The designs respect ratio and most important thing, are symetrical! :p
(I have no design for 6 because my need of power scaled up too fast^^)
4 reactors (48 heat exchangers, 84 turbines, 6 pumps)
4 cores blueprint
8 reactors (112 heat exchangers, 192 turbines, 10 pumps) 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
the correct ratio is 193 turbines, but it is a prime number that do not fit the symetry :p
8 cores blueprint
0eNq1ndluXTeyht9F11awOJN5lUajIdu73cKRJR8NjW4EefcjJxp2giry++mTqyC2+e+ayJrIWr9cfLx5On27v759vPj5l4vrT3e3Dxc//+2Xi4frL7dXN9//7PG/304XP19cP56+Xny4uL36+v3/bp8+3Zyu7i/vT1efHu/uL379cHF9+/n0n4ufw68ffmB1/KHV6YdW51///uHidPt4/Xh9+l0Iv/3Pf/9x+/T14+n+mbU3kG/Xz8gfLr7dPTz/47vb7z/2DHCZ2oeL/z7/N+dfv1Pyp+XxbfnD4+nq6+Xj0/3H61sTJ7/hfLj4fH1/+vT730YDNWHUODhq5qgCrQWjBoHWylEFWhtGFUjtGFSgdKzMMrxgFcsqw0GXm0YdAmUpcY5CXNB0TElKcLUtD2z6XWAIW35QxIQtPyi0YsuPCq3Y9KNC68DWJ9AaV1si1ek5f+Ynnr5+m/mJ+JNpg3HDVQTA14avILAbzoLAbngLArvhLgis7i8Iqu4wCCr2GMmyzoQ9RjSXyx4DsJSox7BJoh7DlofsMQhDuscgqLrHIKi6xyCouscgqLrHAKgZewzTgnKgy03zzREnJsFcn6jDSsN2WDnTI8EmoNDlh7m8wu1rr25wtU16p6qzlw+63KS9HFTzqZvrgxxoPAOt87woBxoINsmBBoLNcqCBYIscaCDYqgYaCLWpgQZC7XBfp2FaJ41TbOOuhxhoEJZqYKeFQxIMU2x51CQGGoihrAYaCLWogQZCrWqggVCbGmgg1K4GGgiV+gvbghqNU2zzbTizTdUOFJqe2aYCinV6Zotg9cwWweqZLYLVPQNB1T0DQcWeoZlmhD1DtZZ32TMAljr1DDZJ1DOY8uiyZyAMZfkMJ6hFPsMJapXPcILa5DOcoPbFKfp2CDuHaD/LYZ8+Pjxe/bbWOEH7T+UFKdtIg+cP9nruEJJDwR/t/vLx7vLL/d3T7WdrT1dbyNXCTUxGIS1llAUKIzeDQZNeR/SVLjeL1ANmvc7qDlfbpA8s0RC4ysNxIJ2HuFJ5OAKnsHCVhyPSrZ88yphdp7bmMdNY0Flf8NkRbYCqx4KRCLnpwSDC7Xo0iHCHHg4S3HDoBQiEG+Q4E8FGOdBEsImek8nub9PSpmPlvPWbFK5gydMjip7+jky6Gm4inoZciSCw8ZDDWAQb5DgWwUY5kEWwSY5kESz2IbYdnvV4V/Hj4bixqHuROAhruhdhuLoXYbi6F0G4SfciDFf2IgxW9iIMFnuRYF9Jwl7ksNerXoRxRb2IQxT1Io5MVC/CeJK9CILNshdhsLIXYbCyF2GwshdhsJlmRZ4TyDgXicMGqNQRxebR0OAW90igJdHY7fWD7UZn+bKVfEypLwHq0JVfiTCW8ChI2AaqDZD1SKKSu59FjyQQbtUjCYTb9EgC4XY9kkC4Q44kCCxvH18q1C4byG/b3Kz0h2UL+W29beW8iZwUrjI8PRyiClzuyKSqkQTiqcmRBILtciSBYIccSRDYdsiRBIINciSBYLEPse2wJV7rf/Mmtjtry4j/TWD2K4ZWOC2xvUGty+Rt2Tl4sxCHsiZQlm3KbPV1ATgqLK/7xW3Kcj+EJlAXWO5B738hlvvaT4Q5y0nvezGWlYbaobAs7Jgw3by96kiIdb5zjjmBXQZCEuSduSGwvWwzn6nZXB/khiFiV2g+v7b5GL986wTl5B4rn3J2Qpjr+QaJilkPvl3OXAvgd5VSnzkBcz3fJbEq/K7cSZx6k3hwbxI7l1cU2tZvgZD9AO3gOyM1Lrl48J2RJM55tBVthneirUQoqxvAkQA3zHKyWe44DnQABgawhR6OjUAyATMLYQM4EuC4EaESMwlpA5iYCehft7mSykboi2RZN4CR9htm2Tbs0DeCcqSMsQFMzCceONq3WY5hI9onyohxA5iYT0yYZduw404egpRRNoCJ+cSNtATpqOm4SEV6loLEMGRYorZ0yMkPEUIKMizR2fLF85nJmusTXW/vnpT1nIwoNxUdF2m36rkeUm/TcZF+u55DIvkOmkPadpMPnS6in+Ub6DNHa66Pem5L9JCTjkvsJmc9Z0ZyLDousZvlI+uzcNdcj3N5R7+d5tzO7w+9FkDsY9k3j/PwugSdLmJfJeo1BmIHJem4xG5L1isOSD9Fx0XyrXolA8m36bhIvn2jtXX8ETibwO8b6+P1l8vTzfO/vr/+dPnt7sa8OhFeXyZE5zZPrAeubBw2QNiouQQgxBo3gA8CnDDLwWY541qMA1A2SiYHmbdUN4DRIKeGWXbMZKfdiMxkbAATM2kHrmzYWm4BA9gya3GjaIPmZ6UNYGJ/LW/UXJAyygYwMZ91g/4t83GU1DZqLkhJHVPm2N/YoIxoWWrQH4KWpQb9IWj5rEFP/GZ+dZvBmcEUpYa9Itqs46LZdkUu4yCFVRkWqasp6kprbXW5LISEqnfwiQ3wDr6973c6+EQrA1fB7JNS6dQHwQiFR+NvVSE0ubHouEi/lVZfHDk2ut6xj41qF7KPoeMC/Salgy+ctUno4EfhrE1HpNWXYI/8THpVKRA5ZkrXYdO1Ue1C+q20quPIq9H1Dl8bN1eQHWxUwYjdho0bLUQPQiM/dsHughR8rWsWSejfp8qrKylslMWIIYSNshgyhI2yGDKEjbIYMoSNsljotgkM+gApmC+YUhRymFcjCgMwGTfqYWGQqcuRlq08lpVrL30qfqWdH4siPaUyVuc0rq/e17m81jWvPAfoejXOYwZf/3JoWQ8Sf/X+HoBi10Gw67RxzcuRUlIs/JhDrWu8x1xeSsVqCFskrStW83MgNb3650mp0xKnR4tSoyqCVeV19Xa++/PGYxFHSuuZ4WF+kGSl2pQEW8pKuWl+QoG54mHOZNXLlR4t60uJ88MuCyf3UKxy/TZqfqqUjdKrI6SybE/M977Q9L58D+bWNrl+Wz4/3god/+HxpYQgNl/2Ryb0C4V/tikzaylwMojHrlANUrQo3xtEzC7b1fO0QWhWV0G1y3ficydYk1pH9tjjx3kXvMTyxfiYs1dh3dhb3+S6sSefVbiycFHLieBhHoQ34T5fFNxKEyr+aSqh5aPusyDMXC/U+LNggk2v8XscFlg99zhcWvN8swv94jA/zIQX3KEr1rS08vl+F9rDYX6eCf3geAjW1PX7qx6Fq2Alzk+UTmvy3nq9Ju9xsqzCz8+2vqzCz08OoUcbs2DNQpM2zk+OIdTd5zt36PdQkV0vO7RxfjYJHdqk6EDo0KaFDland5pb2bL3muan/1nv9evp8/XT1/UdzFdBNRvw3ez/dbp6vPSKTa8HZbVRBkPpM5R81midorQ5SmAodY4SGUqZoySGkuYomaHkOUphKGGOUhlKnKM0hnLMUZjthjFHYbYb5lYXmO2G+Q4IzHbD3HYDs90wt93AbDfMbTcw2w1z2w3MdsPcdgOz3TC33cBsN8xtNzDbnZuu8sS4z9xAjsx859YbmfXON5LwhrjNWUL2O99JEVnvgiFku3NFR2S5C+0gu11soYjMdmH7EZ24i4MlIYtd7OWELHZxOCV03C5O24SsdXHwJ2SuC0+WkL0unGpCBrvwhglZ7CJgSchiF5FGQha7CHoysthFLJiRxS7C0owsdhFPZmSxi2A9I4tdxOoZWewi+Vi+eX2/0ZNtgLZxu6isew55PSz6LWl0KDsfF3p3f/Xlmbir2/+ZJYv2p6vLgYHCG9D6g9olaDmozWWJGor9cevyJ6s+/efTv65uvzz/nZWIvt38R2zmjftPxEBKEWjOHs3VhK4b96EyoblpmbGj850bTkikQyPPNqZ6bFwtIuTVIGg8SFZaI4cOXTKmunM9ihhTzVoK72iraCi2SdaNSVdM501QTNF0vjEDi9E8Nu73EI23QxBGlKy0Ba3WYBtTixqKbUxtYy4vUkzbmIfFgAVfNCQjbVWqLjhqaXrFBNljl4hztD2UioWNITQ/m8BfDwpptuw79yyaX+n6/RViyj1jeoPmY3uRqiiOOKsE4pjLxt0WJLuu3whBdjj0exiE3sH9SdAi6BGkwo6t6xElEFvXg6c2QctslBewSuarvIAdghUpM6wVqx88RPv+uEyxoi4VoBwD0KpYpikW5TVs4rIrB09pYlKsswjzrd/qZplQzPdTrIq2y5H1mx5IxlqhzDGACotA6ZgVkwrrAcc+M+nyh+80T4lJisUM/b4IkX846O0Rm9sgFspswQexUBZtlISftzlkZAzgUFC0Go1DRtVQHFoafq7lkNExgEOBeI3BRoF94DcUm5kY8IMjhwz+YsmhIGnpt4OSNRSHmUIflDhUVLre+f0m5aYOESzBne9Y1vi9nJ8brPF7WeYg7xZ6+/Tp5nR1f3l/uvr07EKsZsYL1GFDseN0bq+s/Xs5P8oSNNc5CDxV5yCVizfOpYuMd362shbwQiwsdp5isAbwXMes/zs3Ntb+nW8g1v0t0+MgZ/hsyVlelJqUw0aFJDjLm1SDcUC0OzWOMPDTIJuI5WjjMA+AilbmcEC0MofDSaLPRxwiMl3v/H6RsmwHpEogDif4SYSzvtP1DhNDyvBskHpIIDYnNcg3IMAAnFKjfB/C9nI1aSmZg5I1lGCjlK0bEEhedeuiApgZVMCA4DoXXscAjtzEKwM2Sjs0FJuZtnc/gOiwRZyoOhymrQsGxAgaH5riyE28AuBwWDUUh5a9fj/SYcfptUPbwAC2iPpe/54YQRf79zaHXezfO2ymnW44UeHy4eZbUcDhDxclHM6qlMo7RDQJxKGkK5mIgzEUDJuZQUdD2CSMAJc7v77TXCfbaSQpO3Go22qlk30wtFa6I/tKkx+HvUbXO7/fd7rPSHtjp+cLBF/ZY80w3bv10LLGwwaJNGFz1uOE0WEi73R9gfbqUXZ6okh7Wn7pMN4kEEf6OMl01g+63mYiHDtdXKK9ENRGKdEc697Fqfev7G1n7HPJZbX36hBT1OS82ThVzcYbkXeTkuphk6a9su82yNhJzAmP6y/Kvua+NmUx7OT1DewhMHS2zgQftQf4DkiWQBwZlZ2UHGmv0qzXYQ/3rh3O+k5Cj7Sv9bRt8pLW0rZllMJOMk60l3Cr22Ev7WTSRPrrEbSvlDky0x7tO+xVCcShpG2k4Uh576Z/c/fl+uHx+tPlp3+dHp7pvHp4uP736fLb/d2/rz+bvzQ3uAHzc1tsZ63GPxF2f/rfp+f/zij6PnLw5Z/945/XN8//9uHi57/9cnF9+/n0e6P0Bfrp/ur2+wyafz6dbi4/nW5unjE/3T3dPn6/Q/Xr303C6NRPWyxnrct/Xj1zc337cLq3mXnzC2s1njUzISoYQVnP2psL1GKC2qQWEXQQSuu+GU/d73IQ7nQPLB++Ts/9s44o3wL1r98B5dArNeS4LmGjxkIOOdiVncYIRaoi2eawbsxOo7hS4HKHg7pRo0F6a0oNxCGuKxiOfHZKRcR+ljNzwzR3qgEut0UjvGd9r84QvbGe7Wv1wyEuKxiOfHaKREhvFVZWHLro7QNHNH2jLoP0Jt1KsHlr0qUEm8GmlofsqkeLYhWGqL5p9xGqTZl2HcFhr9ACgEME/gqL8/vanAIHpEsgDieDpun2+n7Q9TYTtK/apiBRAnE4STQxddbjxNZhQktsHRAtsXU4aT+Q5rW/MMjt/w+JscMyTYxtsS+7tK/L7V8/69LCTJG4pLPmLb6NXmz65Ey2Andw1r6l17kd8tTslTirs+4tA61EJTBzdcwEZq6OjY4fTsdNstpx7KfEf+Fp0WAb+JjyJmWpzcZIMEV0ltME1eGgKEmcQ0JVMBw6Gky4HBI6XO78uvRI2cZgw3hfMWw2QoDpi7M8wuUOB1KD1sHICobDhtybzesTu+md2mxTp/Vmiw2i9WYdSrZ6s0RWvDdrs7d+i/m63uYsxp3ebl672Cb2Zh32tN6sw+NWbxZpD/dmHcraTm8VSR8/OHYEr/VmbRCxN2vLaK83S7SX4k5vlUg/4RTWERxOYR2ZaSmsQ4SWwjqU7PRmkfI6zPQc5mieabOV4W1gZzW8DGyTnjfuAhOjzVITx+EsKxgOf2Wj00VMJtN7wA5v9Bqww9bOLWCkt53ODpFXke4A20LTHo7akiv0BrBDAr0A7Pz6zv1fojftJalDXN3oDiHdS5d/HcHTu78Ob/Tqr/3rdefmL9FbVTs7RN5VuvfrcCxllbbQq3rr1yFFTiyDjSOnkoEIW0sso02allgmG2QrsSQ8NpxY2pQ1nFja4mlbiWUA+69piaXDnpZYOjxuJZZIezixdNjDl34dzrYu/SLtaYmlzV7XEkubx76VWBLt9a3EkkiP90YdweHE0pGZllg6IFpi6XCyk1gi5dHE0mGOJpY2W2cNzIenjw+PV7+tNNp7ryw9m48NpI/AOmygqHYHHZyEOCtLxuBYIUe+ha22lTvqxjNcsK2FybJB8iNDGj7kMD0UDFPs/aDzh5zlAS6P9vK48wB3rbd+SJ/1cnjLCobDYNl5B7y2n35UmDs7dNFeoyOavvP0luhN6kLaxCkvS5MiczYG9pU4W/C4P+ksT3C5I5q88+gW6C1IE44d3qqC4TDY1Le/Now83piYz1DyUtNXdzgn9m3UlA2CM0hnPX0c6vAgfpzZBpHSRIeQgscW2etpLuj8fNPGFdkgXQFxCKFThezl6cBDiez10uAghwZxbJANkliG4JCAJwPZy1n86/w2Hadpr1amaToEaLM0bQw8StNcnmEkazOQtYkoNoYyRtMhA7ZEnNV4hKa9XOl7OBRo801sDPiAxaEAzzWxl2uzM02MorxSsbko6uDMCAKQoo7NtOO0Ij1ScTCkNyqOmHcGZiI50bcrDl1to8AeQZBd6KhMR+bSoEybtyqNybTp2PqIJtFbpSMyHbp2BmQSvVU6HtORuTQc08GQRmM68tkZjIn0RsdiOnTR8NUWzdYnLYnatQ9aOsRJca0tn7YxDJOorcGA16Gq7D+hin/dm4je4Fc/HH21H35/5QB38YERqUictfwYKDH7sxYgehZEyks9aJjEfHtEOZOtjmW7b3aQnvX61OdAf6Xl9/Kjz58cWem9GWRnG60ZZBdKKusoWGnM2EIbMJt1VsO2jE3+2OjKEI0NpSnjkJb1fgpR+lDegDkyhx0ZhzHYkHF+e6MfgzQ29FYKEPc4lIdipsDGoTRjgg0BezEOAbAV4/z2RicGaGxIn5p0SFP6MI5sxDYMshmxJ+NQNsTCinnXYZz1GFkppQAOtc9MJpsw6SOT2cZIG4UVxCD99KTDG51J4rC18xWUAvZckGaVOLxJo0ocBsdGYYXoLdIRJjZdoN94TESjvIR8q8sQvdGPVbYZb1nBcBgsG4UVpLcKKyMOXQ0ud0TTNworSG9DKYrYxNEXkGEiH+UB5BDUth5N22dUpf3CSvrr0suR8g+XRhxVwk+qOKurWAMBHxIfZx1VBpqJWXT54qgdvJw1WuHFURsni5Ue8IZnZLHSAz4rPjKr9NjbKacfrYrYdpf3i0B/5S7N7BqCw5Ne6SHnvfS1T4eyrheLyFGdlUqPbWD0C6A2YwVWepzf3qj0EI0VpdLjMKbcvnW427h8S5ReYKXHoQpWehyxbFR6kMaUi7c2aVUp6tiyEVrDb/UmorEKKz0OY7DS4/C0UekhGqtKpcchrWplGjsMYI824ywIq2JtB+lcum5rs9ak67bVxqC3bR0S6GVb59ely7YOCdJdW4cOetfWIYFetXV+Xbpq62BIN20dNuhVBXt5pzdtbQ60L3Q6GNKFBIcNeM/WWQ2vHTj0F+HTlw6E8glOh4fGv3vpIAhf33TYGCjSt38efnTT/uWhjJ10fl+ZOulQAYdOOqvhzEmHfKXd6EAoEycdHmAk6qyG8yYd8pV404QIh9RFrA4GHDfpkQADS+/XlcEgHgnKuEmPDnUqCPhkzjOqOiOkO9RJU0GaAyJNBfEo2ZkKgmQV6FQQh71Ao0yHs7AzFQR8jekZWYpAPfKkENST0c5UEKY9Gp56lO2Mm2TSp+MmPcFLU0Ec9qI0FcShJO5MBUHai/RTgB57O58CRNqLdCqIJzNpKojHnjQVxKNkYyoIUx6cCuLRBaeCOLKBbcSpYcP3j9PjH75/LFM6kkCHh8HO6anRwhmpU38BR6TGKQYsGkwx2GXSKQQ6gaeHeEZWOhUoex85lSd7Hjk1DTYJdWrlbBBqmW022CPzCECmOd1l8POOHvld7tIhZyX1whza4GTTqbXvfJARuZr1uNNp+FlgwcFjK+u9OqS3ohQjPN6q3mpjMle+0uhJDlYqvOWDLXdEo4w7PRS9VeUGtMOb8pXGpOhN+kqjJ7nMiive8sKWe6Kpet+O6U28HM3k3YUqkCcw5e27I7V2aJ08D2ZZzki/+7jhrP/jUX35eHf55f7u6fazjxQOB2rZrUh1Sor21N2joigoHimVS+X1iYBHTxOg5vKRbj57INrbdoepP/XX5kzlOVQQoOIcSrDll2KOI6UuXXj2QDInJ8yNqGsv2z0UwapfX3B5UIJVv1RePCl1AWmhf+m6s0PPkO47e6QMwapfnzd6UFGonHhMJU5OnwJlgRiXo3drvr/7ePft7v7RwHgN8cLxk9PQGUKC6PHD7Xgu4M5JccUyMC1TFxgOJTd0QbgFz/dCkD58OBwMbsAhTYH4oRzKnC3pJawHojSnPZa4Dc8dRDj4WRzGlCRuynFuPIFHGvOYJUhDSV2QKIA4wgncll8SLw+I23KcK16aSupRo7yGdQlZFezSXCKrAsY0AwmBm22a7+uzRt7X0+fvTwtON8956f31p8tvdzcn/75AiA6g9OQ1BAcFPnrtcxTYqG5zFJju1TkKTPfKHAV2QfIcRXre6qLANC/OUWCeF6YosGv3OpXLQ4HXKee2SyeXzq0O9u7CfAfA7l2YWx39xuF8B9CPHM5tl/bw5rab4NXfue0mKY/zUDJM5Oa2y9p5l3PTzVFNv8KfBj1kG5cZ89yWs5TSeSBFzKMgg8i2F6Q1ITXzMJBdL4wAWfVcV1LXzwVht4rnu6uwpG6+0eHrt/mZA9+/zY8/2Nqbn+eFJXNzc5X6eC4Iu02xMDbWpp5bPXzrNjc22MCbm31VUjcXhHXr5hZb2UXkubHBV21zs2fTThchOHzWNjd7qS3nggzYDAvZBmiH3g1LxJE1oR78mlqCKQDPwOtXb33OslAajs2kLNrAWe+hMVkWuaMGgfE4a0+WSq+vKFpeX05Oc8qWO+P1pHAAdjp+SOhS/y8I9id1A6NC8bLP/QrnyTLLfUpIGX076lKmdAiHYMB9PSFpfkxJbULlNFl/7TDMfcZYvzWdnxpSr7AIO2BEvd+LZDboNzxdlpXWeBLsbBS5Lw1ZXk8IC3OWm97nZpSth8LPjyOh73g5uPnF49B74ITjuHyK+AZncxwPODcsJGe9EDPZUWK1ceGLbZevd+v/eP1l2XJ4vfz6/RasA6j4gzlpawcwF7lw/tu7xzHSszGnX69ublZCm3MpdCvnFrp8pXhMpRX4yR8E+zzrXAL7SkvzCuxDuC6X/LCvgkkE9o0wV3UrSx/z5dzQO3eMMciXS9BRvBx4ujiJo37LhNG1fIEw38hRvm8C6YLTEFy6uMm/e31g88sBqO+Bp72+yddqmLyEGylZ2A5xyHdmEL3LTzzOk4mYllPq6nx9hNPxvfVJvQEE5SJcu+qC3S5Hmsb5Pk9VvqjE+OX74T0lB3ablh/ti3N+V9nuvI4Us34dC8krw+kiLl1RvVMF6RLuamXBbrNwdUsoB8fli8s4P39yla+UMTny/ZCKIkd44cvlV7/xhfgtG40EJ0g+a9eSpC69vtQM1Qu7C+4ZeACJAlQHIOtNh0rsvxQduCDgqte/C7Hg0nTgioBxz8DT8qAAjpbroVfgkZbrxpshpOX1hzHDfLPWpJepkZnUjcdEyEyWjz/fWPa0vPGqiCmj6cDMfDaeHDFZDh0Yab8dtPrs2OX6megrgKNl5Z3oa86PlKH0n1+Bkfko/eeg6KLIuMh4hDenkhiaCsvU1tV6EhOCXKZCOuu0TOVsn66XqZBylp/WfN9K9vok04W02/VXUki9vci4TL9VLucw/TRYjvHspsP1nn71MhXS7zjksgfSg9DKjsrZKHSy32NSIocEyymOfoU+9nuwTegqkC7Hbpbd6jgPY5cDb+M8JhxdLm8wOxgyLrHbJLSqY+f2lYRHtLFz+0hnDWzSiHsrCRSnJJDOOtrsvVqa5o5JeGab6hyJu4zUuCklobWdmmJKQqVLUnmXcZmJDlrLsSfQpHDoJZdGKAtBB+4IGNe/msNyopURDyDrRR8y3SiFogM3BFwpy56ZNL1mw8yk68DMTPDNQIfl9ddAQ5uaSQx60QeZSYw6MDKTmPSaDVJGzDowMp9YaGXEUxK+GeiZycbNQKaMjToXM5+h12yQltPGlUGk5RTkog2SRIoyLlKd0IeX5JtVWCbdolZtmHCrCstk22DRxdmvyx78u2Xa64dctEHKFXrzIQjazUEu2iD1Cj37V1yk35xg0cXRT85wvWMfwlvooIStWS9yMf02uWjD9NBlXGY3AxZHHP0uvyP6HiXa64Nc9EF6KHqRC9nNslsf52FsyXC9J+8iF22QfQkt+VgF+xI68rEr+u0yLtPvkCsZSL5C+z41Qb5C9z4p8q1RxkXyVXr6L4KIB7gklM56+g+Pp6uvl49P9x+vbyfToWJAAi4Y92VeFMStekFmIAk3WpCxB3elP3wWdcGxJEl8BcYhrG08mx2EsrOG/orjoOi4bbyaRTpeT4cObS7KjRswTJR8uwTFeNrGxRgmyoYJllTfaSHD09DG9Rekob5RFkCS7HwXKZrvclWAOYye5GoDky92REmRQhGLDVAI8j0ZZgp4U3VFBvI1GaawQYkNisaGXkFAsh0BVkycg2XolQIkxrP2/0qMitKFWwFBCZOWtwLevYi9vlJ2o2Q1ev2AaYe+dfHYHXI+TdSQjwOLUbCavP7A7jQ+ykeU0+GB6Epy2srEyJ1OUsRY1JsHyO3kjfsCTLz6fQEm3rPd8/T12yRXjT8VJAA6XCva07ny+su9L7FQdNYHuN77/Yje1LvLE1vuUZ8X+ni1RqiOUNjLJ5edStWZHYAmVy/Ik64culy9YLhDrhEg3HjImTjDDXJaynCjmj0y2KSmUgw2w03vWClo7/++Pjnrq5gaMa4aO0s8ojpb7slkiKkO4ikdak7CYIMaozPYqMbCDDapsSGDlWMlBkt9iGNI5w36eYxRmFNLuk9piFHdpzBc3acg3Kz7FIar+xSGK/sUBiv7FAZLfYp9uz1n6lOKs171KYwr6FM8oqBP8WSi+hTEU5F9CoOVfQqDlX0Kg5V9CoOVfQqDLTDPgS6hYB/TIWCjiY99nyGvH9a/bP/urB9wvfP79WA71VvORst51J932af6heqoCcYgHjtnZvz08eHx6relhlJfP9Eeh/MIJq+fwr9YRjocgKqGL+kge6o2NXyBuHLbHOIONXxhuEo3/aUW/mdgu1h23k2fGVFISyNqaigEWU9ybxUCZzHGgrAwRvK20noW+8sh6VTDeY88KVzBIMkjaqDlnkz6ocVYjCf9bTvbU2dN8NmeCnG5pZRX7kXhPIthIIQtYhgIYasYBkLYJoaBELYj7ae21v5gAYK3a86b2tMA8vszWRKxjCB7eTJ3No8oe3mGm2Qvz3Cz7OUZrnwfC+JW1TMz2KY6UAYLs4zk9JsGzDKS3R8qvMudOFflYMmHSxRr4TkyKUcSHSjjKYtFCghbVO/EYNVLIBC2qd6JwXbVOzHYwZJY6BJKwD4mQ8BAU1G7RVTWb9xftn921ie43vv9zHaqt7yw5R71FeqXqqPBGMRjp1N1VgdgyDEHmYJRhOb1a8zBcIMcczDcKMccDDfJMQfDzWrMwWCLGnMwWJh0e1Ya4Uc+UnHWdzHmYFzBrNshKrFyqycT3r/uAk+8fR0UUSX1QiyEzWrMwWCLGnMw2KrGHAyW+hDPkOiFvu85NXFqSfcp5EZjybpPYbi6T2G4uk9huLpPYbiyT2Gwsk9hsNSn2P2mkqlPac561acwrqBPcYgq0Kc4MimqT0E8FdmnMFjZpzBY2acwWNmnMFjZpzDYBvMc6BIKzlOGY5m06uSsh71td3mAPtZbL81VvDxeitc5fS9e//3DxfXj6ev3tTdPp2/317ePz2turj6ebp7/rH+6uz89PP/Bv0/3D7+3TXKOz5lq7sdz1vh/nLWMrg==