Early Game 60SPM (4 Sciences) Compact Base
Posted: Sun Nov 24, 2019 7:23 pm
by Guilwin
Hello Engineers!
I just wanted to show my latest creation: early game 60SPM base for the first 4 sciences.
It follows perfect ratios for 60 SPM, except when rounding up to a full machine and/or adding machines for direct input to another machine (like copper cable to green circuits or grenades to military science - I chose simple build over perfect ratios there).
I also added 1 machine for inserter assembling (and corresponding components for it) to help with "mall" usage early on.
The two lines of copper and iron are there to allow for this design to work also with blue assembling machines (though I'd be a bit short on iron if the additional inserter machine is running).
I'm sure it's nothing new but I was proud of it
Any comments are welcome!
Here is the blueprint:
And this is the blueprint without the additional inserter and power pole machines (it also removes 1 iron gear, 2 copper cable and 1 green circuit machines):
I just wanted to show my latest creation: early game 60SPM base for the first 4 sciences.
It follows perfect ratios for 60 SPM, except when rounding up to a full machine and/or adding machines for direct input to another machine (like copper cable to green circuits or grenades to military science - I chose simple build over perfect ratios there).
I also added 1 machine for inserter assembling (and corresponding components for it) to help with "mall" usage early on.
The two lines of copper and iron are there to allow for this design to work also with blue assembling machines (though I'd be a bit short on iron if the additional inserter machine is running).
I'm sure it's nothing new but I was proud of it
Any comments are welcome!
Here is the blueprint:
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
And this is the blueprint without the additional inserter and power pole machines (it also removes 1 iron gear, 2 copper cable and 1 green circuit machines):
0eJylnd1yJDdyhd+F12pHIYH606Vfw+FwUKPeEcMccoLkeC1v6N1dIzWqi1Qm+nyYq43dlQ7RKJxEIvPg4F93vzx+O399eXh6u/v5X3cPn56fXu9+/o9/3b0+fH66f/z+v739/vV89/Pdw9v5y91Pd0/3X77/t7eX+6fXr88vb6dfzo9vd3/8dPfw9Ov5f+9+Tn/8dPNfvn99PX/55fHh6fPpy/2n3x6ezqd0gLA//vOnu/PT28Pbw/mvwfz5X37/r6dvX345v2x/IxrGT3dfn1+3f+356fvf/t8//8nf734+5WlD//Xh5fzpr/+vfB/kB1DTQScdNcuoedBRi4xawAyMMuopzxfY8h52cmCnHfb16+PD29v2vzmAywUw/9t4G3IGI530kS4AdtRhVwCbddg0ANwCcHV6nbIBXJ1hp5wArs6x004yBVdn2clWgAt4ZgvAnQAu4G8CbDPAtgToZoBuaVUCjmUScAxwzQDXDHDNANcMcM0A1wxwzQDXDHAtAa4Z4FoCXDPAtQS4ZoBrCXDNANcS4JqBvS0BXmTAtwT2zAz4lgDfMuBbAnzLgG8J8C0DvgG6ZUA3wLYM2AbIlgHZANcy4BqgWgZUA0wrJIsEsGRjA7CEZwD2SrNv2xn05fPL8/afN86UH9KGbc7rYffp67fvR+K//xmddYDLRScdmRKdc+T76ZQji01nHGGGTjhA41HnG4g5o043ECDHK9viTLpuD1IePer7GdgfRp1XZJMcAbEAs0adWSQFGXVqkYxp1LlFErxRJxfJR6eBBPKpO5JPoAQJaDyBIiSpwOmsI4egCdAOJJGTTjtyxJzAhgbYPOm0Iwf4SaedATZPOu1IGWPWNzVSyZl1lpHC06yzjNTJ5izsloa2y1lnGKkUzjrDSMF01hm2w34MvR6szrASENeFBUljlPJ7sOSYVmfBbuMug7C6TrkuL1OW10Iq/ZUJWcAllf4J4JJK/whwQTVk76QouKSjlgEuqIfsHRoFl/TVEsAljbUB4AKuXQOv0LAj1f4F4JKiCODbSqr9ox5zVlLtBzxeSWcN8HgdlRi5JzZSjFxJVw1wbSVdNcC1lXTVANdWUukHXEsDKfUDsqWB1PoB29JAipCAFmkg1X7AizSQ9hrY4NJA+mtgh0sDabAB2qWBdNgA79JAWmyAeGkAzCPEI/oRwjuiHyG0I/oRwjqiHyGkI/oRwjmiHyGUQ/oRgksYR3CvhNObNh+znr3U9/ztLaj1paQTkPAaaErItABJCfmKQFFCFh0QlBCOAD0JoTSQk8zBgnNhdeaRwAbEJCQOH7QkcZZdNwwpx05ARoK2TiAjQXs9kJGg5ATISFA2BWQkKP0DMhKUrx50JKCN0xPbgbQEpfJAW4LOHkBcgg5LQF2CTndAXkJOownoS8jpOQGBCTntp6Iz0AizgaTECLOBqIRUaBKRlRC+AWEJqawlIC0hlcAExCWkIpqAvIRUcBMQmJCKcxpBWkl4AYQmGVREE5CakE5BAloT0tlIo3L7Zu/B/D1b++myef7X15eH55cNegN6PP/D30yBBIW0kxLQoGRCQiBCyWTTm3QSFkJCoDopJGhMis7rVC5TYKuU0wPRyanU1TAowKSushBgUFgpIwEGlZUyEWBQWimZAINiZikEmLTHEwAGEpRTMQJ8Jd3ts8i1pZ+wpiwBXcq10S/9BELFgQCTxjnhOFCoXK+OSsCkdU44DlQqV82DBEya54TjRKmSCcdFqUpC2wnSqhB+E7GKEdYhtQphHZGrGGEd0asYYd1BsCLE0P1A2RFDiYTFCA2JhsVI4EAiFkJDpGIhgQPJWAgVkY6FJAdIyEKoSJQsiQSPlTTWCRWJniWR4EEELYkwjyhaEmEekrQA5hmStADmGZK0AOYZkrQA5hmStADmGZG0AOIZUbQA3hkRtADaGdGzANYZkbMA0hlRsxDOITcUgttxkVXC7bjJKuH2XGXliZYBdQuhNRC3oFnht1klWH6dVYLl91klWH6hVYE96Fhur7i5f8UBYQsJdEDYQuIyELaQbQQIW8iuB4QtaJcGyhaUVgBpC8qDgE8KStwOApe4JFJzTK0iYkTcQvicScFzz+Q7CE3ULoTRRO1CKE3ULoR8wDWFHPUMaFvIadqAtoUcpg1oW0hZwYC2hdRBjGhbyD5NtC2E2ETbQvhGtC2Eb0TbQnhBtC2Ex0XqtaOytxHDFMI1oGsh1XQjuhbCtZEkmbm/gGxE6EJITYQuhNRE6EJITYQuhNRE6EJIDVxVSO/UgKaFtE4NaFpIH9yApoW0wY1oWgixiaaF8A1YqRAthwFZC1G1GFC1EImIAVELEcsY0LQUwjcgaRkJ34iiZax79HJbEWiTcrQ71bHaIm37SM2y1IxCAQblzLp+NWBQz6wLWAMm4pWRABMdWSHAREeWCTDRkRkBJjqyRIDJHb1de/Q33gk3OazHeEX6DQvpLKwEmEhaCMmR/wohOZK0EJIjBxZC8h4LFinsIw8WEj2QCQuJHotyb2/XTokbFVGvZMI6pF4hrEPqFcI6pF4hrFtJS28XH3UFUeTMQghO9CxGCI78WQgPkUEL4SFyaCG7ONGzGNjFM9GzGCB5RnoWQPKM9CyA5BnpWQDJM7JoAczLyKIFMC8jixbAvIwsWgDzMrJoAczLRNSSCPOIqiUR5hFZCyEekbUQ3hGTFkI7YtJCWEdMWgjpiEkL4RwxaSGUQ4/8EFzCOICLxCxRmUjItDJQsxBeAzULmhbQ4iOwoMlAYEHNk8Dq3COUPmhZZP1U35LTuUhCHTBvIZEZyFvIRgKsW8i+R7QshM9Ey0IITbQsFqw5F1ex4NyTNqnGkIlHC4k+xKOFEDqToueey/cwmri2EEoDZQs65ABlCzqVAWULOkYSZQthNVG2EFYTZQthCnFtIRs1cW0hOzVxbSHMBuoWUh3LwLWFVA4zELPsNVQlygMxy15C/YBrLi7gG4kPQMxCasl5VHa7jFq/mQhZCIeJOQvh8Eh2u/wDxelM7FpItADSFtJ7ykDaQpplGUhbSHcvA2kLaUdmIG0h/dNMpC1kdybSFrI7A2kL6d5nIG0hcoMMvFqIPiIDcQsRdGSgbSHSlgykLUTZkoGyhWh8MhC2FMI3oGsZCd+IrGWXZk1CmkJkLTvwrAATeyQjI+6wR/oI7M7xQuqaV33Mx8m4LaDORNWy/x3pJ3TYI2nARNWyEOAOeyQNmKhaJgLcYY+kAZMi51XX0rP+iF9SIT+BSF0yACZSlxxEEx+YCMxINCFSl0w4joxaCMeRsIVwHAlbCMcPwhai+ulgDFK6kGiClC4kmiClC+B4QUoXwPFClC4GOF6I0sUAxwtRuhjgeEFKF8DxgpQugOMFKV0AxwtSugDmFaR0AcwrSOlCmIeULoR5ROmSCPOQgwthHtG6JMI8InYhxCNiF8I7InYhtCNiF8I6InYhpCNiF8I58ALRiVAOaFtOhHFA3HIihDMisI7qBLcTrQLkLoTWxLyFwGLPJA0WeyZpsNgzSYPFnkkSbCblmLl/xQG1Cwl0QO1C4jIQu5BtBGhdyK5HbFsInYnchfA5kxLMngn1LDpuoqT9AKB2IRGpIM1nRHOhg1mI/oVEqYP+RfgFESWFTwsEMdF5xat7FyCI2XGFQn0Bghh0IgSCGHSEJYIYwn0iiCGxighiCNWJIIZQnQhiyH5OBDGE2EQQQ3ZaIoghicFBEHM7EO0F3I49BqhkSJ24AJUMKRMX8oQRITbRxBBiE00MITbRxBBiT2QHzP3F8kJEMiSCEJEMiSBAJENakAWIZEgHsgCRDGnyFiCSIT3eQkQyhNhEJEOITUQyhNhEJEOITUQyhG9EJEP4BkQyhfACiGQK4XGXRuaDjtVNvYlGZgcuCjCphpoP7KmPCzF62YGVqUCSGDIVRBJTyMcjkpg9/EgjLmCfvkJ/HLNy2F5ILnpVbHT9KSKbyWS6SGt+JMDImGmH7poc0jJcwW8gupkdWJDgF2QREy1RF5g06wmtiG5mr/9IU0Ga9QsB7rGlkIBJs34iwD22FBIwadYXAtxjSyEAj+iBo2Cn9IE7bCkkXNI5DBjtA3f4Uki4gHeAdiPRyADWjUQiA0g3EoUM4NxIBDKAciPSxwBcIo8hhAPqGLAfjUAbE+S7/mh1thESA10M+mbgNi6ZBFB5IbCg8kkmAdRdCCwou4BJAIqYINv2YXWWkaAL9DAkhgGzl4lMgs6ymcDqLCMbMFC/kP0MqF+Co5APq7NsIbA6y0g21mHtIsGC7nqwmfm4YDMju1mPt4s0D2A7I9skEbyQDS2Tmw4p2tOEUsRIHF/IbkQUL2TzJIqXYJtz07OD4qXh0rPvcIpvwdijbZFwu7Qt4eoIO3tjj7ZF+gGAjiQ4E20L2UuI2QsJoz3aFgmXPxum4XZoWxRcom0huWuPtkXC5c+Gabgd2hYJlz8bpuHyZ8M0XHCeI3wjhi+Eb0TKQvhGpCyEb0TKQvhGpCyEb8TehfCNKFcI34hyhfCNKFcI34i9C+EbsXchfCP2LoRvRLlC+NZj7yLh8pfCNNwOexcJl78UpuGSFno51jxuH5CIeoVwmahXCJeBemUkXO4Sr2Th5EXEKzuwCcBIvIKAe8QrylQg8cpARtwjXpFGTPxcMgHueaVImgryOspIgHuEKdJUkGb4SkZMPCOCVeHJxsYuGYoyFQcZin4t9SOwEvWBLIXwEIhSCAuBJIXEOSBImQksKW7OP/IRQW3T/B/gL2/kZm0/8gtAtRNE1wmoVRIIrhMQq+wVT7udfExArLLjSvMACi4gsk4DSUgtioDCCpmAeiWD3WwaCElztJ1Jv4Bcwi3HeHCrfj0BSUu5RjAXqSdJ/fjWugdMVCw78KAA9ySp0oh7FNbSiHuSVGnE5FnbgYy4J0mVgHvU09JU9CSp0oh7jM2kEfdopZURE6uXHVgZccc7RtJ4eUoqjRb0+MhoeUoqjZanpNJodb7NZLQdzXVpuB12EtJ4QX+PUA2oW4wwDchbMglmQN6SSSwD8pZyXWcuErirdyWCi0TkzxeqplX5sR0e1kl4amMCkpU9AdFGTBTQaMQdD7FLIwavEl2BlRED6cqegGjAxCc3k6kg5pwjGTHxyR3JiMl9n5UAk/s+K5kKnXlosem8Q+QAxRMwWiBWIcEHaFVmMlrsS6aNFmSNJDwApUoi0aFDqaKNl5uuaOMFShUSzIhShcQyoFQp13XmIQFtSrkSwUUCe9iegAgWWhOQo1yBJwWYVEDQiEkFBI0Y7GF7AiKNmLzqPJARk+tzmYyYvLKQyYiv3AIX0/8GLdRLgU7l+neUuZlJ3+6ak/T8BHKtdSU/AbfupI8LTFcIfYBqhdAdiFZIeAKalZmMVmfkTEbLm3LScIFeJZHABOQqFjHPxQUqaMI0IFbJUbBzcYEqkwQ3IFUp13XmInFHo+2Xu0gdHkZJ8OuYiBhlBxYu4ExEjFLIiIkYpZARE0+UPUWRRtwhA9NGTJ71ymTEHTIwbcSkwxasCk/DMRFPlKrZ14BJfmn7VLhQpKe2kjGSd7uClesBz+ixoJkAE/+hhQAT/6GRAJN65ESAkV/YPuaPbBOkGTOxRrEgXvi/gYgwCwG+su/+9fX85ZfHh6fPpy/3n357eDqfkgdfOfhdUbKBP/x1wHh5fjp9Pt+/nP752/n86M8OoSeITTMRmxiITTN6UQgElJmITYwElESuul7H3LPY0RtDJMQQ+UkKgqK3Oc5EfrIDC7vunIj4K0pAbh/W50SkX1Fqpvwd3mCQ5p83GBRYIEwhq8VIDSZaLcJkA51KAjnmzJ4kipJM5QeA27JBkPR/QI8TfNcPANdng5TG/wGErvlm4tH4AVy3uf0AF6mjL+Em4zPQsFwPvoIGeQYiliuwIOGdgYrlevCVRtzTppBG3CHU1Ebc06aQRtwh1NRG3NOmkEZM2hTX3NiFIsdI28foQREhy36kUX4uEbLswMoHOghZ/nH/+nZ6eHo9v7iuMdcTjHDVYT7oWG7iBivVx+14Y1ab4R4ZizTDHW/MfgR2E3IgY9mNdjVgclNvIsAdb8xKwEDMsjv4SqsCyFmuwMqqAIKW3Wj3I7BLECBp2a2BNWDCvGBX84EB8wLi+biAeAvBBbwL+OzjAtoFrPNxyaUfgAskLqeAzD4uEW0SXFIjJbiEcQSXVEijbE8pGU3kRBclwtIf0hlJAgjQwqD5B/ZjBBa4IQFYYs5CYLHBrQZLCqLzDyw5oHchMRXoXcgWAPQuZMcCeheywQK9C0oIgOAFZTAzUaCFaaKy6ogGhsQOoIGJslEfl19M13CBvpqED6CBiQ4oPi7QmxFeA0VMIsQG+pjozOrj8ldlNVxwM48wG4hjjPANaGOM8A1IY4zwDShjoiqRjwt6CYQXQBdjhMfIm8WiMpES6YFOxgizgWjGCLOBZiYDZi9AMpMBsxegmIkK0z4uuBsLIsYykPZejkrAwspbwENCGcSQpcOKRcPl78pquOCOEYhNC9DFZMDsBchiMmD2AlQxUdPJxwXunITZwIClEAYCAUwhEQPoXwrhG5C/FMI3YL5SrrxwkYD/7fWs7iKBjjiJAeTRoKk5QmKnsrexBTOGBdipXIEFN4blIFR5/XL/+Hg6P27//MvDp9PX58ezhz7sw3bxrvwRtYfVMPbPedi1h5+ev349v5w+3f+yjcL9QwUOfP90wcBHPPDiDfyvYTw/bQP59PDy6duDv/8CecpVPiB90B5jCGkJXtn3+LxNzW/3W4bya6s1uwfeD+P2mnDLQaQifk9rfk8iVdl3NGWCiVSlDGCCiVRlz1alEffceJBGTG48XBeDC0XuONz48h3mttrP7fAN0z7QAte+lfYMrDSWmXmx7Ov3//D+AFGq7KUjJQoclCriTLS3I+K0stfOlE9GnFbSAhYZkqiQKIAkKiQKAIkKCYcdPivSNID2ABktl0ErowXSlBmMtsNnRRpth+pZGm6H0Yo03g6Rs4TbYbQizUOHplnC7TBakeahQ8LspwfEWmVqIhFrlfaJAShNytxG6vBSEYxuFqItqbiC0c1y0JbckmfW4+KH4brn8IOSRIVdFdiJZkP1SDqjE+lBSHJr+HVlSbOyYFhpVnCOWM+772ZFPO4SU5UCVjgQmOy4ygqfdWFzPYcq33LWdc0VVvmWQE+yH0mlWei4MSB9NczIWtNnjAQSk/3gK42/w+VImu+OuwSugdhCnv3J+wJ2kTruDii/lTzzU3GVb7OAqwNFp9iib3kVVgkIC6461pP6OyaEB/WDdES9SCENW9/qDOzUPY/8SGutwz5dWWvoiZ8F4JJ7A4s+D8RTJYG4RSxVEoizQDgCdh8gGwF7JfBSAfkNeb0HjBV7gklj1Vk2y2NdO17pEQa7kkd6dCasQBhieqBZO57okUbLzcCk0XINiDRa0JKeGsnRCjQf14OaC8TrG8GI+A1tf0Q9L+kItnEr8TapuIJt3HqQccCm4odRe92EFT2mQ2ajw0lWmo2O85aE2+EjK80DOV+tAFcveVTxlLQcyPEq68Mlqo+Kq3y2g+jj5jQUfRqAN8l+NnStGlfwbM6O5Fo1rsBuZM/QpSnsuJctfXJyLdtfoj4uuZW9gHkgJyuyRMnJClAKqDdAHATSDRC1gW4DxFYg2gA7F1BszGAG8INU0ljBiQosWaDiQCuWS+4lWP4alTIJQMBRU3RltMBopMJKowVi36m1YQHVRgXy9yug0ihzc0TcNzkYUcdLU4IN3kp8Qiqu4KO1Fqp5qi0/15lqLbydtVwnQW4prAdBBpOd+sM+CDFgF+7dsLUu3Dp2n7YEi8f1oNJgCs5gajoOWcqCJoYhBSxoYhhSD1kSLhH0DmAeSBNrBeMlp6xVH+9EmZeX1vKawOFq0UlwkHLA1iaLQxMlWy7N2ejwLpc+WsfjwMoim/S+Vv3h0tfr8C13PRdX9BBOMw5OVBifmxvlQYmhdhzdjfK385eHT/ePp9dPD+enT+fT1/tP/+2u1BlLeps75owJZubtmE+fv//z356CrXKm/LL2rBe685q/RbjLlug0EgjlwPljx1WiwkGXoU1utUsIJvfKtcaEVowPP9xrRK9EiJEW/YcTWUbydx0fF6eR1TADkYJoNhLYJYDRx44rTQu9I5aakZiLNdYfipwH8YY2/CZL0Gs44NuRt3DApyMv4ejEJooNf6H5sOhpN/9MNQnX9leg4ABHDKDfAAcMoN7wj2/uXgfUG+Dwhiw/goVx29N7BXIOP3z6U4Kt5iRU0JOWmZIGoOfww0UAq1ceJwKr862VtW5AOsVmmWIbLK7nC2zYYEe287RO2hsalfumwdk3/7EN+v7ly/bvfb7/v+1f9Ai2/S1e3dcmGlwb0zOUDRee7poZShoSLJKk9pdLNK8078s9Pn9+eH3bxnAr49n+ILQjsFZVY4OjbgTmFWPuv709f7n//k8pvwDmnHbjC/CrZNJ6BpIQ00+MGy59eyp7p3Ph5antT8EOQrMCtsEBZx09P04DUIdkPUHecMH1s33L85F4ey2YQyAIKXN7TLzBFo0JFEdqA0swd9+AOzpugrn7Bqyr62tTTHj8YMPVZVUVV7DP2XC7e2+J1LzTcFCFqFfhpInJei+g4koTk3GtcveU4d297c91yB2llY6epCErPes3PmuzUPugenug4moftKMXp00EqKIUn/MBcEc3TngzIw3EAqQCSyMmj9XUzpwGTHSPC/h4hWaZe88Pxj/iDVK7adrUdLTptKnpeGHYtZHboDp6c65L2wZFmnMkUJInajIJlAfZSavV6UcGn8AH6YkAKcWEkffm3ERArZBvf/FKPbWvNpI54m07P+8I4MdeeO1zTL2To8ETO6zS5DbRolSogNsjTkZ37yvQCkvDJDHSCH0miZFGSE6cRZK//fsBCT1bQ7b/CVOuNnalDG7ClKvwUuIJ3qjZG7zatHRcDNA+5EL5sr+1wPjScVNAmhliLZJI7nIQrqhLhZxRZizGTH4qEsDjnTH5CUkAz2lKDlpzb6u9N5E4SF0av4FEmoPI5Tai9kn5E28agwA1/fzDxyVqFz8rC3DJZVQyXtxc14aLu+vaaGVHkva5apFrMLmNQ7t82WHs69vz9g//8/4xqPkvUDnWTjuBdmVqA+kMmprZK9Cn+JHDXyvAUMQPcQGs7JLlZyR+mFtpOWV/HuyPd5Y455dP3//FP5UcrzfaxgetSvwjgu3dz7xXmmii/ZG4jZBkiviNkFwKSFRSIeMFtqtFH28iriNzKzQkYjQyt2JDGmh1xTxe6M34dNCsNJatf4pxl20aJJqBYJEOSpXGBgjy8jQomaABsiagSTFA1gQ0KQbImg6alMYM+DR1g2FKSrHEfIIGiFiZ4pXcibIjHbQpjR/h0yH4EQrBzKdDgMgdjaWl1iFDkZZakht1pLadulUo71aHokJJulcJKaWngxrlFiwhYocYRVofQIySwZEsmZxhZhI9iE6lmfknolNppv4J6FRKO+UAwpTSTjmIHclF4iL4jW+45NJAulLzNvCVNuyG86AsG/SmDJgO9KQMmQ7ypEwZCDCRmgxgJkiHeyUDJh3uFQyYNLgXd8B+0ph1EdgFV1vC3LpYm4cOby3pwxVd83XZAqR5QCqTPTnwobiflvsMwIZE/LRAfEG6ERJfiG5kf7Mo+O3k1abSnMWZ7gHmRqhg4XR4FGtzyU2KpY+vSUcutYdBCU3g9Zjai9RG2vNYkwTM75dqA+55q0kCBryawHgBxyYyXHy1VBsuv1qqDVdnGkhdwMMyJNPSfUr8KfApDHQhUzNsAx3I1ArawIDEjVTB5GFjOu2bUGEVSNAmunslcIABriQkDgJtBwqDQNqR3NwvgAUl+UKGC54/m5usmnVW7Ru3DwTqgeCDA8MRQx8c30rThgsK8CRlA4KMTDYoIMgo7fAMJBilGZ+B5qK01zZQWZTm2iauIZciklTLXEBWd8GVvuoCL1XXS1hBbQ7rLeqtK0OXDhKVXNQrUtGwsd7wcifq3bDFK1Fp6a0HCo/VpnRQayDHw2BqyLMvBSxo8uxLAQuaPPtyKQJquLwIqOHyGqA2v9SnJy/NZYArf9pixcTLU0+8OEgykDOhPxsGlBi1sKgsBhvkc1UdoDLLBgxDajHQ3ycNOIZUpGgKeflPWfcG3nmpuNqnwXxqbZQ20GZwvZX0fuHLWmI76DKQ42E0flAYtNJaUuR1GGuyEssv6i2b97v4jUsDRu1AaiU3GjW/LeZuWz71yaswSd+2jLwKk/RtyxKl2eWoGU2upHe/YChFKkuk1L6AH87dHaUPdRBXsKs0jBRAa1GrztK0kHdhEthpD2IL5MIYrLOD4gJdDemN5kaPbU2WENOQCXw7UIGfwKfDFXhttICAoz7agzxDPezp0f2g0RDPeq1lwJ1BnO3zy8Pjw9v9y+/CIs5053PTtWBm6Cud0hrJkHapOd066/RzqmWsMvz7N/z8cn66/9U/SlmGieTYnAN6RyVIIoHxRzOtBQqMWV82QIzhZiIBKqWPfi63gzgDeC1Gk0rvTabh72sSXZ2xQpthSa+wWYHFx3bqALQbJHECyg2SN424+yWNFqg3krs/BrC4+RXEFyDWaB9IRkis1GTWSJllDrP0yzcGtBoG1iqQahhZq3CnalcXsIeHOZVKcrfD6OMy1lwrk04xAwd2INowUF+gT8m067VAyAFq7AaUHKAlYBOsgZRmfQmYdJRmjgV0Gs1umwFlRmlGZSDFKM2oDMQXtbuq3BSxWb4pUvuqyt09OygxRGtIDRYXMcpf0Xh8F+J+/Z/7La792uyBGnkdprgz7udmB7GGaLKoTY1UR7wMVDCy3xC5uaK25MgbFYM3Xh+X+GZcgp00XuKbccHVxoudbC59y6Ksh4PMg/UtO6hCpB+XZqO0AhfSKbMLro/EDRX9W2JG3oPJLtuC1cDNFbXVq9xKrq1AKYCtkjI+u8wNEHlbbPn7WgXF6RVT72Lxp/0c3i+bAHqvuaL2cbm34gjQ+W2VgIbAcaMiBaGBCzwuPdl3i+9m+2mVeGg6D/Mg8dB0HmZgulFbpkoMykTdkfQdNA+YaJfSh5JR5QET7YKu7M+ZqECSu+8Hc8KtFLVviOUgly4tokkG5hy1m6pNC/dRlKYl4eZZMn2RHPQizI1QQ++1UpTow1UjST/u5NTZzu7MGPJBTXLTllD7AcA5UfuauJctEYeoSdw8I4DFvWxptMCo4+TmLQGsZDFc9K9/EI3cBJS+vuHjnpPE6J3xfJCT3OqGa+NX+AWiDxCM6CWGDPQiekEkG81AnZpWqyGesb2HftjJWD2iHxcyMPioocfHodc2/aNCBvYdbuD2Pz8Qgrj7S4Da2dJ+t6pQSztnZUvz05/g+ys1TT9rCABxJ1v7griTLX1CIBlJ7lYRwOJOtjZa3MkO2ArsPPYDlw9Ec0RzKKD3nnOR9jC9hpuLRCj3EBcAKoQycEA5SENuAmoj1KlkgKFAFGKAodJjMOZy0w9Qo5IXmsvKALDzKc/3XQCgCcijkhmay4LgJ0hepS4LAkB8XVpbY/i6tLbGqFOiRFysFcnOeeHmrbZ8EIhoRoTS4CfaL/BaW+Jd2DzJHXLQnsvAAAT0FDOXkUhrEMhISjMTBw+9lGYqTjQjzWyDaEaa2QZ5qeXy2yZl7mepzF9GD9GPf/yFlotsQEPn5onaPPBr08qDwBl4fdT2vobLr01r8yAVDi+xaFJikSYduQRoDZHbJfoPGmciFrkgTT4Skoe4693/HkgekvT1Aww/aoczmEPi+GGlOYe89+wy3I8cRO6RABOJ+CMBJi4Sby5nVIk3RASSXIYHI+VXN6WZBe+u1K6aNF5i6ZEyGC/gFNiiiaPHBEZLHHXAaMnL7mC0+NlMd0PxQ8NB7kEu4mnYOulAugKeWNGTlQJsPabGllCA0mNqbAgFKDvcMBj8Slpn1+aObl5ugHXXUBmobOpStdbAwatFLqeC+QCPFhUwzaDGPjfXKKiqz61FCvw7TN+kSgLXVfQ9qiR8XUUbrc4p03OrctBhaNURacUD7w5wdCpJJxI46RWgvCjNqAy0FqUZloG6ojQ5CPQUpcnBg4JC9AH4K/VYAjhSZJguSMKnBC+cVNxZwlWK4vU3zwpFjPZ361WYBev7y0FMIX681Px42Gn+gqdNDL+2oi0Nfm1FWhrkdZRLVNJw+bUVaR4OYgpk2xcshoOm4nY568MPdw/RJWNpYJ56mUHtNmoVLZoMrbZXwGSQ6yr5gusj8Zpe9CtJTS/pKxPoJSquxKRC9648tH7+QSjBbru8W5+6drUcBBXIWC8aPyhLWGktqY53UKIxYVffiyjh3ZzeUqcX6qtRy5/RqBe6EZq7sfgbYcfLKBIdgJai4kr0HSnNLqe+YHIlKUXFkGIpeg9lAT+cOCC6G2GAi1PENHaQgjyPkjKYFrB1pQymhfqMJmuuM6qkOK0/FM2p58apyRLguXEC5yjguXECxyigmjiNYLS40K6NFt+ldBM7P7pTC45Tc/88yCnQ9YF3i1i/PlAmuvOBAyAQYoDjH3DyAIe/Ge55zXP1TBNLpyDQukdQZphINks4QHcxg89Eny7SPhMkW/PEO8Mksr39AKnFnuv4QLjcHoxogRtUas7WQrV+Nvx9Vesi7gJkFwaSGaDBMJDLHAQZxEAsmmts1uYVToBYuCyQWNZeK1iBq307nWIGzlFLpwT3feJ4S4JbDhoNJJZ9fwjQxLJlhftZuxy2UumtlB8AtQapiwK1BinjrrDCWJoVB2DAsbc3fCDc84pGhPW30Yhwz8sf0UieTql+dMp7aiOx17gArxIuLiheWkEp4Yr3OEj1+voekvK84jhozbHkzUiASLzbBvIJQa3jAqx9QlKmXwEuKdqvZCLwC2H10SXlreSR22pc4FcJHftNXfbEHsIAPUftm6x+YAISjv1NJ/8RwJE8upJ9Lvvrgry6kl1GB7haZ8ylnB8jtIdXsh8dAkhuJbU460ovBo4J0/Bi16X9IMM0NH9DDODxRRRzt8UAvdfkTUPnovqA1sb7aRGtuSjk0gZ7vwBvlfxHk9hohDsm0dEAwYkQJIE9lQhBEtlT+UMsl0KMtOllTLZqOC/t2MBjY38dSpsV3nWTPiOXiVy6Y5ArmdxqyWRieN9Nmxgsz6pPU2gLBTe9k5+ABPB4R0xuGuKjF05RA+g4L11/LH0oUo8cBJkinQ5JXCFqE3IYJ9oTcBYvgJR+JhbgggOim8UEsIp/x6mABSDZnBawAEZavzx5KY3emxwlUw8SkiQlCghCQIdCahtAhgIqG1iE4pWmWl3J8aA/IQ5kWlo60s0QHCFGPUH1I2Yw43p+6kZ2H3XSq6J7VuoDAfup/Wf7SLTuWQ8k79aW3hscJ2V3C5Jbn8qTUvr0s9oAUDLLIfnapJz1DGQ5wLrDSD4MnDwMpMOTsqOZv6P5vJccPczddANA3CN3y5mgcTvOyp5mPhWCH6GQy1wqBID6fmbkmA4kJgbKCvq7MEFN0mfbQW2iwUocnmmlM3tJ2Yfp8//SKo+fcBC4gWSSpx/kKtpwpekGopRMDldAlZL9w1WAi3vhIi64F0q2YeAQQrpvi849sMUDOcreRfaBQMd8amZiwAekNJNDYPxR2skhsfqov055Um8kZh/lsM/eBiZ3RD+O1Y9y/DWX2rjX4Hk3XJxjUO0oA5njjn64BkzutK36VEzaKy812pkQQKZBKXDUW4YiJG9yJ//JxAmYf+xQ/qOJ09DR5dY+Cu9yS8toIvqSeuaI5pG/kBTOY+89NSmMTOhtFkDKCRh/7MDS908Sg2r5QmIQkYkkn+3BWHn/TJxdcm0tkxF3dMy0EQN2gZRg4k+viOMFu5WfFgS4+PEVbbxcLuLvMX6YwGoRkMpMwFAEJDITUImANGYCkhE/BgWw9PKMOFrgXzU39zTw/so1+PpIuFgoTiH2r9fmELiEGNnJgEuIka03U/EVSjeBJiSTwAieYskkMB40ILcKASRnOChAXt/O58fTp9/Or43azXfQX+5fwlHq7ArOGwEuLlhE/AfOIdczvYsEvEJKOyaB51RKOyYd1BjIIyv5juQTeEhlr1QoLvMT0WRUYMVnfpJeUNl/tvLYw8SdQerliIK13hP2B6nllugL4oNXBdTmhltaaQuEWIRUYGmBjOAKTS2zaMCkgLGSqaDmOzW0BktCel5lB1He3Jm4T0ieuilyUGsgx6xwPoh5vTgf3Okq+a9LTECLsUMFPxQIMPaak7RCiQVI9sNLAIyd4ob2DPA3Lhdnner6yOkgz0DOWeEv4IZX0coCL6nsUNGouPmHOfN6Swk9HQQayD0rHDe//OLvNf7uCBw/9uqhxIsZEC6RvWamhKuH5GCCJUnGDiLFVvLaSlrIb+fvqYtfCyeQaexhxwyKiCmTmeFPqoszs9LlZs3ltmCl7/pj4f0g1iBWWuH4semV9gHJ+y3ktAVUGqeRjBc/MCGOt/OFCS3cL/js1l4M/C6os5h12fq00N2QnBSBwIOcE4Hcg5wSV7gPtg/hK007vfpBS8E+rTDNbJd9wPsuM/lWesLpJwQBLC/pBxkx0HbcyHtWuLGl5pF9Hui+ZoOzgnSd+gyMRgxkEjNQeRhIJOYB1kja55n5IPtgcuj35Qwgh54PghDiYxX+AvxCrfgBsUGW+AF75cDvZnzfqvy/Qfc3UvOZD1IRYlwVfUDwNkwGqdUMVCIZpFZzggy8lkB9ONBHA4e8mbwLA854MxCGXPsZPhL2xQrnEBtjhWPCzljRmMBzMHvjR3mZZzZQEqnAyts8s9E7Ynv7Z8a17dmkeklt0SgvIc3iwzHJnZIAssMcS/uIHXJg7SNydywRuEMOrE1Ftz2W8k7ozJ1CKvwowXf7Y3WQhhiH1BaJ/1rVTKxCKpT/XtUMlCB7U0RaGcQOJPu0DoCJQ5YWKbLWW/NjRADZbZH1bmnpRb6ZG4KYv3P5P4g7glQHLg2+1yJL+8KFyrT20Wvw3CQr4nbHqzMRtwvud9d+17s1eKuiPxeJkUYYWSRGGmFkIe0Bsrl2vD+jhdARU67We6Tdb8SUq/DS3k2UJslPCoJp6RD6Sx9ypPWUvQPG+DJ26P61meFOWeLMdFtlaUul2ypLg++1ytJ4NHGaGoHvNcvqTSQmxfLgRCKN5CdyIsGFvGRDzudEuEKO50TF4qdNAS62yxLHC/yyxDVADLOkNTDjNrqX3eidx3lWbsORwCSZi5BQNONrONIqA2IWUu6YaX7qVaxaDcd5pp10cmSZ6aZIThRAzOLHzWDKqWeW9iWBy8g1RfWRuGtWcPpZaEW0nibeLS/QjVyUXS7IdH06L0pRNEhxA0Rim6WNEdhmiWPkvlnS2ifP25DkeFF2NvN3Np/8BxXKbUQpnKw0iTS30ElaxauyuZlPh+BHAOcscVq4dZa01IA0xUip4aBNEb2zJMYdtCmi95Q2uzrhMklOgQdJ0G1wcRfwIE7QZghwwc25qbU7LkCYcm1L+kh6pliaO/YCzEdKc8degNtIAdvoAlQmxWd5gKtvVKOfbge4oFJZP7PydNdCDEjKYQO4CZyUDWu/z7gIwWNJuDpZm8MaPLHNGsAcExuSMpA5Jp26lQCTTt1KpkLr1C0upE8N8TGbQiA7bsH5T7MtxG+kQvmPsy1EgZL9he9/FKJAqcDSMgLOInvjKpjHjjdnwnksNIyYz3Y/jBCNSSKkJBqTREipvT9Tz9YSg9ADND7bg7GSztoCZhe4jOyNEmnEwGZkB9ZGzO/caAPmd2608fI7N9p4+Z0bbby9d26kMIGfmiGpDLAdIYkM8CAhaQwwJPFjUACrE28mo9Vpl+bmngYkItfg6yOBogWJXeClGCOhCzwVY2QnA0/FGNl6gVAkyF0DXF62kMYLTEiuhzofiVv8zEqCAKQgxf/lAS4oYvgrIMDVGTb6sS/Ahbdn6onZfO/nheg9Lp/eFHf3ZQRt5bqmFKfwZdT6yqML6W9/B3UHU77/ORVMxLtM8PpMLUpEX3DqrnJIczPxKoe2QKaOKoe0QIiwoxYjNGBe5RCnAhv9LO0loZU4Fve3+3FnwmLkPPVThLolXKo10XxIr8jsJR9pPogxSa3T+Eb+y8xV/eEPJar+BFYo8SLJfngJgOl+lof2DGALElucdapr3ZaDhgMZH4W/AJRCrLRXFih+WJtC3HDk0rB/P6+3hK0L9hmx9npYuGrf32v83ZH4jSSy1xDDkUT2moUS7nKUDCdYqtDX86gUW4F6o9bsxN/eUWXUvhZOINPYww7gLVJrg9rMAHeRvegozQz1F6nC5mi5YYeR0/pj4Z0ajpzadAGyjhM5bpH3ZchpizwvM5Lxcr9+bbxYqO9nfW64Xwd8dmsthnXAunxvT9Xlx+tAd0NwUlyBHgScE1cgDgGnxJXakDQP4etA006vftDSIa8DTDObZZ8V6ENm8q2wNlj6VuBxmmui4SNhbXA0g6lTG/z+k+va4JX6jqRmjWAFWhADmcQKpCAGEok1wRpJ+zyzHlQgSM36oZwB1KwrUIkYyOhXIBkxcARZDW521l5wQDUSVKaCYQKfH3BYWImCpFbGlTceVvAizQ6sPJ2xGr0Ms5exM67RrSad+2rtWnlYaNV0JRUySZBEBzmQj8jfA9A+ItGV1CKzBszfA9CmAr9fs5evlZdb1oO8BMInCR7f2K6F7Q7SIEeTXH+FDwUOfBXKf0xlBY/Z7FVjbWUQXaRP6wBYugmafd75kaJoPQI/RgSQ/Hi3OEtLL1as3R4l4g/CVDR/YwzgudDS3x4DePzCb50cDZ6/MhBxG8hSdqiA2wX37Wrd/t0avFWZXIvESCOMHCVGGmEkeRMnkc0VOZWQzXXElKvnVmn3GzHlKry0dyObEj8pCKaFaJv9dCAAxg981Eo+4wt5OCdlMjNE8JzBzHR7lGhLhctYkp+KBPB4Z0x+QhLAc5oagcdJ6vpjicSkXPI+kUgzSedFElyIcQk5n0+AmuR4PgFm+lmZj0se3/ETmgBXerm7gDUgmZWcClgDM24HetkN6KAchDC3uibiL1CYRkLRrG+NpOAB3twh5Y6Z5qdexarZOJlpR5CciBa6KZITBTAy8eOmP+Xg7R0/wAew+HZCdPwB2pdrNuoj0YpoPU28W16gSSOpYYJM16fzohRFgxQ3QFQE1EZyN82+hCQ8QOhiJDsGOhcjybHmVOLvbD75NacSf/cNEDvf+vhQ6CQtL25iIn5GfB9I/IwK2cynbzDpEtl8+gaI+A6QMqc2cOsSZU43XP5egQkvXGzA5GbCYSnfBtbeJhjdsXofbYPEdZba5tLg+TsF4hzzdwrEOebvFIjA/J0CcSq0nsPiQnq7nA2a50m93KBB8nsJ5r6FskF13EtwH0PZoDruJUgfBTmaJLCMiKNJ3YWjeexoDETziE2UzWe7H0aIj0kipCSuJomQ0iQG1VOCxCDibpJ8tgdj5W7m2uwSpUrKZMTkEkImI+YqaG3AWAUtjperoLXxYhW0ON5OFbQWJvCTOiSVATIVksgA8xOSxgDvEz8GBbA68WYyWp12aW7uaUB9cg2+PhK2ahWnEFu1inPIj1/SeIGpSSabQ6EX6uq5xnVY3PA6Tl2CdeYG3KG3FLwzN2DtXbjRhfSDFH8WpyotJyoa2/4YvR1ej47RF8RJZAXU5qZDcqktkA7JpbRAgPvJfmTUgDskl9JUjPRWXQ0ZwZIYpYpHBREMgTfIbl1lB0WwK0o9U0fzodlOFjIfpOCRK7APxe0mwx9K7CYTWKET4ZQfXgJgup/loTkDE73Hs4s0361TWVux/UV4kWdXOUa/gD/3Fq0s4nBibQod9B5QePhuXm8Iqba/g+0XbqwH/JCU+XuNvzsSEUgiew1RgSSy18yUcDXhDyZYE4FUECm2EtuTtJDfTgog/u4YAOMEMo097ABikL2Co80M8WjIZGYWutysvdywNcP6Y+H9IAlBhgHB+IEI5ESOW0AFciKnLeKIMpLxYjdYcbz4VoCf9fnhfsFnt/ZiwOpkb0+V5W7bH6S7ITkpLvpeSM6JQDtCTokr3Afbh/CVpp1e/aChe9v+Akwz22Uf8MzNTL6VnnD6CUEAy8uTQUYM/E9u5D0rVTra4HxyWYu2/UHoopeaNYIE9CEGMokE9CEGEok0wBpJ+zyTgLtJBilmAvYmQf0lwCWSkMsGL3gQb8AdjrGCCfEGjDe3WlRdccUoDYouay98CibqG6T2PGlyp8SHBMYne8lT+ohEJlKBpY+IRCMrASYSkpVMBZZmVR4KL1ts8Di/rPCCH/QGj8sstczaQZrUUcN0fcI3qI4apmtmv0F11DClldHxgI62lk26WZN93vmRwqSqSvZjRADJ79YsztLSj86p46WdkfwgfgHc3xgDePz+h/nbYwDPtV8jgee2sxG3iTdKhQq4fZCawCryuzV4q06WssRII4zMEiONMJK8tJPI5kqe2klkc82YcvUUJe1+/MmdCi/t3cQYJflJQTAt3IhW/JDdRrSML0Ctspd/pZkBj/DswNLMcGuUWliWlgq3Rkl+KhLAc58GPyEJ4DlNjcDjJHX9sUSiKPd4TiTSFOm8SIILkbOQ8zlRs5DjORGz+FlZgAtOjH5CE+Bqt3jAGhg1IRlYAyNuA3rZjV7PT5KwhQSmUWEaCUVA3EIKHkDoQsodE81PvYpVq4yfsC8KORFhVxRyogAP/PhxM5hy3InQviTXRgfHn4k3H4LTz0QrovU08W556S2DNCm7XJDp+nSelKJokOL6iNJjPkZyN8noxEjCA570MZIdA6GLkeQY6FyC4meAq5MqqHoGuLwHkQXT3w2Yv1pngkvxBkxerfs4Vj++YmOT2nvQ4Bfee9DmmChaygDmmEha8kqAee9BnAopo7xQ4yOkH3oOepbb0mURssNq1vXf36B4ByG7fuIbFDeXFT9KRz9BWkbk9Z5aFw3mkbzXY6U5jysujJjPdj+MrB01S202ec1S+/6rxKBL6qYxiLzOk3y2B2PtqFBqs8v9KcURd/hTKiM2oE85gZTAiH8JyAgMv8Vz8mO2SzsbaD0SpAYGNCv1hOPHMQMqlSvhfCRgCQTWqwGjEkPLFT8RLo6X30+VxoukKJdPJTgkbcCdF1Sz6x634ZELqiMZKL+gKgLzB0GyYr1kxMTkoqUSR0zOX4UAk/NXIsDkVqoRYPpWcR12sHyR6GQFAyW+JvU8pwGTYxeJDMTXpMZIDZi+6VjRo29GnvUgIYf4mWQScoihST2HRT+eK7mya9e5QZGTFwkrmd7JqejBb0Zv6fhhyo/YwKZkB5a2AiIdsRs/ntw39XcV95Rk5HUcK82VRF7HMT/cB2MkT3P4Xz4AJvorPzwHwHSDqofl4PMj6Ye/QfkDRdIPfx8JgLnxlghMaht+eA6ASW3D31ACYPIghx9hA2B+0VQE5hdNtYh4UHSQq3khLehtmyYaEHFUKkRI+MXTKKYCoQbi/aizCLHzINf49vTr+eXzy/P2n9HZPYjVP929/f5nF/X529vXb74azsAzNyh0g1dugo3WX/rAi8QIpQ7aDWHGg7i1z/jDUzzh4MlTEneBa4mRHWjSSWhkiU+gz0woCaQbmSxooN0I0uYAF/SZSbYHpByZbGrg6ZrgnBPggqIiSRuAa0lwDPVxgWlJUDkIcPFbwyIufmtYC5zEwKQS44P7n3/wJQYmlRkaMDmrrQSYlDwGAkxObjMBJie3hQCTezQjACbSjrp/asCkLZ0JMDjC1dKABkzqIoR5xK/ECPMWcoQjzCMyDyPMI6KPRJhHJCCJMI9IQBJhHpGAJMI8IghJhHkrKZ4Q5iFhCGEeEoYQ5gGzklMiBCHyELKMiTqE8I6IQ9BaIw6vOm4m0hCw0jKRhoCFlsHLNmi4OuPA6s3EwYTAgqIKgdW5BgJ7BjIRtHJ1pgECZyASAZtQBhoRkJhkYFYComMGQhGy/2SgEyG7RAYyEbLDZ6ASIdtlBiIRkkNloBEhCUkGEhGSpWbgT0JSvgyUIuQckIFQhCTVGehEyEkrA5kIObZk8PpNcJb9s9hTm0JfHx/efF1nrcT920fXxJ+cQY0HTFXn+rEG5eFOHbgftRce7kxwg2Xq4S4d41VwV4BbP/vHBz4c3O/iTYz70ejNw00duB+N6TxcI7j+tuDi5g5cZX5LB64yv4RvFVeZ3yPfxKvDlxuI78EHD3w+XP98eHl+On0+37+c/vnb+fx4d/i7/7h/fWtIwi/l1Y+vknp/cAGoRUYlXLz0Mz5qpB3YQqh4gRUiaCFMvMAKAbQQIlZvNwGW8PDSe1FgCQ2r/lyAJSy8TEISon0hu95lFiTc+Y///Onu4e38ZcP95fHb+evLw9N3yP85v7z++W/NeUhjntL4PTV7vN/+4vZP/vv+T/7xx/8DTnWoTA==