Sedan årsskiftet är det tillåtet att dela energi mellan byggnader i lokala mikronät. Detta efter att regeringen utvidgat undantagen från kravet på så kallad nätkoncession.
Ny stadsdel med eget energisystem
Energisystem
Byggnaderna i Örebros nya stadsdel Tamarinden ska producera och dela energi med varandra i ett lokalt mikronät.
– Det ska minska både energianvändningen och dyra effekttoppar, säger Magdalena Nääs, projektutvecklare på byggbolaget Serneke.

Husen ska kopplas samman i ett lokalt energisystem. Bild: Örebro kommun.
Någonting är fel
Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.
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När Tamarinden är klar om några år ska stadsdelen innehålla cirka 800 bostäder, förskola och företagslokaler. I dagarna börjar byggandet av de första husen.
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1Pyk0DnirDHcKa2wvZwm0SXUzUTbYzHw43F7H2+aGY3Rouy1uyWojp79IHzuDgRadfqAH2eDSVBSRkzTb7hQM+IMF764fLbBKvtjgQqseMtOgKZyDKt2sSV2+62cibz183/xOVohV9FgO+f/Q6MteDMjCkut+i/YL5IDe9LiabgBuujd6gZdMHnF8uEvL4mb77GKh8WiNBuF75qu/znIZrZV1pocyvrRpU2w+v01CvK3gUGqOdhIHy5Ta2sKmBkQEwIEldPobLPLlvRkHfLOzSF/bkedc9scIWwqKnt9+T7juAUZzs9vMjZJOsoVEd/lZKxJu3V2vLOavWVChSlswIaWEoAgp1jxhi3EYqARzhKNkYVAxkOL0fzGGd0cmcYnYEeVb19r98i75onCQezVXdhGTy683yDlxM8k4r06yQHJnXwFO78d2fnxcRNZrFgIgGnO3rbNVp7QuAPDLoQwZCpnBjicVtTSax5bydTwwiYfNoeUvSOpM0tOU1QXAyS2dhL4jhHEMMzMnVU2nbrJdY6k15+l2WnuFTyI6M6U0cFLHeELXbiHKaO0NWDy2QmOsKtiMoI8yt/JeiM5mt7dh2/sHudsOpV8Co5U3LeSIc13iYSisa9ZCRIOfqzXIjBdLos4BKwdV9P1ncYgr0rRcHXNLtMITETOdh6KVBIckaoTX+aymopl1FEREulsVJmcZcW8gIowiExO8L8HEu7UMRVDxqkRDkveFfB2+wsH5X9mO3G+StbePfOPhraPXWsDEpuckDevzJWZksODHecniNAYba81UonagRlbzYX34aBmcvFMmfHafsUsWScIkaUpoSDIEw9uH5cm7xtRJsCDfUw2QfdMnFUexwIlGsHIwAjk6C9Ttky4bwGrQvmwBCAchbaHhfjwRWZzRIPyAjSKAw/kpOFdAfQU364YBSQIGgtukkIdcL89uyRTQAsb2lXuC41i0+41qww/49L3rzdTJqqMuVwXVGfw2kcwWeZjwhd9oZsVz3dv7AUNyoFhzCD4P/ZrOgetJwa+jHJy7thP0IKYuCjIK2IDZmkBE5EebTqxJ/6+g8TGEAgotrS/FouQ6S+gmU4u/2LfdqH5oZ8/q2n7SeBpSIbwpWgoznmSmjnULLIErAVaSIKUmha0pJwK4D6PX38aCxnk8QHb/EZYjHTb2Ab0gBlAt66MfYaGLULuk1LAHkZRXz94beEk9Jse7mJ8ju4s6GgAC0ZHXmuPkz4yGmwlVCz350T9YE4d5oTb3Hlknq1jgAjNj0glebKLiMjKglUkg9I7K5dzMHrC4Q2zPA+iXnfkJbVc562lA2cpnG6evCOd5DD41L/gwZzC0sXrGmNSVTuf182p28mXrU86ot/9fkvZfSj5chOqjJQUwKbbcAHT1BBzWzR+DHfaRoWTG8zBt3xS3wCQIOZ4VUpvxFvANbF1yzi1h/0u0lnINUJsu7ZJNfjqeo8Afv5deVWtPJmuY2SBoDrSMzryuOFsgTUcDxMtwzlhsVPlfLWhj8zWAHsG3brQlVHY6J30IsmtrfGouIYsrlNEPB7lhDnI2WNT6zakzTgRFiGV+3z37g+cvq+w5CoDbno9DhP6paDVAmk2mpODXVG8XVsxgiKgcXZFZ2P+S7B6Twa/hJ8IUn+ZT/HyN2EoXA24J+ctPm9K5PEBOieD4QqiXE1cbV7sLFHKKeaLglS+A4Ck/rMII2Ijk1k35CTnrtWvDeB542vNyMOzaR4bMamO6JL+W1eLABztkSl1UwSjrqYDy5i0uv/0sgTjMn4szOvciFtCvtRMp2EJNeQAXw7rzpVuTpAa58M9GLQAWYlqM4IsCGa8dMybR3N1qzYCrB90Ms9LRb4hSN9HHXLPzdasBMPPL3F7rHncW5xXbP6axoDiYtHPzSM44ZjM0yor8RqAz6th1xNqgPg/pA33yUJckD6yGfrrZfeOnPRG0gFGQzpNL0GoteFRNvE4moIbSUKfHwVUFDv6KFDvRQNeLNjl8TtWkxStIuzU9CLkkQNc3fb5Pf/DRH7NV3eqNujrVIxDpRyfPwIBIGH9J3j9PQoa9yGqa0wbOSiya/3hgg5CP/Fl/YC8nyzhOLTBWzAm2mEk8e3k2DVk/FgjxcfcpIpEEr/UR3wsJH1ZI0F9XsJ29CL35LXe6Lg1goT6Ta43WD2cHKqNJYYfxlMRACXbH2ixIaUHSHYtDE4WBSfltiQc7jRjCXcJSPf9LWQSaeRT3PMYDB57+DG60fYAHN0p5SnkMPWvmEswhmmnIjEoR1BdNFF67AeHd+0r6NXE5fA6BZHnkwqkDMZVu9W5OObjp8zmBJNxi8Yrn8Ziy+lBaZYRczmCjp0flCJl6Gj4DpPlcjFWNinAtNgZuVPYmw4PJ1k2nBaZO0L5U0Q4C378ZUD3I0yex4w+G6gU0xtB2ta+EIAcqZSg6dyC6infU0k6E4HWqaDMGe+rIZcooijQwk5m+Q7++TwvQfWUjRUjrM2a5AFV0PwhfuBHZi4pQ7SuSFwaNgodicHVWZws9wzGuW17clgPmsm/t5JJrF7CD3uYdQwQTLuuGVqQMRbTfajzs8DU6COBuNNAwQHhuXaPXKvNp6xAunDHMvOvaire50VTOyVWT/7i5g9QJjTvEcaer7FR1hiAUpjZ8djm0JeEMDZGRUFRYu/O3oIpPlaVUKs7Po46BckQviLOQKODzKbWLUmeaCgZ0EeJqWLd2Xcqv3e3q0H6QrodkhM9ttX2cghbo4gCc53E+gFZ2krcQEaoGZ9eZ6qBQcREBho3vDQI/fbRBWFHrLD6PTGzhY5eyfDQXwZm5AQu1oaCaKvKNGiaoWLe6TAq/NwhhsprHttiwIgStGBfUY4F+NRYkRnKKn3VuhobvrTHWDVJQgw/SI/Nqp8v94fLz/sEoWVkR0T5UtX5XmR3d1TU8aWIIAJdB+jBmwPsp+s50pN5laKFcEHzRbHG/E4ybfVMabwF9iphNumN6WlHyjyhH83uQBn9ui0r+Xd67T2wQOxOFcTzMW7vXieEKktboFhPyRb0XtzIwnjRFG/+CYKxiv1hsi0XhukV3jNO50dDASnIYGwT5qnLPa4UiNfkVZaJHYbJv2NdjCY4idPn1CdmipPAEDC2Z/lm7duanlWu3W9dMyhBbiu49Jciqm2h3XGCF2FVY9J2jTkHqdF7/Gd0bjj86q81w0MiZuKZ/rKXH/5z+pNqzBusnCl+d0KmrsNbeMg+NR6HC/JlH+L4huPTa8sUYKAxdQClNlR4/2qy8Sro5mQ0L35qy+USbNo22eNuwpHmiV5bPfnsuIJn63g9/WrMu+4ayW+Tw+MhSBxO7/EhVIHebijwd621uZ4iOIohEF1D2ODk2Dy3FORqyGQjGxNoF3snC/gG3ZuiMpA2h+cao2/Uyx9Aw/ai+Nj6/AOUnKmUScb23k2zGEsDTygyh6OkWradwbcG2aNWBs+4mjs8EzE9yZ7mD3019tNfyzp6krJ/J35M519s8OVcKRF1yHcbFGJ+zqukBli3wd97574HGnJcoCnE8xsBnQvf4FiwhadWImRplFYVknphiD6EFGMWuVpVFqbv1oP+nlK6ChzIfxCBk1WROJ3e9M/X63rgpwmTt9JOlgZgocR1UD/vj4Nia4ZkeDNqAKwreY9YJnL0cut4v5bRUkDBFLKqO3Fl+8a6zjjrz0Tvcrp/vrFvWQV1UBi0EsX4GtjJ3zMNZaU/iW9hZaKVELD68S4txi1Zqb3a52VXqST9fs58By+XWKxdiaKmZzmUU/6w7R9k8PYdV3MFTFuobdMvOHQ1DOpRjG8ocXfpB+T6dMwhT9hBL9PHNdfRPsOILLga8YJG0hFeBWlSxG5Rti1fOzmt9nsrcCfWhC+ppmEFwrXfrFvqODN+yNhhBo1H/Bh5gL0PZBFrQSwyvAyWtMYzT/DdSUpItkrDZBYaFBMtFP2Ya0c/eQl8n566kk5f112CsYAsRSIvKhUG549f2gXzjFW8mrE3JVrmuCEAmCBFTIAM5XXMIdU3/qXbUoYAFxolstQmZwjmNor38dt83NNO4NtbQaBJ3N2Q+rNJeSOCGsPOrbwyYBtcaoMHK0sTUYvZ3srU5GMeOIAr73aVOhqszHPbs8f/buCLzfj5UgeYMTDnH0hSvJRJBbGJ9rJ/MMKIdXhpYax8SB3KpkPmyylXufrTszo5A7PGjsojuB+99VKZbsZTqeS1pvlQaThV6YycBL3qwtLgSaMcQfJ6fDoEDE86TiJfiT2J+dycKXCFctQ3Uoif52mHBNeIeZPaNUL9qoczMdxCBurHr/ASSYeVut5qXgksPG9eFj44rctE6Zup2HXmvZoRXAwZ9N0E4f4rBJUvQrCxThusJNg5rYKNMrOtH8pf2UZqO6NWQsQYt6hhS8PAPni+KPkhT442b7K0pZRevDHLPf+xBleFIq9INpVmt+Qe9mB6kt7yiHeWjrOcscadgj9B4ft2hkcmJbmyxX4SYlAgxjZaj8pNv5cUlFwytO3xqj2Kt2S6/WuKOuwae2fDhj4TF/3A47eM2+RIAWmq+DuY1LXJOHfLJZ3adNPOkwMzywjYEGDHpuuf+iOxlZLYl8mxI7DAdjMJPh5KCvlY8S751RaKllT3G10WA23cktDgwmv49sbAENWYqdqnbbLhMT9Bw7eOD4Iyo0XpmQ6cqIrXUOSGuGUOSLlUmGTbT4/Dcur+Vren2Hjudr9rhwbhI8l96UTZmCe3TwwI76cdHmhBblyaCPv7VhWnbs5CX4WVlcA8F0RLnIqqrNOtFUVCsLANXBYfi1Ue+L131E+DTi6vQeNPaX8n7WkUEw3VmccmO7iw8Oa/RNuP1Dge+CLzkRmXs4vYHWdRc+Dq09yRcAIxcHpYTr2V4S7YTEXCcA16H4A44KLm+rtvfTMQvnkHs/edFdnoztPS/GE0A6+sViZWIQDpMW7EX2n8SFJVrmKom+YZOLu2AHTh1SATJKT7GU+WcnCDaNiWbk0n2QKjgILw3GV1p4MHprPDabEo9CXOu8ug6qKqj6z6SA8+O3lNZ+uk7G3J5kZ8jGiYlJvKnMU8q1dfla164M48h3ac4qAJLD0HB/2DDNpWV10RQ9D5bDTmom8op2IoqKsHWu+D5wzPIhEOHpul5iw6qmQYXcXoPBGiAZJl9oi4PLpq4SxsJ2gBxoRiLnqDnNVVNCne/N4qoep9I8rTraI7J6ZSGx59JAlfA9auSiA/x2NOj4S46GEpsIVZdPe2EwHlhg1hlCrfdkrwYdsEPkc/tvwwHSw8IQTeDMyQg9IZcsKBvZGOyrwWdIlGf1imN9NeY+mPuBCSdYo4UkUeD1eIW5GZ1wGIQeQtpoWWHwPUPQoBEI6GS/jrlWdBNRVmDlcfySkQsJLeLUC+Q9owcradMirV67Z8zKxDPPSWT9Qt6UVpAV2LKv0zfXMdDu4pkT3GPVat1EmlfAJhWqlZFPPbofinYR/iOcWQExeaMAmk+e5k4ZjjJYKeNsb2WgGlUIwu/PK9DRifSXPyN3lEIbGTnSNJjcDfwwI4y2VGdkI8x9MAC/uYbP0pO7PQfsvMsXLILD5dPH9V7FB1/qXMod6yCP8HLKBB2/Cs/hgwPhDzRzKqtrTyKYCTJx1zDPmkven4Cqvh5WB91YgXhjaPENc5zxfkUzC7W3nhaZWPMkUCT+RGY7WA91TXEUlv419F0uf0Y0ipeOhnHbcuUyscgZshZ206mmg+Fi2aNxtILnzeYrCbKF3X4Md3C6p6VHKYI7JJvIny9mnbe8xkE6O9j4RI7amGS0/dDBuB1+X3oZF5KvCyCe1mDD6KYSHMA0NJhSJlEGy09qX+Hb4269AFyJL3FvbJjA6I1Pt5YMBe+6Q3VJM/rGJ+k3OqgeNb//n32WwGmt8JZB8KIgEQ6BAACVbMcde98zs/DPt1nopqz3oHjeKgdShTdhUVtZsIK9wUWk1daHYhnsKZda2ymivKuvFSJp9sjWHWrjOFhR/tYHLyHyLQQQyNLnWqau6XPBK5J7fHVKILbEG4TYQMpLC886o1mS/Jo0PdrKVBTMyPbLJgwAaLcecr+bZ967GY36LkGNgFEYh+uXzpHIwxMP3JRwLneVRO7aDvnB/6PL/3cSDALzL4hWQismS2pfk178I+Zspiigt5cck9EUXScY1xHxoeQfmAtyRgJ1x7lVq5m4webGEu8pnJOfuuGAJ6TEQ+7kbO8f1CgL3UFrXVebTdHlaGhVUD0EDy9OHEGKdM/bcoZCkQn6ztAQeUKgFIkcAOxMyhmnQy36IB1CZw+As8koyIxOcHmK9lOS5vG9nwFvKuQcwaaxUR9XjmgKRlQpmGyv5z4B7apHpFD4DG4GtU2kcJx7AP6lmWkiYM1Qvp0tmMscu7eV9sqCPPLTYEQdudUbJKkMwzRcPTywAA0bVoD4uo5JvL/oK3j9SG6Vo0hNKNXhYoY1lH1XBRz+KnoDX9Qn1wWDHq/2bTaHeNHQzXFnNyhuWnROVBtj8I6vu1fZJYk4FPpvdCnQxEDopwLFddYmjrVIvnqwa4Ew2p7VK6BIVeoh52Z8VX2qkSpv6ZcAqj74y9HdzCDaa3B/Xi5SGC0dv1OF4l3pOa+fIn/zntW+en1bH2+tvtvGskwrRjHGkRjVgL2rzgvyNyEnqxAyj7g5VBRZ8gwR8VQzn++sUMrbtgIb0osfKnTgS6uLvIaQ7llaSd9orsCy44r7ONP/BC27hiI2B/y/RTbesL4qQwr55ptlGIBkzllxr2mvt+aTr6CyEWAQo6wtQAWmhzGYQxf1tCwOZFRgbz/JBzvBdZ41+5xFvs7AEpsR6ZecFfq/i7tO2o8Ny7hNMR6U2021Sp7EEPRmCSmDnBMlPVpr1uW9sI53PjOxI+PewThA1E3Gsnxk7V8gFuY5/2cpy773qh2hGtUZgUHC7eRvDoA5qjL3KFAcXQeRKhH3qhJCNxwKwg1pGvK1KOTmYDOTGkZkhkwijTYy7C59aPPlgtZqdGyqHlfHjQHUPP2reEK1Qb6KXaCVHKFsWnobebWJ2PjlB4ahIGAxLgs3GI1Gdd7roBDqqKMfoMXuJi9qR5dUIDgFX6YFnEYKgcT3LwaVU4JlnEcQZl8TmNV3g2OVF2shCaHeE8Ha8zsDrafW2OYghe+Ouzzf9zoi49CbwzoGdYR1q4cEZ8zjjzgeWG9idFBjZDmobw0gUHa3lEcsRpoWRk12rJu8YS4yzoGEi+w3YfNZz1gDW1UNu8IyAlZlS3yf/IPZwMdYeiPlb12s9WiCwrxXw6MaZlFbqjcbcjSIM7dbV4RlL882YhH6fT6Dn59umha8uW4pmcyjlFT1HTs/LOx0+UTldfX40gRmdlXTJbS4PBiIqZOX1SqYZP2bE70GgxiwePJcvi5neX1udFVjNrtv04g2wz44hDwl0W6b1u6e7ffpfwkY9nF2/qm/sxS2oml19FelggH9J5v9V+ElJva7AWKU1Ct1yCIdr+bNdcpsG1BQdwwUWYBqa+yNobujtT9NSwrnY9STjQzd1lbFc8ANu2El2JhvQVHEmyckboqvMQUZQddLo3xmS2c3MNdL9kwF5SZABfjQo6KZ00Gck46paNWtjOMlcOkhHxRTa9VrgLEPuuPWryaYfxxy8l+QuC7mUmaWHQJSuBVxgAnoD3v0/KivqnrKLKdpVExVp4lbPYG2cFB3I8XDbAZLHo2F5f4JxBuTfY9oycYaOiyp4vNNEiecbn7wHf6q90IZNEpZikxHfUlQXcRatWj7RaeB3Z2Fu1oFKl2qP6WeWXGi6weAlLDFcuMFT53vq41CPnDn07l2BlL2dV/sOoBbq+2PBz1Vl3bJGr77j90gqNS6QAjDI4nMwYsH2h0Zft6P5Ot0oMOl623PdXNWYlHaXc6woGTZAYU4uODcij2RH3c1lnDw7HIUS9UdCsmv6Qb5/drjUjSVAJFVQ7C/Z7HfVqdymfJHNvjmz+jh1cPfyMe33INcS9EGJnesLN5EgMKQ9kRq3rs+zL/Ov9Aye7G0Ux+d8LS7+GyNnBh7YMIoYLIQbA43u8U5HDau4Sukllc5ypRN8LbUlIglL9Qs0Z7KvKwKTz1iRxaY+arp11eQiMjr5cqj9cKXWPgjOb6zHxMzS17yediHI2wH2zuXjoD+Ly43GZwrD3VbWWKJWG7gTeeX/ssm6Nhwf8xPU8yIZpg87l9DuoHb/wt4SrpJWgS+0oT0mW365yAIDzLA3qV555if78uFpb1MjKzNtivLxM4KYCgvaGXtVMG3nC8Ssps2D62Qgya+2dYzvJS7f37/wiG7S6kWmMgAKRw28OkJSpFdPJJzR4yFatjDOnRgSI/vfzJ3Dt2DVeMbF272YhBO29n1yRKgCfLPS6IjGpOdIYYGN2gStxQDlfwUgRTkLDAni4Fz8m7bneh7eYWv0xc2TZ+umNC9bbFwNEb5ZpQorFOV/yn42J5J4p9TiuRypUPoD3poe+XTfHfcwoAZDka1pRZ5W+yJVVERRZmJiYiqK4H4z3IgiSzA0tLvg3tvEmFB6Mj/4VG+k9JuSomEdnT4/JlQyBUP1IFl/3RD6U27zvAdZgS9IAzfuHvACsLvyhETBbldwX7NU7PQq/dWT8v7LHxo8BI60FxflgcdmHznI45gHZNwTtUmqS5i/AbHyeeTk9t06zxWr526cm3ptLxhjNwO7iEWjN8R+AdY33C81t6/UTiBqA7+Hm9Xcugdovyk7ekEyQMH81OQOvq3+Wuyn1o7l2k53LRFOUeAA/8rNCoM8lQCgopHRoV8U3yb3C/j9ardGeC61lQ4c9W9M7od636Q6o2xXIfmmAdXeBDaNlxf7WbryE/ZEJc58JGrywbpB8ZQ158rXK902a8MJGnVNt47frY7+Sg+yDYipU47HIxGthenSjp6YSittdc5+NugERLvY6oCMynb/DNBm1PHuaWmHYR78aE3ySFWKwNWnJtVPuRZOizq9kKSNEu5EkKcvWyLfYng29ChpStf0hEB93n52QlJsARV5FFd2oYyvaiEZL8spwj/ntDUbFnqTbjA2kNGxAzssonbxJlaZUpT3ocVfS7UKVlKvCDvicAnSYRW84XJrsJ73O4VDln3Yu5Lhlo9TJ78o0p+PyiZTXt/O1TaGdhOvFWlFQjMIs6KrHE4ro5BT05Z7o16dmuVnSw5qSVIDUdQxJneyY8AxPlsnIilnpOwWnzXpauuNBXcCphmHGawppQQATQ2IiB2IwvDsFJ7rNJzkvMiUSZQ9UwsS9FPbSaM6HhG7qdlN6mAdn347zgNuceo4DYnzM+c8Q1Eb0CESN+q29FE4VWc1iFA6tbCnAe4TRqpA67tiCbLbK+850mRcO6NcVMtzlUdt8EEYjADvruB+ridRWN71kM0lslc3P1LAWSYXy/PGaXR1tfznMjDBJfgxRYU73FVT0omJ8l0TaVV5W3tJ6nhEXVSjig/dypnc3x3bCptAiqG+8+HtsIrjanELcO67zrOcoNeR0BwLfqhlTF7H2ATYcSnsbM8F6sn7b5S1OvmdA03TqVmPQi2WXprdFzUPNmLvcsEjJ1Kqbo0G6yw5nMtIy3EkuqFw0xy1wKD0I966ab6QxLny5/G+VcQYz1ol/2BwklaFGRmhyzJ99+nNHYlTCFxuHxhcKp7XGirrw/D8p/0mQ+7TgeYBivbFQGvIp6uUWIUkXyEU7Psx3O8AjrkPBJoV0/OW0tFvw/XCirvVNX4M9IChyEr1IQ9z+gl721OeeYThvswDJ83NRt8ZUeS6420cUMKoOUg8+hXwYid6b+FZLNSx3awiIaKFW7Lj0h6IbhQ3tMzWFqWD+wSQ3qHQ1O3o3ogJMeYqsU+6RgxmpjfBZyvxQUGYjIpQHw7HQjxLqUqHSXcCZI5fzp/GoQa+AvWvOd3CVQJgLuyxZQCWo/k/bFaLV1bUqf/ZkiWpQWdtrmmm/5Fik9P9v5vxnkQsxccwvxQmG3wdsSR/N6DshX+MoNa7aNuYY1WvhjhnLiH2y3Po0AmxfRi61UfW0v8AMWSBWqxQvVJG99Lx7xRk4lJp76p70AG/KxkqeUf2lEfR7gB47g1+R2akOt6tNDUBu9v9YzyHJYSP+g6WEzgWPmA7bPyMZhICc4VHHKBKJYYOxylhqJBRxpXJ2Lda1ZozE1GDtYx7CTS8UI0VPSxBgStl4siR/UzZSwvkrk3ZdhlM7cGljBsjmKxzFuqhASDBmJudypoYwTgWgrzjqUNLTgvHK35arilDa3bWd8rJVVDhX+Uklcxd4rU8vW4WQGWLDbIkJlTm3ZnY8tBtFDPS4dgSwxKRipa2JcKGeHFGX1aT8Ng8iJAHYzM4f/gikfh+VwAMBd3kKC2NuFsUX8Y8npXiuG6LhnHjo3zYJl45CdZz89OA/Km2E/B6Vd1nAm8gHFrMB00A0bFircffvxO7YklYsVICSQO/hu5iJGiOPK3GH0A1xk6qbW/Z5Sy76KTVSwhgKYifM/eMyGisy4CZoVflTZ/8ToZvomSuuOL9H6LPwHrAMUi8XZ75GyEHxiNFFSzcpOzQVL2AGSnblhzNVNBZVbyILMS2GifXTxvEnfTm1d41h2n7htdh8GF3vY0aKN6WR9jCFT6EIUcxEiM9B0toL4LIASfFwZM66dyc5zDjSam/XzhrVTuKWjNo9G5jNQuwwxjXxpZQ9qNb6zu+fa3ASrncSF7td3daQpTWd8RKxdKuhfcnG4T6eaq8lw0CgrBqEAjpSMe12uZ1DraND6peRC2USl4gbBQEOOBcNgD6q8uI7AAt/4WjTkMJ9ZJLv2NUOkK3DHC6LK8ujQlZYsUv8DJXI7JKessbdMbnmb48FSTz5h9Ius29ceVeaYzYBCVj5VT77ENXM0iZOC9mLaVymyAH6PLIrjYzFw5hZ5X/oO6hH5h4+goMHS7tBwKijOvW+rOcgDTM9znWyeb9kYydtM3IMkZJC7xL6VsrcgDQ+96h8+JnxsuH/Vn8pGjU7EmwocOrOT2A=
