%2bq1Lo2ScJGh94/9EpcnFy4Eun6pNVN7r62ejYYXU2DlJ0GagNlE15sEWzsj7qMG5M7QAAB6vSURBVNKOFai0YwaV2tpYQAvavjgpA8sC%2bi36EUf5V%2byi/JFxVMbKTuN%2bm%2bxdTdBKdd4BULofrLKa9cfRmacgPVC6x42GC2qC9g0VVhI7rdxQULme6Izmd8yJ0%2b%2bC7ScOpF00lLI8BkdjHrD%2briZojf9htwcXVW7KeDvIk//TnxfMa6xUBtwNO/Qr9RqQgrZD58/glOtcQaU%2bqXjg4hXV2/%2bE3YSzUlu3ATtD65tcDyoZDzJWRVFAHxhhZmcqfTiGVlsac5geY11yzEGl/QQmVCfHzEMbV3ykfbVxoQaV/lN9XtJwCdopHVPpOlv0fIiY1Nl9ZRHSHTNqJk8/d4XRGVoMTnwoFEtYUaLG6PeoGOjfzbHiKY31neD9uYkUFAVNrpMakvckU9QuP7S4RR/lr3bUH41K16XQVoU2LEFR0L5B4bdolW70qaUjZjyPECGEccYf3adqB0aUnkmlthyF/sBnHn5H7IcrV8BsCzLWLNeM3TUJedtWTYyj%2bRBQWqgq9o8q6P2JztD6ZmOh9ICdMlFXGsPoa0LaKY1dNbAOrxzXvxklx%2bxOZg2E7Ot8hVrZkX0wYdVW6d49Yadr8aIn932xdG8r7qE1YqA4KURM2iucipPgSruyxD5rwaKASovhrU44jvGnoClOaBZUGAxIDiQPCsyj96t2FluF/l1th3rmqtCnr9hl/kOh5LWqZmjsE1vK2FX0IhA14V/2GX1oEbLIfmDy7bhXp9SW7aAqaApQysBYYGdW2ftAFpFiCJv1KH%2bk/c7ZWTVUEPGUNkYIWnZHzqBCG09BZunR62MVnm98Vv8o%2b%2byFRzR2zASPRNbv0H6Hzm%2bwPEBcxwxHRZsVOzQsca/JyNrerMksWsCzSpKnikylMwBy2LXkuOXN2hjZBz8QfhlgZaOZvDuhSh%2bpnGFYXrC8C5rSikelU71gtlMxVpXTjO9%2byuPL2r6osmSGXUUbBJTaIoddM7QZKA0MZluUrtuKyFN/KF80lPfYMvh2RPeREycLGgonD8JK2ZfnPiEPf1hjezmi7DOE7%2bRnrgLS7mGUoCkMSqVBr1YKzLg/1UXtlSNa3NCnJ6PslU8/qpUbq8xHpbd61N%2b2/%2b20GuMUHeukHvJ0IRPZbVqN7z3NeMf1CuvpSjSqnX6c5ZSeUINxUv%2bYrvUuQ%2btOy%2bNBQXVVGbWiVzvtt/IX1QaGD5IXGb/iHKbWnpLoPTQedhXPMTTKVNZJXLE/rbBeT1RfVz9YorowVEZqf0QKmsKNrjaQqj6wK3YrYO2RVRc2T/sVxOz07GwGjAVxxX75AxUyNIVNyooPiVp7XqF68KOasHnbm3GoxgrFxZ5arOMThAqCFg21gcsWz6wsTVXULn/lhxchZJF9ekp2VnGhWwHmfn0StL5Re4D98K7GjBY1lLApjHVUW6L32BT2U3dDZ3CTiM7QFISRORjUsr0MrsjYmaf3MsQNHVNJzNBQzLyYc0b0QkelnR9RpeQY3dlqQqQqVgorauukjO6H9z9Fzndui1%2bE7Yq96rPQEIT6D6sbn/E7cD9qnuVC263aWuy9frPcamAeGIngRtopLMYssUpkRkC42vkpQ1MrsXmgVnasnKVFgXXwQ2VPLBrM/sksS2bcS7W5UaFCJXG9jJIj6%2bYr3NQMKJcUo0XKI067Cpu3Txg%2bbF7F7KwSymSJVfbQxtAZbBIrkUCuaqJm9Xn1VRlbHnivg9Hv2WMLgYpVmh3G9xQqCZoXakKkLFZoqIva5V9N3FBtrihm6nFZqNruO7iv5ZugVVtF7Fh2VF2Frtit2lrsLx/UOFIcC2NghdfKw9rvZHMiYqplZ944atfzkYeVoSmJHgJqN3mFK7Pswzz4gcDvwAoIoh1ITms7ouJUGMPVsPO1/QenHdv/Hf3NsQistG/1Wq4H0vqdMWS/vU8OFX8CoHpgJKvUmMWHwE4VKUhbUIKGmnARPKzJHyWOyPbOcqHtVmHhtbYlQtjeuStA%2bcDILsKnWLnxQK2tX2PNlBzVyoUqN5sN9c1y9YMf2WXDLHivm32fELzZY5sBNbH5BFo7TjrleEFxbyt7byQrdsZkeYqwIYRM6cCI%2bj2rlp2p96cFv38NvcwJwbProKiwQmWJWgvbPVB9w/CL6P8TsjMGmOIL6%2bPZDE2t4YwHtnKWtoKqoubxe%2beoPmn9Dtx1KIqZuviwszPl%2beQd1Dl/55JjZ2l5sS3xPRMpUthUJoIZINvr4aomZjsKxwoqtnkKqoK240DKuKbs7ItZgkJn1IoCF9EuxF5blH2FkqQiV6UKFpTnr9f/gyIF2DDALgEgUSn7YotaVN9kCFx0XPZem8oYQ0FV9BTiIGNN86z8Du13aP%2b49w5qbZ5pz2yb0XartitY5b0GsLUtXv9Z/jtYfwDOBFvIVn2ybVWFijFWKiUl/4Hym0KQkz8jBlIM0MISIVQWkWL9mPrVfzg5rDEVgdprzIjr5c0q51fmigY8g/vr7j%2biyJ02KKjdYPXBq1ZORE3CauOACdT1M%2b5f9n1SfT6z7l92rCWe1UMh2YPtDkoboBkDOKJtiqKGFDbFcYwG8lqtPNX22JSfcwaXWjKyjKhTjinqXAgVNrHVRM3j98S14/hCXxfrXqmMTRSf2thSy85CNOJd0NQumhXrlCxNxfayz8zW3vnUJqAVRFwD8/4ojEnl55YhEIrjf7lNlgyNfeHl0%2bAHKJdBrLzMPbIIEaoibr8jrq0ezuj7nz3GFTLfzFjqz0XoD6vVhEgxS6tQemRwe9oTOclFCoenLZFxmL4KZe2skiSST0lo0sqNY9wf2/8deh/BVGwTE7PXttIHUbYWe6vPq%2b9w%2bK/GeQfy5xoZyFhQKIhZFqfagldRNE3xlH%2bHFoFvkyZSONXtIm0t9pfPMPih/K1QWiGvIGPfJVqcIoRSTYBWYipVwWZtzIh%2blyP7AtUmlgor7uiVMrsE6Yl7ChD902KmYedFuggZcdumJ0FTvEjWxmbGtasN8k9gCRRq0m1x%2bweovmAtUhTETB1K2RkS5nYz3ra/a5amvnJT26Ng7LV846n6gHuAum4Pj5KYRfDunJ0hucKv65OgKT78SllaBewkamhh2%2bUe3wF9jR4eFXFa5VcXKdYcpliJe7TxZmg7TwozqPBwqO2ReVf66FXlLuIWcS3sexW9SKpwnzs7c4D1gU/kBaO42FnarqLG9Hn1jbg/lQQusr1eTsUxFGHb2RkfH9v07dj%2b7zj7918zyLz%2bqNgWXpbPu/9wcnzjvpA5xqus2pn7pDuKWZX7LMvFytDG6CxthS/zAbTae3wQEylj7%2bXprwL/TGwvB8svW8wigHqOFbMzWr/O/LC6cgbGavtKnFnbiLavcjKzLsT1RmZsM3GrAdHuCqVJNG/lUqPqWIW0HZWhsTOrFTsvT9bgjYqtmqldfqhJVvXBVQCyn5nxGWMXxVklM7xDxnwOAbPkmIXKpccoTpaoqQib2oSRAWRfeO8tw69CxoWMLScuC4C1fVbQFPe/VuxYyH6I1ETN4%2bf1veM6Tdyi9vk8/oyY2dlR5TFWNjsb4x9Bq9z5s2BmadkPyI6iFpEh7ypuUdeWcQ%2bjfaosQHfOzpD4XSk5sjutapa2guyHb9X2smeXIBH%2b33irClx0%2bzOyMqufyjOC5GSOSdUq23QfZO2hZUwcqlla9oNl5c3I1i7/yPGjLnCs9mUuQKqKWdV5bQf8jvE/QcvIrJBcVVcxFtsoTraoqQvbexy20GXH9XIwfRUEqnqpsXx2Nsb6Bz5/B/brvBm/F1J988ls3JX2rV6L5do9/YXo62vA92/P7EBdi3ppUqHCobhI3wavJcdTsjTV0uMKIh9i6wo5M1t75emJYB7I/tpNzNTHUWdnN3aWPTRV4WMju/So%2bDBn7bk8cVUeX1FA9w1ir40dc4Y/0xa1oEbEiogZhndBUxUr5ZUGKp6S7WXP3FfzxmXxVUSEwCOEjDW%2bFJ4ptnBkjPn0TM96ylFV%2bNB8zJWSlTd6DyFrBR01AZ8icFHXirq3DL/VtirYIrgyEgAJRB/bP0H4ogaF0sOVUYJEcjzx7iRu0YKN4mWKWZR91kJWeaxmiON/uO4ETaJhQnYZKyILlEUNla0xxK2KyLHaixSyE8VMtdSoMGfBY64e27fgd%2bR9LgUFZNtWuFbjrnKPQH6k7zvPAHHNxHnHKT8PUNjLYSy8VBaZVblW%2bMKv4UnQlEUI3TbkRBshVJGiZrUfiz4I30guS9xZvLdPPftTmTgVxSxrGyArmyqVnY3Be/WV%2bg1hlx5XofSgenxefZEZgHKZsEIpE90%2bL1eL2Tp2mGPdMT8J2pY1VkLcqH5Ts7f6IP3v%2bFRFQxHo/kIIWXUxQ/Mqz3VyMZkvJ95lBZFZklGzv3xUsrV3zha3/yKqb7IWN2rPRMb8sIudG98ETa7Bxpjs64gsOajZe/1e/SPG0eniFl3yzMzK1J6FLjXG8320Y3/gs6zyG%2bJWF7WMbA3F8Y17d4FjXCPqXrP8lJ4x1PwRtUBR5vsYa6bk2CsAu11lUbP6ePzeOaIfhh0E7v0aWH2WxdFito5d%2bL7aRXwP7RsyO7dFbR2eiaeKsL3HUhW6rLYh43nLk9E%2bVcQsItHImJtR1/E7xvwPq39Hzu/SsuJGcUZgtZ2W67oGU%2bZvz14HtOJvz5DXpwJkm9hCZvHbTcxWkCmkMLwKGnMCzxSLDNFdiWkVHMYbPzx9h%2bx3lEgioShIVqgImdVfMZPLwCmlxn//feXYfpaCZ6bWVUqPFh9rCcm70kZPlmplwaqI6MuMsaIoZl1qJCHqe2iqSp4dW03UPD5KwvbK2eI2j6g%2bQ4wPll/0eNlFzFTn9D/%2bffWH1dso%2bWLsFjWs36t/1CKkxe0ekX2TudBRfFbU980ikNpOy%2bdjqiu61RaJ3URNVdheuU8VOMb1o8YAKzajnJklZupbL0i7//w789VXT8hOj1VvltXW67OrsL3H2FXgmNeXfc9VqxHoSg0y7qptqarck6Cxs7QqE0tFUWPvKyDuJVNsKgvce9sZ7UfGYo8zxjNUQQAqcJo0SOkDn2i%2blbgRttnt9PpdA%2ba03559epAyf2qSDWQbMhZMDAGstuBlc6L4Hnk%2bCdq3STBLqFZsW9Ty/C7f4fCP4vK24SSoCJnHv8VMJ34o3%2b4f%2bFxF5ipndQCp7h88%2bSNXZxXLg5WA7mMvl2e8t5jZbNGcKLuP/%2b79fEzmpJItktmrIov95cP0Q3Pc8bW4%2bRHRl6gxo%2bxXRcxWIJNxrQLxtv0KN1RhxaMkal6/rEnqG2eL2xqi%2bix78VNVzCKRPVci%2bL7GYx/bzxwA2UK1Yqsual7fyz9KgFrc7vE7OP2O4GHHVxCzbNtsTjdmP/C5Q%2bmxmi1T1DKzNSTPJ%2b4TBY517QrjgLk421HMsoHQmKkPfKKRPRhWkD3IWKKG8M2e0FZj7Chy7OtSue/MBVn2/FVprkPZTbdt5QOfyCytUgqcPTAt7c3KuFAPG1toqoncXXtZbUbHy1pIWfyqiVmledaL3zHWf1j9O7i/TYtCZDtXuGdtLe31XKPXdzj877hQfNbYT4gcQ2pAt8nLx154tZjFjEtkopT2gc%2bVeBECEWkbxZ0haiPR/4kPyemFovAgkTGBKfpXEQcGNzI%2bPMu37KHtUnqMtI3ijnwYI/0jVvcVSoMVEdW3CM6M8mT2HBXJrTJHebj%2bsKnygc9VzqiJTmEgWh/KrL0KJMcn3hY3OyL7UGHsRD8zLWZ4TtP9tnwPzRyMwMWIrzAgo1ebUf4XR%2bSCo8VtDtF9pSBkF0ekj4qYKfCy8Z/r8BzbP7X0GG0fnYkqZGtInm/8LXD/gNEfSP4sMVR5VquJX3p2Nob9e2izqFR6VBpwjPKqwur5lSdadN4n9J1Fjn2tyBhZWdmqX88tMZyumJ7Px8zazGKFS8E22j6y3a9%2bw%2biL5IjgWon3CpUTlLPIFGa1rQc1IVOzZyyUGXhsG%2bIDn98mU8bEjORVE7Uxae8RA0S/Rwgbis8a%2bx0nf%2bDzArot2dWgFjMdW/dY%2bCZoKIGJEBSV7EjNPjNb88T/xHchO3tSEhYmsrcOonhazHyQKTVeQL3LMetBj4yrNCBX7VkP%2bSeOqEnwVFFhI2r/Db3fxmiD0rO9ah/FnSGoX3kQ30ObtauQ8nqhNpBZD/w3nqhJsQUOi8g%2bRQsZo8S4g70KNyXubIaWsaKqZmv1UbNH%2bd5xRZY%2bWtxsiO47FSG7/CNjVbZX3zebskMcCnkPijwZid6PYbWBsac2Fnw8%2b2OovbUovif%2bC9n7bmpgiX5EVs7yZSwaldqkYAvhWRG02Uk3SoTQcRVFbRh8Iu3ffYfDP5rvW5wLJwkcO2ONKlUy/U8Ts0xeeDv/HjET%2bze7KDGpLmoWH4ZwIv2f%2bJCcs/FeUV3oMsutJwoZ0yeSP0v8oKXGyxZdclxBixrOh5HdIWJmcK7GfoeS0CntESpnATuJWWSJb5tS42X798v/yfidWItarg9CQCKFDc1rgeXhXN3brISdhEzZR8kebRs27q0f%2bMzaT2tRm/MZi36I%2bxSVXSmJ2ywqCtUnRF5PC5nfZ0cxM8WNfNt%2bFI/Kw8Uc3KyHAjW5RK7iI/kb/%2bB3xPc1cryd7KMiZkg%2bcxujPvC5yqlUxmCImrIYVhC2V/4WOAxYfZk5vtjPXrSPkphJPIPWD3yu2qJFTSmTst5I1kPCjnXHwxjsLXBrYPdX9kKpwuIzOkYU0kuNFxDfQ2tRq/OQZWVraK6VeC1w/yCjP9Dx1EXJ6scQs8y5lSJmY%2bDfFDLTiCqHRCw%2bjBgZftfgqfxpmLsHoMohk1VkCzg6PlNc2H4tZutxH%2bH9wKfFFs21i6iNjf2%2b8SE5rfHfoS522aL1joj2VBAkpp%2bSmGXwfeVFfg9t1nbG7kRRq%2bY3jL5MTg9mHsao94xWwg5ClhGzupgh7zusnRkvJ561a1Hj%2bY0E32%2bcaN4IVBMfFOgr70DfCjErihlt3%2bwVyO%2bhrdojO8Vir1rv9vpV853hPVU4lBB5LzLHrXrMFrMFzGZoyD2yVd6o2FZuZqY2HL4ZLx%2bOLBu%2bD3717K06ohcRXv6MzMrjy1hAr/pkitkqpnhX3hSSubm4ArUV0GVfaRXp9WdkVp294cG8b5n%2bbN8WM5LtX4vEK6hSerTYM308fpdv1gSAiL8SowVuDcx%2bUxCyCiVGhk/2MxImfKuHQqLKbRGlR0ZpkOVz%2bQ2jrycuIvYrh5dnNRYrpjoyJjFEzGwOtq%2bimEnvm73yRn4%2bZtW%2bRY3jOxL90TyWmK/YVeQqrcBVOSoImccPyR8lZsvXFv35mFWcJmrD4Of1Rfp7OJA8iPjvUBe7bNF6B6o92ULm9VcWs8x9s8i2/mv7XnLMFKoVW1VRG0a/jGwN4X9xDCAPgguBlQcq4s0pFYBsr4KQeTlazDAwl1A9P6yOFImqomb16zLiPReKLxrVhMgD9LWqZHYZ5UnFPbZZ%2b%2bh9OxPuBE1hPy2KT13UhjGeNSYyPprnnQ/J2ZhHxGSklNll%2basIk8UnUsxc3MzPx6zaK9RmL3vlUsK7L%2bIBRZVuUFx3nCdlRWxE9TGSEzXW2f6s%2beQ4MRsj7237s/ZoO6u9x2cQ/VD%2bKI4IrjveC53B2RC5OFAsUVbKyix%2bR4rZGPzvoVlQXdQy/FD%2bF8cA8Lxyofg%2b8UfGqQxWZqsoZAieU8Uskg8mlBmfj4nktrRhGHyqidpwciB53vmQnN/iMOIpgV2WVd5vyyxP7iBmKltAHzGToe0uahYfjzgNg69SCTGifMgSt7t4r6gqdJn7icoihuLK2g%2bPjhUlUlH42o6It%2b23qMX5KpUQo0SILW5PsZ%2bQ/XYTBUS1axch8/iySoYRYpZWarzw94gRiZNEbRjiWGIhYiLiP3ENIN877wWFDEpVZCIRfc1qQublaTHL4f61vMtxpREniJrV5/IbCb5Ijki%2bJ/7IGA2OaKuWKjOEzOrbYvZmt/I9tNWGRNtH1n9ZPtm%2brxzoVTKa81OME7MmJJh9GREDxVnpGT5BzJY5LS8njsjmrPy7ZGoI3%2bHwR/PccaJ5P8VhxKsM9gJAfc%2btkpBZ/SqK2fJ1Wl9OHLmfFsXPFLVh8PP6Xv4VfgjNEprTRS47c91ZyLz%2bzCrQzmL2h53nXY4nidow%2blXO1tBcd7wR3Cux31FV7LKF6xXqIobgyxDCymK2CnObn47tt6hh/DKFKULYUHws7lXMPkiZGaYaVCY3Fl%2bVEuOKX7SYRfDf2qHe5TiLU0VtGONZYyLjR/PdcV/IFrgnVBCaSDCufych8/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pcVl9L3EpVpRX77HkLVnpc/cAnAlU6OaoNs7aRDxwiFiLuXRuix2NF8VoB8/rQwlbBt5qoZbaB/nyhPh%2bTuV9S6QbP2lquySNmViAmtOiJd3cB%2bwbG9aP4PRxe3wh7BVFTmEsRsafmTcTb9nfpMBXbCmKWPXnN8J4qYN/AErcsjhY1ny2ak/oMIr%2bHhuLJTn0riZn1wc%2bYMBCxv3G2gK0hst9Qwqbst9v8k83pztK%2bCdoOpcbsATJrG/UwIf2yy5N3fC1iGET1Z9a48fhF2Fcap1Uqaf8B%2btj%2bEzKFLwInipkVu937b1htn%2bLR6tdrUPlEjNXf4nddf9bvs1baHGU7i4hrMvN4vofGTjctqFBnVhazrJJRFI9i/FnuLOFbndwjuaz%2bDDHcTdQyhfIb3%2bO/szI0JKqUGlXErHJWxhaybOH8hKe2sYQOmbUhhK1FLd6WLVRuWL%2bHlpWd7SRmq6ggZqg9GNbe2M/bX0W8XwOz3zJ5VPfVKlSuIsC%2b7tt/j3g5cTZfFKqIrtcnI6NDxF/hryxgM2BdJ1LYmPFVRA3NV2VxHgbr99BmcOJNrS5mFiAmtaiJ9xQB%2b4boPsgeA4rPSMSWAyruqq2q3X/%2bfTVDU8/OMldREXEVH1SE36t/xBg4XcA%2bIVLkUcLG8qskahXmtuzYYR/4PFH40CsyxgPqKdl47gl6Mm0Rs0NR2FRLiRafLFGbRVbskCxtJUNTTTtX7Vawu5hZoChkDT8iFgUIYWPE3FHUKpQeZzHNt/qBTxR2ybhm7XYQM/bExODyIqItCj%2b0vq5L4UfVVt9VP0ucFZ8ZW08/MfjQQLXvX57Z36HJK7MwX4sZBllCxo77LR77S8CouB6RtPoyRC0DEe2c5ZS2W/nAJwrq6W0UZ0RMZTFDla%2bYZcWfmz81ZLVR4X4qPiMnlh6z%2bL7GQr5tX/Hhf4V6qXEVjAc1Y58NEX%2bFX1m8ZsG8DqSwsfxa1LDI4vtqx/5iddaN2q3UqGb/6uft68hJeQfxmgFD4DLvtcVPyT57MYyIq5jofP3Ap2KjI2OiBpqKmDEefK/fq3/UPT1BxD4hsg9QwsbwU7JH3QvlOXoFkOtAfLF6FsrZFDKukpitgrVaRvp/4lR/iDMQ1TdZ40BJpCz2CK5d7Nz4JGjIxqqLVMaN2UXMrEBPqi1i64jos4xsTU2klOfOWShX3R7t1D4fozwZIQefkphllBiVJlA0Vtujckz8arfKd8/Ujuhb2oTiRdms2M0iK%2b4tngQtY4Whbsfi8fAyxExByJRXjxG8Gb89yxY2i6%2bSqEXZInikRMgY89ZOLUP7BtX0O0p0dhGzakJWJeuLnGxeYyJ%2bVM3K1laFUEXUmFxoyAik5/MxmSU4Ztys8ljkpFpNzKL3xn7e/qqA1W4Ev4cjerwqPGuouUi1grUCc0zmKUcvVG%2bUwsCIfnizxCxqoq4qYN8QfV0oYWP5VauGqFYyVJOX/3BZPx%2bjeoFooEqNkeXA6AfROpF499oiHsrdBOwboq456/5WFjUUb1bFiA1T26pkaBnZmep%2bHcPWYu/1Q/m/c50mYk%2bI6IuMe225BoVnit3vynNmWF9YBE31wmahXGpUsLXYXz4KWVmL2Hcg%2bwdx3xl%2bCs%2bW8ryoiOV%2beBU01U5MV31HrOwHY9XWYm/1efVFClljHkjx9/CwSpAVSoqzdp2l3XCtHttXKldExVSfFHcTMy9UxxECFX9/9uPgsPiu%2bqzYz9p6rjkaym2DI%2bJ7aBlczEktMzvbRcwQWQEjI/t5%2bGMhI372vWEvqlDIeN5V59o0rqxDIaqravVSYxSnxZ45YaFiz3Krly8Z7UQJG8tPoWSf8dzvUHWCYeV7aOyOU8zO0MgWPgtvVlYWMXlXEbBviLyOrPtm8VMXHwuqVp9SdCUjQ%2bvsbB0qD2pGVoaepHcQsG%2bIuEaEsDH8sp8V1dLjzuP9wtcPfP5rCLKZBVvdlUuN2Q%2bo1R7hhyzL7C5iT1ASthY1ny0DpbO0Kj%2bsvoPaQFhB9oPBELOMiQ/Zht2AFnX2QkVF1LI4O0ubwIygSSoxMV6FvTxFMbMAMeGenI3NAtU/7EWLgqhlih9qrvLGWbGjPofVPh%2bjiswHZycx8yBLwNBxM3575o37Y/S3%2bK36WNuG4IyI7YVim8aYa9dXG6agKWZ6rBXPKp9CCYQlZhWEjCmWT7GiJ6ErrudH0RZ/hqhF8KJFDWWH6htku2ki%2bq3kKJdSCqJCqTFazFj7IoiYK9xKpcv3NkVfu8dfzSd7P00ttsqYfodbb1iHQjo7yy01roCVyWXusz1xKgnYDCLb3KLGt5uF2l6aDD4J2snZWdaAzt43Uy1LInzvuKoJ2CdEXA974WH1ibDN4qyYpcloRbVj%2b6zsbAYVJsJdxAw5Ue8kYk9Ai5tX2KJ9MrMvdFwUX9UszTV/MwRNRr0nsUupcScx82K3bGwFyGtvUdOy82K7LO1J0CQaZ4hXNTvbWcyskyliEj5VxJ6Q2afs8jQKaiK0EnPnLO0W0RmaojB%2bgnqZIRuMTM7j9%2bq/W98jgRI2RlyV/WIU1ASSnaWFxrL%2bDq2MYgfwqJchVCaAjBV51XH5ikof9bT6/yz6rNhH2KLtZjHD980G3SYvQttzl6Glq2wSl2LJIMou0tZib/V59Y2%2bfz83f6w4rGvz%2bDN8IrgzMia16oFiJc0UL7LkWPGmoTjUrv0du4gZU1iywRRTq2%2bkD6vc7UXGIpW1lzYDpjj%2bh8ciaIpK3dmZhthaJp2sfbYnThUB%2b4bItjIXGAr7XpWesSgoZmnLeBc05l6V2qoBxZFRmsh%2b0C1tUMnKKonYEyKugbnYUCiVV3%2b%2bK4/fJyxfk/oPq3e9kVn1eAVbi/3lg1xwVRexJ6Cv7SRRQ0JtbKklECHjc1XQ1G4SAsjOV944VpkwmHtsdzw7juEnoK7XylNN1JSfc5WtF%2bnn51XQutzIQYaAZk8UVnurzx2H2jhgAils0T7Z2ZfyotSLivPuEo/yBz6rrUjUhNwCJTHLmoCzYjF%2bK3S1kf0xz1UfSww2J5JvlmvGztsuRowwnhVBU5%2bM77BzmzPKI1ZOtphF3vco7ifeqA9Zergt/hEitcqLFI5ZRF23FWrtgeIqOVYsN56cnWWXGlfAFLOI0uLP2x8bkfG9nCrlxKyF687lSQToc73qKcdq5SYUKjyYSmVJlO8dl%2bq%2bW0TbThK1DDv2vVJa7FN5ZgVN8cFWgeKARse0cLLEDHngQVXEnoBss4dHRdTQnOyxwIpXaYwvAZmhoSb23VYgs1DPziJX1qyJ9Cn2Dg84UtgYfpnZFxqKi1qVMU3N5P4CBlSC0kpHOTtTEDMLEHs/O477MTAibfVnlpi9nOoimY2SZUfVPbRIKK5ulEUvIrYnfgvZPBDCFu1TZbwiuJBzD6NKVQ4zgsZUYUWxUYFyOWXFbtUW5ZexSPn0x24L0zdb1ND9W3XOUWk3rR2oDE2l48aoV27MWLVVKUm%2b%2bmTts33i9QgWW%2bzYfRh5HRl2KC6lRfu3OGplx682ym8KiYDSYFKHSj%2boCBmzP%2b5iIX/oa%2bGz%2bP0s2K/YZkCxfTNtUmx3GFh7aGqbh16ckJ3NIjI7Y2dzT1wK4w7dFtZCIWJ8KD8T1bK0rfBN0NRSzmiO3QdRpVJjVplLScSegGqjlaOSqCGhPCasYJUdKTpx0inH7JKRxQYZD43dxExdxJ6AErZon6y%2bVRZIBHbK9tztrCRoKjdFTRjRXNl7TxZ7T5urCtk7EP0Q7dMlRbxN4wWfBE3q9AqBo%2brgURY9hphZsYuQvcNzXRbfqD5UFasdgSg7IuK44c3QqgwANXGuXJLMnsCs9q9%2bVcatB15hi7JXLz2iuGT2lcCxsvinYp12bH83KAvVbntsDO7s74V5/FbsZ23RdjNAciGg1p5ouK43eg%2bNtQKpVG48ITvbWcx%2bbv6iuNG8Fr8oVC8pnpDlv6LE9SocCqmSCiuk9VGxVLm83ChhiBCZ1bhZ%2b8wVyono2BXnjCqL%2btA4T4KmNnmfBMUHE81l4cw4rKC234ZoT/TBjwhb9XEcDRXRy%2bb/CoUM7Ruq3IRKq7FVruxSI1PMsrKxFaCELco%2bK6tTfC6Ux5EqzP1aQdC%2bgTFgKg5K5b06RTFTF7E7eNusImoZfEpQWehGn1UIR6SgKaxe5G/AGxT6LDqeqphVhkfYMkq5Vs6TsyYV0UMgrA07ZGgKUHuIqoveKqd1Qq%2bYlX2Cpx8i7KscKHnCyQJqReq13v0O7aQbtMt1WJBxn1Umwqj7buVF/87ox8Bp8cngneFD2TCBao/adVGhnqF5arrVUvSqC4mMk2oeTuS4eP9DcSFg4crOqBTH9wyU5ojoGErX%2bh%2bbKEGrOjlHQa3cqHx/IuMiNs0ZZUpkHAVRy8j01Z4DpflOqS1QqGdoFbDt4JgAekKLyhBQGVQGUBlglH3mGNgNu1x72oL5ZEFTylLUVpwZD1akmFmhdmjE055VX6Xrzka1vqjWXhjeBU1pslOp5XpRpZ2rUC43eWOrCdk7vMKGts2wU1u8qcyLR2PXDK0HVy1klyRffSIEOGrvraKonQylPvrUFpVkYnlBEvH5GKUsrwLUVqPI%2b8fmsth6fCy%2bn2ytn3mx%2bP4Y43kxG3fGDmWjhGrtlcKuGdo3tOjuC8sBCE82hxwnHs5In92zNLXy5Q5I6YtTBY2FagO8enYWeZrvsmftr1niRLYNLdzsmCpAXNMu4gpvo6qgeWq4FW7kCk5fPSpM0JmHRKzCFmGbwYeIV3XsNxbxKmg9MNbAWmkpISM7m0XUJK5yj1aFTf00o0q/XqjYZi8qHAxZgmqG1uBDcYBmHhjJzMo%2bYaVdO5xmrCY0Jy50I7HUFxmCln2zWA9I9nW%2bgtkW9gS0w6Rtgfq1qAlRhXvasOHfe4sWtB40WChNCoorczSfalb2hKxDNZX6SBF9MCQIEb9DOwGdwdl5VE/LZd1T72%2bOrpio32PN2jEx0yZEu1lxTgG9PyvuoZ10whGBin2i%2bvOBJ19PZvcz/BwXDxOnn779hB2vqQQUBa0Hgx52videIULDK46ef1%2b1q4ZK16XQVoU2LEFR0HZApX0ttXIjMzuzXDtrn80ah3ncmpmBlZtci6BSVeArLkE7pTRQ6TpV2lEV6Ik968CI8ilFtVhKCzyVOEehM7QcnPjQVN5zye7HVTFlZmknQqX/VJ8XNKavgS1oR3XuJqj40CAndKVrY4ua2iKkM7DGE37GwApa38BGNNgTmuKYrt7%2bJ1Rqa0MUXXKsi0qr1RkoreIRPO/H8VHH8y9uBNQyMASU2uLFDtdCvYZqglbhN2i7CQ0CKtcTeWx9VbC84lbtCL5KO2ZQqa07ANbfaoLWAwkHlrAq7UkgFjwZpx%2bjjuizOBoNCagJWuNMqEyqFjFDx4/oC5USJyJO1bESxYFAhcrXFE4SNJWHpdQAKQT2Qxl5Hyse/FBpxwwqtbWxgJMErfEnlFbdDA5kjIrt2WYV3pCC1NhpQWs01sB8gJUmiyoLE2acb1Bb%2bGyPFrQ1qAwelXYgED1RIkvNGf2ObNtO46Yxj2Pu%2b6ygHdMhjX/RE%2bSf8ByvZx3R96BSBtZo3KIztIY6oifJCOH%2bJGCoH1fvCpWFVN%2bfgvhr9I1Tw073I/ta2PFXhYp58AOB7Pt5IrrPF8DM0PrG8NB9jUP0/ho7W%2bux0dgWXXLEoicLPjx9jrpfp53e82CHa2jwMTVuWtAaDQ0oiOtJYtOHYDZEC1ojE%2boTAnvfSr0/Gg1ptKA1GrXQotdoPKAF7UycMCmecI2K6H5vpKEFrdGwY%2bUEZE/0jUYwWtAajVj8PPzvGftGo7GAFrRGo9FobIEWtEYjFr8P/3vGvtFoLKAFrdGwY1Z8fhdsq%2bOU62wIogXtTJww6ZxwjY1G4wUtaI3GM9ii2CXJRsOBFrRGJnaYnHe4hkZjC7SgNRp%2bIEQNJYwenpPEWemeNUBoQcOiBzgf0RM4456uHC6pjh2uocHH1LhhCloPZB5U%2blqlHQxYTzIq7tM1GiXx1%2bgBroa%2bHzhklPGijvIrZJM9NvnoPl/A39kNaDS%2b4HfEvg4qgv99Evp5%2bO%2bN/0JBuFkxGmDMlhz75p4HlYlFBd69OoXDGp94%2bpBEozz6UMgaVB5YlXYgED2RIoU5o9%2bV29aogWPGRgtao7EG5uSgNBFVyuBU%2bq1Lo2ScJGh94/9EpcnFy4Eun6pNVN7r62ejYYXU2DlJ0GagNlE15sEWzsj7qMG5M7QAAB6vSURBVNKOFai0YwaV2tpYQAvavjgpA8sC%2bi36EUf5V%2byi/JFxVMbKTuN%2bm%2bxdTdBKdd4BULofrLKa9cfRmacgPVC6x42GC2qC9g0VVhI7rdxQULme6Izmd8yJ0%2b%2bC7ScOpF00lLI8BkdjHrD%2briZojf9htwcXVW7KeDvIk//TnxfMa6xUBtwNO/Qr9RqQgrZD58/glOtcQaU%2bqXjg4hXV2/%2bE3YSzUlu3ATtD65tcDyoZDzJWRVFAHxhhZmcqfTiGVlsac5geY11yzEGl/QQmVCfHzEMbV3ykfbVxoQaV/lN9XtJwCdopHVPpOlv0fIiY1Nl9ZRHSHTNqJk8/d4XRGVoMTnwoFEtYUaLG6PeoGOjfzbHiKY31neD9uYkUFAVNrpMakvckU9QuP7S4RR/lr3bUH41K16XQVoU2LEFR0L5B4bdolW70qaUjZjyPECGEccYf3adqB0aUnkmlthyF/sBnHn5H7IcrV8BsCzLWLNeM3TUJedtWTYyj%2bRBQWqgq9o8q6P2JztD6ZmOh9ICdMlFXGsPoa0LaKY1dNbAOrxzXvxklx%2bxOZg2E7Ot8hVrZkX0wYdVW6d49Yadr8aIn932xdG8r7qE1YqA4KURM2iucipPgSruyxD5rwaKASovhrU44jvGnoClOaBZUGAxIDiQPCsyj96t2FluF/l1th3rmqtCnr9hl/kOh5LWqZmjsE1vK2FX0IhA14V/2GX1oEbLIfmDy7bhXp9SW7aAqaApQysBYYGdW2ftAFpFiCJv1KH%2bk/c7ZWTVUEPGUNkYIWnZHzqBCG09BZunR62MVnm98Vv8o%2b%2byFRzR2zASPRNbv0H6Hzm%2bwPEBcxwxHRZsVOzQsca/JyNrerMksWsCzSpKnikylMwBy2LXkuOXN2hjZBz8QfhlgZaOZvDuhSh%2bpnGFYXrC8C5rSikelU71gtlMxVpXTjO9%2byuPL2r6osmSGXUUbBJTaIoddM7QZKA0MZluUrtuKyFN/KF80lPfYMvh2RPeREycLGgonD8JK2ZfnPiEPf1hjezmi7DOE7%2bRnrgLS7mGUoCkMSqVBr1YKzLg/1UXtlSNa3NCnJ6PslU8/qpUbq8xHpbd61N%2b2/%2b20GuMUHeukHvJ0IRPZbVqN7z3NeMf1CuvpSjSqnX6c5ZSeUINxUv%2bYrvUuQ%2btOy%2bNBQXVVGbWiVzvtt/IX1QaGD5IXGb/iHKbWnpLoPTQedhXPMTTKVNZJXLE/rbBeT1RfVz9YorowVEZqf0QKmsKNrjaQqj6wK3YrYO2RVRc2T/sVxOz07GwGjAVxxX75AxUyNIVNyooPiVp7XqF68KOasHnbm3GoxgrFxZ5arOMThAqCFg21gcsWz6wsTVXULn/lhxchZJF9ekp2VnGhWwHmfn0StL5Re4D98K7GjBY1lLApjHVUW6L32BT2U3dDZ3CTiM7QFISRORjUsr0MrsjYmaf3MsQNHVNJzNBQzLyYc0b0QkelnR9RpeQY3dlqQqQqVgorauukjO6H9z9Fzndui1%2bE7Yq96rPQEIT6D6sbn/E7cD9qnuVC263aWuy9frPcamAeGIngRtopLMYssUpkRkC42vkpQ1MrsXmgVnasnKVFgXXwQ2VPLBrM/sksS2bcS7W5UaFCJXG9jJIj6%2bYr3NQMKJcUo0XKI067Cpu3Txg%2bbF7F7KwSymSJVfbQxtAZbBIrkUCuaqJm9Xn1VRlbHnivg9Hv2WMLgYpVmh3G9xQqCZoXakKkLFZoqIva5V9N3FBtrihm6nFZqNruO7iv5ZugVVtF7Fh2VF2Frtit2lrsLx/UOFIcC2NghdfKw9rvZHMiYqplZ944atfzkYeVoSmJHgJqN3mFK7Pswzz4gcDvwAoIoh1ITms7ouJUGMPVsPO1/QenHdv/Hf3NsQistG/1Wq4H0vqdMWS/vU8OFX8CoHpgJKvUmMWHwE4VKUhbUIKGmnARPKzJHyWOyPbOcqHtVmHhtbYlQtjeuStA%2bcDILsKnWLnxQK2tX2PNlBzVyoUqN5sN9c1y9YMf2WXDLHivm32fELzZY5sBNbH5BFo7TjrleEFxbyt7byQrdsZkeYqwIYRM6cCI%2bj2rlp2p96cFv38NvcwJwbProKiwQmWJWgvbPVB9w/CL6P8TsjMGmOIL6%2bPZDE2t4YwHtnKWtoKqoubxe%2beoPmn9Dtx1KIqZuviwszPl%2beQd1Dl/55JjZ2l5sS3xPRMpUthUJoIZINvr4aomZjsKxwoqtnkKqoK240DKuKbs7ItZgkJn1IoCF9EuxF5blH2FkqQiV6UKFpTnr9f/gyIF2DDALgEgUSn7YotaVN9kCFx0XPZem8oYQ0FV9BTiIGNN86z8Du13aP%2b49w5qbZ5pz2yb0XartitY5b0GsLUtXv9Z/jtYfwDOBFvIVn2ybVWFijFWKiUl/4Hym0KQkz8jBlIM0MISIVQWkWL9mPrVfzg5rDEVgdprzIjr5c0q51fmigY8g/vr7j%2biyJ02KKjdYPXBq1ZORE3CauOACdT1M%2b5f9n1SfT6z7l92rCWe1UMh2YPtDkoboBkDOKJtiqKGFDbFcYwG8lqtPNX22JSfcwaXWjKyjKhTjinqXAgVNrHVRM3j98S14/hCXxfrXqmMTRSf2thSy85CNOJd0NQumhXrlCxNxfayz8zW3vnUJqAVRFwD8/4ojEnl55YhEIrjf7lNlgyNfeHl0%2bAHKJdBrLzMPbIIEaoibr8jrq0ezuj7nz3GFTLfzFjqz0XoD6vVhEgxS6tQemRwe9oTOclFCoenLZFxmL4KZe2skiSST0lo0sqNY9wf2/8deh/BVGwTE7PXttIHUbYWe6vPq%2b9w%2bK/GeQfy5xoZyFhQKIhZFqfagldRNE3xlH%2bHFoFvkyZSONXtIm0t9pfPMPih/K1QWiGvIGPfJVqcIoRSTYBWYipVwWZtzIh%2blyP7AtUmlgor7uiVMrsE6Yl7ChD902KmYedFuggZcdumJ0FTvEjWxmbGtasN8k9gCRRq0m1x%2bweovmAtUhTETB1K2RkS5nYz3ra/a5amvnJT26Ng7LV846n6gHuAum4Pj5KYRfDunJ0hucKv65OgKT78SllaBewkamhh2%2bUe3wF9jR4eFXFa5VcXKdYcpliJe7TxZmg7TwozqPBwqO2ReVf66FXlLuIWcS3sexW9SKpwnzs7c4D1gU/kBaO42FnarqLG9Hn1jbg/lQQusr1eTsUxFGHb2RkfH9v07dj%2b7zj7918zyLz%2bqNgWXpbPu/9wcnzjvpA5xqus2pn7pDuKWZX7LMvFytDG6CxthS/zAbTae3wQEylj7%2bXprwL/TGwvB8svW8wigHqOFbMzWr/O/LC6cgbGavtKnFnbiLavcjKzLsT1RmZsM3GrAdHuCqVJNG/lUqPqWIW0HZWhsTOrFTsvT9bgjYqtmqldfqhJVvXBVQCyn5nxGWMXxVklM7xDxnwOAbPkmIXKpccoTpaoqQ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A fully charged EV can power an average household for several days at a time
Our Solution
Plug-n-play solution that will allow for discharging of the electric vehicle enabling users to store cheap green energy in the car’s battery when it is cheapest and use it during peak hours.
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Hardware
Integration with existing EV chargers to allow discharging of the EV. Compatible with European CCS charging protocol.
Embedded software and algorithm
Communication with the EV, easy and automated charging, optimized based on real-time energy prices and CO2 data.
Easy control for charger operators
Compatible with widely used OCPP communication protocol.
Automated Charging
Our solution includes embedded AI algorithm creating charging schedules based on real-time energy prices, household energy consumption data and CO2 emissions data
Our artificial intelligence (AI) is designed
to strategically manage charging and discharging activities of the EV to maximize financial savings.
It is designed to learn from you habits to improve savings, resulting in cost reduction of up to 33% of your energy bill.
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Achievements
Prototype
We have successfully developed a
prototype, demonstrating the functionality of our hardware and software.
Soft Funding
In the last year Gridlinx has recieved over 1.5 million DKK in soft funding, allowing us to focus on the development of the business full-time.
Partnerships
We have established important partnerships to help us develop our idea.
News
Follow our journey in more detail on Linkedin
June 2024
We received Venture Cup Funding
Venture Cup Funding is a crucial platform supporting startups and organizations focused on sustainability, providing essential soft funding opportunities. This initiative is made possible through the support of Vissing Fonden.
April 2024
Article in DTU Newsletter
“By the end of 2024, we hope to have a finished, physical product that can be used in houses and also be shown to potential investors. So, it's like a buffer year,” Martina Vojtkova discloses about the first critical year in a startup’s life.
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