Re: Challenge: maximum net energy from a blue belt of coal
Posted: Thu Jun 13, 2019 7:59 pm
Mmmm.... making me hungry
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Mmmm.... making me hungry
I didn't say it made sense, I just answered a question .eradicator wrote: ↑Thu Jun 13, 2019 7:46 pmTo me it just doesn't make much sense to express the construciton of a sub-factory in Joules. What you really lose is the time that your existing factory spends on crafting all the parts, the time you lose because your ore fields deplete slightly faster, etc. And as that depends - amongst others - on the current size of your factory it's not meaningful to me to calculate it.
The payoff is in the production modules. They increase the number of solid fuel you get per coal (both by giving more oil products per coal and by giving more solid fuel per oil product, so overall gain of 1.3*1.3=1.69). However, they also give a speed debuff, which would make the result really slow and actually consume a lot of energy per product (since the machine needs more time per product). So, you want to add speed modules to compensate, and you don't want to add less prod modules, so beacons are the only option.coppercoil wrote: ↑Fri Jun 14, 2019 6:50 amWhy do you use speed modules and beacons here? They increase energy cost per produced item. If you need throughput, just build bigger assembler array.
If you connect the heavy oil at the top instead looping around the bottom then I think you can remove the pump. Saves a bit of energy.vanatteveldt wrote: ↑Thu Jun 13, 2019 6:19 pmDeleting the rocket fuel production indeed had a net positive effect, getting me to 703:
I was hoping using one fewer refinery (with an extra beacon) might give me better results, but I would obviously have to optimize my other beacons (a lot)
Stolen this... Great job!DaveMcW wrote: ↑Thu Jun 13, 2019 7:08 amI got up to 705.6 MW by optimizing beacon placement and inserter movement.
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/UTmfiU9K61ShkL4enME/0XiobY3u9QPMeeMUW8jLB5c6+OZH6u2KM6ynE9EyLyaX5otFnHiUpUMK5wpZOifiXso5a3cS0v6ctZgsqeDMW+uBY3Qlc+4r7my9ogxIKkQWRDn4eak0b0viJ7zSSis5cMKrzNsSUZpVVlqRhQecSVB04YHztFqA8EBoFt0gPOC1+RbhAacXIsIDygATUbBM5vqTsjGxirs+h+FQId6Oaf1gXQOKslUwGykV6BxE5nyVdQ6cGV51nQOn63q02NnhxQ/5tBG5QR5A2WzbIR8iRga83XDIJ4UflweQur+ph4DOfG3y9f/z6dWqdqjm/XwTz62cXxfP5Lxfl8/kQlNrUttip5Vd34nSerMEylfJnOfCP0vxq9X2+aeW5N18KD2Hj6qkZdotfhSmpJle+ClRHeddQRxixpPl8edQAM3V5Dq/0ltcMaAKmrglIu517XTpB8YtFbVVsTkp/QZpznqqYFyI6tf15OXPalP0UE759Rcytf/4T1p2c9dIceMir/tvEhbVZs0wXil6MsT/xO8zo8gnUE43VhlwnotJ1ZE152XxFIzfMq7nRE6kgdo/KYGNQO2f1AUzUPv3vPNvyrV/zqBMufbPmcAh8bH148W8odzPizLgOS3NPVKZlJ8mv+3c64HzEafxgTK/KthtlDnV2rzzka6HbA7tAWRz6PO+qQc3h14dtf3hK7wehkvfvphff5rSt/nF+1j1rpHUiA9m0yd3PeJm0XUo/IbNnL053OMHSFJPxO2htZ6Y6gHVeRJI2P75eZdwSjH9yo9Ryovn4ejis8XTvLrRmkRnHK/HRWccZ8ImvnQvUo/ShE186SbwXFhTCwpVXg5B9LvZnx9PJXdEA5VUmbQ5cFvbCH/Gj9cUfsDGMRWQxHJSK83qqVppzTlQadaUyIzXndWqdCk5UTzOwfkUvH0pvlyr9/qyce8arcn9hnOsdh7rAKVPFX9jqHkGKpSUvrAjUFOlDL9xS6y07GK77axKMsGpFjmsKvpzyC93D0/wd/e98dPL9+FnESu3FGnV6hVprTpGP+Jyhq/JxVQOIFDm5WQWG6AuK7Babd5yWfmL/WB/yFrLwS8r1z+r1c2DHOhnj1TT+7RTQ6VsSoKLlLJJKblY4MCyPOOBZQU1cedrWa+Jc1YwqokLrOCbauKcNt9QE+f1QqAmTprb9YgKfTqNrwETHqfRNcvnlU4spt4l9gCkOC0w+UBxmhOgXJzm9XHnB6rlOU9jKnfxqfVPWuDycHP4yzOhzz4bF8/vtFb9dm5ksra4rU8VfHFqpHCvgRfrJ4V7qlLwcuk0cNT//A9if/DMTEk/6m9x0VZtosRFW7WJ0vABdXmOa9S1dXqNWnoMbUOs+Dzfg5p4U9lZRl2UbHV+vSe54jOQ84B95gQzrItKr16XYaVX6Vmw1/g5v7JuA7V3V77Uq12+/3q+vojc1RVVlMhm4JqqCUt3HNzivJ7KB1finlnsPMbTabXXq7oe3TmRmQw4H9d92df1RNIBBDyIalHGr8WlC6ug2lsjJpvXH1Cm9iAnbJln4HHbCZsFTkBn5IjN/qxPduX4/A3DivdkNyNHbILIeJ2RIzZlge3VunJfJp+pn4Cd544p6GXmGxbIDOll5qfbl7AkeuD8SRr4ga9OPocBTp0BSTwlX7ZDuP2W4tOhHSnqh3O+ANqhn8LZOUAWzPMAsmCe14QavIHp8Zp+0BIZwrhKnPJM0I4bLpBKU1wuEDsf73TwUjslrhS/GSr1a7rhZqgUv4nv6U63FvFF2/nzKv75+ZpJN7z8SZ3f43yp8we+sqnFPQNvcIJWV8vHDZeITuXFWo7cS0rnMbfTH7it8kMxWmgZW9vZpyePU2DguNMm6ZXAeWc5yA+AWxE2nnT2P+sV59//WNOcob/itHzLC3NW1mVg9712ujSa84YWKD8QMdi81ulIP5DCd9nOE5cFdmbLINma3fADyqx5Ugimn0k8nz/JH7tgH4p8vrws+/kS/tzdpT0c810a8/FiuLfGrQbqbtIz1t20fQ1d7stNidTQ5ea8WZ+CR+AkQJDNb09K6WglSiKT6yH3fzZxpmc63YosZ+9kHlKUlkh3lSy/FJ/PkKK/ljtNK7x0JD1j6UgrlZeO5GcrHfmDU2YdYFa3+AGAslmVGw4wlN02UmCXCH/GX+QVfj3UA5LzpVtvOMhQxq/yxyXyulED0jkEr38dT2Dj29bqHesx42suk0bzJWcEz1dcIXi+4CrAN/1AsSwHMVCiRt57AtJy5L2t8XVH3jsDZV/kFKTdUJ0i8W84oFSSKijeSgk8CG6rt67Hkc6c3p3WP3ksPfv7bf3Wp2PL4xyQArf/BKXg1jNXTC+C9lt7qv12eUe5e3P37qe/3z9i3j9f/vjy+/Mik28es1YZ39TzvgB3NG2e98XpLOn7W11jPUpEuGhcO/MURe53dTLgg18c0wY8cqRWQeTjliO18wGLiIhdC3WkmCOHakZ+4NMy++H+LfGHu3cv7l+Rvnv15uMrkn+g9nF1nb+4PXI+vbi9/wPuuD28Sf/Du9v/cf8nvxdTYOgvf7+P7dc3H759eAf+9vevGH/98O7XO/Q2+LHrPj8K+/qrrP9B2h+u/eN/0F2tg/ak/E4bx/Q84/h5IVX/I8bx3/7YcSxwHL883PpyKmxG9suhb+K5asSl83oKLmWEBmfS8Twz6bOzHGt/xEz69z92JjWaEcpu3rTdvOnqvOlsWC9n8v/sYf1Mp/ajF8vNw/off+ywdjqsbTes/fNh9UaNfAno4FmVCETmBtLHPPRSzI/PhbBwi5TH5gx65El57F62MIEH2wluoKfrqnvOL2ETvBGlft7088lQAxWe54/as+k1naF5hbVd09O3G/BpbJ7cNv38Oc+7f9qQcGU+H6rz6T/lT1WnA9R14crzV9bOq2r7mpfDX0iUdd0Pi3+BORR+CX+B0eL/8kny/S+vX31wbtd+47xr30f5cWf99pd3988F979wz3t99+NpYVg/muqKV8b5oIJzjVLPk2k7BQ9+YPJFlj4Fz8ChjiDp17f2s5/OX8778kmt7uUBbPOob0/affZE+OOr1/ez5/3HnEffyn99ePxLD5Pph7v/fnzSpW+EnzEyYvz7KcMQ4z9OGeXjA+NtJwvnI5hvuZfycZbtajl7iqhZp/XEKzcg+zkS1CEkZ/n+aTQs/LKDnhp/4tKyTeeaMxo45LWRmvugvJ/RgZNmZ8qctuikKnyxsbZvSG+dlIcLvTV2neVfS+v5hscoqbcs/pgj9dgNj1FS/JV++NbC/rSQX7358dWbh/e4+9fH9x8W2qflo/rC43/97fu7Dx9evfnpYy55d/fz27/dffvrm9936Lsfvn18Pfrx5ev3d1//w8Z9fST4mMceN7OHcpr7V6iHf/Hyw4vXdy8/BnLdq//zNBmd1Hm/fvvyh9NlUO2bp63AszRQrnRxwS6CcEOPVHxfZAakH4hUfF+++mo/EPhYddGo1X4gx32ftB+wuO+T9gOBXFEq+YEaF8vVfiDivWXkByJyv4X8wIjfqdJ+YMZvWEk/UI74XSLtB1L8NpT2A1mtZCinikEdGUj3K2r/ml5K/GaP1vQav9mj/UCLlyFoP9DjhRTaD4x4UYL2AzNeViH9QI2UgpAUEKkeNpLEaqQwhOSYGnntJzkGlBC/yOM8RZyDK/9mJuWeQHnxpx+QuiSik0uSW8TWOpPUEPG1ziS5NfRuff3QWL/58qXi8aPyk2Prdw9f0k5fL0KG17bcIkMe1ySLtsgKzmChhTQoPyW5U2S94WTQQbYbkM7Q9cD3UqlHhyqm7EUm2885gE50QQpInj2uPFsEYcJOCpErGJIe/8pXqhI32AZRf9f4sZfU3y3Ol/oF67Bqwzk0hRVvecz4bBCUSvqI6z+XovBTfNQkfo7zpf65YTUmhR93UCxZ4d+wKqX4b1iVUvw9WqNxXjQy4jJZptQ4jBvWq1KjMY94f0v8+HqV+mcG1uvj7mmCF3Cf8fWq8ePr1ZSPOzNyGkTijxzXEn6Pzx+pf+I+qKZ8BZszHr/AH8cRj78q/BvWr8TPoRou+9IUC7wNj0jl26XXTGlV3NzAisKP78Ja/PFdWIs/ugvbqcrIuMHN2LISb1zrwYSnnpHiu7DGv2EVK/2Tnpae3738+cWHX9999+rN2UC2x90rn1ZWjWQ6ydakopOONanKpNrXpKaTyprUdVJak4ZMunyK9khTJ9UlKR86Ka9JSSZdPjB6JH2O23qOZ32O23qOZ32O23qOZ32O5/Ucz/ocz+s5nvU5ntdzPOtzPK3neNbneFrPcdPneFrPcdPn+HqKW1ybOAsva8NueOw6FH68Uk6L/4bHLil+eelsxrHHx1F56bD441YeCj/+0iTFX+KPW1L8T8pbvnv76vV51exljyjnKh/jSQmLD7EdxATIsYOUPeT64ONCqgApO0gTIGkH6XvI9UnHhQwBUneQKUDyBvKkFMSFXB9tXIgwY203Y6swY203Y6swY203Y6swY/NuxlZhxubdjK3CjM27GVuFGZt2M7YKMzbtZmwVZmzazdgmzNjdhG1xdcOsnEu1Gx6FmsKPXxrQ4r/hUUiKf784tkN4ckHA+ebfrpPbux/wCPrfLx8PDu/efX//ey9/uvt4je3D3c/3/+Tl/ePUw/+uX94EOA+wPwnQvYx13ciVg7Un9RErpBEklkRu5Yo/Az6poFjFeIAYn9ROLJDXZwgJiY1661g326QYC4mxSMhEkNil6HKHw2t2U2Isg8SIT3dLX8corZrr45YUI141JS1jHNKqKRnEOKRVc322k5BZQpKUNqR1YySlPSliUK0d1intSdXCKkaS0p4UKqhK9Ov8M6TdJpMcOaR1k0lKe1KPIMjLSMgnJQhQ09/pySmtm0RS2uS28OuUNqVVk0hKm9Juk0gGmni3SessOaXdhmS0kwKBVT31N16Psg/IN5QNZOUD6Q1lA0qvzeOGE7Ci8JUlOEnAWX1ZSOlf8K4wD2oYtl4o8yj4i2qa56RPa3hfWXRZHYLW/XxSJLAHNwLu+Buw1/YBQjQS4gTgAsDpwF+tnbY/+ea/DzGREDMAZwI2HVwnARcQ8UHAvDLAGy2wmK4vslKIHYA7AQ9cy+C1HSymSjLUkzKCPZhkqAzWViV5JYO1VUleATUHl/MIZ7QyWEyVLP8MNqpKEhaoSLicc3htJ4uJJJIMNqpCUl8Ga6uQvGJgbRWSV0A1w+XExxktA4upkLxiYKMqJK9YwXVPXtvBYiokkRjYqApJfQbWViF5xcjaInnFJq4tc0argMVkZPkXsFEVkrAKWFtGln8Ba8tIwioF1+95owXWlpHlX8DaMpKwSscVh17bwWIysvwL2KiMJKx64BpJp+0VLCYjGaqSxUQyVAWLKZO8UsFDoJG8UnkdqjdaYDFlkkgq2KgySX114MpZr+1gMWWSSBrYqDJJfQ2srUyWfwNrK5OE1QxXJzuj1cBiymT5N7BRZZKwWsP11F7byWIiiaSBjSqR1NfA2kpk+XewthJJWD3hmnVntDpYTIks/w42qkQSVi+4yt5rO1hMiSSSDjaqRFJfB2srkbzSydoieaVPepPBGaxB1hJJKwPsUySrDLCySFIZYGGRnDLIkTrhkkNAwiWvVoTbOTedT1lyTEEivOFTsnC3dM74DfScFf4Nlb5S/HHFFy1+fQU62HyK1RfgQbAVY8+n89QXnJH49PWWCVZffJVg9WfFomPTcejbW0dcfXdriKvvbgNx9bU1EbfAi3jnjyH3IPk4Y/30eU+SX7nWz/D3JPkwcP3udk8a4dSZhPuW9z9ww951KD+Q4puX1oJ0w+6ltSDjhH2cjyYovzjW8yLFL5+kLjU6fhE3DekHWnxeaC2IX9EVWzDwaA5nNCcm9XNSPvR7sameXxu6pyR8byjVZ6wFvI8QXN1dtBPc3V1QwOXdBQXc3l1QwPXdBQXc311QwAXeBQXc4PUpBq7wLijgDu+CAi7xLijgFu+CAq7xLijgHu+CAi7yLijgJu+CAq7yLijgLq9PKfpl3gUkrk+VqrIblvhLfmrSD8SlTcQWxCXlxBbgN//UnNFsmOTNi67eMl7Mrf1iEWb5fq3sF5yg1LBf+1V++snHv+Thp2ZyazoVZW6SOobLHYZk+8PRe3LhlxhEciVXvcV+aNG73vf8c2LnFxnE9gfuXojkyW82aGRS3nC52iCSE7lUr80GUtpwuS8hRmv8woRILkQJQOyHGpUC8FZFC9zGENsfuI4hkge/RSGSJ79GoZE1qYlayGzogbsZYrSByxki2YhQhNgPJaoU4a0KUgFRUXYkJRAVZfQeuLEhkgNXNkTyJJIc2mwYR1STw5sNpBKioBxJaiEKypGaVsX12Efr2cJvmYjRVn7NRCQ3fjtEJHd+PUQkj6hiizuDJ5Fs0WbDPPgtFq39M/FrLCI5E50ZsR+M32gRoy38SotIrvzqiUhu/LaMSO5E0Eccu8Hvt4jRTn7BRSKn4yAqRFI/pCfVEFCGyMk46cj8kovYfuP3ckRy4ZdTRHLl92lEciN6T+Js6PzKixjt4Ld0RPKMilR5MzgdRKVK61miVJFJdkxEqiIPRDZ+EUYkF353RyRXIgcmjl3j93bEaDu/uCOSB9EwE/thRkXMvJVGxCsyyo5EvSKjjE7kKxLKZNn4PSGRXKLSbu7IVaI/p82v3PitI7H9nV87EsmDaNyJ/TD5RSEtWiJokVBGt8Qv+IjkzO8kiWSLKv95q8KQPKE2G4jKRUKZjMhcJJR9rQMJRLEbBr6UJMY6+TUqjUwUL1DSIYoXKE8SxQuUeIjiBco7JyUjijTmF3MOSWPe/2zFV6LE9jR8Q0oEx01GkykLtNxQKC9lgBI3KNRaUA9c0+PsA0BF41NGOSfxoi5n1PI5n9d0GeLzkq6M+LxKviI+L5IviN/pLSeRy1dj28xEvvycE5LziNsRjljj8/pL9PbSsi4HLBKN3ijT5gbQ4piIq2+KCSUpUKriPaE54B5UNPYSv+R9wp7/QWVKQqkTaHEklPMlJxT2SgzKUhLKv0CUI6GNo+uLzHvTdsBglaEto9PCy90ZEahLSSiBSV4p7OwJqHJcS2TP7ximcXBpbw+VuFK2h8pcxtlDGVdF9lCFS/Z6qMoVcD1U4/KsHqpztVMPNbgUp4eaXCfSQc2Dyy56qMRVDD1U5hJ7Hsq4Yp2HKlxOzUNVrk7moRqXzvJQnStReaiBZZI80uRnNfkUlW+wFEmCTsv9D9xwSSxLPxD3fBRbcMMlMa0F5MTvuB74PbDJEV8++MnCce2ocyK1vnZmdAbqFnlDGlhxwyNNrLjhkHR7kE2SzEneUDaZOyd5P9lsJznJ28lmj8tJ3k02G2/WLT42TwM5yVN884iSkzzHN89NWTfx2DzM5STP8c0TZs7yHN889uYsz/HNs3jO8hzfvCBk3Yhj89aSszzHN69SOctzfPN+l3ML79GKnE7ON3ypOaQfiBu7aQ244UON1AA7wluzM6aWosTpALMuA9Oce9BZUZi4zHsfUnSJFR9SdYUVH9J0gRUf0nV9FR8ydHkVHzJ1dRUXokhLXDY4H5J0bRUfknVpFR9iurKKDym6sIoPqbquig9puqyKD+m6qooPGbqoig+ZuqaKCxEUHq4v9z4kyYoqPiOud6LIl+XAp/ELf0j8uNqJFn8N87X4W3TP7M6A9ihwOMChSqv4k2zKyiouox2ysIrPSLKuis/YZ/htHmr7BL9NiG2f37eZue3T+3aLaPvsvt2r2j65bzfNtp+m29277efp9jGi7+fp9nmm7+fp9sGq7+fp9gmv7+fp9lGz7+fp9pm37+fp9uG77+fp9i2g7+fp9nXkHz67aqKU7TllmbImKnBppyJJlsdBFI40ZIoKHDnjMjLR3dFiNCJhoyFLVMHGa3YlwipajI1olGjIHpUo8Zo9iHKGFuOMCmc4Mc6DaFBIMc5EhAw0ZI6qLXjNNiIyoMVYyN13DVnJNXIN2aK3yL2e7ORysxbjiN4T9mKc5JqwEqNpN/xzIchELoJqyBy9B3rek3ZY9HqiByzkdqLW6Eou+mnIFr1/5jW7k+tnWowD3OTSiDN0Y6fedGHHUrxyQ2pVihduNIkfr9vQ+BY9ezkXyLWAP8KxnNwBP4Tz1JvP8S16/UDD9+jtA236Df3ygQacwcp4Z/TyAQrjpQgzqTLXiDlYAO212UCZshahsq+hvTxTXdFs6zYrb1DoASYrmxp6ysr0SXD9IGhZeRAkz6pmymohT+hm9NBh/YBuppw5kNcSM2W1kHcnM3risH69M1MeAckbqJmyWshrshk9bli/yZspGws5bDBTVgs5YrFCdT/rOocVZWch50pWlNVCTtOs0Fem9WGaFWVnIUeIVpTVQg5OrdD3pfW5qRVlZyGnxVbkE/J/yQG5lcAtp3NSPbinQBF0Cgxcnb/aIGjgzK9lOW03rvqvhVi4UYEGrvwemdP2xt0DtBA7NzzQwIPr/Gvgya0JJHA7+FW989FqiWv8ayFmLvGvgQN3C522F67or4VYuQmBBm5ce18Dd24XoIEHv77pjNbkuvtSiOCW+zVGDZz4fdPzthPPhUISCbjcfjUG0MCFq9dr4MoF9zVw4EqvM1qda+FrIQ4uha+BJ7+DfN72cXDleylEZLRAUh/yWSDLfxgXwdfAhV/zdkarcn16LcTG5ek1cOfq9Bp4cHF6DRy4SX8+WsRVwcjyJ6YKRhLWDCi9a+CA0LsGLlyswBmtgK67FmLjUvQauHN1Baftg6vEayFOLhKvgMtxcPV1DZy4+LoGDghY/HZOMq61roVYuDy8Bq5cccNpe+P66lqInUvCa+DBFdE18OSC6BJYv67/SdTkfLSQR8JBQgxItmtg4yosTtsLVyjXQqxcVF0DN65SroE7FynXwIML3TijNbkmuRQiMURIJK/oMgGflHnO2478D0iGIvYHiWSoXLjCtwauWJNc4zasfeSMVccK5FqAAwuQa9yJ9cclLvE9IBmFuB6QNEA8Dx6556q9xQzriWsRlnC9o6LFXayG+UXit3A9pRZ/D/O1+EdUF1wRSy42o9Wb51qgpRwR1S6Dol2lpKicudQtJUfVzDW8RcXMNXyJaplr+EqlzDVsuDDXm4qdymprcQ6qqq1hJxWNO281KNhwnoHO4wP1GolkIL1cY/O8Cqo1EskFoFgjkSRQK5a61rgNK11r3I4lBJ2BGlgxWwtwYsFsiauXaWze/UGVRiIZCRRpJJKSgC9BJkseVGxkkqJaxYKSzkDpSyiTVALqMzJJJXp5xuYcFVRnZJKTQHFGJjmp6ysqkyUPKjUySVHdsLzo+UCBwoxMljyoy8gkRellGetvUgVUZRjJHaAow0iu6/qKMpJKQIWGkVSiOxGsP5wWUJBhZMmDegwjKUovx1h/3y+gGsNITgLFGEZyEqjFMLLkQSmGkRSlV2Ksy2YKKMQoJJWAOoxCUonudbCu7iqg7KKQ3DH1TamQXAdqMApZ8qAEo5AUpVdgrEsQCyjAKCSVgPqLAlJJPQ6sm/3bOQgsoUEC1DelMglXX1H1IFx9RdVEuBXLkjsDpS+hmkmA+qZUjXAHVlF3Gq4voQpyUk36plQr4eorqpIlD0ouaidcwyL15wMFCi4qWfKg3qKSFKU7K6xvcFVQXtFITkr6ptRITgK1Fo0seVBq0UiK0ist1tcMKyi0aGTJgzqLRlIU8Gpo64brS6iRnHSDcYNifVRvMG7IEj/u26Dxb/BtUPhx24ZzO64ad21wZp6FJcW1Dggrih8SPiworuHDeuJa50TlxA9nLKNq4t7cGLKjR3YUdOs/aF9ICrr2nPoAVXGjeNy13DYqZhSPDxY+I8t2Iz7DZLcRn1FksxGfUWWvEZ/RZKsRn9FlpxGfMWSjEZ8xZZ8Rl6F4UNhmnioWFLaZpzXLJiM+w2SPEZ9RZIsRn1FlhxGf0WSDEZ/RZX8RnzFUexEfMaN7tVIfWFtYj1J6lGspuldr+LAapdY5UTFK5zmxRbUozeFV0VfEnV2C9cRujgvOE7ulJhhP7Fa84DuxSzyC7cQu/wmuE7s0LJhO7HYDwXNitykJlhO7vVFwnNht0YLhxO5JQfCb2D2w9KFaifiIqTqJuIhxqEYiPiKpPiI+Iqs2Ij7CVBcRH1FUExEfUaFC2vO+AGkGEI+NVAr1K5E0eDzGq8IFjEoUDR7j1bgTGJ5IPUCEDR65UqRE1+DxIFPj5qA/y3m9eSVqBo8n41qcBUuxadwK7GS0GdCwUpoWacfSbhp3APcbrQcmFmJTIm1E2OAxXo2bgmY952ugHRmLsWlxGtZi07gFeAspM6AdFWuwaZFy0TiN27FumsYdWOhN405g3SSNWDqCzk3OGiDyBlXPVi1x+TiNa1iLTeMWYGCljVQN+ld5I9WwvJ3W8g5ssbSWDyxGp0U6sRadxM1cQE7jcv04jZuB65g0YtmCpmPOXCXiBgXkaaJtUECelgwiLh8RtB7tWOZOi3RglTuNO7HIncQlIgcGspZx/TiNm7HgncY1YJknzTArWOhOi7RinTuN24DDn9YDPWjw52QtG1g+T2v5xOp5ErccWJlO4yYspadxM/BPlGZAMSyhp0VasIKexq1Bu0dnxpYG3B61Hu1YmE9r+cC6fBp3YjE9iUusJDLIrjUBM01pxGrG4nxapIa1+TRuAd6fWg/UoPWns6qInUQG+Y+4SSSQr4mZRALZinhJJJBd2xF0VnXGqyVgrCrNKOIkkUAWbIZVBDVuAT6wWg9ULCaoRdqwlqDG7VgAUOMOrP+ncWfQZtdZA/0ALrvSDAByBS9AsiK+Egkk1266J7DW/kLlBLU4K1U/1LCNihRq2E41CjXsoAKAGnZShUIJO46IOXS5yRu6jbB3s2IK10b4UoG0eIZFa/G06EtQaFC5ktNGDcgC1t/oAEevFjg7wOhBlUFtQEdQZFDrcSDlczZLzqmgxsMAFVz3BlRwNRVQDaofalR9Z2yAWmW3cGnGgvqOAaLsUFBRo46YsbmTCkBhx/kj1mmUHdR1nD8KO9iku7ArI99BXUcyEKdRbUUNW3TLeK35WKtRixNLNWrYHvO3P5/6HVRypA6inFQGUsIm5a0NHFx0UM6RJogzUzFIDau8s4GTwA70EzLIUEA+IYN8Cio6MkgoQEshg/SX6B6VbbVQk1IaBc7BO6jiyCDtgSKODNKeVMMBPtx0IKCQQeIDlRwZJD5QyJFBnsqNKkJqWLpHLb/a9axU8oLPoB0UbxjIT6B2w0A2NeV5D9QBdFCzYSCPApcKA3n0Sd2GNpmWRQsdlGsYyE/WqHKlhu1Ub1LDSiuqgSk1qX6lFGdRnvdAmVkHpRoGEl7JVA5Tw9Iyw2WVYQdVGgWkPWAZUUDak2o1QNFmB6UaBaQ9UKlRQNoryvMeqDLuoEKjgAwFrCMKyKeV3t9aFoN3UJxRQB4F9hEFpL2qHO2B2voOKjQKSHugQKOAtFeV3QlcAumgMKOCxNcOKuCpYem1rbp8cQS1GRWkPVCaUUHakyozwJWtDgozKkh7oC6jgrTXlMsl4M5iB/UYFWQo4CVRQT7ttNJpeWGxg5KMCtIeKMmoIO1JFRngxm4HFRkNpD1QkdFA2uvK8x64st5BLUYDGQrUYjSQTzstcFreV+/AQqKBtDcSlTPVsMrpHhBs6MBIooG0p/tIXOQahjM8ujv649z0QLrL7OMa90Cyrv3lDroH0g2aHzdcDzR1UFqBpm5u/vj064F0/+XHdx0PlHVQXoJ07/LHgwcPpM9sW87sqc9sW87sqc9sW85s3bHhcvPDA+kzOy9n9tRndl7N7KF7MlzKuT1Qoq7qHihTi3IPZNA+2+MUWuPYHFDYzLgLO9Y4wrrWTcKHrYy16MOq1lr0USdjZyxTVMS6O7zE/F2duZqoXarHMejm6XEKNMf0ONS70eM0aIXocTp06vM4AxrfeZwJfdkcTj6gzZnHSdCFy+NQUyuPY9BzyeMUaGHkcajDjsdp0LDG43Top+JxBrQn8TgTumc4HDugGYXHCd8NmMruFDccGBI+fDdAw4cNB7TOqcGtdjpjGb0G4M2NLjsCpOQIYg7JVsB2kClr7vsQRfz/MQksIElW3V9Asiy7v4CYrLu/gBRZeH8BqbLy/gLSZOn9BaTL2vsLyJDF9xeQKavv+xDFBiDvZqziA5B3M1YyAtjNWMUJIO1mrGIFkHYzVvIC2M1YxQxgN2Fr2FIpKaYzo44w/5D4YUslLf6IjUAG8beow1I6d9EZAeeA4xLvOdBELX5/krWiivEvGFVV418wmirHv2B0VY9/wRiqIP+CMVVFfp8hGANstwjBGWC7VynWALtNU/EG2M1TwRxg+xghuANsn2cUe4DdPBX8AbZPeIJBwPZRU3EI2M1TwSJg+/AteARs3wIUk4DdPB1GHcpSfk6F/jEKUOhPit3MGBVI3ovIFtSQT+Y0uwNRdjFGonIuImdQNtxr9jyADrcW40xAKFpE5qBStNtsAxLJYowlqJHsxliBmLEYYwNquyKyB+V23WYPoF8rxjiBYKmEnMcBFEBFZApKgDo9OQ+iUSnGaEHRRzfGAlQfxRgrkCUUkQ3o/InIHhT6c3tyBJXoXOAEUnRao9MBtN1EZAqKj3nNThmoj4kxAj0vkVgiMk5fsJnMz0zhMguxVeE6i5QlfrjQQuSP6NlLduYikGo47efTUsmZoyUW3pohF8tJnBmKHmnTLJusziMCS0zyxu3OqqvIiBE2XZhFJAa1Ttw2D10+RIxw6oocGtGOmGyE12bp9jh6UDEgxSASLaYX4La56IIBYoRVv4MvElvsWrvb5q5f6RYjHPrla5E4Y/eZvTZL18PJm+YsSb91KxKDF1ndNpt+N1SMsOjXLUVijd1gdNvc9EuBYoTgnp1IHLGra26bp34bTIuwHvoFK5GYYneWvDZXcA1IjNCgU+3zHoTPii8Upe6QKraoTUVQ851E3f8Sowbu9A6U2/aBzWnFECd2p9XA7aDXtry2t4SNacUQM3amFcGGjWRFcMFOsiK40rtx7mg1bCErhtixh6wIHtj0VQRPek/Q69R+YP9YLUQi6V9JXiGi/pXklW7Y8FUEF+z4KoIrveXpToOGrVnFEDv2ZhXBg15Mdds+sc2rFuI4sIuqCE7Y9FQEZ+x6KoKN3v71RmsUbHQqhlixM6sIbvTCstv2ji1JxRAH9lAVwRNbk2rgeWBvUhGc6K1wb7RmxnakYoiG/VNFML7I7ra9YmtTMcSGvVhFcKd37922D2yWKoY4sVuqAs4HuApvqzeqe1LCtqZiiBn7mopgwwakIrhgx1QRXKkmgztaDVuaiiF27GkqgrGMhNv2ic1HtRDTgd1HRXDC9qMiOGP/URFsVKvDG61UsPGoGGLFzqMiuFF5EbftHVuEiiEO7BEqgic2CdXAQHf/Wj2lgbGGizdamdt5iiFyP08RXKjsjNv2ig03xRAbdggVwdzKUwRzL08RPKG2jzdYQHH/BVn8lrDppgjO1CRT5Bp1yRS5hdpkitxKfTJFbqNqTyK3UwNOkTtwvNVZCjNc1yhYSOajHGF+kfgpXDep8XOYr/WPResdnQEtJeCq+bEvQL3t/c9UWv8oOFTeYxut1tSwHZpJitgB3SRF7IR2khoWKPk3gk3QAFLEZugAKWKNSa55jxBAwt/Z6Z34KjV/FLkNasS5De/U9VEMcFDbR5E7qU2jxgUq/oks/pagCJ83UKAQI5E0AuowEskjjaoGug2v1JxRDLBRd0aR26ntocgd1KVR5E4oy+gNFCjAyCSVgPqLTFJJz1BH0m24UbNDMcBCvRlFbqWmhyK3UddDkUuFOt2BGtToUAxwUl9GjTsOqCzqNRyUWRjJHaDKwkiuG9hEUOQW6nkociuUbnUHqlFfQjHATo0JRe6AWrNuwye1ONQCBNUVRnLSxBaCIhd7CIpcg2K+3kBNbB8oBoj9A0Vug+rDbsOxcaAYIHYOFLmTOv1J3HQc1OpP5CYo7+wMVAIFFqWTAI3a/IlcqkftNrxSfz8xwEYN/kRup4Z8IndQRz6RO6HgtzdQoLCiglSSQF1FNcLNUKHcbbhRGz4xwEJ9+ERupb55IrdR4zyRSyXg3YEa1DNPDHBS0zyNq3seLC9S3YMStbUTA8zUhU/kGvWhE7mF2uaJ3ApNAdyBatTaTgywU287kTugi4Hb8ElN7bQALf5pVzAHuueH7RdSk/jxT7ta/GEDBjH+Ev107EyUsOdCag4wLpo0pR6IK4QPiR+2pxL5cYVwqX9KWExpng9oCUuCDweYZRuNfJzr1t5DsG5tTs94Xf8+wCL7fCxaWWWfjwWkyT4fC0iXfT4WkCH7fCwgU/b58CGKk8TjCcICkmSfjwUkyz4fC4jJPh8LSJF9PhaQKvt8LCBN9vlYQLrs87GADNnnYwGZss+HD2mH7POxgCTZ52MByarPx4Jh0V08J2UXbCXMPyR+je7iIr+F+Vr/9OCmnpMzoFGtyXw4wCn6fPiTTPCT2E52wU9iu+oEP4nt8hf8JLZ5SPCT2CZEwU9im5kFP4ntFiH4SWz3KsFPYrtpCn4S291b8JPYPkYIfhLb5xnBT2L7YDVM9flYMIrq87FgVNXnY8Foqs/HgtFVn48FY6g+HwvGhOpmz/y6RAQOLo014dpEmgmLnYngDIxJclZ2ZaJ08HheKcZagOOJGGvFQmpirFErlZydqdWxOpkY6cB6aiJ4AvMXabjycWAlNSnWTCQQLhFr4AzsasROMCypJsZasKSaCK5Bgx1nMWSigVAribRj8TcRPIAlkDgPJhZr02IlYgi1EDAxMdI6gcgg1Exi5cJyIrgEbZe8xUDUEApJionry4ngjsXbRPDA4m0ieAJrK23m5iNobeXNg8wF5rTGZy4wJ4INmHGJvcqV5sRYudKcCG5YH04Ed6wPJ4IHMDwTh20GDc+8xUCEEowkRaKUUEhStAws2rReJSIJRtIhUUkwksAl24nrRyCtExpWtRNj7VjVTgSPoGeduxgm8NXTerUcWC9Pa3xJWC9PBHMxOhFsWD5PBBdgNSgOW8X6dmKsDSvyieAOvAzFThhBv0VvfZWJJfm0xtcDS/KJ4IT17kRwxgp9ItiAAaU2D2rBEnpirBWL/ongFvS39GZu7cCDU+zVgVX/xMZPrPqngduBJfVEcMIigCI4B21JvXnQDNiSavOAmFMkkhRbxUKFIrgBI1WxEzoWFhRjHVhYUARPLAeogYlpRSJJsUfNar3F0IlZrTYPiE1FIrmL2FQkkm171e11xT5oVLtQjLRj7UIRPKjGoMidVBNR4xLrCpISiHMFyWEjR/yWv5hsTP8tD6MKhGJrClVMFLlhf+hsyrIc4asO2rIfYX9oMf4RkA38iGbThrpGf947p1eR8oxedPA2r0ldo8U4qWu0NjlArcj5WnSiLbQTNGyFYowitkExRhHboRijiB1QjFHETtk/XJpaBmpFhh6ngUqRSbCZqieKXKNqjyI36M7upC07gDu7OP6Nyj2KLe9U7lHkDt1NXuwBLCCpRZqwgKTITVT3UeRmqvsocqmL+/oQxpJy3k/OYCxhQUmx5VhQUuR2KvwocpW1RU45Dag7ZJJXM1aWFLlYWVLk0pPIbMs1kLHApBgnFpgUucq+Rb5KWMbSkmKknUphilxpbXXSA5NqV2qRgpqQTLKh0QPI9edEA54ZRrIgKAcxkrNM2bfIZ2oDbhlGsqApJ/ykDsJAEYiRvAp8MozkQZtUHVPjFlrNuC5ZMVAGYiRbFeVsn9QXGSj/MJKvpeoPUg5mxPmC5FVQ+2Ekrz4p/dDm1Lom0IDpRSH5D5R/FJKvn1R/+DOAlFkaKPsoJFuBqo9C8rVU9EHqgw3UfBSS/0DJRyH5Gld8rIvEDZhgFJJXQdVHIVmwKseCpO7eQLVHIVkQFHsUkgWbsmOROzMGfDAqyYOg4qOSPNjo9bG6fscEdhiVZEFQ7FFJFmzKGxa5OmagyKOSLAhqPCrJgl25OEYuUVrPVO5UjNSo3KnIpeft6xuUBowxKsmCoMijkizYlUJFcpfYQHVHI9kKVHc0kl2H8jRILr8bqOtoJA8Cq4xG8uCg5+3rK/UGKjYayYKjUl1VkaucXhCpBgNeGY1kQd0r4yot0Zwx0p1zL3PJIc1DJx1rku47fcnxHinrpLIm6a7tl2cvj6Q7S1+ejz1S1Ul1TdJ92S/vrR5Jlg2/XrXzSPoct/Ucn/oct+UcL4c+x+1Yk/Q5nvuapM/xXNYkfY7ntCYB9/SxJlXqQe+SGnV0d0kduo27IGzWnItDCps1Z8WMuKSwoncuEj9s1izGH1b0FuOPmjV7A5qiEt65OsDK7G29OZuoXawL6tDO1AUNaA/qgqh9pQfSLSQ2GTknaFfogjK0/3NBBu3pXFCBdm8uqEI7MhdE7b1cUIf2Uy5oQDsnF0TthjyQHdC+xwUlaC/jgjK0a3FBBu1EXFCB9hwuKH4zQbGhKHEThtwkfvxmghZ/2IRBjH9G9+BzG40Sdl3wZkhJuknCdEQ/i+S0YDuI6R4EPqToHgQ+pOoeBD6k6R4EPqTrHgQ+ZOgeBD5k6h4ELkRxQ7hssT4k6R4EPiTrHgQ+xHQPAh9SdA8CH1J1DwIf0nQPAh/SdQ8CHzJ0DwIfMnUPAheiuCHsJmwLe01lxYmntBzmD4kf9poS+SXM1/onaj2VpzOgLQocDrCrHgT+JBuyB4HPmLIHgctQvBB2y1/wQtjmIcELYZsQFS+EXWYWvBC2W4TghbDdqxQvhN2mqXgh7Oap4IWwfYwQvBC2zzOKF8JungpeCNsnPMELYfuoqXgh7Oap4IWwffgWvBC2bwGKF8Juno5OPdvseE4TgjIGkPQ3xWinjAmU9zXkPIIC+Xbu3VNmAnLzYoxEvF1EWlAK3W12AcLiYowVyHSLyBYUvXab3YEgsxjjCAoyuzFOIG8sxViPA0jvisgUlN51ml0PImQrxmhAFlZElqDIqtvsCkRWxRgbEAAVkUROU0RG5TTdnpxA6lGLMR1B4UQvRs3KICcSY1TUz42RiPqJMRYgkScia1C+zW12A/JtYoxdF0MTiSOiffUFm4kY1RQuw9BalcNlGHZI/HAZhsjPwbMXO/d/rOA6+3k/53NstPrCWzPA3SCTOBuUdxKnWZe1gkTgiKnZuN05dTUbLUI7dHUYkZhi6iVemyX/ArTZmOmqHSKxxNQq3DYD9QcxwqarKYjEHlMncNs89Nv+YoRTv5WvEaO30b02l6TfGhcjzPrtbpFosdvSbpuLfvtYjLDqt3lFYvB2rNvmrt82FSMc+u1NkThjtyG9Nku3zMn5Ua3gtp5IzLHbb26bTb9NJkZY9NtZIrHGbju5bQa3h8QIO3Tjfd6D8FrxLSSrDmli+13LgrhvbdwwWAQnem/Ka3vL2CJXDJH7BIvgQm96uW2v2BtXDLFhN18R3LGRrQge2HpXBE96m84bLeIwcEFJIfaEHXdFML7/57bdsCOuGGLBjrgiuGL7WhHcsH2tCO70jqU7WgO71oohTuxaq4HHQW+Fem1HbgIkQ42MfXBFsGG7WhFcsF2tCMY3b93RathUVgyxY1NZETywA6wIntgBVgODm+mX921ntGbCXrJiiBl7yYpgw3aqIrhgA1gRXOkNcne0GrZnFUPs2J5VBOM7727bJ3ZllUJsx4FdWUVworf0nba3I2PvVDFEw96pIrhQXQG37RW7sIohNuzCKoI7tkwVwQNbporgSbUbvNFKBzY21UJMCRubimCsNuG23bBFqhhiwRapIrhiP1MR3LCfqQjuVNHDHS3uOiqGyF1HNbB+Cf9aouO0PXObUTHEjI1RRbBhb1ARXLA3qAjGOi/uaDVsCSqG2LElqAgeVJnGbTs3F9VCNG4uKoITNu4UwRkbd4pgg+o/3mBZoX6dYoAV+3WK4EZ9NUVupz6gIndQv06RO6lfp8YtB5WDMjufWkDd/wVZrSVTD06Ra+G6RsXDspUS5meJX8N1k1r8LczX4u/RekdvAkZMQz/GSuptG3AGOJ/mp2WVrR60WlPDJmhvKWIztLcUsQZ9KEVsga6ZIrZC20gR26DJpYjtTIzNe4QArgDOTu/EN6lbpsZtBxSP8xoOzAASWaKgGCORjAJqMRJZpMASIJGc0ioU53MHqlFvSDHATr0sRS4VE3QbPqmFoxYgKMJIJNOBGoxMUgkwAsgklXSDYo3eQIECjExSCai/yCSV9AbFJd2Gd2oFKQY4qBWkyJ3UYFHjjoMaQopcKt7pDRQovMhkyYO6i0xS1ChQbNRteKVGjWKAjRo1itxObRVF7qAmiCJ3QjFXb6DmQd0UtQBBvYWRVKL7Aqw/szdQXmEkJ4HqCiM5aVZqJShyG7U+FLkdivu6AzWoh6AY4KSehxK3604D65KlfmBLQjFAbEkoco0a/YlcbEwocisUe3YHqlGHPzFA7Egocqk4tdvwSQ0DtQBBcUWZhJuoDZ/IzdQ2UOQaFP/2BgoUVlSy5EFdRSUpSrcqWBf/99SpnZ8Y4KB2fiJ3UpM8jZsPauoncqkYvDdQoKCikiUP6ikqSVG6CcL6IlUH+hKN5CRQTNFITgK1FI2kkjyo5Z7IndAcwBsoUEjRyJIHdRSNpChgr9DWDTdqhScGGP+0qzgH9bgJgxWJH/+0q/HDJgxi/4zop2NvokRdF+zcSqmXuGiSYkPRS1gh3JrED3tXifywQrjYP2Expe4MaFQS3JoDbFhydj7nTfuuOElcsuZwhHW74iRx2b18yJR9PnyI4iRxedLzIUn2+VhAsuzzsYCY7POxgBTZ52MBqbLPxwLSZJ+PBaTLPh8LyJB9PhaQKft8+BDFSSLvZmxLss/HApJln48FxGSfjwWkyD4fC0iVfT4WkKb6fCwYPbyLKz4WvY0wf0j8Gd7FJX4/wnypf3qKburnPh+9h7UmhwM00efDn2SCn8R2sgt+EttVJ/hJbJe/4CexzUOCn8Q2IQp+EtvMLPhJbLcIwU9iu1cJfhLbTVPwk9ju3oKfxPYxQvCT2D7PCH4S2wer0VWfjwVjqD4fC8ZUfT58xjxUn48FI6k+HwtGVn0+Fgyj6mbP+85FBA4eG1uScNmha/YPF6Siq9yJ0sHjsaIYawfGJGKsA+udibFOrHcmgccRtVIp56rVA3yTv8ieiZFmLHsmgg2Yv0jzYBwFK6mJsVaspCaCG7CrETuhY+UzMdaBtdpE8Awa7HiLgWggVJBnB9FAqJWAM7AE0uYBEUOoJHcRMYRqBExMjMROaFi1TYy1Y9U2ETyCtkvuYphYvE2LFHy6v4i3ieAEjKK0eUBkEQrJXZkLzYngErS28uZBrsDaSuxVrjQnNp4rzYlgrjQngrnSnAY2Yh+mDZtxyTkxVi45J4ItaHjmLQYilFBIUrQKnNTE4WpYFk+MtWMxOxE8sJidCOYSdBq4cAk6EZyADZ42HwrXohNj5Vp0IrgAnz2xE2rQC9DLCIWL0YmN71g+TwRzMToRPLF8ngaWfCuusUrzoHJVOjHWHLRI9CaYZGBx+eIrNr5grT+x8RUL6YnghoX0RHAHBpRi7w6szSfGOrE2nwZuB3C41DqhpaALp7cMiDdFJnmWeFNkkmdbwZJ6IrhiEUAR3IK2pO6gdWBLKk6sgfUExcZPrCeogfsBjFS1TiAuFYmkw56xsKAINiwHKIILlgMUwVGzWm8xdGJWK86DjiULxcYPLFkogqdur6v1AdBMeEGyLDGvSCTLEvMKkmeIdwVJjMS6gqSEUal2ochtEb/lLyYb038bxOSCpCHkcUG4YX/oojjGjRm+6qAt+xn2hxbjzwHZwI9oNG0mdY3+vHfyOTZ60cHbvIhaAxlF6hpdktT8DlUTReygWG2wJhRjlKKdwB6jEmyCYowiNkMxRhFrsn+4NGMnqBUZJE4qGiliG1VlFLmdqjKK3KA7u5O25gHc2bXxBzUiCeSWCUpEkhFu1t3kxR7AApJipFhAUuRWqvsochvVfRS51MV9fQgzk+JLTc5gZsKCklrLMxaUFLnKxzRyvDlBXUgmeRWUhWSSVzNWlhS5WFlS5NKTyGzLNZCVg0hyyj9BRUgmWRAUhGSSBaV6EPIVaYJykEzyKqgGySSvAtmHTLILqAnJJBsaPYBcf0icppw/ko+oExSCGMmCoA7ESBY05WmQlBNMUP9hJP8B1wwj+RrUgBjJWqAExEjWKrSacV2tMUulIplinNLaamRmdSq7KUaqPA2SOrNJnC9I/gPWF0bydaWfptc1gROYXhSSBYHrRSFZsCpVVaQwdIKyj0KyFaj6KCS7SkUfpKJ5gpqPQvIfKPkoJF83eo9sXSQ+gQlGIXkVVH0UkgWbcixIbgpMUO1RSBYExR6FZMGm7FjkzswEPhiV5EFQ8VFJHmz0+lhdv2MCO4xKsiAo9qgkC3blZJBcHZugyKOSbAVqPCrJrl0puieXKGdvVO5UjLRTuVORS8/b1zcoJzDGqCQLgiKPSrLgUE4GyV3iCao7GsmCoLqjkSw4lKdBcqt+grqORvIgsMpoJA8Oet6+vlI/QcVGI9lqTKrXqnGncjJINCAm8MpoJFvpXhlXzYpzIc45defcy1zySEUnHWuS7jt92Ts8UtNJZU3SXdsvz14eSXeWvjwfe6Spk+qCZIfubHG9z+iRZNnw61U7j6TPcWtrkj7HzdYkfY7bsSbpczz3NUmf47msSfocz2lNAu7pY02a1IPeI6WDOrq7pATdxl1QxqWS2SGFzZqLYHZ8zw8repcs8cNmzWL8YUVvMf6oWbM7oFEJ72IOcDJ7W2/OZmoX64IStDN1QRnag7ogal/pggq0g3RBFdoVuqAG7f9cUIf2dC5oQLs3FzShHZkHMmrv5YIStJ9yQRnaObkgajfkggq073FBFdrLuKAG7VpcUId2Ii5oQHsOFxS/mVCVTStuwlCKxI/fTNDiD5swiPFbdA+u5wMadl3wZkipsgdB6d94UTXZg2AB6bIHwQIyZA+CBWTKHgQ+RHJDSDtIkj0IFpAsexAsICZ7ECwgRfYgWECq7EGwgDTZg2AB6bIHwQIyZA+CBWTKHgQ+RHJD2M1YxQ0h7Was4oaQdjNWckPYzVjFDWE3YVvYa6p0ZZNpLcxvEj/sNSXyR5iv9U/Ueqr08wENmCYcl/44BybRg8CfZD2rHgQLhqkeBAtGUT0IFoyqehAsGE31IFgwuupBsGAM1YNgwZiqB4HPULwQdpum4oWwm6eCF8L2MULwQtg+zyheCLt5KnghbJ/wBC+E7aOm4oWwm6eCF8L24VvwQti+BSheCLt5OhM1fivjGU0I7gPMxCtgKpvcNCLpryFLVCB/Os2uRG5eixGJt2vIHpVC95o9iLC4FuMkMt0KMnE7hEvl3Xmz04EkpLUYc1SQ2YvRiCCzFmMhYsEaskald71mN6KQq8XYiciqhhxEslRDzqhkqdOTCclpSjGmFFW99GLMRPVSi9GI1KOGLEQ4UUPWqHCi15ONaPBpMfaoTqAX4yASeVqMk6itSch8RBXhnGZrhgUko+Uc0r6at2hf3f9qvAxDa1W8DGNI/HgZhsZv0bOX4UycTlWj5r6+8h4brr7wJvik8k7SfLCD6jBJzbekawVpceagmo3TnWZAzUaLsAB1GI1Yg+olXpsbUC/RIuxADUQjjqBahdfmCdQqpAgLUX/QiCmoTuC0uWSgTqBFaOC2v0aM3kb32lzBrXEtwgZud2vEHrwt7bV5gNvHWoQT3OaViDV6O9Zpc03gtqkWYQa3NzWiBW9Dem0u4HahFiG5racRW/D2m9fmDm6TaREOcDtLI87gbSenzY3cHpIibAm68T7vQXhq+BZSNYdk2Ne3Hntx33twwSa8Irhix1wR3LBjrgju9KaXO1oDO9qKIU7swauB+0HvpnltJ4YDF5QWYsYOuSLYsJ2tCC7YzlYE4/t/7mg17GMrhtixj60IHvTGotv2ie1rtRCJz0AlqY8YDVSSV4jRQCV5ZRi9FeqNFvEWqCSvEHOBQvLKaPQeq9v2jr1lxRAH9pYVwRP7tmrgeWDfVhGc6F1hb7RmxkatYoiGrWVFcKG3m922V+zPKobYsKOsCO7Y+1QED2wAK4InvUHujFY+DmzPKoWYgfL/xZ5VBOM7727bDfuxiiEW7CArgis2TxXBDdu9iuBOdQXc0RrYO1UMcWLvVA0MbtPb8o0qp4TNUsUQM7Z3FcGGLVNFMLcjFcFYbcIdLe4/KobYsWOqCB5UH8Nt+8R+plqIQO7/4mcqghO29BTB3IRUBBvVIPFGKxdsDiqGWLGdqQhuVDXFbXvH3qBiiAN7g4rgif02NTAokbjUVYngRJVpvNGyjJ07xRC516gILlRLx217xcadYogNG3eK4I7tMEXwoP6dIndCuSJvrIDG/wuSVIDG/wuSU4DG/wuSUopRv06RW6jDpcitVGZK5DbMTc7M6tG6xip4WN7zR5h/SPwZrZvU+PUI86X+qSlY7+gNaI2Yhn7sC1Jvm4EzwHl353NsgdWaIrZCe0sR26C9pYjt0N5SxA5obyliJ7SN1LDtgCaXIjYxMTZvRwauAM7DkxOfUbdMkVugeJzb8ErNJ8UAGzWfFLmdWkWK3EGtIkXuhOJ83kABL4BE0giow0gkj3QqJug23Kg1pBhgodaQIrdSw0WR26hBpMjtUKzRHahBHSHFACd1hNS444Dikl7DQblFJrkDVFtkkuuA8H8mSx6UXmSSogYV73QHqlG/RjHATv0aRe6AYqNuwye1VdQCBFUWRnLdxGaFIjdTc0WRa1DM1RuoWaibohhgpW6KIrdB8Vm34Z3aKIoBDmp6KHKxRaHEtQNbFIrcBMV9nYGyA3sTigFib0KRW6AYsdtwbEkoBogtCUVupwaCIndQA0GRO6HYszdQ6aDOgVqAoL6iNMKl4tRuw40aBooBFmoYKHIrtfcTuY3a+4ncDsW/3YEa1NdPDHBSXz+Nq1sVrEvpDZRRVJKTQBVFJTkpGzXJE7mFmvqJXCoG7w5Uo657YoCduu6J3AHF692GT2q2pwUIqicayUmWqDWeyM3UGk/kGjQH8AbKCvXEEwOs1BNP5DZoZuA2vFMrPDHA+KddxTnI4iYMVXEOshL/tKvxwyYMWv8ETBjWqSzsulCzAwyLJtUq9UBYIbwWiR/2rhL5YYVwsX+iYkq1OgMalQSv5zYaprg9XJJSc3RrrWLd2tqf87q+KU4Sl93Lb6XJPh8LSJF9PhaQKvt8LCBN9vlYQLrs87GADNnnYwGZss+HD1GcJC6nbT4kyT4fC0iWfT4WEJN9PhaQIvt8LCBV9vlYQJrs87GAdNnnYwEZss/HAjJlnw8f0g/V52PBSOFdXPGxsJ7D/CbxLbyLa/wS5mv9U6ObencGNKo1WZsD7KLPx2KSDdXnY8GYqs+HzxD8JLbLX/CT2OYhwU9imxAFP4ltZhb8JLZbhOAnsd2rBD+J7aYp+Elsd2/BT2L7GCH4SWyfZwQ/ie2D1Uyqz8eCkVWfjwXDVJ+PBaOoPh8LRlV9PhaMpvp8LBgdqps98+sSETi4NHYK1yZMs3+4IBVd5UKUDi7Hf0qshSgdXM4rNXDm+mkamFipiL0btVKp56rVhUgdXI7VtcY3rsymgTtXJ9PAg+upaeAJ7Gq0eZAOrqQmxUokEC57hAbOwGBH7AQLGux4i4GIHlSSu8B3+qv4mwZuXABNA3cu2aaBiYmROA8m11STYs0HcEfSYs0BYTkt1hy0XfIWQzYuA6dFWrgMnAauXGNNAzfgQCXOg4DQnBbrCFpbufNgAmsrrfFECKGQPAu+5V816zRwQGlOAweU5jQwsQ8Th61yZTgt1sa17DRwDxqeeYvBBjA8E3t1clk8qfFEI6GQBE5EEozkLqKSYCSBS7YT149A0rCVgPicFmvlcnkauAEbPLETOhfK02IdXChPA0eN+7yMUA+ulydFWhPXy9PAGVgNavOgGhfO02ItXDhPA1fgZSh2QuNafFqsnWvxaeARdIh0F8PkknxSpO3gknwaOAEDSm0etMy1+bRYjWvzaWBimSl2QuVyf1qsjcv9aeAeNPn0FgPxpsgkdxFvikSybT+ALak2D4hJRSK5i5hUJJJtuwWNVL150AswUhV7tXKJQq3xjUsUauDOhQU18ODCghqYmNVqw0bsKhJJisSuIpGkOHLQXtdbDMN0e12xUwsXQdTaXrEIosZtWGNQ43asiahxB9Yu1LgTaxdKXGJcQTLNTFgTUeOG/KG/WBxMr67MsD90VRzjyoxfdZCW/Qz7Q4vxt4hs4LkhX5nUG/rzPsjn2PB1Bic7T+oNLY1VPag3tNT8CipCzte5g800Wg1rVHJRwxYquahhK9VG1LCNKjlq2C67hIszdlANRy3OSTUcJSyoBnEeKx1uwtqLGjfowe6krZqAB7s2/qASJJEkAApBEslZqeme8WIPcJlILVIuE6lxJ1Z3lLjAECORTJipV/v6lKFm5VSfHN3UzGUjtZZz2UiNqxzpk0PMCjQcMsmroPgjk7wKLDEyyS5A0iGTbGjU0z3bcg2YcphPzvIrqPvIJFuBso9MsqtU9UG+alVQ9JFJ/gM1H5nkayDukEl2AZYYmWRDox+k15/galHO8MnH3QrKPYxkK1DtYSS7SsUepMyhgloPI/kPlHoYydfADcNIdgHlHkayYaHfodc1GbVMLIUpxVmltQWqiCoo8jCSBaUaD1KmVkGJh5H8RwwuSL5+UuChzal15V8F1R2FZEFQ3FFIFqxKpSIp/6yguKOQLAhqOwrJglJpB6lbrqCyo5D8Bwo7CsnXjd4WW5eCV1DUUUheBTUdhWTBphwLkrL9Cmo6CsmCoKSjkCwoVXSQCywVFHRUkgdBPUcleRCXc9T1OyYwvagkC4KSjkqyYFdOBsl1qwpKOSrJgqCSo5IsKBVykIuHFdRxVJKvQBlHJfkVV3Gs70lWYH9RSbYCpRyVZNehnAyS+7cV1HA0kgVBDUcjWXAoT4PkJnoF1RuN5EFQvdFIHpz0vH19cb4CI4xGsuA0rJ6qcZWTQaL0UIEjRiNZUHfEuChTtOyMUddJtibpzu2P690l6Ra4jzneIbXj0EllTdL9ox+fvVySrMR/uS7rknT39cd3IpekO0Q/vre6JFkc/HJTzyXpc9zamqTPcbM1SZ/jdqxJ+hzP6zme9Dme13M86XM8r+e47jZxKTx3SUZ9210SdkF3SRVadLsgbMncDocUtmRuiuVwS2Hd7nZI/LAlsxZ/Dut2a/HnqCWzN6A5KtTdkgM0ZmLrzdlMTWFdUIWmpS6oQRNQF0RNKl3QgKaPLmhCU0IPZAc0+XNBCZrQuaAMTd1ckEHTMRdETbxcUIUmUy6oQdMmF0RNhVzQgCY9LmhCExkPVA5oyuKCEjQNcUEZmnC4oPD9g6aYQbS41ULLEj98/0Dkh60WxP7p0T3YnAGNXkZwZ8iUrRBadaQ9m+SnYDtIkp0GFpAsOw0sICY7DSwgRXYaWECq7DSwgDTZaWAB6bLTwAIyZKeBBWTKTgM+RPI82M1YyfNgN2MVz4O8m7GK50HezVjJ82A3YxXPg7SbsYrnQdrNWMnzYDdjFc+D3YRtYUeppvjttB5/M9X4YaeEViR+Dsev8aMGU80Z0IA1wnGJ9xxYRacBf5L1pjoNLBhddRpYMIbqNLBgTNVpwGcIjgfbhKg4Huwys+B4sN0iBMeD7V6lOB7sNk3F8WA3TwXHg+1jhOB4sH2eURwPdvNUcDzYPuEJjgfbR03F8WA3TwXHg+3Dt+B4sH0LUBwPdvN0VurM1tpzWg202YAjQFPsdNrsQAZfRI6gDH7rTrOJRLsUYz+OoDq5E2M/ElBQF2PMQIxbRBrQzBaRJSht7fZkBXrOYowtKLvsxtiB7LIY4wCSwCJyBgV2vWanAwjsajGmBMRfRWQGUqoi0oLCpG5PFiDzKcZIRDNFZAtKULrN7kDQUYxxAHlEETmDYoNeszOR7tNixDfUL0J4bowZCOGJMRoQaRORJSh55ja76pJnYogtohj1BZspRvUcL8NoUqtG+LBF48cPu6RRsSN69nLu8tiBm8F5nPkcG66+cCY4uMxOdkQrUIdJbH6VtYLEOFtMzcbtzq6r2YgRDl0dRiTOmHqJ12bp1jravUrS1UBEYo6pVbhtNl2tQowQqD+IxBpTJ3Db3HR1AjHCrt/2F4nB2+hum6d+a1yLULuHTnJYTbHb0l6bpfvn6E2zmn6bVyQGb8e6ba76bVMxwqbf3hSJPXYb0m3z0G8XihGC23oasR2x229em6V75eiosGX9dpZItNhtJ7fN4PaQGGGFnrvPexDeG76F1JND6tgRtw1BOLg3bgssgie9N+W1vR/YW1cLsXM3YBGc6U0vt+2GHXDFEAv27BXBFTvgiuCGPXtFcKe36dzRGtj4VgxxYqteDTzw/T+v7cQ+oJJEMjI21BXBhn1vRXDBvrciuNI7lu5oNWwhK4bYsY+uCB70Vqjb9om9Y7UQiWlAJakPuQaQ5T8zdpAVwfjmrTdas2CfVzHEin1eRXCjd4XdtnfsGCuGOLBjrAie2IVVAo/jwL6xIjjR+9jOaI0jY69UMUTD7q4iuGATVhFcsQmrCMZ33t3R6tgiVQxxYFNXETyxn6kGTgd2YBXBieoKeKOVMjYyFUM0bL0qggtVQnDbXrF/qRhiw46rIpibjYrgge1RRTBWm/BGK3OXUS3EnLAvqgjOVB/DbTs3FxVDLNgOVQRX7AQqghv2LhXBnWqQuKM1sAWoGOLEpqUaWL+kf6lS8tpuCTt/iiFm7FUqgrHOi9v2go0/xRArNv4UwQ37c4pg7igqggfV0nFHa2JbTi3Ewo1ERXDCZpoiOFMzTZFrUK7IGyug8f+CrH2g8f+CJKvSqHumyO3U7VPkDiwHpXEndeXUuBW7iLZz88dR45dUFR3GUeOXVDW+hflT4seVOjR+DTh5tuEMZosWT3qzo9PiScUbc9RBiyc17IRukxqWWAAQbIImliI2QxNLEWvQc1LEFug5KWIrk1zz9l2g/e88yTjxdepdKXIHlIhzGz6pFaQWICi5SGTpg4qLRNY+EP5PZPF3gxJ83kCBcotE0giotkgkj3QqGeg2vFMDSDHAQQ0gRe6kdo0aF8j9Z5JKRoKSjN5AgTKLTFIJqLLIJJWMAiUk3YZXaqMoBtio7aPI7dRMUeQOaqYocqlEpzdQk0p0uqBE7R21loJqikxyHZDzN5KTQGmFkZw0K5RAdQeqUW9DMcBOvRhF7oCSrW7DJzVJlAKcoIrCKuFiC0KRm6kJo8ilkrjOQM0DOw+KAVbqlChyG5TwdRuOLQfFAAe1SBS5kxoEalxQO1Ey4SYokewNFKicKGTJg8KJQlKUXjexLvOcoGyikJwEqiYKyUmgaKKQVJKw3aDInVAy2xsoUDFRSSrJ2GVQ5GYo8e023KhdnxggthcUuZWa64ncRs0ARW6HEuruQA3qqScGOKkHoMY1KvnuNRyUSVSSO0CVRCW5DqhINJJKQMlEI6lEN0JY35GboEKikVQCCiQaSSV6fcT6YuQE5RGN5CRQHdFITgLFEY0s+ZKjH0C74t8zS/gDrsgvYX6S+DXcPxo/+k23n/sbzbC3grdSStihqmepB8IOVRq/hnXAu0n8cImFyI9KJvVzb4tZo8Lf3RxgocKyvT7nffqp+EVc9oviyOdOxS/istv6kC67eSwgQ3bzWECm7ObhQxS/iMtbnA9JspvHApJlN48FxGQ3jwWkyG4eC0iV3TwWkCa7eSwgXXbzWECG7OaxgEzZzcOH9EN281hAkuzmsYBk2c1jATHZzWMBKaqbx4IRf05S3CpmD1tSifywwGSvEj8sMCnyZ3RTdwZ0RBUle3GASXTz8CeZ4BqxneyCa8R21QmuEdvlL7hGbPOQ4BqxTYiCa8Q2MwuuEdstQnCN2O5VgmvEdtMUXCO2u7fgGrF9jBBcI7bPM4JrxPbBalbVzWPBaKqbx4LRVTePBWOobh4LxlTdPDxGOY5DdfNYMBLUMHvWd677+DIw8+iCiPI90rCYWe/7+xb34ILFzERwBfYjYie0oP1Ib85AdaxmJjZ+YP01ETyxuJkGJoIGj98BRHACFi/aPCDKBhewFqthvTQRXICHjNgJFeubibE2rMgmgnvQmcdbvkTaoJKkmCYWZtPAml1ELWAeEI2DSnJYzljrTQQTqyKxEwqWUBNjrVj0TQS3oLmStxhyx0pqYqQDa7+J4AnsoLR5YEfQDsrrVSJ6UEgyJKIHhaRvM2BgJfZqwbJvYqwVC9WJ4IbF2kQwl5cTwcQkTBy2qEmYtxgKF5TTGk/kDwpJ3yUDWzOtV4thyTox1oIl60QwV5YTwQ1r4YngDqzjxGHjEnNirBOL4mngegCzO60TsN3ERRTPywg1Y309sfGG9fVEcMGqeCK4YlU8EdyAoaA4DzpWsRNjHVh3TwRPYIGodQL2p7jI43mLoSUs4ac1HggfXGPUwIaF90RwwcJ7IrgCm0lxHjQslCfG2rG0nwgmxphiJ0SNMb3FQBwoMkmHxIEikwTeM5bgE8GGRQNFcAHmo9o86DVoPurOg4ZVA8XGd6waKIIHsEsVe3VilT8t1nFgXUIRnLB8oAjOWD5QBFvQP9abuaMAj1ttHoyKhQnFxjcsTCiCu26iK/bBoIqEYqQTSyhqYGJRQRIYcagg+WtmfLK8XAfTqDKhGGehSooit0Zcmr+YvMil+f5XG9VDFFvTqR6iyI1fbZCW+YxfbRB87Eo6jnD8Gp+aQH/eLfkcG77RcL4602EBlcWPXUCmdyKiDfosSUCzIZNebhTbJSzVjBSx1Pi2rGfEhKKOWpSgQKQSLNWKFLFUK1LEmmxiri2AVKD4pBhnheKTIjZoue5NVaDf4Dy1OnEOKkIpcqduEa+NPxBySCSngKqQRFJgzrqlvdgDRvUtxUgL1bcUufSEZH1AkoCSQyKpCtSDJJJZs3I8Qs6cEpB0SCRb2UH1LkWuUtFITl8TKAbJJA8CbYdM8qBRC/dsyzUA6kAyyVagDCST7GrKqQj5CJFsUOVLMdJJlTo1blE+TpPPcQnUgGSSr4ADRib5tdDzxvXXwwTKPzLJVqD6I5PsWpTP0uSrdAIWGEayFSj9MJJdi/I0SOozEjC/MJKvaqLinSKXHjWuy0kSqPowkgVB0YeRLFiVr9GkTCnVRlVBxUg7VQUVucrTIKmvS8DqwkgeBF4XRvJgozVV6yLLBIo9CsmCoNajkCzYlM9kpG41tUp1R8VIG9UdFbnK0yApuE5tUKFQMdJJhU01Lij2KCS7gFqPQrJhp/vW+pZA6sqxILnIkID5RSFZEJhfFJIFu/I0SK70JFDfUUm+Ai4YleRXUONRSXYBJR6VZMNB9626focfyskgudmWgA1GJdlqFKqdKnKVp0FyxzOBso5K8h/ww6gkXw/6JWt9wTOBmo5KshUo6agku07lZJBcdU7AH6ORLAiKOhrJglN5GiSX/tOsVE5VjBTLv4pcest5rVGQ5qCqqmKcWAVW4uZDORkk2hf5wPqvYqQZl9aculPek+JKr0PqgbBVZx9ST9Rw/FPit3D8Gp8rmKX1gI5omY4HDGuUSR2QjmgHzN9++8+vv3r14e7nB0We17/e/fLu1ZuH//z1y/u/u/9n/ajftL/8X//3X3589/bnv6S/fP/25eu/PCL/dvfu/Udit+P+1WLM3vJvv/3/egwAfw==
705MW.jpg
Yeah, like 1kW . Well, every little helps, I suppose.mrvn wrote: ↑Mon Jun 17, 2019 2:38 pmIf you connect the heavy oil at the top instead looping around the bottom then I think you can remove the pump. Saves a bit of energy.vanatteveldt wrote: ↑Thu Jun 13, 2019 6:19 pmDeleting the rocket fuel production indeed had a net positive effect, getting me to 703:
I was hoping using one fewer refinery (with an extra beacon) might give me better results, but I would obviously have to optimize my other beacons (a lot)
I just realized that this is really great! I am planning to compress this more (if possible) and deploy in every coal patch I know...patrick12222010 wrote: ↑Tue Jun 18, 2019 12:41 amStolen this... Great job!DaveMcW wrote: ↑Thu Jun 13, 2019 7:08 amI got up to 705.6 MW by optimizing beacon placement and inserter movement.
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
705MW.jpg
Why it cannot be separated? The entity.working_power = "120kW" and entity.idle_power = "3.6kW". It can be much easier for calculations, but here can be mod, that makes drain much expensive than working power consumption.Koub wrote: ↑Thu Jun 13, 2019 6:07 pmNow I did take the time to test it, and you were absolutely right, I apologize, I never noticed drain was active 100% of the time .eradicator wrote: ↑Thu Jun 13, 2019 4:53 pmIf you don't believe me when i tell you drain is *always* active please take the time to confirm it yourself. I don't know who or where this rumor of adaptive drain started. 375kW+12.5kW=387.5kW. It's also the value that @DaveMcW's function produces if you set it to one_second - as you seem to trust him more than me.
Completely off topic. Write an interface request if you want engine changes.
Done. But only in this topic we can understand that even devs think that idle_consumption_power and working_consumption_power must be not simultaneously.eradicator wrote: ↑Wed Jun 19, 2019 4:14 pmCompletely off topic. Write an interface request if you want engine changes.
@Koub is not a dev.darkfrei wrote: ↑Wed Jun 19, 2019 6:51 pmDone. But only in this topic we can understand that even devs think that idle_consumption_power and working_consumption_power must be not simultaneously.eradicator wrote: ↑Wed Jun 19, 2019 4:14 pmCompletely off topic. Write an interface request if you want engine changes.
This. I'm just a moderator, so my duty is only to keep this forum clean and tidy and to
Nope. Beacon bonus shrinks smoothly as power decreases.SuicideJunkie wrote: ↑Tue Aug 06, 2019 10:13 pmIf you use an accumulator buffer to feed only half the required power to your beacons, they'll operate at full effect and you'd save a decent chunk of energy.
I only have a drain of 301 kW. But that is better than nothing, I am looking forward to seeing your design.SuicideJunkie wrote: ↑Tue Aug 06, 2019 10:13 pmjust isolate the power generators from the factory as a whole, and only feed in the exact amount (+/- 150kw) that can be usefully used and don't pay for any drain.
DaveMcW's design could free up an extra dozen MW that way.
Nope. Test it with 2 assembling-machine-2 and 5 solar panels, they run at full speed and don't pay any drain.eradicator wrote: ↑Thu Aug 08, 2019 4:00 amAnd if drain is even calculated seperatedly at all it is probably consumed before dynamic consumption
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