BLUEPRINT:0,32,2207,2209,2104,0,0,0,638510517365447950,0.10.29.22015,Perfect%20Exchange,This%20station%20produces%20and%20charges%20accumulators%20to%20enable%20reliable%20energy%20supply%20in%20the%20universe%20early%20on%20through%20the%20transportation%20of%20charged%20accumulators.%20It%20is%20recommended%20that%20no%20other%20stations%20produce%20accumulators%20to%20avoid%20potential%20system%20overload.%0D"H4sIAAAAAAAAC+2dB3gV1db355wkJJTQQZpIU1CjIAmQA4GcmaMICoJir6jYG0UUy4WgmCCCUixERSIiRUXQBMhJvFL0RbARO9gCioCIEBBpQs63/7P3mlkmi6v3Pt/zfPf9nrN91uGfmN9Zu7fZMxOwLKulsoaWDt2VnWh0wIpZ1lrz6xOtlUHz+xpWMyfRWmAHpjbvwbX539aLKadZMRMsLwTUf5Zr1v0frbA/PDzb3jzg+ZLL9pTZV8Vm2yO2Nip9I+NtZ9aOQueb5JOtXPWXu9Tf1oppBigiENQxSHMCVhc7sLL5Mq7J15bkk7wY1K1Xry7F+1ghAR91rYN2ZSwWRlK4TrIyIrBPkttbGerv8KUBi2JlWYmUJ5aCdIx8/XfyJImSFIsdMJnq6/80STX0x3A7CaUz/MblXM99tl832L+KVTJ9gZu55gtI/51kpejMKQhT/eD673xBTcijsRX2u3tWqLoyvqRoR5ndW/08Yl7j0p2xQmfMVl1XJqu/rh2oXldqWW46wl794PrvxKA2lYwbbVPZSP+nJVNHf/8GO8GqsAOZny3nmv4oPyVNiJVlpVKSKCO5/jtJqkuZOnv7OHtV/oMl7+8vs/dVjnMbYI7K1Ogunanj1V8/ZFXP1Ho6dc0cv174+u/EoD7FYEZFub35w4klP/1QZh8XK7dHnNSodI6KwcAfdAyeUH/9uFCsDegL6v6SrZIwqqT+H2X2GbFs9wuuVl+wfq/+grEKe1lIQkMqAcua6hYl139VAo10+oerIqPm7uusE2Z0h/2r9DemIjyCJj6sRibXfycDm1D0G1g52ch1ruve+OmbsMyUrlL0U5YmWl4/GmaV9IUU//cF9fzfX3aMvx94jN+XJOquEb8fZsVDPPx3BdTNxCo/J1T5OWD9OQSr/P+qPydV+fnfjU9VPljlb6r+HA//eQg7qnM7odZhq9V5dd2yGpLs5nktY1R+Uj2Ih3iIh3iIh3iIh3iIh3iIh3iIh3iIh3iIh3iIh3iIh3iIh3iIh3j4bwtN8YHjTUGrjXtkgev9sfQIDEed2ljVjzodRzCd9+A62cqIJJtzUk0FuBk+cAbIBcx5INL0R//q3ENz+gI6G8X13/mCFpYbrXOdA7Fx2YC4pj891sGJ2Sn+RcHbk//zAjhWuNccqMD3xw9OxMP/xsAvmAer/Fz1oAP+/7EPycXDf1v4uwcnLCt+cCIe4iEe4iEe4iEe4iEe4iEe4iEe4iEe4iEe4iEe4iEe4iEe4iEe/vsDnpJjpeGghHmACNf0R//us0Ba0ZdWmmMMXP+nX3o8Pk60wuH25pkQXNMf/b865hAP8fC/OVQ91lA1/N++9P1XxyT+Kj7x8O+F+DGHeIiHeIiHeIiHeIiHeIiHeIiHeIiHeIiHeIiHeIiHeIiHeIiHePj/KbTGB15pEcTTGcxrX0jTHx3r3Rgn4EOfi1jgHWcIVHk7yb97nKENPvQLeerZ/st56pkvzYhY5qETeIx/1YdOtMVHgpXlxGLZ7tt8uP6r5LTDx9HYirBl5YRxzIPrv4Lb40O/WGRTeFV+pITr6zpsj8Jq1hwj5IVldcBHLWuTHYuVu964vvzUiigMac4U0uy+vykWS3YScTrl+ebFXG9JyYvAAJ8qwCfhozK2TRVbgeuN679Kc0c/2ivcCsN1j4rCCAyeOwieOxHsPo3EwKQ7FqY7MMDPBTUcZPDJ+Cj6KNV5rqKznd5rZhbXTzfJi8AAI3PwepNAgg+fgo/UmpvsZ85/IbzutV97cT1mc2EEBrijEG1kopVkJXovFuK6rqqadU317C/Aafhoa5XZw2tYbn3meu3oyVEY4CUCfBp5TkCVzPxsOdexWKEDA9xbgE/3y1lHletxl7wcggG+TIA74wPN0ELFME2S9LZYemSbeYhMTwHu4ua2SufGw+VuY+A6rX6DnrBjNYwzCP7psG4MXK/uU6sXDJ7TBM9dTQScINLZ9bNMriekFTkwwGEBTqc0u/XZPDiHdD1VxvVMOXcW4AyCj6ANmwwjzeF0Ae6Gj0Ox9fbU7bolcd236aieMMBnCHB39xvWpznbY51VOn/J5HrKoUIHBhiZ4x4mCfiw20MebbDJDp19X3hdnV29uL5qb2EEBvgUwbN5l9EmVTEs83IoX9+Vl1ECA/xssDocwgfetmVZ9b03b5Fus69rJgxwP8FzT8ptagxc7w4mR2CALxTgXqaSqK4nJ1t3elznRWCAbxSinYUPNMMkpNM0SdL8AUm24BnN1O233aiqTOK6UrXlStOezxHgPjrDZuqodi3N5JpHe6oAZ3s17MvZbiZxndF3dB8Y4G4CHMbH0o+6Oc+gu71tZhbX111c5MAA1zJwAoNtyrAUNTIinVxXqF6kwvQkNwieHaokCaZWcX3ujfkhGOCQAEf8GlbgvXWP9Kt3to/C3PYcqA6f6TaMWLZXMbjmud1L8HyWTvNa78lZXFu3jY7C3IFOgPvi4+H6m+zrF2W74xPX7w/u3RsGGG0Xbwrz4aD70i6Es6mBINrUHZHeq3J8r8n144QY9PNzvQ3Lda3f+nR0MQzwCAHuT+VNANcHlNcDxvM1Aox6byVadVSfrRsF170SkyMwwOcJ8LlutHet9/ovrl/sf3sfGOBsAR5AaQ6qVkWVhfTjz54XhQGOCPBAXVlWqNGis22mkZ4uWVojCgP8sgCfR2lOscJemkn/rjLrd2ogQnc0iDy7PacCuB6bOysCA7xA8DyY0pzkrQR8/dKz54dggO8X4PN1hWvsuCOkyiSus1TjyDIN5Dqr+mTuAr+G5YT9Gqb1dx8Ei2GABwueh+h/uqi2vDL8XGxc9p+13zQvF2AMCPjJq1VcqwmmAwN8mgBfRHU7YIXZTFDr41THf5zp/GnezdN8sZ/b4TDVMNL3N3kxCgN8geD5Ep3bnbx0/lnnRYImzVcL8KXkmdYXXF80eUomDLAjwJgdutNIC+lUUeU688kaURjgWwT4cp3baV5UuebRvkSAr8DH+kbb7dyfKpej8+P6gcpCBwb4Hst0hDX9jrDEdIRXuhnQtZ3zPMar9jOzuL5zR24Ehi+pJ8TgKnwkWpmqjFeGiypjfbgOqKgHTPTHCTBKQi1MO3jp5ZpX03cE+BqqaTQj4vpX1SH8ajqFLAEeSuWtRkqvppEefcGMEAzwxQJ8rWXR2nKlN0chfUTNT46YOcrtAoy2bqVY9d1Mgjeub1GN4xbTQIYKfdn1VMfdkVJNXrn+cV9uBAb4SsGz+0BF/bDKwd6ARzqovAaN57MF+AbK7SCianKbdN8ayREY4GsF+EaCE+DNG/C05kPtRQJ8Ez42dDnVm7Bz/WwgLwIDfL1lJu9sVXszPmpaxV5z5JqPHKWCZzRXszwc7LVr0rtGVBTDAP9DgG8lz0GzV8J15tGhERjgKQJ8my7nxt6DObk+qGrXQVPD3hRg1Dp3tExG8ajJK9etFdjawNcJ8B26YTRzaFXHNW+S5wvwnfjAaNEiltWdRg7SfOR4UIDv0pVkrbfdwfXhvFkRGOCzBHg4wYl4QbOBSTc52jIKAzxBgEfoNKc5FZ+kubWK67QH7iqGAQ5a1ceskX6rGsoeB6v1H6p2/WFq2DDB8yiqJAFE1VQS0g1Vc2xomuREAb4bHwmq9wiaEZLrg8rrQZoVCZP30fjATOhI7Bo7sPa1Hlw/tedoFAY4R/B8j86wCnvSl193w1DDda6qXbmmhhUK8L1+mgd7TZL09yrK35to3yzAY3Q5J6rudqjXk5CupTKrlsmwGwX4Pp1hg703NXM94ttCB+bOBIUMu58qCXV6XHc5/d5iGOBLBc8PUPU8Gsuz9fvUfT34krHLYYB/EuAHKc31tpR107Cva6kWVcu0qt8FGF2TmZsM9ba4SF/9SFEUBvhxAR6LjzrYujZ7Yly3Vjnd2uR2vgCP0/9ksAHd15Wx3AgM8BABzqHqSW2Y6wFvXheCAX5IgMfjQ293DPeaJOnjVZSPN9EeKcAPkeeAleN5Jv3p9J3FMMAbBPhhfCRi/WzuNOT6iErvEZPmPgI8gSpJLDbOTGh8fcHQ1iEY4AcE+BFKs7sgM2kmzYfY6QKcS57PyE63V+VfUPLOH2V2Rd90e3x6aXQD3kbOXiaO7rcme5k4RB55p4ziervyvN14Hy94R9/mdghJqJZqjOJ6nwL3GfheAX6UGgf1mlzzvZMxAjyJ4ESTUVxvUeAWAxcI8GMUbRoduf5UgZ8a+GkBnkwZRp0A17zvzhPgKfqfJXaCtyjj2h+jDwsw2rnbIVBr4vqhHyeHYICfEuAn8IFOoNJs23K9R0V5j4n2GwKMTTc1853q7chxzVc63YXudxoVlYVa5c32tebD7KOC5+mU2+777U31JJ2qOoNU0yFMFuAZlGEJqBimByVdcOTxEAzwKgF+kjKMduS4bqK8NjGenxDgp8gztSSu77qwdQgGeJYAP03VM8Fct+J6h8qsHSbDbhXgZ/xWNdFrGKQrFVhp4GkCPBMftVT7dctWtWGuY6oDjJlO8AUBzqcMC2DmZ2oY6Y+U14+M5/kC/Cw+Tqwos8deMU/1Xe9FkeaRZ86zN384reS9w7mRBqqGoR9rrpBc1LLafj+GK6fP6XSv9fYBuW72S68QDN5fFLw/jw/MwV7pODsducw1n/2+J8CzqKwt5LI3Tmvd4dE5rgGea1WfgyIjrVQ1hUowQw3XvEM4U/A8m9Lsr6N9zZvlIMFzgV9RprLuV+sUVbdTTP1+RvD8InmOxQZ5uU36znvXF8MAvyLAcyjDFl88T41ZN5V8X6/cK/dPVQ3rmaTLGuX8AUqmypj1kq6muByjr0dz3f/ac6OwY12Cm+sX11RWXFo/dW7PEAxRnyFEHVuc7hSDahbXdW4bEIUBXibA8/CRs3u9t9/NddPDhREYYOz1uls+QX/LZ6nZ8plPrYzKmWu+7nhSiMECij69MYPrm+78IQoDPFCAF+IDzZIOL3Bdrtp2uWnfrwrwK1RhAt7s39ehhBdDMMDDBfhV8hxE9+styLWOKa8x47lIgF+j8l6xeICqbVeXLEkqt0ctH+DOkNBA0hJ0bcMM6Rahti0i77TPz3ULldstTI4vFLy/Tuk+dNEad3525s9l9tVXrFHeP4r2Ur3Kga16fjZZIScrq13F+2LI3xLL7TNULRtxUqNSDIANv862Nw+YUNI1tcj5KKa/AFs/SEIs8c8dIy69K1HmVRKufxs/KwJD9GcL0X+Dahstl7hucXhoBAZ4qQBjh8PdkKiL/szdqfP1LhXtXWatWSzAWH+6Az8tTrnmO3V3CnARFRntA3PNp5aPCTCS4q4EaEbINe+SSwR4GbUwWhZzfeK7S0IwwKMF2D2gNORwmX23Wz1XuYNgzekD1CD4SMnnR3IjrcwgeC+VdZVBsFj/0MrxH5fia36k4i3BexQfoZrl9u+V4+wR8xq7NW3MF+OU94kl/RsUOdNUdYV3TGzHCzUN+WHVV9Mr2lDlml80qSXMEkupyGhVz/UuVVy7TJEtEqL+li6yNk4Db/Hm64Yq2g3N+P2NAP8TH+ggel+Sq5roFSVda5Xbz12R6zbR/Wo46pqocx1pxmBftYN4GxJt/EjvUeoLri2JHiiz3+w7yv2CGirHM3fpJoovQP9WdQ22AvKT38s8r0j7gr65KucfK/n4j9zIThULfMGPlPNVyn0l5Pxhk+1nsfc/ZGYW1y8tLHRgSP9H6u/wVBx+SmIVpd9d8XrLCq13jxkZhQH+QMi81fjQE70w22fQ+mdVZD+bYhtrVZ+CvEPF5l+B8DXfZzheqDDvWpbeyk+CR3cg8PWJdfIiMMBJAvw/+Hilbrl9VWy2PWKr7lXv2T5b9aozSm5oUuRsMr3qH5aZblap62uorjc01zK57qsGhL5mULhJuBaAWaS7R+x+n9kjJs2nmxVCjq/VmVbgNQ6ux1YWOmPNhaOxAryOyjqo1p1U1qSta68MwQA3EjLtfXxg76ze6eneZivpjo+ti8IAxyzvwS4e/IFfyxZ40y7SfR7YWAwDvE6I9of4yNj5nneBjOvivbkRGOBPLDNzSvJnTnSx7CMqsgRkllrQcP3NF6q8v9AZt1aIwcf40FcgcrwpCGm+9TlKgNfjQ181f8bbsSV9UcK8EAzwLgEuc7N+Qaoz7/f57pkUritb50VggN81AL+IgvywkqIr7SGl35Qgs7jeUZkbgQH+SvD8qa7uG+yka/qrOeq6XlzXrzmvOwxwcsDkesDP9ctMrn+m/2nF6ncrsa5vFWLwOeV6AHXc22TXmu+1bBLgL6i60hYJ1w2vaRaFAT4kwF/iQ0+tJ3qLWdJ8yrlPgJGZ1ogHiu22dV+LIqe5fr9GXgQG+AcB3kCVhbxxffz+87vDAO8W4I340FskS9h2yRLTUWREEk23FBDa99dU3pYZs7nu8MiwEAzwZsEzRlbVvtt717q45uW8X4C/pdwOYqbkTTO15sdqVgvwdz481duoIc1Pc34pwN9TJXG95QdCXJ/99JJMGOBtAlyODyybY7HF3hKadA2V0zVMbtMQxAe/TVS36RwO13x/aYfgebNfVJtYUWndsFajKAzwLwKMWmct7b3EfnDxiBAArtMCakVkLsv+LMA/UrSpSnLdWEW5sYn2xwK8hYqKrvtwzdP8rQD/pHMbOxxT2W6H1q89dm8UBvg3AUbv4k413IxzX77YRuyGDgrwNqokdPWF65u2P7ccBvgLAd6uPddhnuuInp8X4J8pw+iiEdenqNnRKWaGdIkwzdjhF9VUNmZpzRvGj4LnX/waprc8uW4SLC+GAd4jwDv9ch7Oylnr01QZn2bKeYsA/0rlTHdecH2T3dE1wMcJfRhGUHP1qYBdfdL6m5bNQjDAiQK8m+DK2BNe10t6xpDZmTDA64VoV+gMa+aVLde8nD8T4D1+buuFOdeVh9qEYIBnCuW8lzKM0sn1ijfSojDAvwqef/PhmQzWOn/wLSEY4L0CvI/Kmba2uebj804BxjVPdwJPmcR1DZVZNUyGbRdgjCLucRraT+Ca53YdoZwPUJrveCHfXbBN2Ftm93op392AHK7A43fo2T9m/sggd8GWqMsI34JOwpx+0tHlmntvJ3jHdMMcWBvnHcYk/Vbi8hAMcBMBPkw5TufBueabE0eETMNixlzrK2DX+rTmW76PWNXHK3yhu+6gkzBc8+NilhDto/jA1jZtqnPNo32pUL8rdXHh+l6BexMQ1/wOqklCmmOU2+4ubX5qiOvC2K/FMMDfC7Cr9DJB5zDXo/4YGoEBXiPAmGK5ue0uSk1uk+Y7Gn8IcBAKV1+oVnHNM+yoACcE3F/m2f4pN183UivbRmYbiDZieDmjYzQ96AJvj5j0xR27hWCA04VyxkTHFNUCdll2QbUOoVKIdg3KsATM8r2L/1o3UGXcwJTzRgHGGsTtQZcszAmntyzI4roirVsIBriXEO0U8hywVnpvlSbNo11DgGsGLBrsZrLBbma1aH8nRBslYK6s6k1Vrjcrr5uN51yhYdSmoqKocn36zkNRGOBThGijY3QbBk3SuT4tlu7AAA8Vop0KVVt19HQmmuujqnYdNTUsQfBcV0c7G1ENf1M5LpvrmqrnrGl6z+8FuB4VVRCzAu+0hNZtVE63MbmdIsD1oTALSkQmmU1G0vxqcpYAN6C6TVWS6yOqmI6YoioXMqyh35PoiQzXzd8rdGDudT7BMzZjzHXsYm/XhvTPnQeFYICbCXBjv0muZE1ypbmnye89GwhwE6okNMPnet3yJzJhgFsIcFMND/e6Hq4TVRknmnJOFeDjdLRxVXExu8Ko9dzDvUMwwCcKcDPKMEon18+9fE8UBriTADf3K8kCVkm0PqzK+LAp58+Fcm5BGUbTRq4f+uqREAzwAAFuSRlGW9dc8yF2pgC3gipvVG63eCnqTmTQMPpNitqbP3yyJKlFkbPRbGmiD8PVpliSFXBnBGZL83j9Va0cWvJzfVStM46atcYdgvfW1AnGYsu9FTxpvvHQV8jxE6iKBtCOvUvRa6utoxsLcBuoDjvL7JZuuvXm+SCke8CMkrGHciM7zOZ5FqXbO0iv092WKst+9xJd35IVTcvtK91LdO9FDynYqaH3/wGjwlTd/8ckz52LqglNIbb0uOZXXboJ0W9P/VllbL039JCurdJd26S9ngB3oG6Y+m2u+SyhpQCfSC2sEsVkWhjpMXsvcw2wLcAn6eE2x5vEcc093yXAHaH0nez6qhrX/NzCVUJN60TFRRWE63WPzg/BAIcFzyf7aX6PpVnrjEXLXQN8jgCf4g+3a9lwq3Xr9N0hmDuJFeBToZxL2nlbt1zX35wbgbnTZyHNaVplsDVGhrje6C94Pk1XzzDL4bB4LryjAJ9OaabhhutJJSdFYYBrC3Bn6gz/uHmed8GA9K/rGveEubBVfR7aJWDpSey40jszaBJLmkf7JMHzGdQkY7H5aqbfPMR1sz25ERjgUwW4q1ZdvDb8Z+3ndpoAp1OG0T4g16sKKjJhgE8X4AyoXaed6uxFVFUmcb06mBeBAUb6kGl8r7+bbpJpbAMiTawkXQXP3Sm33eGm62eZXPPc7iDAPWjEpPH5zzojUtP0Yc0FOJM6f8sqY8cDy6odAz1BgENUw2o/s9CrYaQHlv7TNcDZlGEM7qnhmV6/xTVP81mC5146tzd4Dxfhul+/jZkwwF8L7TmLMoxaEtf83pYegufeNNTSFg/XzVVONze5XVOA+0Cd/GmaV6u4Lt5X6MAARyjD2JXibMptt2xNbpMe1nFEFAb4IsFzmPptKluu3+4zJhMG+AIBtqnfptUN1yNfTQ3BAJ8swI6fYQu8uQlpvhDvLcAR6gxcID81xHVRryIHBniEAGMyb/ZMFtj+nonWJxwtdGCAHQFGrXOXhlQluebVs4sA96U008Vdrvl1efLMu96zdd0+0xsluObHQE8TPPeD0pOYr9jzbrTer7zuN57bC3B/nWGZXnfLNe/DBgjwOVRJjmL6pACuK1ZOisIADxbgc6FaW5vCmPG2UHWda76iPV+AERt3QjOudFcGPaaH9GEFHjbwRAEeSBl2OFbuZRhpPnXuJ8DnQV3W9RyHTntw/drCQuc1c/IDd9DUqtKeB/ld7wbW9WrN77bIFDwPptx2AbNxTPq+NQ2iMHdXToCRiehebLqrhGu+93uxAF9APUmC8cZ1/01vFMMAXy7AQyi3E63t3v4Bab4cHijAF0LpiwJfsQsEWi+875QQDPDjAnyR33suZ72n1oHQtGIY4GsF+GLdGdT3MolrflvhFAG+hMo5hlrlXafUmp/9HyTAl1Ka3ZbkHXnV+vHQma4BvlCAL4OKxc717p3nmq9o7xa2ty6ncqaocv3dGa2WwwDfLHi+Ampky3L74JyN3nK4ycSNaln4fEnn1kXOKnOaDa3qiYBeDmtULwuv9Pux3awf03q3yrDdJtOGCN6vohynmsU1P6V7iQBfDbWi+9n2C+ZObq4HXlzkDDRPJEm2NMyfSHINlL6UvNabWpDmdxPVFzwPJfgo6rTqNbneoMANBh4pwNdS/bYwLnt7RVpfYM8phgG+UYCvo7J+5aKt7pnw91uX26ErtrpF10JVkvOS9SIcRYXyrroIv16PHG28WzS4Hl06KQRza5rgfZjuvwfruwLd/tvXvJpeJsA3aLi+qtexbLqZk/QGKzkCc5fCQh2/kTKNiojrNd/VjsLcTRfB803UBb9sMi20uczu4Wbaqijq9wc/6C0fZNrtgeqHi2/2W9g27zZp0sO6rIzC4P02wfstVMepUXDdQdXvDqaOXyXAt0I1dh9NpG+B5/rmtCLnZvMsq6sF+DZ/AKhgA4DWE594IQQDXCbAt/vj1nZ2jEDrj/a/XAwDPF2A76Diog6Q67GjH4zCAD8lwHdC/ZTV3t5iboHn+oZDhc4N5llWyBy8r5GP1Xdpz8PZYmW4OBsMCp6HQ93/+mTb3XBQMwOuW00odGCAsU1do4pnTGytDxZ083YruN75QJEDc7dxrerd0UjqUWimzzW/Q/AaIdqjaOihKsl1asdJIZi7HyrAd1OHQLcocF3aYmQIBvheAR4NpS9mr2XHWrXmp1zuF+B7CA4ind7cW+tDKr2HTJpHC/C9fj/WhvVjWq/++pmeMHdCJ8BjyDPNhrjurKLc2UT7HgHGF7pPv/Tun2f6/SUtesHczUSr+pLhfvJMu+xc85GjteD5AUozPTmL60vfzg/BAF8vwA9CjXynlU0PluCaP2TiNWpVbM/kHxTtSjPf5vpP96AKnnEC390CcM87my0A0p8uO7wUFkuxXRBBYwMs+o5xlG7/ooivE6a9HIXB+wOC9xxqWQH0Xd7N+Fr3VOXc05T1NAEe70c9x72MzjX90b+K+kMU9Ybec518vXrLnBAM3p8UvD/s1/ECc5TA19eU5nWHAR4nwBOomqbi5HF+IMT1tGjbUhjgR6i8GfwIeXYfJKIAri99f3IJDPCjgudcyjR3syXzs+Vc/51My8M/07aU2QfcOam+v6OpOyfNL7n7YG4k1dzfgXmYOyetcqkCy0c16ws7uBEGmcX1GDXgjzHLpseE6D9KadfHG1NDXF/+8JooDPBLAjyJRk1amP5JX/xiFAb4dgFGbKxm+yMOHdnm+pFAkQNzryJaGk7yYP/49mTK/ST0KqbKkr7gjLbLYP8q96dQ+ulSM9dBlXFBk3nvC0l4nIYiSjPXL7brHYIBHiXAT1DU3cWL6ShI/52KM9XvKIbbfkeh9U0r0oph8P6W4H2aPwRv8lYEpL9W/dvXpo8bKsDTqdwDmF55h/G0btFpYBTmnskQ4BmUaUFswpmLB6R/eW13MQzwNgF+0q+uOV4nQfr+2m9GYYAfFmBMv8xl2K/YZVittyW/4xrgDQL8NBSmlE+dkuCsyh9e0qhTuT3ltAQHTba+aqJXpuhm+oz6w3mB6muRZ6i8Ka1c/53ynkkZR9Nprh89p0cUhug/K0Q/X3cSFzo02eGa73DMEuBnfc8HmGet7/r5wigM8AwBfo5ynebiXDeKrQ7BAH8mwM/70dYPJeCaH04rFOBZBNNdoVwHFBgw8PMC/AKUfuTcQe/RXKTH78yNwADPF+DZ/jB8kN23drDa/fYvC3ABlL5Svs2bfpDmj0b4hwC/SNWUahbXD425MAQDPE+A5+h2je2+RMff+tOabzp+IsAv+aPoUJuaJukrJ90TggGeKsBzqUehqHL98K0/ugZ4qwC/TLlNjYHrH1Rm/WAyLEeA51GGUTq5XjL9iigMcEBYqM93oz2xnbNl7wF32cT161/mRmCAMVxVhRdQ9aT7tLjmTTIqRHuh3zCeYO1Za76EelOAX6EaRpnENb95uUCAX/Vb1Uwv2qR5k1wowJhuW61whBnpVFMMrrfsy41sMQ+8WyLAi/w0j2NpHmc2KfxW9U8Bft0fOaywvojg69lN7y+BAX5IgBdDYfuHTmpy/fD6QgcG+AsBRlKsGdP3hF8wO/Bcj9iRGxlhnsfYTKgkb0Dpg4eJjn86V2u+Z/ih4PlNyjB68ATXPMMWCXAhwbQzy3Wtw0Mjtcxd3sMEuMiv22HPM2lePenRXHzZuBQKE3j3VICZzJO+/dbuvWDuxV+rOrzMj/Yg24+21vygVpEQ7eV+tIeyJjm0Wt1eJsDFVMPo4ifXu9tOKIEB/kOAo36rasPGqjbVTjvlC3AJ1JzlrWy6Zsv1+mBeZL05IfBNQL/Pgq92S2l8piGG6yfLOkdhgJ8TPL/lt6ocWz+b0Nd9E/dkwgC/LcD/9HN7OKskw82TSvwHWC4X4Lf94Wait5NDuvy+3pkwwKsEeAXUcS/19ba7uP72gSLnW7N7VcOqvnu1kqJNl9e55js5rwqeV/nRnspGSa1Luy7oAQP8rgCvps7AnYeYY2Gk+fXbKwX4HShsqNJ1aq6X9Spylplr1isE+F2KNh1h5vrN+YEoDPB7Avw/NNxQVLneqqK81UT7FQFeA4Vz7gHzxEuu+cXfpgL8HkWbbg/lun2t4p4wwEsFeK3bMMakegM61xeenBeBAV4fsNwBnreqdVCP92tvV7jniwIhrufuK3TmmiMV71CTZJur72vVxWaPe/Y0PztYV4j2B1D6Wt4BbweeNN+9ukWAP/SHG8vxz7xrze9wXS3AH0HpdaQCvLsAte6k2nIn055nC/DHUHgXDR0p4Jq/KOBcAUYJWPpOoYO2f9eQ1lvr5UVggD8QYFwPMDNAmqD7euKZvxfDAL8owJ9QblMmcc2HG/LMx6pPNbzWftpdU44q2fpVmT3ZXVOWRjuoev3k9/pSDdaOmPlWvVTzGfXdh27e792oSrpz2+czYfCeZFX3/jlUzw7l9oY5h9yNJ/eZdY8csjd/WFAyrF2Rs9hcDEVZIwZVL4Z+4fffC7yhlnSCKusEU94rhYz7EmrFN2X2V673UnfbK2a833QgN/KZOaE7m7xX2fb6Cj/VPuVU5xfUbZVeroOJeREYvGMll1SleW6gjKNtXa4XXPlQFAa4VIj6Rio2qmFct7v97SgM8FwB/poyjS4Qcc1n/c2F9QbGb3f67PbbanDnutGe3Egjc4Jxk+D5WyhMpegoHNeP7u5SCgNcTF0Sg7+jaNNJkD9r/yUgXwueccuGe6OXZR7jwXVA1bKA6cPXCHA5eaaNNa75a2a+E2Dkg7U5ujdMgzvXNTbnRmqYA7YpVnV4sx49CsJ06w3X/PTPx4LnHwzs7ZNw/fsfhQ4M8P8I8I9QkUvOcSiqXDedUOg0NZfmsDDBFTY+emyBSrdyvN6Ta96TbhY8/wR1ohX20sk1vz1jiwBvpYZBCxSuH7p2UggGeIcAbzMDgE2Lb673r8paDgO8S4C3Q+34upW3ruJ6epO8yHTzqqwaqlU1q9IZ/AyFW29olOR60dJCBwb4B8HzDr8zSHH8zkDr279bHYK5V1GF9vwLlL5XKcVb3ZHmx0neEDzvhNKXIPVwwzW/k5tqGO/8f4Vq7E4rDnqzQdLFA4scmNswhGjvoqIKIKremXetW7WsnQkD3FiAd0MF60+xaSrF9ceXFzowwCiWRlXqdgVlWIJVx8sw0vx2q1+EDNtDGUa1imv+LoudArwX6r1YLJtaEtd7VYvaa1rVTwL8G5Q+c6PLlmt+1qq2kGH7KM0BvFnA2wLQmq83KgTPv/uVJIVVEq0bqfQ2MmneI8D7oQJfpjk70RhwII3p/bsLHRjg44JmiGVFdUA3DNwNl+L4d8ZpzW+fnCN4PkgZ5qbTu46pdR0V5Tom2k2FDDtEaY7Fajv+BqrW/LLz74LnwxTtgKlVXPNJzQEBxsreqoidYNMJPq4vWtSsBOZu9QjRPgKFeQh54/rR5OXFMMCWAB/163Z9Vre15ie8DgnRrqT2HIvVc/wjFVrXGtipGAY4ZoLF4BhlGAFc8+3qw4Jn94lQesNBA1xfM+rzTNixPGNH1pz4SfH2uknvqxgUhQFOEDIsCFjv0JR7S0PSfd5vWAwDnCrACeTZQvF4m8ZaD57TtgcMcLIAJ1Kak5855E3aSa9ZM78HDHBNalUMTgKMrudIbJzXDZEeMjojAgNcS/CMwc962MrJpgdccf1DSl7kB/MSze4CnOynuT5Ls9btr15WDDtWUWEUsVI2nWVvR0fffmYW121fLnJggNHhA+YbLjUpwywMbuaMLOkF29pEYe5yWIg28sF6/EBl9u3mmapcP68y63mTYcdbVUfJoDU7RSt0y2Zlq0cLrvlO1UdCHa8TtLwH8jr+2TKtR9S+JQQ7Vsal+tV0m7fNRXrIU8+EYIDbCWmv67euBMc/XKx1qG6nYhjg+gJcjyoLFuLYJOeaTyP3CtOL+uSZBjmup8/7qhgG+IiQYQ0A623bxd5agzTfhPhC8NyQcps6fK7b3zA3CgNcR0hzI/IcxHDj7cIWVzsT3UCAMdkxE9g6Xi9KevqIgcUwwJVCmpuQZ7p/hWv+sKtGguemfvWswzZetObV8zfBM8ZuC/evxMzameu65xU5MMAtBc/NqHpSVLkuOXlbCAa4hQA399O8lqV5bbWHTTcR4Ba+57XMs9aftFiT6ZqCWwlwS9fzmG56O++2mVlcD1Jd0SDTHTW2qndHrcgzrdq5PjgmIwpzL08Ino8HjIX3QXeXJjXE9aHwWb1gbrSt6nW7NeBml7a3d7jFkxri+ks1F/vSzMcwu8cX8PnYCRRtOvHA9cLE+0IwwEEh2m3c9jzxHC+TuC5SE/YiM2nvGLTcTOOe2/rlXMH2iSrMUYL0yFG6+Ufw3M6P9m4Wba0zXp/UE+b23wLc3u9JtrGLQVrzEwDlQsPo4NcwPQfj+pdWU6MwwCcJnk8EjK3qi1WvqZ9G7mu6W+pYTyM/yfdcn3nW+p2XzgrBjjVioATca5W0w871uJWFDgxwphDtToCzF7SyaZbP9dGEvAgM8MlBU8PYOhq/c3en9DoyEOJ67M7cyFhzZCJN8HwKFRX1W1zzbZ6IAJ9KraqGmUZxPSZ4USkM8OkUbQYjNlYse1+Y6jPXr3yZG3nFXMRvblX3fJpfw9SkVY2MXPPnvJwiRPt0v5zVZMYcPCQ98PouJTDAXQW4c5CUOTjNNX+ZT4YAdyHYPwLkaz7EdhPgMwim9zhw3U55bWc8dxHgrpRmd/rkHbbU+vbKn1wDnC7A6QTTLJ/rDan9e8AAdxDgDD/aa70MI71JpXeTSXN/Ae5GcIL34mdf80PUPQS4u++5iwf7pz78zdMzBLgHwfSocq75E/Z7CnAmVU/aeeSanwBoK8Ah3/M2r5xJ82Mi5wpwTx/WRwa4/iwpOQIDXE+Ae/nRjrFoa/2bivJvJtrUh/FRMsuv2wdY3daa3wrtCJ57+2OV3rbkOkmBSQbuJcB9yDO9/IFr/grL7kK0s2m+TTuPXG+plxfZYq5hZQmew36aYyzNWm9UXjcaz1mCZ9svqkGsnAdVO3DWR/Ds+HW7gnUGFdU8hwQ44ue23pHimm+29BbgM/1oJzh+w9Ca38EdFuCz/N5zA+s9tf5Wgd8auLMA9/U7g2LWGRRXOyYijc9nA26Yc5w3xHA95OS8yBBzWRkVAkMOH2L7kWdaS3HNq+eZQrT7+0W1knWAWvMhtq8An+N7ruPlNumWCmxJNyQL8LmsD7NZH+Zq3pOcJcAD/GjXd/zeU2s+xJ4jwAMBYy+MXnjANb9D6mGrOnye9ryEPT3H10kKTDLwQMHzIFqU/a6Ada9N6cU193yeAA+mtSQBXH+elBeBAR4kwOcDrtj+nn3PTAVMntyLa6uO8mwegg8v7iO6vefYB60XzJbHBXodnej46fV1ilXkpJgLQcOEGAwJ6hrv+M+p8jU/tHGBAF8IGHvc8LZuwJReXPPTD0ME+CJ3oaK6H3hDerlevL3QgQG+UIAvBtzouO1eZnG9a32hs8sc87uIMq5W9Yy7RM9RCmy3mpoLf6T5+wt6CmuOS3W5Z3vPtOGaV5rLhOhfpqtrF3YHYBfxbsDLBfhymloRwDWHrxBg/M69Ed1/KkV9Eb5SgPE7c9u/ziSuOXyVAON37hMayBvX6xLzIuvMKYCrBRi/s5YtXBnuf9XCnunpxVlc36Na2D2mlV0jwPid9dTiueGvmy7teUONJllcF6goF5ho08ZiTbaxSPevDNWLNbwxusB75ytpfmTmWiEG1xJMN0BwzY9r321Vh68jOGbaNNf8mvxtAny9rix1PIBr3kSvE6I9zF1vxZIZ4Gu+sXi9AN9AngM4uuuuAHzNj08QzCc6N1Idd99e59894up+ObMiMMCvC03zJt2zzLTJG9f8khS9C5R7vlk3zQwHLw+ll6eSPiM2NAID/A8hzbeYaOt06i0QT/Pe9DYBvlV3xWku8LX7uB5f89weKcC36UrSQd+5rla0XHPPtwswfmcet6UBrjl8qwDfAXjSjmznku3jstPTC7K4Xq1a1mrTuu4U4Dt1tLPcHH42J5jN9aWBvMil5u7P4QJ8l452Yy+HueZ1e5QAD9dFlemVLde8L7tZgEcQHDPPCeCaN8n7BHik6fxZDndhxVbkJBj4HgEepStJMw/gmhfVaAG+W3vu51jm2Qhc8+cknB2o3jBGa7gVq8+txLp9i+D5Hr9VEZAhwiME+F5qVapcwqvywyVcU8M41g7dGIKHuVt6fUu4bqm8wo4F3+dXT8t0+r7+8vgiB4Zo3y9EG7+zzlON4cS3Y9npDxRncb2xZZEDA/yAAON31tJbIs4va2LZN9zYJIvrKQcLHZi7XW9V3ff2L4Y9iC/5QYF19qmZUZ33e3G9qjI3ssq8PgZtGF/Ep5f3moHvH1R0r3Q8IQP3WnJ9QHWGB0yHmCMkYyz1aQAGzsvJ5pq3snECPI66JfyQOj8nm2sOjxfgHGpl+DQnc5n24bECPJ56U/LGNYcfEuCHqMZROrnm8CMC/LAeu/DqgbB5mpKvOVwgwBMAt0tt5ST2Hp+9SHnjetrVJX1ggF8Q4EeofWNOtsiNqq9nfTorAgM8QYBz9bRyqh0wt4Fzzd8OnyfAeQRbmBG5ixZf872FiQI8keAg7l43MGl+tupRAX6UYOq7uR6p6vVIU7enCPAkXVTD3akF5qFc86KaLMCP6YaR4wFcc3iSAOMLzUl7DXDN4ccFeIqe1OXZ/kjpaw4/JsD4Qvd8KHnjmsNPCPATtGQigGsOTxXgqbRk8oEuIjxNgKfRdNKdTq1Kyuaaw9MFeDotmcgb1xyeIcAzaMlEANccflKAn6QlEwFcTz2YG4EBfkqA8Tsrf9HK8GAMOQrguu6h3AgM8NMCjN9Z1705N9zkPTXkqGUS19+pOdl3gT8vmWoLw88z+JL9sWtsjNXpLd/M4pqeE3ysoXembiAb9PttvZuwtZ7x6KwIDDHIF6Kfr/vvMjtgAK75ExDvsqpPdJ7VNQ2vJK5v9gx9vfr7Bj1hgDtZ1T0/B1jfydvGe+gZ6UUr0h2Ye31LgJ+nzp96Tq5/XJqfDstPSeO7lV6YRf236r7CqWfr/pv0jUNmRWDu/pmQYS+4DUSNFvmVsexFfdWYxfTqssIIDPAsAZ6tc7u+N05xzev4iwJcQJN4Arjm8GwBflG36zoewDWH5wjwHN0RJnsA1xx+SYBf0rmdyIBEEZ4rwHN13bY8gOsNamW7waxuFwnwy7o72u49+4Jr7nm+AM/TNazC9h/W6GsOvyzA8/2GQcAmEV4owAt0UR30AK45PE+AF1JnQOnkmsOvCfArlNs+7Ou6E2ZFYIAXCPCrPlzgFRXpThMKojDArwjwa9QNUTq55g9Kf12AF5Fn7BNRtEnX3XwoBAP8qgDjC81JNu2Na55hiwV4sR6nV3gA1xxeIsBLdKta7hUP1xx+Q4Df0DVsCfPm600HhkZggN8U4DcJpuLhupmaQjajJ1AIcKHvOYd51vpHNYX8kW5GFuAiHw4zWOtQ5dAIDPBSAV6qO8AFtt8BLrClnmSZAC/TrarA9jvAAhFeLsDLdWcw0wO45nCxABf7k/aweaLpVBGOCnCU5qB+15snwiUCXEJTZ7/3zBHhUgEupUm7n2Zfn3F0aAQG+C0BfotgLBFOs3Kyud6uKsh2eqyBAP/TXy7oTSau+Sn7twX4bYKxICOYNL95kc0MPHgFtec7dsfcd1J/tbHMPlQZs0fc2LC0t1XkNGM3L+LBMLXYzYtg/w/glX0+pwkBAA=="631DFFAC6D5B7F7D558E0E4EB16B4FFD