Raw Source Toggle Dropdown

• Minified Source

RookieOne / OGame v7.1.0: Recursos Ampliados

// ==UserScript==
// @name         OGame v7.1.0: Recursos Ampliados
// @namespace    https://openuserjs.org/users/RookieOne
// @version      2.0.0
// @description  Produccion Detallada de Recursos / Detailed Resource Production / Production détaillée des ressources
// @author       RookieOne
// @license      MIT
// @copyright    2019, RookieOne
// @match        https://*.ogame.gameforge.com/game/index.php?page=resourceSettings*
// @updateURL    https://openuserjs.org/meta/RookieOne/OGame_v7.1.0_Recursos_Ampliados.meta.js
// @downloadURL  https://openuserjs.org/src/scripts/RookieOne/OGame_v7.1.0_Recursos_Ampliados.user.js
// @grant        none
// @icon https://gf3.geo.gfsrv.net/cdnb8/e4122bc5585ef4c18c6e13bca5d65d.png
// ==/UserScript==


(function () {

    var SCRIPT_VERSION = "2.0.0";

    var unsafe = (typeof unsafeWindow) != "undefined" ? unsafeWindow : window;

    const openImg  = "data:image/gif;base64,R0lGODlhEgAQALMAACQuNxsiKRsiKBgcIxccHxYbH2B3ghccICMtNmN5hSUvOBYbHhggJAAAAAAAAAAAACH5BAAAAAAALAAAAAASABAAAARFMKhJq1WS6c07m164gWJIlt2JjgqXvPBrsF0McwpyLDxv94sDQgf0vYpCYnGRWCZ3y+gzKh1CqUACAlDAFgcAAeBCVoQjADs=";
    const closeImg = "data:image/gif;base64,R0lGODlhEgAQALMAACQuNxsiKRsiKBgcIxccHxYbH2B3ghccICMtNmN5hSUvOBYbHhggJAAAAAAAAAAAACH5BAAAAAAALAAAAAASABAAAARFUABFq7VAjsW79wWAEF/ZHQhymCaqsqW7fkmbzl2ix7en/x+UgkFk/I5FIqVoOCKLy6R0Gp1aGdWrNKuFDrvbwGV8CUQAADs=";
    const ImgPlaneta = "https://gf3.geo.gfsrv.net/cdnb8/e4122bc5585ef4c18c6e13bca5d65d.png";

    const ImgMetalSmall = "data:image/png;base64,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";

    const ImgCristalSmall = "data:image/png;base64,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";

    const ImgDeuterioSmall = "data:image/png;base64,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";

    const ImgClock = "data:image/png;base64,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";

    const ImgCL = "data:image/png;base64,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";

    const ImgCP = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAIAAAADnC86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAABAQSURBVBgZJcELkJ1VYQDg8/6f97+P3Lt795HNbrJLliQsjzxMAggBAnEEBatgfVA7KC310RnbDtVOaWd0ptN2phVKrR1trY+IrdZaUYGK8lKIJERiEpJsNtnd7Pu+//u/zzn/OXXa74O/+7dHe60g0VmU+ny9EbQXs3ZHBL7SDlC5ApDAlGcpYyxNM0KIEDKJQ8ljzyumWSZBbhomRFBEvForJWlfKbCxsT49PZ0k6eLiAgSQUANoJGQKAAJAgv+D3/6eB8Mg0AhqqBAXuRRQAowxRBQbVCrAGCiVyxpC2/FSznOtpcgxobkGaZYRmnORQgRNppLMh1iITBmmmaVppun+Q4e9Sq3faxtGBlEOtFYK/D+8/ZYj1YoXJCIHwuC5UArkUnGeSo4oIaaBiNRIi5wTZlPquF4JEaYBIIaFiFkwPNMoSU4NhsMg8QolDVGWZKZllYvmqddfJwQfuvWOuB83Gz6CUAMNNPgNfO0N+4r1UZ7FKIdZjoUUQuYiU4KYtuXkkqtESwGx4SBGAQGpyKI4YJQSyjAzsgxrzXPua60YQ37QzbKkNljhPK5UagXXjXrt468fcwvetq0TEGHfjyDAAGA8MLbVrgyWKuU4SpTCOVS5kEgpgrSIwyT0PWYQQtyim8SxynNKCSUGBFm3E1CmMyooYxq6JpF5rm3HKLiFNOG1am1tdZ1zvnlsi5QSISik4Jw7jm0YNJcSRb1mv9suFFxKqWGZxCph0yZ2CfFQpgEjGqlMZ4EMfSyFTkR/oyUCqSD/1CcfNSyGe3na7Dp5KjiBgEWhjCJR8qp+N9UaKKUajcbIyAhCqNfrWbYJYGaaeOa6q/GmzRPEdSZ37U65dpAOopCZhYJpxGGDRwkFINdYYZrkCvIcAW0ULMQwVs16cWRu9sIHP/rZtWA+FkhnTaWBwSwpACYEQqiUBEBjjOM4RghlWQa0xgRAiKQUeMfefUBJuzq8fXpXa3XJ9VyuSbCxBkhOAJKpIASILKVIx3FMKGOWZVh0pFa5cObXTnnwlVd/+MjH/+i5Z/7NsyzbdoWQBFlZlkGUKyUxRpxzwzA456ZpGpbpODbGGEKE9914I0M5NsyZ3fuzlDcbjTjLXaiDJCSYUYQJISJXADPqFc1i2cSW3+3nMbcsKQHxO9mrr5696663r1yeNQyHUaY0lFIAqABQSRp7XjFNUwih7/sGNQqevba2zjknts2uvXrm1HJv9tzZqW3b1zrNnAKKoF0utJeWzWJlw/cxcnKZcZ5iqXt+08RI5BABOTBQ+dZ/Hl1qL/32PfePlqsd37eMIiHYtMyEBxQTRk0hhWEyngnGWBD0Ux5QSg3DIJVqOY5ynOter+nsvJYDHWbSRazd6diFYtxqZ3EEeUx4ZCEDAMWRMi0UxwkEhXMXzrzj7iObRoZGt4zxbuAWzbAvGLWpASPeR5gWTIsaSimtFaCU5nkehB3LsqWUiDJmOYbrWWHsX56bvW3/AQA0cYws5/OrK4FIFY/yOEwCP+p34l4biNjAzCBOlojhwc06Ef12L0+yMAy0BpZpMkriMPY8DwCQcS6lNAzmOK7WWuW55xWFEAAAlMu84DhCxK3WhkZkuIQ31YZSoEzbNh0rShOkNQQ5UBwjLWVKEMiyFEJmMCdJZMF1I993mWE5lt/zHacQx8ngYDXLuGObjDCMSBjEhYJLCDEt07JMQkgUxyhL1VtXFnddtyvo+qeWl6qEjo0PWYgCahPGFJYJUQIDgzKNFaRYABylGaBKKl0bHjW9AZ2oOE41BW5xrBegyvBo2m8JWEplCFGJxwBKFkVhmqZagzDglNi2UUBXNlZuvOW210+eOXzHrR5Mzq11dm8xM2IgaiLDtpxNCACgAWFUKwQBde2iZbumYRCKd+28xjSLf/CJT/dDrlGxNDC4edtIlCXdgD/00MPtXiZoICGXOuz5fYxxtVrNc+l5hYxneGrf7tVmP4OoYLq1iteI8ncdvPon51dxjgGQUEmQ+jrLiBJJqii1cqkpIdQgjmOfn71I3TokdPPIWKk2fPrsmat3bJ+9NE+U+vBHH77t7Xf/z8+eI8Q1KKEEAg2iOAFApWmKfmO8NgSC3t7tO9qMChU75aFCvzezfVrQDFJMHI/Yw9AopRliDAiVW9UitAsMW3EgaqVNzfkLR7/8pW8/9cWbrz9ww9Sh1vLyvYfvrWwaXe1Sz8OO8jwWZ0pCblDDUiilxJBSot+Y3rHjgfvft3PbpPJ7h2+8fbKYv9EW75xymOkZjBkYE4cxx7K9AsQaEZmkcdDvMUavv+HaSm3wL//qczpd1Ul0/f59H/zIA8xyfvBfP07p4L1HrnexjMJ+fcuBqR0H27wpVeSwAWYQy7IZYyRNk6mJrePV0lPPPzvAdMNxiZHsqFax44I+UxhhgxGTSYZZThRXWyfH9uy+UQTx0pWlBz/8oVZEfnZ8bbguiFqbGBn93rePvnlq+fvHn6875O9PJeU9D2wguHvryO49B79z9K+RhNDAAAClFH7Phz5mFsyx6qbNU+OtbtCJGluLZUzcMOWX1le0wJAHMhMKI9TplspmY3nhxIsvvPHqS1z1n33mF7uuueHMxWBlgRYqY2uN4KVXTmOzvnPbgW4Sbxvf2mv5l69EZy/27nvv/nYrRkSkcQIAVTklWquBgfqXvvq1mbvuaAX9qwfKirDnzjWnx6vHThX7ZstEg7yY8ouvaoe6xUGIXbOgr91zIE6zQ4du/+XJZa8+mENjqNiemRy0rIlyCVCMAHABAEfedj8AoN1WD3/miT/7k0c/8akPlkaH2ovzmEekVCrPzl2avmbmh8+/dOS2IxirbpAEMh0AhsWcHmrUamZ0Kr7cN4yR+sVGUq7U6sPWD374/X/4u68cOnjNypVvvHl63tzcePzrGyJDqyuNrp8ncevS+VdhLhCEyiofPLj/0L7N663mu+976JmfPlu76raDB/cSoHJisLnllcbKRtxunEjF/OXl9RCOVG6c2lJOk/jks980p/Y98eRjELBrBuy2AM9881vf2QCnl9s//5uvNBcvn3zjp+cJ3HHoyOLC+YmrxsXJE421uVtuvqm1ON+M403e4Ocf+8yhPXVgDlrGyC2333R6fj08rUgYBKkSu2ZmLi8sra+uJzmaW1pLvcGGn20bKyyv1HH3nM4mvvAXT55669duJ8lAr6LiUmX7+qWT//HlJ0fGxrHGSpHG+oJjOqdOnGWRZJjxfsD7rW3bt1+5cPYnxxbLk2+r2szWePbcL/M08VdcsrKyeuPbD+pupLhSprO2uJxxPj1amV3vv2OHUxmoh6sXYfMpAtQ+LCxaWzVN0BOTI0NP//d3rTLjPEBEJzxau3jWsqyBYvniwjJFqYLcNkjqd8qFguad7trc8OROk8WCsCEPSStCTzz+hbgfVmuVF158ZW1jY6HvDw4P2xLUKkXiGHn7kkiZYXh5oRJjr6tyJXmaRU5x0z2/9YHbDt+73l5bW1stV8ooDpJ2L253Jia2xpnsR77WoNlcv3j+/HPf/acSDCEPDcssmCbFuG5ZaGhw8Mkn/rFcL9fqmwnQKspTkbzV6w6q9dArvfj4p+3aoNCRpblEkkOO4yTKdH24/MZrx946fvKJJ5967/t/rz40c3mtIQld868sra5oaPbDwPJKUuu7j7yj3T6fCcZMzKiNQBTnCY8ifOe77n39+ImRLcMvvHzCtpnM4SbXyqXaVh8yKpu+8/lPQbcCpGSGoXIFANAaE2Z+6KGPt/sbb536+Uuv/OTp5/7drBT33PSQ5Nb7Hrj3588+bVID5bq7vqENMnv6nLOpwqMYITy2ZYxS4jiW69TwQx//w3anMzt3bmr6Opkl62vNLfVSxvOBsak/f/C+uNtgJnXsghCCS65zADTcvuM6aLrHXn9ZZa1ycXy1R59+/vzhm4ZrHn30kYdHRmpRmGScXzW+pRv646ObBQQy41EUbds26RSs1ZXlgYFRfPie+zLO737nPbHf3NhYO3j91L5dk0Dh186efOHLT+y6813J8pLtukIIQi2CVD8J3//wJy68deqNX7xctAoFwwuxUfHsc2cXuqvrFGe9nm8YhuSiHfiUOSEgBivHIpNQOYU6xJnfl9hg+NabD6Rm6cL8oue6lVLx9OkzB/bvm2/0f3T0n2c2j/XijKa+H0ZxFGVS5jzjWlcHRr/x1X+pV8sqi6xCGXolTNHEyNS/fv3RPNbDwyOMkTSON09O2+UaMh2e5SL2uUi8QrXV6gNgV6uj+LZbD/SVFSG3s7F86dyZffv2XrpwrsPZ/Atfg+ZW6F8xvUqpVERAa4Ao1OVq7djxXw8WXd/vDA2UFGbCcgljFWt0cX6uZBavumpLkqQa6I3leR6Hgd9NwyhXwjDQ5XOzp84dr4+OzF2ax3vuvMsxihuNRt5vTgxuWm73ywP1oWrx2DM/Htq5b6MVl9FGJ4oXmv0gyFIOICRRFHCAXEZGK7Vu1Fna8HdNbmtJP1q+mMbB5fkFBLtZmgF7k1sqW7Yd9dsEYaC9PTfftbh2QUjS7Cwji+FyyZ4/8yvXtvtRIpIAg/zC+dNGubxw6dyVlfkmt1s9ARQEKqeExEk8PjQKolQA1ZKJEuRPP/PY1NXXJq2+aTrF+qBhwGYAjEJZxpHB6OrKCpeAWV4vbD78yIe/ffT5xcW5KGkikUdzs2f2XrOt02xEmUjCTmN5QcadO+7+2I++d/TIXR84M9ea3rXbNW3bcCBClWLp8pX58au2uowNWHapVD9x4vTLL59wIJ2bPf/AQw8iBPYfebckjFKwsbFRrZQLbhEh6yO//7EzsycZ00ma9gOAr9u9Hytou2671Wqur5dcJ4Fk/s3z0zv3fu6zX7i8sfqz82+WrYEXXztuwZZF0FKjdfje+9uBYKajIHUtsby62u73S5YUQWp73trcqgQ672eC69V265VfnZyY2TE+PdX2/Y1Ge6Je+9WJ10qM4ev3H+hGQRgmCugsF065QExn13XX9YXwCvTNl3/06gtv1G4Y3jo8wGBl+vYjlbFJAQlBkBmoWCrpXK01Wq1mY3h0IGx13HKx1WzwJEEI5EJqqLHBjp14ffXKcpIkS1euAJ5pnWOt8M69u7FjQoT9KMQMozCJl5urq41muz24d+aTf/U40c1ffP97b3v370zderfOMWEII2QyClCeJnGu8PDQ0PbJLUHSF0FglqxEJERwiJTMM9ugTsWJghBJ6Hc6SRjzLDYoCX0fY8cdm5i8NDdvmXa707UqFW9oqDI5Nja5TerkG489SgYG/viLR5dXW3nqC5XlOYda5FJiiGUOiIEt00iDPoBofHxifmHBsQ3PdpTSKU/Gx0f73W4UBHmmlBTlQgHCTOWiOlDFm6d2XLq8gBBpttv1wSGecm1Qy7ZELkWI73zk00MzMzQrxeEayKHK4jSKcsGVlAQzg1AAOYIIaIAgvrK0bDsFzXkQR7ZjO67d63Y551kc5jpFUGKssywRUkRR/L9ZoheWmqUHEgAAAABJRU5ErkJggg==";

    const ImgCR = "data:image/png;base64,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";

    const ImgNB = "data:image/png;base64,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";

    const ImgAC = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAIAAAADnC86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAA/oSURBVBgZZcF5kN11YQDw7/m737nvvb13s1dCQsAlISECIcFAEBscLYZEBTsWteooM61irVOkWitSRUUdr9aWtkg1ErQGJkQ5Qggk5CJsYjYk7G6y97637/zdv+9Vh45/9fOBK4oFwjgH0nSwKflcI/GSpGhbOdsxdX2uvGQaVtNtFTu6Wi3PMDQWuQgiIQSi1PWDgEvGJaU4ZqJQaPMCz3HsOOZASYSxrtFl181lsouLSxAi9TZKCSYGXtueS6FYQThbbegGNDKpQJKaG5RbXsyEgTnEwDSohWMdCSRDhY2YC4QhxsiwHD+MdEOXUrSXSo16XTONMIghBFLJIPA9P+BStlpesdDm+wEAQNd1xrhSEF/Rozt5bRnGGCkTAd1JMQAdjIuptAYSw4IEqzAJQibCOBaShwqGQcShjP1YSgkQDqMEQZgksVIqZkkYM86YUhIhrKRUBEIEvCCECOm6jjERkiOs4VIP0dJGz6oNi/VgutKAOuloLzS9Vj1sYtss4pQnpa2IC7DUtWaCEoRDCX3OIoSUoblJTAmkCBBCBBBRIgmCAEBKqEiYYZgUU5MQwjikSKc08QMFlKVhPDo60CpXL1yYKBY6PbfVVijKICrlcqZGq5Vq0c4seHWMMDFJwiUXChDCORNS5nQLJEIDECqgoAJACaks2wQKIAwTpYhhEhAZeV1pBKTTlmV6rVY+m0s4QwrgdJq0W3Yhna1cmiw5liVZyjQlT5KgZevUX65HWScRwjG0MIoUhEJCpaSSCkAolNItEyhFCeKMY0xcP4ZQUqQUlKO771t9w3tqMdf0VHd7mwTCNPWW27Isk8ec5DpWAMDmLk/3tltIxKahud6yiIjOqRsHxCI9JtUK9vx0net6s+IpTViaRjERiiusIhEjJDiXEKNYMEqwhox0IbPy/R/LW/ai6//woUdH3rlmx7vvybeBQA+9pks0oqcdnCu1BTFTEC7VAoH1ZqjSjhWHoReLJBA5SjKChV7L5bjGIygRJEByoSJODMI4wwgCACklCiMoZZDI2ALXvW9nXi7v/d4jN2waOvXSr6fqHWs2XvfGyZcR4yKKasvVgCUEY721XKFQcuLUQsbiyK0HBkXIwEHCp2OVodRTgCBhmtRKmSxhgHGEGEt4TreEEAxIhDCLY93M3nvvjnXDzuTJl6dU389+/P1bdt31kR2jV9cu3P2xT734q7bFyqKQUtcIjxlmSQKFqFWWdIShkLamW6ZdCcOUY0skbUAyuoYJZSyRGIo4RgjIMMEQwUSFEHTlC/OVBiH0xs03SSCJVGms1g4POH3Xnzp68t+/9eADX/vOvAIP7TnRGHshCPxGvcIZ4gnAWceKGk3AZcnRsGQaRkDy/FA3ZRKlrJSBAPepBnSathC0dSqVBIgEARsZGhlYt2Z2Znp8+nKxvWNFX+/hQy8dPXGmvbtn9cate/fuGTvzeufwytMH96MgtponR5xsfXY2q6ehELnOdmgbGlVC11AKc03XMcaGhpoyySO9wpM0J1gwJ2f7QaAogRoqz7j57p5soWvXRz/0xS880DPc16zUNap94iM76zV3/4uH33jjzPBQ5/07b/bd2ukpb8kx19rZUxcnzJRZaCsuLi3cefPmJJXBCCmKEFBc0pTAVgI0Wcw3kyiVkGbEJUVcCqXTDMEQAsvW4mrc1bvipWMnn9737B0bNr549ITiUd4xN27YcPjF5/f95kkvah743SvPHD6zfcum+WaycfX6S7WZu/78Aw8/8tOJt6aqDW9+YuG142ewSQEgWCCsQ0QA5FHkll0HSUE5YYpzxbABSFqG3lLdT9lZUug5PXbm2w997ep3DKGUxePGN7765Vp5vtGY/+hfflgKhRQce2Ns2/aNi7X40x+/928e/MpDf/el+//h28vVyjXXX1vq7Ih19Na5CWwRbBBdIziIwlhwDoSmm3HiEaSAwAhDgHCYJLMxGxy5cmTNVVtvubV/cKDheY/84KfVestL4MEDB3Nm9hdPP3P+1Kn5i+NHXn4lbeknzp378F13PfnLJ3/z6z133v2xNy9cBBCsvXLtubGzvauGxsfOIZNqWAHuxxyoWLBYyYQzhIFUAColJBecJZybJWPnzj/7xO4PHntp3507tjaXLuy6412P/+TRTWsHrhrum5uZvHvHbfl0+trrbj564szsYiuXy8xcvvT1f/rqe2+/IxAAAaAp4C3VN41ee3TfgbyZxpbiQnJBJJQUJqozZUdJkMc2FsyTst6AEAOV8GQp+ML9n/WhBwh+4oknBkZW7971wTCK+/t6n/zdwbNTsxm78OzzrwjdOHT8GLUNt+5DYtz3+QdmKw3MPV0jVhq2vGpl+RJIpaihcCltciURJmHETFNXkmUde7HmcQqv3377e++5662zY5//9Cd/9KPv/3rP3gN7nyn2tj/88A9DFz+z/+lGq9nb1bf91ne2debPXDgXBcG+51+s1lsuj0rZ/OunXieUFEtQM3CYMEsjuawjlezJkFLKwjYCQgDd0QHQsASWrdmAfOZv/zrRMrqElrv8n48/PjM/8cCDX+zvH/zCl75y+x27PnLP7qFV+ZVDg1u3bD1z5sxnPv654WvXTFfDS3+YTGNCEZExd1uubhDT1Gt1FgQsl83mUiiTMlKmVmeo4TG4okgCJrFmEAKZ5+uAZtLZyRYEoJ4K1RUb1+Vs2ungz3z9O1esGnr2l3uOHzk6um7EyS7M19f/49/fd+vt73n+0CupbG78D2+mNKfaqgqdKi4yjs45kSjstjLLjSYDzFSgt78vSjgwUy6XOIeUozmKQSXjgGFu55cY/Pzu9aDsr79tsyTOy6++etVA6eKrx6bH3sh1Fa8Z3a60C2+eZU8dOJS0lrt7eycvTzXKjVajBaQSQCQR37ltw+sTlxxOBlJZkk03WzVBcLarTWi6i3HLdUvdPUgivemH1VbY2dPXUezvbEvfvcU6eOTc6QZLpdLf+PL9XiPoyDk7P/SBq7Zu6RsYjVRj/M1gbrGBoFq5cuj4qbPnL8y79apDCUVYKPjwIw9OzNZLxbzA8JOf+2w6W+RIh0iv+qHULYV1zbarjRrWLZMh0oziW+7YlsNWZ6YcotRCWe/rzaxZOXT68JG9T/zESAUyN9hWWPHKay8jKn//7OkfP/Zf2bZsJuMcOLB/bvLCzx9/0vU9iJRGwGuvHh9dt278zXFi6sfPjjlt+Uq9Ztg21jQKEcFqaN2oYBjHccIZEwpsfueNgM1etzo7NpVLEtcgOA/UQ4/+89NPH8gWe9u7+r/33Uc3XLv2+Rdf/dHPHkvrxoWp6cj3U7p5aWbusT17gQKUorRmpCm8etXKscmplGWxKG6yCFOiAMxojAVRYXC4bcWQAggRDKVUAIBzY4fW7/74srzS6c5Nzk2HjSYDxs9/9d923kllVvqu+9qxg4vz1e9896cpHXlR9IkP360RZ77S/Iu/uo8QJAmKJPYkHLh6fbajy3cDxhLLsUni6TLO6FCHEEsoY9ZcqtiOgzOOGXMgleztu3rpyIHbvviNwOCXjp30gtbrU5Pbt73r0vRsoVgaO33qHe9Ys3fP0+enZ3Wqrhldr6R87eSJ5146pOkUAAgAkAQGUF68PHXo2LFMyuZCSgAJghjRlucxSX0/XNnXs2pwpHf1amgBGEKCkLzr3cNL8yom+WI2qiV8se6hGD7y0INLlUocheNj546fGLsw/laMgRRS/RGQCBLT0JqBjwnmXBBKKKVcCkoowIglSTqTEWFipR0t5UDuRxINr1oTRXzLe+8gCdCUindt31ApL81H2ZFia6Fcllph6s25rTdvCsKgUa+Pj5/7n33PVWueQSmGiOoUQBjHiWObCkADEZ5wHSIoFBexYVkQAjcMrxkdbTabHvHNfMoLIztl6oqYhcy2G7ZcnLiMFRAYovdtufrYxai/s0XD6MR50GjVbti2hmChA31s7I39+1/w4wgjJARRKgEAMcYEl4QQjBCQiiWcIgAgsmyrkCu0Wq5mG5Hnu74PNQwgpLatorC3vWe5Uj1x6vWDv/09bm9r27x548VyI9uVGs5mD5+ZZ0pev2H9/gOvjAwMVhebv933HCU4ijnCJJ93oihBCDLO87aDMVKUxATcsPnGiYtTbXlNhZGRqLaeHksToFaXUFiatHNFmC1hqqW1TES0W3d98Iadu5Ftp9Kp3PzMImH01NnLN920qdaoIil+8u1vHTl86qn9v0caaQaxbdkIwShKpFKWZUMAYs4FUFCB0fXrnjv4woqBkoXhyNrh4qbhOANbc2Urn+8vdmJKHSfFo6jY14c7CorQ2vxCdyqHvWYwdu4PN2/Zsjg1u/W2HfufffYHj37l0sL8v/3iqY7uPq/ZSrhQADq2kc1ly+VqT3dnrVa3bFMmPGE8ZCxoNDtKpZ61A1ouS9L5y5V6F8olRlyGcSGbX33FSLa9K13oNLvbje7uDEmbCg1esRqCPzEsx5Hs4IGff+r+r7987FTKMP0ohIRghPK5XHVpCQDQ2dU+N79kGTSbzrRYdN11G3u6Oyr1xpGjrzlmigNhZlK6RjhEkad23LhhISjPzNWWquV77r3nX7/5WKm/9+b3vwdaVnfPGgj+JF9w/uWb37zzo59CABTbCr7vxywBCKk/kkpIccv2dz33uxduuun68fPj2Ux2dnaGcW7bZld/v2HbszMzbcXC6quunJyYtGybYD1mrGe4f/n85b6RAc9zW6VOxcVb58Zvv22bW3Ux+D8QmkT/jz1PAQCQpkWen81kwjASSkIIhRD9w73pdHqhvFCuLhcKpXKtqmHEGOvv7W3r6piYuQwJQgR7nv9HPV1dSZKYQ4NWpsttVJfDMCbQK0eKw77h4aWGN1+uYAAAxhgoFcYxghAhKIXAlDY9FyGkAKCUDg4OTl6cmp2Z0wktthV8323V6lvfvX24Z6Bcr+baS4amt3d3+WE4f3maILSwsIAsJ+1YzUYZQ4oQDrzQc2tWxs70dJ4fGy9oFgYAQAgBABAhAKGUanBwsFqvAaUgQhBCKeXy8jKAoLO9XUpl2Xqr2VJKdQ+uOPzCQUxJ03WDMCwvLfX39TVr9SAM006aKbg4N2caxvTElBK8XF7CgV+Zm3cXKipIEOcQIaSUghCCt6m3AQAMwxBCMMZs2yYEu34LQUAIhhARQiCAPuTdTt7nCSYoa6cjJIECfuALIYrFEiEG1HArDG0CvCBotlpYCCWwTVKRphdKBQzfBv4Evg0AgDEWQiCElFJRFGGMgIJSQgCEpulJElFktJfa20vty42aQpAQGiVRGIYIIY0Qz48QxpbjEEp4yJIwBgBpVPPD0DaQwhRDCMH/AyEUQiilIIRKKSnlmtVXCiFZwgBUSRIrBbJOzg+CS1OXBVJQQwCAOI4zmYxSStd1gjWsEwBBrdVKotgyLYoIFxJhpFPYDNj/AsHosfUCnkoVAAAAAElFTkSuQmCC";

    const ImgBB = "data:image/png;base64,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";

    const ImgDS = "data:image/png;base64,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";

    const ImgEDLM = "data:image/png;base64,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";

    const ImgSG = "data:image/png;base64,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";

    const ImgEX = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAIAAAADnC86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAA+oSURBVBgZFcF5sF1nQQDwb/++s97l3fveu29/eS9L0yTN0tBQ2iktWJSRAjJ1VBiF0UH/UZGRGXV0BAdURkYYEYUZpiMOKoyUJbS1lbZ0S5s0KaRplpc0eXnJW+9+7znnnvVblN8PHjp4zACDMbIZBwgppVNZQAgoRJhgAglChmKCMAFSEcI8y8m0GkYDiDEmFiUCQZDmeQ6My/nxXXNXt5qZ0qCQVc8eBAHn1nqvByAgGEullP4FBCGeacwiABFC0ABtDGfEAIAhBhhwjAUjEAKHuw53GeVK65LtCcoSLbU2lFgYI4OANsYRluAMSlNynG482teYaQ+GQCkEEWaEcyGlhBACCBFCBGPcmJyxOKUYI0QYwQYAh3GINYKQIqyUQogYkxNIKRUYkCxPqNYaKEwRYRbhBCHsCKuQahBGjs33TY6Ho/zGoOUADDErea4EJs4zYwBGCCOEIEQIEQ2VoCVGmSPsLM8KoyTQAmKNZF4UGCioMQJESik4Kls4N9wRCGZ2pvIgifLElPwaAGCuXmV4LMv1SqulEVBpin1vzHVdLlKtkixnnChgZCExIcAYPNOYWmrMtAbDimPvmRgvWYIQTglTSgtuAQAocAkmQghCMUQCIlPxhA1NL4ghRrZwIQJz9QlkVCalNLgzigkw9cqEKjJMCOdsmCQIo1wrjAlnTCqpjMFH9x7RmlQcvxMF1zZbwmY+J0LYnu1gQBAETsmtlasWY54tHEYQNJTAifEyE26hDKaECdHq9CKpfMezKStxOy1yogHnnDKRZJlnW1GWaYAQRABBglmhNV6av6s5GMzVK/fsnto72wjDbLsXFkZnRQYhwZgBgBzKLIvluRoruUIwW9AiB2WPS8MNZnfMVKWCBkKBqWPxUZFSzAwEnutAhCAmYZppaAyEChhpTKoMQQD//e9/hCE2WfVutfoEg8MHZo/uqc/Xa5u9MM/lQqNugJ4eLxtj9syNC4L6o7RacgFA81NjRuZpDtZ7gdFGYSClLDQoW25aFJhg33OyvAjTlAqe5FIpYxCCkBkDOeYk0/qX75kZFWqqxmolJ06KYaQ2m0NGsDfmVD2yODldaDNWEq7NejmynQJh7DDY7vYcB80hp+goW1jSyEGQlhwbmkIhVXZKaSbHSuUMRhCiDCSQMGg0JhgxoyXAxw6803Jcy7LGai5D2ClRglit6ulcRXl+fO/8Vn80N1FOFdi/a3y6XsHA5EVeZEWl7FV8lzGWSlDxKIBUGoMJBlprAmqlMhV0cqzUHSW9LMUIIgQxIoQZ/AsMzy0cWJqu1EouBmx9mMUxXJzyDAC+7zMIr2z0JCCrzcAhaJDkc16pPDY14NVSqbpnboImSaniLjZcDqBtW1XHnfT9c0m3Ihwbct/mhTSdJFPKAIAYZ5SSNFfSYGk0vu/Eu/LCAIinp8oM42FugpGs+AJDBAnZO98wECKIJhv1ioVedOpqfsaeH1+3xamRPNWT01V7zhESIuxYa0o/u9bd7A5nXMuv+rvmG5GSiGCFTMmxpZFSIw1ILjF368TmvoF4bqqmZLF71ltqOD9fi8qOmF1g15vx2nYxWx+bnoRbO72OyV9aeWFu4Tcm5+60xuPpfl/tjr777Ou/7sezpQmyuKvzxMsTJG5nZHFxqlqbjPJ4as+y3GkHW6EsMMUkR6o2M3HkvqNqeop4LnEsduNmu1a3stxUfbG7YV3bHPk+PXZ0+kAGms3k9uZg3/G9jz35HL/dPP0f3/3f4TdKrguEEBj2r639q+GffuR+Mww2t3Yw5fN1oQg/d/XK7/72J4e56tD27LJbcvGehXK5Vuoa8OwLt9Z/8B34pb/6wmTFK1uQMswZy2UGFJYKGAAFAQsLNddFDOKdTlpkxcOf+izndHpi3BYiy5Prq1vOwl1Lrnn5wvV77j7yyHtPPPXcWZx1dx848jdf+AzE1ouvnb7jXScEABCAl1fD8xdutlc3UR4gLeFXP/cPvgWWpqvEKMQFRYYLXORGSokQtTkECCVJXq4Kf8yujB949tT6q2+dWd+8HYSBR+wHj+/7zFe+WZuYA0geWJp59AMP9MP0yZ+8blO8a3Hyc5/77KlQr22Fa9v9fDgEoygJh3kQxcGQ1CsUQTiMCkLhlIMcB1JNcAUDBONM2pwZoCemqtvNdLSdDwe3HnjX4eP3HkFGQ0c4g60svNnPf/OZs1enx/y7Dy0//9LZdncwNVa2XGt9dfXbz/xUVveG0YgN+jAphq0ApoGjBwLF+BMf/qBDSZXCsoMY1jMTlj/ja60QgpawRcm1fc9A7JeF61l2uSQNgTCjJsuy1K6Qj//Z1y5uNCd896MffvCtKzcZxb1B8tMzl8787O09+/f+9LXzy5Nwviqm69zwJBXpVhZhAMJWSKY9dinHN0oNr1rudQN1NXuoXBz6lYfBaCVr9hHjiNs2IcBAoBSgAhiUachtB9288teffWyYjY7eufvXHrjrK986ibld9+0r128e3D0TJGank/TT+IU3zn+gMetW5/bN7V7K4jvj7uPPXViq9eDZ//r3vzh39dN/9EmPWxATnMe+zh7/wfOLUH30E++QA4ltYUpViFwIKAAUgEzfbr/2zMnHnnll/+7p5bmF/ih7aeV6WpjZWvnayvmVG1s3tnpF2PyX7z5lWejZ7z0+szADEFJMDIYRRfrWlfP7vFnCke6fOfudz/dDzKv1qRwS12FHGvZwqwMSSioOsG0IpgEA7Zu3Lr/8Uu/qpSujMLLrJx5+T6u188MXXoUff6h8QbKpxiunX1m72Zys2Ccm3Q/97T/ePX/w4htnn37+mfe9573j5THGRjyObm1sDra7ux8+THyXnHvttbnJsanG5DjKqmWxubn6+KlWjWAcR0d3zZOyH/SCty9dDg0EbmX6zoPlbme0vf2jHz9h+5V+Ox671VxaXnrmzIVcO3tnrXv3LV2+2HnoziM7187sn3d/9NjJJ8+/2W5d7l67trG10e6PHjlxRNaWoTn/5Nm17p98+VsXV1Z271o+dNf+/3n6J80QTlYm3n/vHYv1msF6hLABOEuT8bofxdGbb12/Y760shkW8XBuYlwr9sSrP2/4tB/A253NP/6lB9/34D1uYxFhOExzGPvZXUdR3fUQkR4Yvb61ff3leBTA1af/E9njU/seoBXSeftGL9N1GFcOlf75my/03XkW905+76lJX1dKLElSz3JIxd21585IGU2QSZJbN2/AYacixIUrrRff+vlDC42/+9ivthuH8yRWpnAZhaYO9ixzDrtZJjlpnrkOg1VdKPLaplv3yFtyu6iRWe3qEu6vZMm1lS9/49sfuP/e8amJP3j06LUb299/5U1sqYGXf+UPP1W1xWLZ2YzijSjp1+dvXr36p/cdCzvdQfJbnutvBAkNhgKAUabTuEhtJHSapVCqDBhcQrE0EjGFHIoyYyo+PGhBhxbTSO9fqv3eF796cO8+BZTK+tO16v3H9phC31hvL1cnvv/U44NkdHqYXR8lozz70N1LY/sW/vzHT544PFfCJhv0WTrCBpdKnuMi2+WOTG2ZQZmSJKJJ4oCC5hnLUrI0XyPEJg72BS6gDtOs3RmG/VVHu92NVt7zVqv0n77+w4+9s/Z2a/zwHVNnVtbPP/00gmjX4nw8Ut9ZW23opHvtInA/Wq4KFsSSqJR63TyrepYcpk5JmXRgMZHmIeBugRV26Qi6CDAa9MMwCtrDThwOBlE0NVZ99P0fOXVuZZc7evd08dT3nhgO2l86+eYHH3nUHeknnnzq2qW3VZKjJKdFXBkNzr36BuQMKJUD7tTGpF9JCskU3RjoNnFThGUap5kcZMhgMs+ircItUkO6NzYLSIVARQhTRjysz5w916hZs7Pz2/Tg1/77pd95/32h2JiesBcbM9OWf/IvP/9vp8+c/9npQb958/btCxcuO6XKTx77ep4EYVpc6wCClMtxM8lVbrI0beUSuOVcmVGQ4Ages9MS9Xzfgc89/jQAhNgcIwCkGas6nkBpmHk2sUu1Hz//4uHjx66v7sCwH/b7IE2rZKZy/H77UA1s9us1a0JmoLweXNvKIUbKvHE91AB2R7IsrLQoqDHnO2ml6gWE1IwWQF9qDmdIMe4y0h2MkCEiy6HRgzButjh3mC8Eyp3OzmppYe+plds0ydNujxZJZ6PTpbXxAzvVpqJRH/FSvrkF1I00HiEqEMKLVW6AbrXCy62hJ/iMx1iRbneNb4syK5amKY3JqztFmIxIqx1whtNOsdYcRJC6nFd89v9wxYl3+ghTqLMsirjMi6A9aAJrPBAygdFgUsWmIN3ugJrQmIIkigumIcilfOeS9cXvrzcmeDZADMAZFTcH5iJE2UiMj/F3T2FEOK6U9lzd6l9dbw8i1dvp5MAURgNgVl5fGfbDjbdvdra3mAH9Xm/QaY0iBKo+m/IcDu04UMjobjfpbCqpCIN5ASgFg24vz9CxZbZxY4C12criLCioSseIvt1NwzDjACMA8Ic/8UlE8SgtpCkgBBCBIo77rSGxrSgYEo4tV6gs0bKQWVoo4pRo2eMQkCjpIkLzfrfIRnEmC8SiKO2GeZTkMYAIIYfppCg220mcqUzpYVgQoLCUbzW77Sgn506vSKi5Y9V3LTCIdy5dLWSSJDENOKHQKBKHTaq0VhlHinJhZAL7QXn3nAh5b6dvOoEZpJTqccfLAd1e79kl5hJQFKpWtbe3gn67H2ot05GWepJ5foW2C9APIlyd3AuJ7Pc6/bXrnfUtKIwyyimXKQGjYJjGnSSJTJZYlqiMlbI4URinQAfDLAmC/k4n2OlCrBn3ozDIM8wsVq14EFOMTC6NX/FtBG81W45gnV4zliMwjFvDEACNJ5f3KwkR1nkcYyLD1oY0ZjTsZdFQ5kOVR1oZZgGkYXN7LU1CRHkUBUCI9to6hKZIkwTgc69f6Y8AAsgWLC0MwDAchFKbMEgdlx/dvzRdL9+9PH/56kZdsEOLDlWCOLbd2bqaBkNBXZ1TYLSSQwZoc/MakopZrnAclTkJKgACEqGdzduFgc2NTUalZ5XrE5MwiLoyJjpWrB7nGgHCPc8IDKHxqghiYYAVt6ILl1cXG/PdMNi8PIo9TZxQhdDjY3zY24IZz7OUxAhAUxQxJTbAutDSUFGYTDgeRU5kelgaYUFuVSzPkyBNkzxNe5vbqWeVdr3jrvVOp3t7Z7LiENeiDsOa9drdQZhhxlpJPBolbas0SgriELy/sXzl5hWsSKFzQDC3ytgYjAXjtrAcbjuAUMtAp+TnWQxlipWMsgIS7XNnanLm4sU3tFaO5Q3j/snnX1ES1usVQ+CUZq5r5VoFo3x70Gz4FkLszRFPsgQX6P8AxvmTVjotPpEAAAAASUVORK5CYII=";

    const ImgNPC = "data:image/png;base64,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";

    const ImgNGC = "data:image/png;base64,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";

    const ImgCOL = "data:image/png;base64,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";

    const ImgRC = "data:image/png;base64,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";

    const ImgSE = "data:image/png;base64,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";

    const ImgSS = "data:image/png;base64,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";

    const ImgTL = "data:image/png;base64,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";

    const ImgLM = "data:image/png;base64,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";

    const ImgLP = "data:image/png;base64,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";

    const ImgLG = "data:image/png;base64,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";

    const ImgCG = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAIAAAADnC86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAABDKSURBVBgZBcF5lF1lYQDw7/vuvr37lvvemzfvzb5nskMykw2SEAhCRIEi1p5UPdpWoj21tj09PdYuf7S2PZVqkVP11KVGBUUFSQ4YCCQhDCMmhElmJrNvb96+L3e/97u3vx/8yp+dvvza9bOfPLNvz6Du+e1SUdX1VqulGTZ0gS+DpNJTyhQ8D0DCo2mGoTmWo0RJdlwt1d2168jHYvLgjZmLsJl3sDc/N9/S6pZhuNhxHQghYjkOYhAPR6FA0GrlzBOf/eXPvn+3VCGhR/C8SFE2y9LHjj34+ss/rzebtu340ITIEuhYE+08+eRTP3zub7qiUd/zNbMtcL2lUpVmULVUXHzvtUWPy+WX19MZD2OGZgWRM3QLQVpRZIZhIYSOg1Xaj1MUQwYliV8rlxEVJMaGuKGRbpYxOYaNdPTordqNGzcAAIjkSOBpZvDfnzvf2dv9V1/9+ltXZjq7gwOjO2ORkYBIV8q1Wq3R1PRsYcswXYYmo4oSCknRcCwkhzk+wHEcx7Ecx40OjQDbUy11dHyXXq+8O3/LtgLEaHfcU1v3HZwYHt176ZVfNNptx3FIinQb3tjOrgtv3zUcMDU19cMfvrD/4MRDj58tboP7n3xqcfZdIRqkEPQ9h6IJSRKDYiCa6B3e/YAysisYGxAYH1q2pqtCMMCLSqOWq9Tzj3z0i5de+VGu7fkkIDmOkRgh3DU4sHfid9PXQ0okk8k4phsKC66PZhczYqSDIAkA/B+ff+HatStOdoWK6H29/RWtyvgOgCGO52RRIANJWkx1De+ReGlzaZ5M6LntVYZ1mq1qNBQDhAdcmlKCy+ntVhNzHEPsHlEo5HR1RwKCVMit64YLIXRsx/LVXN57fy4ryiKEkKJohuIsrUUWcwcPHxYkShA4YFmsFKI53nY8TTMO3/8J0/Vto2F5LUHpnTjyODYMhNua1lBVa3h4L0N4b739GskGgO2QAOGRoWGZpm5OXayVcnIoOTLY79qY5NxCwzP+7z3fcYCPfZ9gOc4sWo5DHjt+1MRqtlwKpAaapRwtiBQvjw4ebLtthKzcyrRaTzdqlRnLyG4ti4Ksmjib2/zDc//65i+eTyZ7603L9QEZCMg3b96kCTy6o3dp0RAlq5TPjo+PdPQd6MY0YH7i2LrA8QghAkKjWXrw8QOLMxdahnDm45+jxdDG4nXNdUU5Gk6NAQCmX3tRh2pECuqtdn51vlws2ckeBoGRvhRBcdWNxUalIfICYERiV3+QEylgWxSLWi1NVRs+wI5jVav6odNnquX67Id3EIE839/O5hPY+rtv/LOjOfHOeL1ZyBeWUz0TXf37gqEkAOBHz53jGJSIJ2Znbray2Upha98DT+w+eKy1ubD36BGlc+Cdy5eCHG3qLYQoEvq+Y9jhvlS9VK3VGwwNsGfb2ILLd9Yy185/50YwHoHAtwz90089tv7e9cmTn9FKW00r1xEfRLQIAFMrp8NKJ3DxqY98KTXYvXnnjU6JymjKE8/8EZRDYqDzVO8g1ZHKzd/i7LJuQkOty0GOePjoAOl7pWIuEVPatkdArGk6zVBBLnD1Ti1TIhkeET4OSXx+ef6LX/gUFeTzxfl6euXuzbdmpy9gbXt5/o3y5h0PAFbh7nxwQcuviKnx05/8aia/AtR5tVac30rvHD5y8fvfDoYSMoNMvdlq2cSZU6Okb9ueX6y3UvEwopBjOYJAT99pvPlewUcwEhFdx6EQZGy4b3+0lp0nGXP99m21kgnyVGYtB03gtNukaGUXpjxLZSAfHDpWy9y1t9+xG7W5pTtnnvj8+sY7hVuzv337A821O1i2YRrEQ0f6ujrCFMdltis8iWKJOEMR4XDwxxdXkYAYBtXK1XBQjseinZFQbJCqFqpt3c9sbqqqns/nXOSLggIofXXlrrq9LlCyg2mjsbDw3jXo6ayAmbAY6z+s1hbs9GIwphRKapSAPk2hla3yQqaUrhQzZX1qrryZrXA8TQihrUyFBbReVyv1JvJhNZ1enJ2/d2wvI8jtStF1TM1QW5YFaU63jNxGEdRbOhS4WC/FE1cv3ogp8fRG0S46cT9o5t5prq9LB3fFZb5D1DBDswyN0nntjXeWpm+3oCir0NwuVRsG9ebVlVBI9n2fJImeVM/6ZiZb13bef7J3eMe9e8Z74pFENBDg6KgsUgwMSKzpqi4m73vosZETj7zyxvvnvvwXmVqLIwLTt1ekeJxG/vd+cHk41Tm7srZec1c2MomIRISUIPZ8zjeh7zsmRgIdlpXf3dq2Hb/daiY646Vsw/WBS/mnjp8GfsFqNQrpNYYmCegLIs9KAa1tNptFwm+zgQjNJnYkE/N3LruaCiFL9XQff+I0cOoPf+KR7MKW1WgQANxdTG+VKwj42IVk0+NyTcckkGU50wuVeM9Yy3QQKzRUF9Puzj1DDIaPnDko85bWzAUTIZplMQFC4VginJR5NxZiAyJj5EtyIOIaFaEJZNVKBtXPPvNlA+xyY6ctD2RmbhbXijGKGOnrwoBCtm3ruuo6ltoyCSD3d+/Kbjd4jiURQhCWy0VJlCzTiSVCh44fk4JdgXCSpoRSs93dNxyJx01TV1U9oighTsDQ9ii1rLbTlS2Wbo8onIsMM/NLCVS1rYXluczU+0t2u9EZgzIjkRzDchKvNtq/ePHXk0dPtcu5w8cfcBwcCEiiKBYKxWQqls3Un3/+b+/entp74i+/+S9Pnzqw6/K1qYkjx1otNR6LE1iXRKJCW47auHvl5fm7hfnFwk4ltpRej2//Q4wkF9ZfHtsXQA6qOurMeqGmo8VCiQQ8FwowuVzBhcTSwsoXPn82l8n09XSLklQsFASRt1ueGMAyg9emfjV7+cX3p9+bn/1A4sIzH67Yrr22fI1l7D07e4b7+muCc/9HH/rW/zzDsMHfL2xmSs7Zju4XL9/kQ+jX12q0pf314/etlbIvX1k7cXCE6B/q+eD3M6+9fvkH/3v+wsWLv5u6LoiiaRiuD/K5HMMwgKUiSvA/nv3+zXevAxZfeXdFDkeCktxoa4IYWt/MdiajhXLOsXFCSVx+6aW5D7I33k+nglKyM/Czl960ba8zjGzVPH5P98RYkuDI/fvvAU6LgIjkKKlWMWfnbi8uLjAU1Ww0kqnOubtLshzArqvb7tnHHp1+6+KXvvat8y+8sLVeSXZFB/oHXc+3sLe5levtTbaNmhyMB+XAjrHBMUUM8s79B+99/I8/jrRNTwUbWffgeKojIlERpeYwkEOd8SQRDMquA0ulgq6ZHvAgIh3sN5othmUxxi52d47uiEc7vvfd73Ynuh598lMnHz129eolQQpQHF+tNVuNhhIWaMBG48lIXFpYWjXbjYlTJ879/Xdef+P6ldnsZtMaGeA2MoU3rqySIeuBjxyQOsK1eo7gedb3IUVRPvCDcqjebDqOAyAkSZIgCN/zRYbN1tqlyrahtpdXV0lX20hvymLI9+Da+hYCLkIO9AQforAs5rPV5c2tWtHBpix67ajod/D0N//zs/vuiZw5c2DvnlSx3OLFWLPaJFmWsSzf8zwXu5qu+Z5PEATP8wRBmKZJEERTVY1KQ5bEaqW6nSvkrho9p/YHg+FioeTYmGZ51cYCSxYq2ghkc8XGv/3kt187+6VSs5Jg2YdOTpIEd2NmvicVb+stQ6c13ybbZr3WRAiSBESObVGIbNRqjqlhx1aiUcMwVFW1LLujIwaQn4h35msVhgCCR5AUp2pOu9XmON6wsChHXZKlBObKtVtKPAkA89arr7IROeOR0zOrjz/9OT+cur1euzy1trhRcG2fJslIIklwrBSPxg1Nxa4rCjwF3XK1OTa+o9Fo0DTNMIymNwHGskRrlWYfw4WTUdSTiimRQi6ttqqIQsAnJVmuq81S3j2xb4zN3OylCymzAgDZyWoJ0T468cDqZnqjUE8mUxOHDn344d1cQyXFgFhv1LHruNiLKopDejhfdWzXtq1KpUoggmB8ClPBHb2iYQNLp5MJnpEMXTNNSw6G2obO8xyEvkDKC9mV8z/61WhPSHDJvfv21OZyh48ee+v627+/m80ZhA+Zlex2ciNZrOqApkjbsiCApmn6kIAI6pa5f//ecDjYbKqcKHm+RxG4penVWhtj/alPn317cfFkNFWvbvI8G4/F17bWJUkiSZoSDdX3FnQiN192XPdqpW61taXpWnqDEMUlhxG6RhISY1frhUqryEsBIh7rMCyTZGndNEKK4pJsQJYnDx9OKNHbt26KpE+zypmPPjpx+PBLr1z6+n8/xxKs73mbm6uG2mRpCVBYFCQPu6brOR5gsT7WIQ0o6ML0WhFb5VoW6aWH7zsBaOyQGEG6W+nIFmosEyAkSXZsxzQ0hFAy0amp7Y3Vtd7ubh2DVFABTd0m0N79e30fF3LZ/t6ue+65Z3V9zbZVgSMJxJIMJAnCsS1N99Q21utqNZN5+smPqR7NYDvMc+OjY2pDnTwyWapXAhxrGU7bdEQ5jDDGDMMAAEiSLJVKZqP94PGTjVI5s7Y+v7VaZxwX+LF47L+e/dbk5P4LFy4apj08NOphLAoCAkAUOJZlOJ4PBULYA5Zp52wun7d2Bp2xqMQCuHt8H/SJnUNDHEGSCLoEQgznQki6Bja9tutiCJHj2ACCbz//7R3jO3zsWbZt2VZY6fz5C7/m2CDLhrBl8sjs6Esur3Z4oOWzCFIMwu0w2z23urSdXqMFWqDDM9VWgA2kK4XUwDDF0PHB3rbPnDn18bWN5fXcJiRIByPYk+qxPJOApOu6kiT9+TPnBEG4du1auVwmCIKiqHAsGovFXn/9Uv9A6svn/mSwr9tz3VKtlkjErr97uaEbLEFur+d/ev43SjQi8DzF0QGRoTy3Uwns2L3bZ8KBgOjYmmW2t7bXGu16IKSomgUP7N+Lka+2TEEQIASObpE0SVO0izHPcYIgkBwBIJAkgSLpXcP9WrsZCdM0Q/qez0o6gbqQS7/6yxcVOWSYpqFpvhBiOIERxWhYLhW2O2MxgmECEQVgg2GJ2dszqul0xLsIQWQFnjN0rb+/N7udpn2foelkMlWvbPMcnctuiYxQyZdIH/m+pesNzrHnP5yrtuwLv7k0O5OOxAP/9I/fkJTgWrYwMLijUVcxSRqWVatU07n8iQcORaP0QG9PTILBrr5INHRo1/5XL16amJwkAqKU287YbbVcLEkIPjoaW1lbztSLumoC6JOICoVlnudYnnYs7cH7D1ey6Z7+LqUrtm/fzlg8nIgNnj37yZMP7p++fKtlaTVsmCbmeMHFXn578/SpiZBAYdslKWQbBguJgChzghQKh2FMSRG0+9DDD3oYL62uRpXE8vw86fq9A52Li0uyHHAc09CN4aEBghEBYrKltCxQoz09K6urfX19qwtz1Upr8ui4VnAMw3aw3dTavg90U88Xyo8+dmRy//h2OuOwcmVpJdbRVzJaNCUAgoCTB+9Fvre5ti5Jkm7qk4cO3p6ZCwghWSI5gd3aTg/0dg4PDe8e341tt1BcS6SUicmJcjETi8Va7ZoSC5UK6uc+85VELBKWgjxJpoa6JyfvTUQVjMBmdkMOcNBHHhUmMHj6D86NKkozEvEhgJMH9lTKddd1WJapVmsEQXI8p6nq+K4dL/302Xo2o5sqL4ittulhtL6x1G5ppZLa0Gqprm7sImAZjAim3pn9wp8+YTkuAlDD0LUMV9do0hNFiaE5H/jFWvv1S+9ixFMBupypJzqE/wclpxqNoHMrowAAAABJRU5ErkJggg==";

    const ImgCI = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAIAAAADnC86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAA+VSURBVBgZFcF5jFx3fQDw7+98x7w38+aend31ru31lQTbiRNCQpyjhIQAggAhFBWooKhQFaFSgYTKH6jqX1SqkFDVAyjQBkFLKUVASkhIuBzbCYmP9RHb6/Xe59zz7vd+R9vPB/3tt3+LiVACUiUxRlmeMYHa0xNbowjdOfXIdP0Hr42KuztIbRU16g5SZGjLtBDGJoYwSzItEaGcUq3B4KTkFrTWcRRHYZYhlUgRDPxIggQchnHBNgiVo8C3TYu8/T0fxoRprQEjIYRpmpkQiuiC7QxEkbql/a7eNhtaWQZXAgsQCgAIJoQA41xohTFWUnLOpMgtgwNCGGFu4O6gm6u47FVTmWWZxIRIkVNGkjRGUuI4jvI8Z5RihAmhSilqWaM4YhLZJt3tJffMFvaWsuac16y4LaNMKQUAyijFFBBGiABCGHCapJzxJE60hizLNAiv4parZQ0pJuBHPYRgPPY5N5jBtVLkgSeeyhUyLAuwQlhpkCZjpkKpKYkhtFUoav7oLGMc2QVv71RtHOfjkV+w7RwSQjXWSuhMEcVNJkEwg0gQ1CCpSCplz2RMaFUwmE3RZndQrXmE6UrJ9mo2BkAYoyiObctgjBmGoaniFkoin4mskASmS/xETzMWpcm17mp7om5YWENumhwAEUr+H6VSKyklaA0AQuSc8TRNTW7kIilX3UrFPXyo4bjZ3Fw5EyMgAjNKMMGUkDhJTMPAmGiGJIUCJyIM99u00+0udMcxgsFovLO8YTtGpVoCJJXSCGGCiZSSEAJaA+gwDE3DBA1C5BhjPwhKJbvT2XQ9+8Ds1B2HDhRMOH7HET8cY0I4pwamTOaZynOLUop0jlLEUBb7zZoTbG1t7nbSIGZZ4JVr3eWlAkEIAYDUOgckGaNKSc4ZM7hAeHVns9yoUYLSPBecOa7dnppABG1u3Zrd00xDNR74zVKJPP7+P8KUg1ags0yklsUASYSR0gohIARNVBvjNL42P3/YcX0OvDIRxD4hozzVCGMlJVBEKCIYEAFFFMak0+vsnZmKssSPQ1P6U+1axbWZSS5fvWJZNmdkulWnmGgJuVaKGAoTHKQjZppKKYwxIvjmwpJ3rFhw3Khcc1X+4N7p33VCjXNKARAQwhAgTbJYxqBAAyiMCQFC6aUbS4cOtW+vtuIoGg7GWZbmwOq1FqZ631Qb55g8+r4PaUCU01ylGoEErTUwxkFrpSQlpNPrFhy7UDKtPBtcvGw13XGvS706EsgPQ8KYhFxrpZUmGCmU53limtxw3CQcRv6IlZq3llajLHfsklssFBxbZ3ESJVQhjBnRCBjhAPr/SJELAoQwkDoHgRiPo3ESxtqrl2/f68TR4bm568u7btGKsiDDsRBaS4IAE4JKrmWYVp7nnf440Xroy+3RlXtP3JlEg+3NHpIOUwbGBJigWqdACGgNoLUGjAkmKksjbhoIIQCU57kfho1K1R8ntgXheIi3/LkH3vzGqdPMInEQY4wKJVsD0lr2B0MlewBIEoMgYJgJEb/y6tmZqYl7jt8WRaHUQAkCpajWIk1T02BIY4RASgVYUINoEIQYIteglR8GBsmHcezWXUgzOTVxouRszbZ2tlcJl5rwURLINMEIM0ITDQoAaaUBaS05I47t2gUnjcKy6zoFJ0yD3U6XgtZSyiTWSqcAiFKCgAqBpZCExCZDQiqKyTBEjBnt/ccikwbdwS+vXjlaawxuLbjcmptr9Uej+cVVJTFzKeLcECinWiupAdWL9uze/QihzTB4Y2srSZKiZexptSmgjFLKKAJMpRAYg9CZVsAMjAAwJqZJhRRaZ5Sgq1cuoqNvxnGo0BjvRCdqjYvjwre+9t8Nz/3yZz+ViOznl1+/1l83bJdp7HlevdFgOl9dXQ2CCFOJMbYKpqJqdXeblivlSGpQijCqJAJAGDSmFAC0kEqnGDOCtNZZmoPjufNf/TJ2Cueee/HyE489+a73/8f3fvKLZ75bqpW76ze/9y9f/2TzHd3B4O+e/0/LNgf9eHNnzbUKBiWmZdVdo2DanBHMDU5s8tjTH0III0S0FAgwaODEskzqOXa5bNkFG2PQMhciG6qAiURl7KXfnTn84GNXFgO8de0dd+998t2PXryx/OnPfNalLMtUveLcV5+b8pquLD81e9DHGS6yiabTMMpuwTaZ4XKOFVCiJUZIaUUYRgBaY4CMCBIFoQ6EkkpJpURuMkQlKlqWmj2u5ZkXfvD9ieNvW4kL99daZ8+cHvW6FxY3CqWqB91fv7JUcevFek3uLL8+knaGDt55ILAkx0QppTWESSQEoG/85EcSYSWF0kIppbWi1FCQUopsm5mmrQG4xSdKTd1Xz/z4+R/99Oe33XGsZPF+mFmzx3c3b+Vr52U4XN3q5jn+xJ98pObRg7PHFi5fmpvGLuc3d0LHwCff++hWMsCAMcEEIIoFLTqGxgwDcJMwRgFhQBmjGBFsMM6RKhXseKwvnbr+mS98SVnABCxcTSfvevs4DnWG7jv5EFvIn/nuj2ZNhSz2r9/8x4994lNcXTn18umTf/yu16/O3/TTp598cnuxCzU8SvpCJFkWo1yQj3ziw4xSRhHIPEmiLImJViJPLc610IbBsCYf+8ifXdpa7u929ted247dc/tDD/e2Rq4c3msPJ2FjtLm8/5GPX1naMnFsOaV61bu1svDwn38chzsXXj4dIwZKdnv9dtuLwxGRGdW6QAiebjYrJcdz7JJrNstuveQwjAqG/erLZxhGqUz+5q+/UnT2tGfut92Z93zwY2pwbeWXP6/HVx89frS9d1YK2F7amZMr2e4FPXVXbzT2d1Z2V1b++U8/x3f6JYa73d709NT8/CUkRb1gtcrelFdtlhvUNCljLE5iyqw8F0C1VoKz9Nyr5x5/7ME4l5Gvg6DTaHj1Mn717C/c1mxNW5KIC+dfGG72knTUbLbO/vqFT3/0o9/62XONA2/1B9cs12005MXF65yZGBLHtg3GvWIB5YllFAbd3TeuXsNaZFJmrmtjrCwTGxwXXaPZKE5NtZuNWtjdfu3smcmp+q9PnUNJnG9urV+7TnQI4VinmSayXG0MwpQidOql5+87emDjwuleFK9fvdBdWzty+EiaS384PnP6TGdnmwioUL51Y/XK76/nkaLhuAeIZREoJSgjSiih4kDRAin91ee+9IGnHzOZ3l1dDtUo2NnAjk6UubiwkuWScDoex5OFcpKGnGNuF5ZuLPB4c+LAuwXV26PYazU0xX4Y5LkYj8drq5sb0fbF89dHkcC5pgbFGgAhBBilWayR1lI5BdhcXnv8sYcYxrbhDDu9yWnzvqefGgaB55QQJXv37Yv66+fOX/j9K+cPHzky2t6URJfK7sET9wbra5ud8fs/8KGSV3vfU0+N2S+iMGq32wsrmzpc415Viy2OMI12FxnjXqWsEiGi0CyajlttVY3ttY2v/sMlr96ql9yd7fVkau6n56/SgrVx8dl6uxU/n5ijsVmwVtZ79761eOrF/zHdCmvtv+fo3puvnn37O99Wqu+xzfL85csPv+XE+fmry53OeGd4/523/+7l123LMDBG8899JYtjqXSaxLWJySAW3WG4vLX7nR+cOXr86MKNmznR5XorShOLUGoaRXtPcaJaL1ZsikuVklN0ipzfNjNxeeHaC6dfm6g0Tdst1ipIqSkrrxf5i7/51fTsgTDLVxdX7z8xtbjSG8VDEzBVOQr9LIriRIeLG11sVi8uD/oR/4vPf/Gfvv61E285QR2nYu9BOrE4dxwjy+mlpetTtRmRCDH2e6PNjSwPehvf/eGzn/z0X2ZB4Lbay6sbzRJgOTBMc/90uz5RP/Sm4yaylq6fGg/zSt0ZdAYUKVqv1LNiNvR9CbvffvHyvtbs5q2rz4X97bWdzca255S+/6sfF5sz9uG3MXv143fse/03P+kuL37w6acZo50teez44We+/fX1raX/+tkPrVhwrhMim9y57+4D52++JkR2Zf7c/Jlfjf1k6sheG4eOwqhioVf+/Qt5moVBQJjxxq2dbzx7oVaurq+vM87iRB/dd6DX7215b5Igly6enm7BTLm1O9i48+g9P3vpN9VGNYqTatFj/q5jm4Xa5GDQrVtWBClipGazYwf3z7baG1trZduOuWFy1N9defyRh/sxxRzZOCc1r1n13LJZHg/GnsMOze0zCeKQJTgRXPLOKzNw5Yk7Wnu8mpb5RLWcx9FMvTnhVirMLDMEWofEWQpkCIZl14JBsr6+niV4/sLyTMM98/tLP3x1+d++9+xwabSnfhBjowKCQp65JXt5fVVYpasbKw8enYsioYVOI1xuTjOrHG0NGo5VQnYnGNluOQnHpVJNC/HWE4cRQqOhA1KtixRxmCyhOEbSzA8dPeKa9s7KwkMP3j0YjpvtFlFqz6HJE39w12+ff/7g0ckEhZhSKoU4MHcgCHyldCYVt3ix5AIV8XhsoDxOxxEUI+bxYo0ZnDKuARhjSuti0Wu0W9VGnVJqm+ae9tRsZWLSq5mKjDq7tx852K7X/WHPNa2qZ1sc53FY9ewsFkJprBHGmIz80eyeaYQ0JZQgLXVimrTsujbBlZo7TozLm8P5hVU/ThCCMAxMyx4MhreWbo2G4xsLC5SyTKlBEGxH44W11a4/oEjsbKwSLWYn6+WiFQz6XtHWWRKO+t2dkRKUYp0lIhcK1jujJKNBmAPhhKnptoeQ7if9MEfYzrGfmIBch4GItrf7ExP1TOYGpUQoi5tCSZRnJBwVVIINYlkEEaaSbr1R2lhcvPv2Q/iOg4yq0ah3eG6vBT5VBCdaJlLHUTY9MXvp4qUo6FOS+YOujKNkFNaKTR0xIlTqd1IVysR/18lHqoat/Riy3AAc9ntFp4CQApAURIGiss0cClYUuGbt/kf/sLd2vb92eefW/NrKwuz0xMzsnsZkrVS2yLtP3jb2I0WoFsbJBx4o12zXpc2qd+vGklNwckgqjRYA33/4/sb+g9SPorQTRDFhlhQiDaMsyLBB4ixUIhn2dsLxMEuTNI56w0Gt7Dz0wN3XL78iEHnLyZNO0VpYvN6caHHQYRCgl7/zxbPnzg8j8chDjxPKtQJmUj9IuFMa+XGQxINxHIRRqEW55nVuLr50+vQT73wnIUaRy5LJOJZZFMfBkCBVsFi328eIxH6MUNqulyfrtUK5JLOcYEKxkFKKXCCIhXbR33/+vXfedffO6tL1pTeiMC84XqLwKMm4XdTMpsyWIi9XypRYSRi190xXGg2ldK/XWbh6a26mbfKUKKRFWjA5krJUK5I8ZDTVfh8RIjUolDKN8yBWKsUEK9CIUGYW/xciLajC16qf7gAAAABJRU5ErkJggg==";

    const ImgCPL = "data:image/png;base64,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";

    const ImgCPD = "data:image/png;base64,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";

    const ImgCGD = "data:image/png;base64,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";

    const ImgMA = "data:image/png;base64,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";

    const ImgMP = "data:image/png;base64,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";

    var patron_basico;
    var patron_completo;

    function addEvent (el, evt, fxn)
    {
        if (el.addEventListener)
            el.addEventListener (evt, fxn, false);
        else if (el.attachEvent)
            el.attachEvent ("on" + evt, fxn);
            else
            el ['on' + evt] = fxn;
    }

    var LANG_ES = {
        domain: ".ogame.com.es || .ogame.es"
        ,produccion_imp: "Producción imperial de "
        ,recplaneta: "Recursos diarios por planeta "
        ,almacen_tiempo: "Almacén y tiempo de llenado"
        ,metal: "Metal"
        ,cristal: "Cristal"
        ,deuterio: "Deuterio"
        ,total: "Total (M+C+D)"
        ,en_metal: "En Metal (ratio 3x2x1)"
        ,diaria: "Diaria"
        ,semanal: "Semanal"
        ,mensual: "Mensual"
        ,planetas: "Planetas"
        ,produccion: "Producción"
        ,excedentes: "Excedentes día"
        ,dia: "Día"
        ,semana: "Semana"
        ,hora: "Hora"
        ,produccion_flota: "Producción estimada de flota"
        ,produccion_def: "Producción estimada de defensas"
        ,producc_diaria: "Producción diaria de"
        ,translate_by: ""
        ,bbcode: "BBCode"
        ,almacenes: "Almacenes"
        ,flota: "Flota"
        ,defensa: "Defensas"
        ,produccion_basica: "Producción básica"
        ,produccion_completa: "Producción completa"
        ,geologo: "Geólogo"

        ,p_carga: "P. Carga"
        ,g_carga: "G. Carga"
        ,c_ligero: "C. Ligero"
        ,c_pesado: "C. Pesado"
        ,crucero: "Crucero"
        ,nbatalla: "N. Batalla"
        ,colonizador: "Colonizador"
        ,reciclador: "Reciclador"
        ,sonda: "Sonda Esp."
        ,bombardero: "Bombardero"
        ,destructor: "Destructor"
        ,edlm: "EDLM"
        ,acorazado: "Acorazado"
        ,satelite: "Sat. Solar"
        ,taladrador: "Taladrador"
        ,segador: "Segador"
        ,explorador: "Explorador"

        ,lanzamisiles: "Lanzamisiles"
        ,laser_peq: "Láser Pequeño"
        ,laser_gra: "Láser Grande"
        ,c_gaus: "Cañón Gauss"
        ,c_ionico: "Cañón Iónico"
        ,c_plasma: "Cañón Plasma"
        ,m_anti: "M. Antibalístico"
        ,m_plan: "M. Interplan."

        ,h_hora: "h"
        ,d_dia: "d"
        ,s_semana: "s"
    };

    var LANG_EN = {
        domain: "*"
        ,produccion_imp: "Imperial Production for "
        ,recplaneta: "Daily resources per planet"
        ,almacen_tiempo: "Storage and filling time"
        ,metal: "Metal"
        ,cristal: "Crystal"
        ,deuterio: "Deuterium"
        ,total: "Total (M+C+D)"
        ,en_metal: "In metal (3x2x1 ratio)"
        ,diaria: "Daily"
        ,semanal: "Weekly"
        ,mensual: "Monthly"
        ,planetas: "planets"
        ,produccion: "Production"
        ,excedentes: "Excess per day"
        ,dia: "Day"
        ,semana: "Week"
        ,hora: "Hourly"
        ,produccion_flota: "Estimated fleet production"
        ,produccion_def: "Estimated defense production"
        ,producc_diaria: "Daily Production"
        ,bbcode: "BBCode"
        ,almacenes: "Storage"
        ,flota: "Fleet"
        ,defensa: "Defense"
        ,produccion_basica: "Basic production"
        ,produccion_completa: "Complete production"
        ,geologo: "Geologist"
        ,translate_by: ""


        ,p_carga: "Small Cargo"
        ,g_carga: "Large Cargo"
        ,c_ligero: "Light Fighter"
        ,c_pesado: "Heavy Fighter"
        ,crucero: "Cruiser"
        ,nbatalla: "Battleship"
        ,colonizador: "Colony Ship"
        ,reciclador: "Recycler"
        ,sonda: "Espionage Probe"
        ,bombardero: "Bomber"
        ,destructor: "Destroyer"
        ,edlm: "Deathstar"
        ,acorazado: "Battlecruiser"
        ,satelite: "Solar Satellite"
        ,taladrador: "Taladrador"
        ,segador: "Segador"
        ,explorador: "Explorador"

        ,lanzamisiles: "Rocket Launcher"
        ,laser_peq: "Light Laser"
        ,laser_gra: "Heavy Laser"
        ,c_gaus: "Gauss Cannon"
        ,c_ionico: "Ion Cannon"
        ,c_plasma: "Plasma Turret"
        ,m_anti: "Anti-Ballistic M."
        ,m_plan: "Interp. M."

        ,h_hora: "h"
        ,d_dia: "d"
        ,s_semana: "w"
    };



    var op = function () {
        this.set = function(key, value) {
            return localStorage.setItem ("ogres_" + getServer() + "_" + key, value);
        }

        this.get = function(key){
            var def = 0;
            return localStorage.getItem ("ogres_" + getServer() + "_" + key) || def;
        }
    }

    var options = new op();



    function getServer() {

        var server = location.href;
        server = server.replace("https://", "").replace("www.", "");
        server = server.substring(0, server.indexOf("."));

        return server;
    }


    function getElementsByClass(searchClass,node,tag) {
        var classElements = new Array();
        if (node == null)
            node = document;
        if (tag == null)
            tag = '*';
        var els = node.getElementsByTagName(tag);
        var elsLen = els.length;

        for (var i = 0, j = 0; i < elsLen; i++) {
            var sep = els[i].className.split(" ");
            var content = false;

            for(var k = 0; k < sep.length; k++){
                if(sep[k] == searchClass)
                    content = true;
            }

            if (els[i].className == searchClass || content) {
                classElements[j] = els[i];
                j++;
            }
        }
        return classElements;
    }


    function mostrarNumero(num) {
        num = parseInt(num);
        var neg = "";

        if(num<0) {
            neg = "-";
            num *= -1;
        }

        var nNmb = String(parseInt(num));
        var sRes = "";
        for (var j, i = nNmb.length - 1, j = 0; i >= 0; i--, j++)
            sRes = nNmb.charAt(i) + ((j > 0) && (j % 3 == 0)? ".": "") + sRes;

        return neg + sRes;
    }


    function getPosActual () {
        return "[" + document.getElementsByName("ogame-planet-coordinates")[0].content + "]";
    }


    function getNombreJugador () {
        return document.getElementsByName("ogame-player-name")[0].content;
    }


    function geologoActivo() {
        var salida = false;
        var oficiales = document.getElementById("officers").getElementsByTagName("a");
        var geologo = oficiales[3].className;

        if(geologo.indexOf(" on ") != -1) {
            salida = true;
        }
        return salida;
    }

    function equipoComandoActivo() {
        var salida = true;
        var oficiales = document.getElementById("officers").getElementsByTagName("a");

        var i = 0;
        for(i = 0; i < 5; i++) {
            var oficial = oficiales[i].className;
            if(oficial.indexOf(" on ") == -1) {
                salida = false;
            }
        }
        return salida;
    }


    function getFecha()  {
        var fecha=new Date();
        return fecha.getFullYear() + "/" + (fecha.getMonth()+1) + "/" + fecha.getDate() ;
    }


    function generarFilaProduccion(nombre, pM, pC, pD, cM, cC, cD, c) {
        var salida = "";
        var diario = 0;
        var semanal = 0;

        // diario
        if(pD == 0) {
            diario = parseInt(Math.min(pM/cM,pC/cC));
        } else {
            diario = parseInt(Math.min(pM/cM,pC/cC, pD/cD));
        }

        if(isNaN(diario))
            diario = 0;

        var exM = pM - (diario*cM);
        var exC = pC - (diario*cC);
        var exD = pD - (diario*cD);

        // semanal
        pM *= 7;
        pC *= 7;
        pD *= 7;

        if(pD == 0) {
            semanal = parseInt(Math.min(pM/cM,pC/cC));
        } else {
            semanal = parseInt(Math.min(pM/cM,pC/cC, pD/cD));
        }

        if(isNaN(semanal))
            semanal = 0;

        salida += '<tr class="' + c + '" align="right"><td class="label">' + nombre + '</td><td class="undermark"><b>'
        salida += mostrarNumero(diario) + '</b></td><td class="undermark">' + mostrarNumero(semanal) + '</td><td>';
        salida += mostrarNumero(exM) + '</td><td>';
        salida += mostrarNumero(exC) + '</td><td>';
        salida += mostrarNumero(exD) + '</td></tr>'

        return(salida);
    }


    function getColumnas(tabla){
        return tabla.rows[0].cells.length;
    }

    function getFilas(tabla){
        return tabla.rows.length;
    }

    function getContenido(tabla, fila, col)
    {
        var rowElem = tabla.rows[fila];
        var tdValue = rowElem.cells[col];
        return tdValue;
    }

    function A(almacen) {
        var ret = "-";

        if(typeof almacen != 'undefined' && almacen > 0) {

            almacen = parseInt(almacen)/1000;
            ret = mostrarNumero(almacen) + " k";
        }
        return ret
    }


    function getTiempoLlenado(produccion, almacen) {
        var ret = '-';

        if(typeof almacen != 'undefined' && produccion > 0) {


            almacen = parseInt(almacen);
            produccion = parseInt(produccion) / 24;
            horas = parseInt(almacen/produccion);

            if(horas > 24) {
                dias = horas/24;
                if(dias > 7) {
                    semanas = dias / 7;
                    ret = parseInt(semanas) + LANG.s_semana + " " + parseInt(dias % 7) + LANG.d_dia;

                }else {
                    ret = parseInt(dias) + LANG.d_dia + " " + parseInt(horas % 24) + LANG.h_hora;
                }
            }
            else {
                ret = parseInt(horas) + LANG.h_hora;
            }
        }

        return  ret;
    }


    function getNivelMina(tipo, sep, pos) {

        var ret = "";
        var mediana = 0;
        var nivel = 0;

        switch(tipo)
        {
            case 1:
                var lista = new Array(sep.length);

                for(var k = 0; k < sep.length; k++){
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));
                    lista[k]  = planeta.metal_nivel_mina*10;
                    if(k == pos) {
                        nivel = planeta.metal_nivel_mina*10;
                    }
                }
                lista.sort(sortNumerico);
                var mitad = parseInt(sep.length/2)
                mediana = lista[mitad-1];
                break;
            case 2:
                var lista = new Array(sep.length);

                for(var k = 0; k < sep.length; k++){
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));
                    lista[k]  = planeta.cristal_nivel_mina*10;
                    if(k == pos) {
                        nivel = planeta.cristal_nivel_mina*10;
                    }
                }
                lista.sort(sortNumerico);
                var mitad = parseInt(sep.length/2)
                mediana = lista[mitad-1];
                break;
            case 3:
                var lista = new Array(sep.length);

                for(var k = 0; k < sep.length; k++){
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));
                    lista[k]  = planeta.deuterio_nivel_mina*10;
                    if(k == pos) {
                        nivel = planeta.deuterio_nivel_mina*10;
                    }
                }
                lista.sort(sortNumerico);
                var mitad = parseInt(sep.length/2)
                mediana = lista[mitad-1];
                break;
            default:
                break;
        }



        if(nivel < mediana) {
            ret = ' <font color="#FF0000"><b>[' + nivel/10 + ']</b></font>';
        } else {
            if(nivel == mediana) {
                ret = ' <font color="#A9BCF5"><b>[' + nivel/10 + ']</b></font>';
            } else {
                ret = ' <font color="#5858FA"><b>[' + nivel/10 + ']</b></font>';
            }
        }

        return ret;
    }



    function getStrNiveles(tipo, sep) {

        var ret = "";
        var lista = new Array(sep.length);

        switch(tipo)
        {
            case 1:
                for(var k = 0; k < sep.length; k++){
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));
                    lista[k] = planeta.metal_nivel_mina*10;
                }
                break;
            case 2:
                for(var k = 0; k < sep.length; k++){
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));
                    lista[k] = planeta.cristal_nivel_mina*10;
                }
                break;
            case 3:
                for(var k = 0; k < sep.length; k++){
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));
                    lista[k] = planeta.deuterio_nivel_mina*10;
                }
                break;
            default:
                break;
        }


        lista.sort(sortNumerico);

        for(var k = 0; k < lista.length-1; k++) {
            ret += lista[k]/10 + " ";
        }

        return ret;
    }



    function sortNumerico(a,b){
        if (a < b) return 1;
        if (a > b) return -1;
        if (a = b) return 0;
    }


    function mostrarDetallesRecursos(id) {
        var asig;

        var img = document.getElementById("img_" + id);
        var fila = document.getElementById(id + "_1");

        if (fila.style.display != "none") {
            asig = "none";
            img.setAttribute ("src", openImg);
        } else {
            asig = "";
            img.setAttribute ("src", closeImg);
        }

        for(var i = 1; (fila = document.getElementById(id + "_" + i)) != null; i++) {
            fila.style.display = asig;
        }
    }


    function mostrarSeccion(id) {
        var div = document.getElementById("sec_" + id);
        var anterior = div.style.display;
        var img;


        for(var i = 1; (div = document.getElementById("sec_" + i)) != null; i++) {
            div.style.display = "none";
            img = document.getElementById("img_sec" + i);
            img.setAttribute("src", openImg);
        }

        for(var i = 1; (fila = document.getElementById("mostrar_sec" + i)) != null; i++) {
            fila.parentNode.style.backgroundColor = "#240B3B";
        }


        div = document.getElementById("sec_" + id);
        img = document.getElementById("img_sec" + id);

        if (anterior != "none") {
            div.style.display = "none";
            img.setAttribute("src", openImg);
            document.getElementById("mostrar_sec" + id).parentNode.style.backgroundColor = "#240B3B";
        } else {
            div.style.display = "";
            img.setAttribute("src", closeImg);
            document.getElementById("mostrar_sec" + id).parentNode.style.backgroundColor = "#4C0B5F";
        }


    }

    // ============================================================
    // ============================================================


    function translate(text) {

        text = text.replace(/{RECURSOS_PLANETAS}/gi, LANG.recplaneta)
        text = text.replace(/{PRODUCCION_IMPERIAL}/gi, LANG.produccion_imp)
        text = text.replace(/{METAL}/gi, LANG.metal)
        text = text.replace(/{CRISTAL}/gi, LANG.cristal)
        text = text.replace(/{DEUTERIO}/gi, LANG.deuterio)
        text = text.replace(/{SEMANA}/gi, LANG.semana)
        text = text.replace(/{HORA}/gi, LANG.hora)
        text = text.replace(/{DIA}/gi, LANG.dia)
        text = text.replace(/{DIARIA}/gi, LANG.diaria)
        text = text.replace(/{SEMANAL}/gi, LANG.semanal)
        text = text.replace(/{MENSUAL}/gi, LANG.mensual)

        text = text.replace(/{EXCEDENTES_DIA}/gi, LANG.excedentes)
        text = text.replace(/{PRODUCCION}/gi, LANG.produccion)
        text = text.replace(/{PRODUCCION_FLOTA}/gi, LANG.produccion_flota)
        text = text.replace(/{PRODUCCION_DEFENSAS}/gi, LANG.produccion_def)
        text = text.replace(/{ALMACEN_TIEMPO}/gi, LANG.almacen_tiempo)
        text = text.replace(/{PLANETAS}/gi, LANG.planetas)
        text = text.replace(/{TOTAL}/gi, LANG.total)
        text = text.replace(/{PRODUCCION_DIARIA_DE}/gi, LANG.producc_diaria)
        text = text.replace(/{TRANSLATE_BY}/gi, LANG.translate_by)
        text = text.replace(/{EN_METAL}/gi, LANG.en_metal)

        text = text.replace(/{BBCODE}/gi, LANG.bbcode)
        text = text.replace(/{ALMACENES}/gi, LANG.almacenes)
        text = text.replace(/{FLOTA}/gi, LANG.flota)
        text = text.replace(/{DEFENSA}/gi, LANG.defensa)
        text = text.replace(/{PRODUCCION_BASICA}/gi, LANG.produccion_basica)
        text = text.replace(/{PRODUCCION_COMPLETA}/gi, LANG.produccion_completa)
        text = text.replace(/{GEOLOGO}/gi, LANG.geologo)


        text = text.replace('{P_CARGA}', LANG.p_carga)
        text = text.replace('{G_CARGA}', LANG.g_carga)
        text = text.replace('{C_LIGERO}', LANG.c_ligero)
        text = text.replace('{C_PESADO}', LANG.c_pesado)
        text = text.replace('{CRUCERO}', LANG.crucero)
        text = text.replace('{NBATALLA}', LANG.nbatalla)
        text = text.replace('{COLONIZADOR}', LANG.colonizador)
        text = text.replace('{RECICLADOR}', LANG.reciclador)
        text = text.replace('{SONDA}', LANG.sonda)
        text = text.replace('{BOMBARDERO}', LANG.bombardero)
        text = text.replace('{DESTRUCTOR}', LANG.destructor)
        text = text.replace('{EDLM}', LANG.edlm)
        text = text.replace('{ACORAZADO}', LANG.acorazado)
        text = text.replace('{SATELITE}', LANG.satelite)
        text = text.replace('{TALADRADOR}', LANG.taladrador)
        text = text.replace('{SEGADOR}', LANG.segador)
        text = text.replace('{EXPLORADOR}', LANG.explorador)

        text = text.replace('{LANZAMISILES}', LANG.lanzamisiles)
        text = text.replace('{LASER_PEQ}', LANG.laser_peq)
        text = text.replace('{LASER_GRA}', LANG.laser_gra)
        text = text.replace('{C_GAUS}', LANG.c_gaus)
        text = text.replace('{C_IONICO}', LANG.c_ionico)
        text = text.replace('{C_PLASMA}', LANG.c_plasma)
        text = text.replace('{M_ANTI}', LANG.m_anti)
        text = text.replace('{M_PLAN}', LANG.m_plan)


        return text;
    }


    function codificar(patron, tipo) {
        var marcas = new Array();

        var colores = [
            [/{COLOR_METAL}/gi, '#9999ff'],
            [/{COLOR_CRISTAL}/gi, '#00ff00'],
            [/{COLOR_DEUTERIO}/gi, '#ff00ff'],
            [/{COLOR_NARANJA}/gi, '#ff4000'],
            [/{COLOR_TOTAL1}/gi, '#999900'],
            [/{COLOR_TOTAL2}/gi, '#ffff00']];


        if(tipo == "html") {

            marcas = [
                [/{B}/gi, '<b>'],
                [/{\/B}/gi, '</b>'],
                [/{U}/gi, '<u>'],
                [/{\/U}/gi, '</u>'],
                [/{NL}/gi, '<br>\n'],
                [/{SIZE_PEQ}/gi, '<font style="font-size:8pt;">'],
                [/{SIZE_MED}/gi, '<font style="font-size:8pt;">'],
                [/{SIZE_GRA}/gi, '<font style="font-size:11pt;">'],
                [/{\/SIZE}/gi, '</font>'],
                [/{\/COLOR}/gi, '</font>'] ];

            patron = patron.replace(/{URL_SCRIPT}/gi, '<a href="https://openuserjs.org/install/RookieOne/OGame_v7.1.0_Recursos_Ampliados.user.js">OGame v7.1.0 Recursos Ampliados by RookieOne ' + SCRIPT_VERSION.substr(0,SCRIPT_VERSION.lastIndexOf(".")) + '</a>');

            for(var i = 0; i < colores.length; i++)
                patron = patron.replace(colores[i][0],'<font color="' + colores[i][1] + '">');
        }


        if(tipo == "phpbb") {

            marcas = [
                [/{B}/gi, '[b]'],
                [/{\/B}/gi, '[/b]'],
                [/{U}/gi, '[u]'],
                [/{\/U}/gi, '[/u]'],
                [/{NL}/gi, '\n'],
                [/{SIZE_PEQ}/gi, '[size=12]'],
                [/{SIZE_MED}/gi, '[size=12]'],
                [/{SIZE_GRA}/gi, '[size=14]'],
                [/{\/SIZE}/gi, '[/size]'],
                [/{\/COLOR}/gi, '[/color]'] ];

            patron = patron.replace(/{URL_SCRIPT}/gi, '[url=https://openuserjs.org/install/RookieOne/OGame_v7.1.0_Recursos_Ampliados.user.js]OGame v7.1.0 Recursos Ampliados by RookieOne ' + SCRIPT_VERSION.substr(0,SCRIPT_VERSION.lastIndexOf(".")) + '[/url]');

            for(var i = 0; i < colores.length; i++)
                patron = patron.replace(colores[i][0],'[color=' + colores[i][1] + ']');
        }

		if(tipo == "smf") {

            marcas = [
                [/{B}/gi, '[b]'],
                [/{\/B}/gi, '[/b]'],
                [/{U}/gi, '[u]'],
                [/{\/U}/gi, '[/u]'],
                [/{NL}/gi, '\n'],
                [/{SIZE_PEQ}/gi, '[size=12pt]'],
                [/{SIZE_MED}/gi, '[size=12pt]'],
                [/{SIZE_GRA}/gi, '[size=14pt]'],
                [/{\/SIZE}/gi, '[/size]'],
                [/{\/COLOR}/gi, '[/color]'] ];

            patron = patron.replace(/{URL_SCRIPT}/gi, '[url=https://openuserjs.org/install/RookieOne/OGame_v7.1.0_Recursos_Ampliados.user.js]OGame v7.1.0 Recursos Ampliados by RookieOne ' + SCRIPT_VERSION.substr(0,SCRIPT_VERSION.lastIndexOf(".")) + '[/url]');

            for(var i = 0; i < colores.length; i++)
                patron = patron.replace(colores[i][0],'[color=' + colores[i][1] + ']');
        }


        for(var i = 0; i < marcas.length; i++)
            patron = patron.replace(marcas[i][0],marcas[i][1]);


        return patron;
    }


    function setTxtBBCode(tipo) {

        if(tipo == 0) {
            document.getElementById("txtBB").value = codificar(bbcode_basico, "phpbb");
            document.getElementById("preview").innerHTML = codificar(bbcode_basico, "html");
        } else {
            document.getElementById("txtBB").value = codificar(bbcode_completo, "phpbb");
            document.getElementById("preview").innerHTML = codificar(bbcode_completo, "html");
        }

    }


    function getNivelPlasma() {
        var lista = getElementsByClass("list")[0];
        var nivel_plasma = getContenido(lista, 10,0).innerHTML;
        nivel_plasma = parseInt(nivel_plasma.replace(/\D/g,''));
        return nivel_plasma;
    }


    function ObjPlaneta() {
        var metal_base;
        var metal_produccion_mina;
        var metal_produccion_amplificador;
        var metal_nivel_mina;
		var metal_geologo;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
		var metal_oficiales;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
        var metal_plasma;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
        var metal_taladrador;
        var metal_recolector;

        var cristal_base;
        var cristal_produccion_mina;
        var cristal_produccion_amplificador;
        var cristal_nivel_mina;
		var cristal_geologo;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
		var cristal_oficiales;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
        var cristal_plasma;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
        var cristal_taladrador;
        var cristal_recolector;

        var deuterio_base;
        var deuterio_produccion_mina;
        var deuterio_produccion_amplificador;
        var deuterio_nivel_mina;
        var deuterio_gasto_fusion;
		var deuterio_geologo;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
		var deuterio_oficiales;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
        var deuterio_plasma;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
        var deuterio_taladrador;
        var deuterio_recolector;

        var almacen_metal;
        var almacen_cristal;
        var almacen_deuterio;

        var nombre;
        var coordenadas;
        var actualizado;

        this.save = function() {
            var ret = "";
            var separador = "|#";

            ret += this.metal_base + separador;
            ret += this.metal_produccion_mina + separador;
            ret += this.metal_produccion_amplificador + separador;
            ret += this.metal_nivel_mina + separador;
			ret += this.metal_geologo + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			ret += this.metal_oficiales + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            ret += this.metal_plasma + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            ret += this.metal_taladrador + separador;
            ret += this.metal_recolector + separador;

            ret += this.cristal_base + separador;
            ret += this.cristal_produccion_mina + separador;
            ret += this.cristal_produccion_amplificador + separador;
            ret += this.cristal_nivel_mina + separador;
            ret += this.cristal_geologo + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			ret += this.cristal_oficiales + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			ret += this.cristal_plasma + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            ret += this.cristal_taladrador + separador;
            ret += this.cristal_recolector + separador;

            ret += this.deuterio_base + separador;
            ret += this.deuterio_produccion_mina + separador;
            ret += this.deuterio_produccion_amplificador + separador;
            ret += this.deuterio_nivel_mina + separador;
            ret += this.deuterio_gasto_fusion + separador;
			ret += this.deuterio_geologo + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			ret += this.deuterio_oficiales + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			ret += this.deuterio_plasma + separador;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            ret += this.deuterio_taladrador + separador;
            ret += this.deuterio_recolector + separador;

            ret += this.almacen_metal + separador;
            ret += this.almacen_cristal + separador;
            ret += this.almacen_deuterio + separador;

            ret += this.nombre + separador;
            ret += this.coordenadas + separador;

            ret += this.actualizado + separador;

            return ret;
        }

        this.load = function(saved) {
            var str = saved + "  ";
            var partes = str.split("|#");

            this.metal_base = partes[0] || 0;
            this.metal_produccion_mina = partes[1] || 0;
            this.metal_produccion_amplificador = partes[2] || 0;
            this.metal_nivel_mina = partes[3] || 0;
            this.metal_geologo = partes[4] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			this.metal_oficiales = partes[5] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			this.metal_plasma = partes[6] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            this.metal_taladrador = partes[7] || 0;
            this.metal_recolector = partes[8] || 0;

            this.cristal_base = partes[9] || 0;
            this.cristal_produccion_mina = partes[10] || 0;
            this.cristal_produccion_amplificador = partes[11] || 0;
            this.cristal_nivel_mina = partes[12] || 0;
            this.cristal_geologo = partes[13] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			this.cristal_oficiales = partes[14] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			this.cristal_plasma = partes[15] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            this.cristal_taladrador = partes[16] || 0;
            this.cristal_recolector = partes[17] || 0;

            this.deuterio_base = partes[18] || 0;
            this.deuterio_produccion_mina = partes[19] || 0;
            this.deuterio_produccion_amplificador = partes[20] || 0;
            this.deuterio_nivel_mina = partes[21] || 0;
            this.deuterio_gasto_fusion = partes[22] || 0;
            this.deuterio_geologo = partes[23] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			this.deuterio_oficiales = partes[24] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
			this.deuterio_plasma = partes[25] || 0;//Es parte de la tabla asi que se obtiene igual de la mina.--------------------------------VERSION OGAME 6.5.1 +
            this.deuterio_taladrador = partes[26] || 0;
            this.deuterio_recolector = partes[27] || 0;

            this.almacen_metal = partes[28] || 0;
            this.almacen_cristal = partes[29] || 0;
            this.almacen_deuterio = partes[30] || 0;

            this.nombre = partes[31] || "-"; //25
            this.coordenadas = partes[32] || "-"; //26

            this.actualizado = new Date(partes[33] || ""); //27

        }

        this.getTotalM = function() {
            var total = 0;
            var geo = 0;
            var ofi = 0;

            var base = parseInt(this.metal_base || 0);
            var mina = parseInt(this.metal_produccion_mina || 0);
            //var plasma = Math.round( (this.metal_produccion_mina || 0) * getNivelPlasma() / 100);
            var amplificador = parseInt(this.metal_produccion_amplificador || 0);
            var plasma = parseInt(this.metal_plasma || 0);
            var taladrador = parseInt(this.metal_taladrador || 0);
            var recolector = parseInt(this.metal_recolector || 0);

            if(equipoComandoActivo()) {
                //geo = Math.round((this.metal_produccion_mina || 0) * 0.12);
				geo = parseInt(this.metal_geologo || 0);
				ofi = parseInt(this.metal_oficiales || 0);
            } else {
                if(geologoActivo()) {
					//geo = Math.round((this.metal_produccion_mina ||0) * 0.10);
                    geo = parseInt(this.metal_geologo || 0);
                }
            }
            return base + mina + geo + ofi + plasma + amplificador + taladrador + recolector ;
        }

        this.getTotalC = function() {
            var total = 0;
            var geo = 0;
            var ofi = 0;

            var base = parseInt(this.cristal_base || 0);
            var mina = parseInt(this.cristal_produccion_mina || 0);
            //var plasma = Math.round((this.cristal_produccion_mina || 0) * (getNivelPlasma() * 0.66) / 100)
            var amplificador = parseInt(this.cristal_produccion_amplificador || 0);
            var plasma = parseInt(this.cristal_plasma || 0);
            var taladrador = parseInt(this.cristal_taladrador || 0);
            var recolector = parseInt(this.cristal_recolector || 0);

            if(equipoComandoActivo()) {
                //geo = Math.round((this.cristal_produccion_mina ||0) * 0.12);
				geo = parseInt(this.cristal_geologo || 0);
				ofi = parseInt(this.cristal_oficiales || 0);
            } else {

                if(geologoActivo()) {
                    //geo = Math.round((this.cristal_produccion_mina ||0) * 0.10);
					geo = parseInt(this.cristal_geologo || 0);
                }
            }
            return base + mina + geo + ofi + plasma + amplificador + taladrador + recolector ;
        }

        this.getTotalD = function() {
            var total = 0;
            var geo = 0;
            var ofi = 0;

            var mina = parseInt(this.deuterio_produccion_mina || 0);
			//var plasma = Math.round((this.deuterio_produccion_mina || 0) * (getNivelPlasma() * 0.33) / 100)
            var amplificador = parseInt(this.deuterio_produccion_amplificador || 0);
            var fusion = parseInt(this.deuterio_gasto_fusion || 0);
            var plasma = parseInt(this.deuterio_plasma || 0);
            var taladrador = parseInt(this.deuterio_taladrador || 0);
            var recolector = parseInt(this.deuterio_recolector || 0);

            if(equipoComandoActivo()) {
                //geo = Math.round((this.deuterio_produccion_mina ||0) * 0.12);
				geo = parseInt(this.deuterio_geologo || 0);
				ofi = parseInt(this.deuterio_oficiales || 0);
            } else {

                if(geologoActivo()) {
                    //geo = Math.round((this.deuterio_produccion_mina ||0) * 0.10);
					geo = parseInt(this.deuterio_geologo || 0);
                }
            }
            return mina + geo + plasma + ofi + amplificador - fusion + taladrador + recolector;
        }

        this.getActualizado = function() {
            var str = "  ";
            var ahora = new Date();
            var dif = (ahora - this.actualizado) || -1;

            if(dif == -1) {
                return "";
            }

            var dias = Math.floor(dif / 86400000);
            dif -= dias * 86400000;
            var horas = Math.floor(dif / 3600000);
            dif -= horas * 3600000;
            var minutos = Math.floor(dif / 60000);
            dif -= minutos * 60000;
            var segundos = Math.floor(dif / 1000);

            if(dias > 0) {
                str += '<font color="#FF0000">(' + dias + 'd' + horas + 'h)</font>';
            }
            else {
                if(horas < 3) {
                    if(horas == 0 && minutos < 60) {
                        str += '<font color="#01DF01">(' + minutos + 'm)</font>';
                        if(minutos == 0 && segundos < 5) {
                            str += '<font color="red"><b> <<-- updated -->> </b></font>';
                        }
                    } else {
                        str += '<font color="#01DF01">(' + horas + 'h' + minutos + 'm)</font>';
                    }
                }
                else {
                    str += '<font color="#FFFF00">(' + horas + 'h' + minutos + 'm)</font>';
                }
            }

            return str;
        }



    }

    function getStrSummary(str) {
        var lista = getElementsByClass("list")[0];
        var ret = "";

        // Ingresos básicos
        if(str.toUpperCase() == "BASICO") {
            ret = getContenido(lista, 2,0).innerHTML;
        }

        // Mina de metal (Nivel xx)
        if(str.toUpperCase() == "METAL") {
            ret = getContenido(lista, 3,0).innerHTML;
            ret = ret.substring(0, ret.indexOf("("));
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Mina de cristal (Nivel xx)
        if(str.toUpperCase() == "CRISTAL") {
            ret = getContenido(lista, 4,0).innerHTML;
            ret = ret.substring(0, ret.indexOf("("));
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Sintetizador de deuterio (Nivel xx)
        if(str.toUpperCase() == "DEUTERIO") {
            ret = getContenido(lista, 5,0).innerHTML;
            ret = ret.substring(0, ret.indexOf("("));
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Planta de energía solar (Nivel xx)

        // Planta de fusión (Nivel xx)
        if(str.toUpperCase() == "FUSION") {
            ret = getContenido(lista, 7,0).innerHTML;
            ret = ret.substring(0, ret.indexOf("("));
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Satélite solar (Número: x.xxx)

        // Taladrador (Número: x.xxx)
        if(str.toUpperCase() == "TALADRADOR") {
            ret = getContenido(lista, 9,0).innerHTML;
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Tecnología de plasma (Nivel xx)
        if(str.toUpperCase() == "PLASMA") {
            ret = getContenido(lista, 10,0).innerHTML;
            ret = ret.substring(0, ret.indexOf("("));
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Objetos
        if(str.toUpperCase() == "AMPLIFICADOR") {
            ret = getContenido(lista, 11,0).innerHTML;
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }

        // Geólogo

        // Ingeniero

        // Equipo de comando

        // Recolector
        if(str.toUpperCase() == "RECOLECTOR") {
            ret = getContenido(lista, 15,0).innerHTML;
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
        }


        if(str.toUpperCase() == "TOTAL_DIA") {
            ret = getContenido(lista, 18,0).innerHTML;
            ret = ret.replace(/\./g, "").replace(/\,/g, "").trim();
            ret = ret.replace("<em>","").replace("</em>","");
        }



        return ret;
    }



    function getDatosSummary() {


        var tipo = document.getElementsByName("ogame-planet-type")[0].content;

        if(tipo.indexOf("planet") != -1) {

            var parcial = 0;

            var planeta = new ObjPlaneta();

            planeta.nombre = document.getElementsByName("ogame-planet-name")[0].content;
            planeta.coordenadas = "[" + document.getElementsByName("ogame-planet-coordinates")[0].content + "]";
            planeta.actualizado = new Date();


            var metal = 0;
            var cristal = 0;
            var deu = 0;

            var almM = 0;
            var almC = 0;
            var almD = 0;

            var baseM = 0;
            var baseC = 0;
            var baseD = 0;

            var minaM = 0;
            var minaC = 0;
            var minaD = 0;

            var plasmaM = 0;
            var plasmaC = 0;
            var plasmaD = 0;

            var lista = getElementsByClass("list")[0];


            // ------- metal --------------------

            // produccion base
            parcial = getContenido(lista, 2,1).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_base = parseInt(parcial);

            // produccion minas
            parcial = getContenido(lista, 3,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_produccion_mina = parseInt(parcial);

            // nivel de mina
            parcial = getContenido(lista, 3,0).innerHTML;
            parcial = parcial.replace(/\D/g,'');
            planeta.metal_nivel_mina = parseInt(parcial)

			// taladrador
            parcial = getContenido(lista, 9,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_taladrador = parseInt(parcial);


            // plasma
            parcial = getContenido(lista, 10,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_plasma = parseInt(parcial);


            // amplificador
            parcial = getContenido(lista, 11,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_produccion_amplificador = parseInt(parcial);


			// geologo
            parcial = getContenido(lista, 12,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_geologo = parseInt(parcial);

			// oficiales
            parcial = getContenido(lista, 14,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_oficiales = parseInt(parcial);


            // recolector
            parcial = getContenido(lista, 15,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.metal_recolector = parseInt(parcial);


            // ---------- cristal ---------------------

            // produccion base
            parcial = getContenido(lista, 2,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_base = parseInt(parcial);

            // produccion minas
            parcial = getContenido(lista, 4,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_produccion_mina = parseInt(parcial);

            // nivel de mina
            parcial = getContenido(lista, 4,0).innerHTML;
            parcial = parcial.replace(/\D/g,'');
            planeta.cristal_nivel_mina = parseInt(parcial);

			// taladrador
            parcial = getContenido(lista, 9,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_taladrador = parseInt(parcial);

			// plasma
            parcial = getContenido(lista, 10,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_plasma = parseInt(parcial);

            // amplificador
            parcial = getContenido(lista, 11,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_produccion_amplificador = parseInt(parcial);

            // geologo
            parcial = getContenido(lista, 12,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_geologo = parseInt(parcial);

			// oficiales
            parcial = getContenido(lista, 14,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_oficiales = parseInt(parcial);

            // recolector
            parcial = getContenido(lista, 15,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.cristal_recolector = parseInt(parcial);

            // ------- deuterio ------------------------------

            planeta.deuterio_base = 0;

            // deuterio produccion minas
            parcial = getContenido(lista, 5,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_produccion_mina = parseInt(parcial);

            // deuterio nivel de mina
            parcial = getContenido(lista, 5,0).innerHTML;
            parcial = parcial.replace(/\D/g,'');
            planeta.deuterio_nivel_mina = parseInt(parcial);

            // deuterio resta el gasto de la planta de fusion
            parcial = getContenido(lista, 7,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_gasto_fusion = parseInt(parcial);

			// taladrador
            parcial = getContenido(lista, 9,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_taladrador = parseInt(parcial);

			// plasma
            parcial = getContenido(lista, 10,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_plasma = parseInt(parcial);

            // amplificador
            parcial = getContenido(lista, 11,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_produccion_amplificador = parseInt(parcial);

			// geologo
            parcial = getContenido(lista, 12,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_geologo = parseInt(parcial);

			// oficiales
            parcial = getContenido(lista, 14,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_oficiales = parseInt(parcial);

            // recolector
            parcial = getContenido(lista, 15,4).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.replace(/\./g, "").replace(/\,/g, "").trim();
            planeta.deuterio_recolector = parseInt(parcial);


            // ----- almacenes ------------------------------------------------------------

            // almacen de metal
            parcial = getContenido(lista, 16,1).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.trim();
            if(parcial.indexOf(unsafe.LocalizationStrings.unitMega) != -1) {
                parcial = parcial.replace(unsafe.LocalizationStrings.unitMega,'').replace(',', '.');
                parcial = parseFloat(parcial);
                parcial *= 1000000;
            }
            else  {
                parcial = parcial.replace('.', '');
            }
            planeta.almacen_metal = parseInt(parcial);


            // almacen de cristal
            parcial = getContenido(lista, 16,2).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.trim();
            if(parcial.indexOf(unsafe.LocalizationStrings.unitMega) != -1) {
                parcial = parcial.replace(unsafe.LocalizationStrings.unitMega,'').replace(',', '.');
                parcial = parseFloat(parcial);
                parcial *= 1000000;
            }
            else  {
                parcial = parcial.replace('.', '');
            }
            planeta.almacen_cristal = parseInt(parcial);


            // almacen de deuterio
            parcial = getContenido(lista, 16,3).innerHTML;
            parcial = parcial.substring(parcial.indexOf('">')+2, parcial.indexOf("</span>"));
            parcial = parcial.trim();
            if(parcial.indexOf(unsafe.LocalizationStrings.unitMega) != -1) {
                parcial = parcial.replace(unsafe.LocalizationStrings.unitMega,'').replace(',', '.');
                parcial = parseFloat(parcial);
                parcial *= 1000000;
            }
            else  {
                parcial = parcial.replace('.', '');
            }
            planeta.almacen_deuterio = parseInt(parcial);




            // ----------- geologo ------------------------------------------
            // resta el bonus del geologo de la produccion base de la mina
            /*YA NO ESTA INTEGRADO POR ESO NO REQUIERE RESTARLO.--------------------------------VERSION OGAME 6.5.1 +
            if(equipoComandoActivo()) {
                planeta.metal_produccion_mina = parseInt((planeta.metal_produccion_mina/112)*100);
                planeta.cristal_produccion_mina = parseInt((planeta.cristal_produccion_mina/112)*100);
                planeta.deuterio_produccion_mina = parseInt((planeta.deuterio_produccion_mina/112)*100);
            } else {
                if(geologoActivo()) {
                    planeta.metal_produccion_mina = parseInt((planeta.metal_produccion_mina/110)*100);
                    planeta.cristal_produccion_mina = parseInt((planeta.cristal_produccion_mina/110)*100);
                    planeta.deuterio_produccion_mina = parseInt((planeta.deuterio_produccion_mina/110)*100);
                }
            }*///YA NO ESTA INTEGRADO POR ESO NO REQUIERE RESTARLO.--------------------------------VERSION OGAME 6.5.1 +


            options.set(getPosActual() + "_objplanet", planeta.save());

        }


    }


    // ============================================================
    // ============================================================
    // ============================================================



    if ( location.href.indexOf('/game/index.php?page=resourceSettings') != -1 ) {

        getDatosSummary();


        var LANG = LANG_EN;


        if (location.href.indexOf('-es.ogame.gameforge.com') != -1) { LANG = LANG_ES; }
        if (location.href.indexOf('-ar.ogame.gameforge.com') != -1) { LANG = LANG_ES; }
        if (location.href.indexOf('-mx.ogame.gameforge.com') != -1) { LANG = LANG_ES; }


        var nivel_plasma = getNivelPlasma();

        var planets = getElementsByClass("smallplanet");
        var numPlanets = planets.length;


        if ( numPlanets > 0 ) {


            // --- lista de planetas ---
            var listaPlanetas = "";
            for (var i=0; i<planets.length; i++ ) {
                var cord = getElementsByClass("planet-koords", planets[i]);
                var nombre = getElementsByClass("planet-name", planets[i]);
                listaPlanetas += cord[0].innerHTML + ";";
                options.set(cord[0].innerHTML + "_nombre", nombre[0].innerHTML);
            }

            options.set("lista", listaPlanetas);

            // --- calcular total ---
            var metalTH = 0;
            var cristalTH = 0;
            var deuTH = 0;
            var sep = listaPlanetas.split(";");

            var plasmaM = 0;
            var plasmaC = 0;
            var plasmaD = 0;

            var baseM = 0;
            var baseC = 0;
            var baseD = 0;

            var minaM = 0;
            var minaC = 0;
            var minaD = 0;

            var geoM = 0;
            var geoC = 0;
            var geoD = 0;

			var ofiM = 0;
            var ofiC = 0;
            var ofiD = 0;

            var amplificadoresM = 0;
            var amplificadoresC = 0;
            var amplificadoresD = 0;

            var taladradoresM = 0;
            var taladradoresC = 0;
            var taladradoresD = 0;

            var recolectorM = 0;
            var recolectorC = 0;
            var recolectorD = 0;

            var geoSTR = " (+0%)";
            var plasmaSTR_metal = " (+" + nivel_plasma + "%)";
            var plasmaSTR_cristal = " (+" + (Math.round((nivel_plasma*0.66)*100)/100)  + "%)";
			var plasmaSTR_deuterio = " (+" + (Math.round((nivel_plasma*0.33)*100)/100)  + "%)";

            var gastoFusion = 0;

            var totalM = 0;
            var totalC = 0;
            var totalD = 0;

            for(var k = 0; k < sep.length; k++){
                if(sep[k].length > 3) {
                    var planeta = new ObjPlaneta();
                    planeta.load(options.get(sep[k] + "_objplanet"));

                    baseM += parseInt(planeta.metal_base || 0);
                    baseC += parseInt(planeta.cristal_base || 0);
                    baseD += parseInt(planeta.deuterio_base || 0);

                    minaM += parseInt(planeta.metal_produccion_mina || 0);
                    minaC += parseInt(planeta.cristal_produccion_mina || 0);
                    minaD += parseInt(planeta.deuterio_produccion_mina || 0);

                    plasmaM += parseInt(planeta.metal_plasma || 0);
                    plasmaC += parseInt(planeta.cristal_plasma || 0) ;
					plasmaD += parseInt(planeta.deuterio_plasma || 0);

                    amplificadoresM += parseInt(planeta.metal_produccion_amplificador || 0);
                    amplificadoresC += parseInt(planeta.cristal_produccion_amplificador || 0);
                    amplificadoresD += parseInt(planeta.deuterio_produccion_amplificador || 0);

                    taladradoresM += parseInt(planeta.metal_taladrador || 0);
                    taladradoresC += parseInt(planeta.cristal_taladrador || 0);
                    taladradoresD += parseInt(planeta.deuterio_taladrador || 0);

                    recolectorM += parseInt(planeta.metal_recolector || 0);
                    recolectorC += parseInt(planeta.cristal_recolector || 0);
                    recolectorD += parseInt(planeta.deuterio_recolector || 0);

                    gastoFusion += parseInt(planeta.deuterio_gasto_fusion || 0);

                    if(equipoComandoActivo()) {
                        geoM += parseInt(planeta.metal_geologo || 0);
                        geoC += parseInt(planeta.cristal_geologo || 0);
                        geoD += parseInt(planeta.deuterio_geologo || 0);
						ofiM += parseInt(planeta.metal_oficiales || 0);
                        ofiC += parseInt(planeta.cristal_oficiales || 0);
                        ofiD += parseInt(planeta.deuterio_oficiales || 0);
                        geoSTR = " (+12%)";
                    } else {

                        if(geologoActivo()) {
                            geoM += parseInt(planeta.metal_geologo || 0);
							geoC += parseInt(planeta.cristal_geologo || 0);
							geoD += parseInt(planeta.deuterio_geologo || 0);
                            geoSTR = " (+10%)";
                        }
                    }


                    totalM = baseM + minaM + geoM + ofiM + plasmaM + amplificadoresM + taladradoresM + recolectorM;
                    totalC = baseC + minaC + geoC + ofiC + plasmaC + amplificadoresC + taladradoresC + recolectorC;
                    totalD = baseD + minaD + geoD + ofiD + plasmaD + amplificadoresD - gastoFusion + taladradoresD + recolectorD;


                }
            }


            // --- Crea la tabla ---

            var main = getElementsByClass("mainRS")[0];

            var divPorPlanetas = document.createElement('div');
            var divAlmacen = document.createElement('div');
            var divRecursos = document.createElement('div');
            var divBB = document.createElement('div');
            var divFlotas = document.createElement('div');
            var divDefensas = document.createElement('div');
            var divFinal = document.createElement('div');

            var tabla = "";
            var textoBB = "";

            const separador1filatabla = "-------------------"
            const separador2filatabla = "----------------"

            /// --- Tabla Recursos Diarios por planeta --- \\\

            var tablaPlanetas = "";
            tablaPlanetas += '<table cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">';
            tablaPlanetas += '<tr><td class="" align="center" colspan="4"><font color="#FF4000"><br><p style="font-size:20px">{RECURSOS_PLANETAS}</p></font><br></td></tr>';
            tablaPlanetas += '<tr align="center"><td></td><td><img src=' + ImgMetalSmall +'></td><td><img src=' + ImgCristalSmall +'></td><td><img src=' + ImgDeuterioSmall +'></td></tr>';

            for(var k = 0; k < sep.length; k++){
                if(sep[k].length > 3) {
                    var planeta = new ObjPlaneta()
                    planeta.load(options.get(sep[k] + "_objplanet"));

                    var tr = ((k % 2)==0)?'<tr class="alt">':'<tr>';
                    tablaPlanetas += tr + '<td class="label">';
                    tablaPlanetas += (getPosActual() == sep[k]?'<font color="#FF4000"><b>' + planeta.coordenadas + '</b></font>': planeta.coordenadas) + "  " + planeta.nombre;
                    tablaPlanetas += planeta.getActualizado();
                    tablaPlanetas += '</td><td class="undermark">' + mostrarNumero(planeta.getTotalM()*24) + getNivelMina(1, sep, k);
                    tablaPlanetas += '</td><td class="undermark">' + mostrarNumero(planeta.getTotalC()*24) + getNivelMina(2, sep, k);
                    tablaPlanetas += '</td><td class="undermark">' + mostrarNumero(planeta.getTotalD()*24) + getNivelMina(3, sep, k);
                    tablaPlanetas += '</td></tr>';

                }
            }

            tablaPlanetas += '</table>';


            /// --- Tabla Almacenes --- \\\

            var tablaAlmacen = "";
            //tablaAlmacen += '<table cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">';
            tablaAlmacen += '<table align="center" cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">'

            tablaAlmacen += '<tr>'+
                '<td class="" align="center" colspan="7"><font color="#FF4000"><br><p style="font-size:20px">{ALMACEN_TIEMPO} </p></font><br></td>'+
                '</tr>';

            tablaAlmacen += '<tr align="center">'+
                '<td></td>'+
                '<td><img src=' + ImgMetalSmall +'></td>'+
                '<td><img src=' + ImgClock +'></td>'+
                '<td><img src=' + ImgCristalSmall +'></td>'+
                '<td><img src=' + ImgClock +'></td>'+
                '<td><img src=' + ImgDeuterioSmall +'></td>'+
                '<td><img src=' + ImgClock +'></td>'+
                '</tr>';

            for(var k = 0; k < sep.length; k++){
                if(sep[k].length > 3) {
                    var planeta = new ObjPlaneta()
                    planeta.load(options.get(sep[k] + "_objplanet"));

                    var tr = ((k % 2)==0)?'<tr class="alt" align="right">':'<tr align="right">';

                    tablaAlmacen += tr + '<td class="label">';
                    tablaAlmacen += (getPosActual() == sep[k]?'<font color="#FF4000"><b>' + planeta.coordenadas + '</b></font>': planeta.coordenadas) + "  " + planeta.nombre;
                    tablaAlmacen += planeta.getActualizado() + '</td><td class="undermark">';
                    tablaAlmacen += A(planeta.almacen_metal) + '</td><td><p align="center">' + getTiempoLlenado(planeta.getTotalM()*24,planeta.almacen_metal);
                    tablaAlmacen += '</p></td><td class="undermark">' + A(planeta.almacen_cristal) + '</td><td><p align="center">';
                    tablaAlmacen += getTiempoLlenado(planeta.getTotalC()*24,planeta.almacen_cristal) + '</p></td><td class="undermark">' + A(planeta.almacen_deuterio);
                    tablaAlmacen += '</td><td><p align="center">' + getTiempoLlenado(planeta.getTotalD()*24, planeta.almacen_deuterio) + '</p></td></tr>';
                }
            }
            tablaAlmacen += '<tr><td colspan="7"></td></tr>';
            tablaAlmacen += '</table>';


            // --- Tabla con los recursos diarios/semanales/mensuales

            tabla += '<table bgcolor=#151515 align="center" cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">'
            //tabla += '<table cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">';
            tabla += '<tr height="10"><td width="28%"></td><td width="18%"></td><td width="18%"></td><td width="18%"></td><td width="18%"></td></tr>';
            tabla += '<tr><td align="center" colspan="5"><font color="#FF4000"><p style="font-size:23px"> {PRODUCCION_IMPERIAL} ' + getNombreJugador() + ' </p></font></td></tr>';
            tabla += '<tr><td colspan="5"></td></tr>';
            tabla += '<tr align="right"><td></td><td>{HORA}</td><td>{DIARIA}</td><td>{SEMANAL}</td><td>{MENSUAL}</td></tr>';

            tabla += '<tr class="alt" align="right"><td class="label"><b><a id="mostrarDM" href="javascript:void(0)"><img src ="" id="img_detalleMetal"> {METAL}</a></b></td><td class="undermark"><b>' + mostrarNumero(totalM) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalM*24) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalM*168) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalM*720) + '</b></td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_1" style="display:none"><td class="label">' + getStrSummary("basico") + '</td><td class="">' + mostrarNumero(baseM) + '</td><td class="">' + mostrarNumero(baseM*24) + '</td><td class="">' + mostrarNumero(baseM*168) + '</td><td class="">' + mostrarNumero(baseM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_2" style="display:none"><td class="label">' + getStrSummary("metal") + '</td><td class="">' + mostrarNumero(minaM) + '</td><td class="">' + mostrarNumero(minaM*24) + '</td><td class="">' + mostrarNumero(minaM*168) + '</td><td class="">' + mostrarNumero(minaM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_3" style="display:none"><td class="label">' + "Taladradores" + '</td><td class="">' + mostrarNumero(taladradoresM) + '</td><td class="">' + mostrarNumero(taladradoresM*24) + '</td><td class="">' + mostrarNumero(taladradoresM*168) + '</td><td class="">' + mostrarNumero(taladradoresM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_4" style="display:none"><td class="label">' + "Tec. de Plasma" + ' ' + plasmaSTR_metal + '</td><td class="">' + mostrarNumero(plasmaM) + '</td><td class="">' + mostrarNumero(plasmaM*24) + '</td><td class="">' + mostrarNumero(plasmaM*168) + '</td><td class="">' + mostrarNumero(plasmaM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_5" style="display:none"><td class="label">{GEOLOGO}' + geoSTR + '</td><td class="">' + mostrarNumero(geoM) + '</td><td class="">' + mostrarNumero(geoM*24) + '</td><td class="">' + mostrarNumero(geoM*168) + '</td><td class="">' + mostrarNumero(geoM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_6" style="display:none"><td class="label">' + getStrSummary("amplificador") + '</td><td class="">' + mostrarNumero(amplificadoresM) + '</td><td class="">' + mostrarNumero(amplificadoresM*24) + '</td><td class="">' + mostrarNumero(amplificadoresM*168) + '</td><td class="">' + mostrarNumero(amplificadoresM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_7" style="display:none"><td class="label">' + getStrSummary("recolector") + '</td><td class="">' + mostrarNumero(recolectorM) + '</td><td class="">' + mostrarNumero(recolectorM*24) + '</td><td class="">' + mostrarNumero(recolectorM*168) + '</td><td class="">' + mostrarNumero(recolectorM*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleMetal_8" style="display:none"><td class="label"></td><td class=""></td><td class=""></td><td class=""></td><td class=""></td></tr>';

            tabla += '<tr class="alt" align="right"><td class="label"><b><a id="mostrarDC" href="javascript:void(0)"><img src ="" id="img_detalleCristal"> {CRISTAL}</a></b></td><td class="undermark"><b>' + mostrarNumero(totalC) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalC*24) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalC*168) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalC*720) + '</b></td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_1" style="display:none"><td class="label">' + getStrSummary("basico") + '</td><td class="">' + mostrarNumero(baseC) + '</td><td class="">' + mostrarNumero(baseC*24) + '</td><td class="">' + mostrarNumero(baseC*168) + '</td><td class="">' + mostrarNumero(baseC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_2" style="display:none"><td class="label">' + getStrSummary("cristal") + '</td><td class="">' + mostrarNumero(minaC) + '</td><td class="">' + mostrarNumero(minaC*24) + '</td><td class="">' + mostrarNumero(minaC*168) + '</td><td class="">' + mostrarNumero(minaC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_3" style="display:none"><td class="label">' + "Taladradores" + '</td><td class="">' + mostrarNumero(taladradoresC) + '</td><td class="">' + mostrarNumero(taladradoresC*24) + '</td><td class="">' + mostrarNumero(taladradoresC*168) + '</td><td class="">' + mostrarNumero(taladradoresC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_4" style="display:none"><td class="label">' + "Tec. de Plasma" + ' ' + plasmaSTR_cristal + '</td><td class="">' + mostrarNumero(plasmaC) + '</td><td class="">' + mostrarNumero(plasmaC*24) + '</td><td class="">' + mostrarNumero(plasmaC*168) + '</td><td class="">' + mostrarNumero(plasmaC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_5" style="display:none"><td class="label">{GEOLOGO}' + geoSTR + '</td><td class="">' + mostrarNumero(geoC) + '</td><td class="">' + mostrarNumero(geoC*24) + '</td><td class="">' + mostrarNumero(geoC*168) + '</td><td class="">' + mostrarNumero(geoC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_6" style="display:none"><td class="label">' + getStrSummary("amplificador") + '</td><td class="">' + mostrarNumero(amplificadoresC) + '</td><td class="">' + mostrarNumero(amplificadoresC*24) + '</td><td class="">' + mostrarNumero(amplificadoresC*168) + '</td><td class="">' + mostrarNumero(amplificadoresC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_7" style="display:none"><td class="label">' + getStrSummary("recolector") + '</td><td class="">' + mostrarNumero(recolectorC) + '</td><td class="">' + mostrarNumero(recolectorC*24) + '</td><td class="">' + mostrarNumero(recolectorC*168) + '</td><td class="">' + mostrarNumero(recolectorC*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleCristal_8" style="display:none"><td class="label"></td><td class=""></td><td class=""></td><td class=""></td><td class=""></td></tr>';

            tabla += '<tr class="alt" align="right"><td class="label"><b><a id="mostrarDD" href="javascript:void(0)"><img src ="" id="img_detalleDeuterio"> {DEUTERIO}</a></b></td><td class="undermark"><b>' + mostrarNumero(totalD) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalD*24) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalD*168) + '</b></td><td class="undermark"><b>' + mostrarNumero(totalD*720) + '</b></td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_1" style="display:none"><td class="label">' + getStrSummary("deuterio") + '</td><td class="">' + mostrarNumero(minaD) + '</td><td class="">' + mostrarNumero(minaD*24) + '</td><td class="">' + mostrarNumero(minaD*168) + '</td><td class="">' + mostrarNumero(minaD*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_2" style="display:none"><td class="label">' + "Taladradores" + '</td><td class="">' + mostrarNumero(taladradoresD) + '</td><td class="">' + mostrarNumero(taladradoresD*24) + '</td><td class="">' + mostrarNumero(taladradoresD*168) + '</td><td class="">' + mostrarNumero(taladradoresD*720) + '</td></tr>';
			tabla += '<tr class="" align="right" id="detalleDeuterio_3" style="display:none"><td class="label">' + "Tec. de Plasma" + ' ' + plasmaSTR_deuterio + '</td><td class="">' + mostrarNumero(plasmaD) + '</td><td class="">' + mostrarNumero(plasmaD*24) + '</td><td class="">' + mostrarNumero(plasmaD*168) + '</td><td class="">' + mostrarNumero(plasmaD*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_4" style="display:none"><td class="label">{GEOLOGO}' + geoSTR + '</td><td class="">' + mostrarNumero(geoD) + '</td><td class="">' + mostrarNumero(geoD*24) + '</td><td class="">' + mostrarNumero(geoD*168) + '</td><td class="">' + mostrarNumero(geoD*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_5" style="display:none"><td class="label">' + getStrSummary("amplificador") + '</td><td class="">' + mostrarNumero(amplificadoresD) + '</td><td class="">' + mostrarNumero(amplificadoresD*24) + '</td><td class="">' + mostrarNumero(amplificadoresD*168) + '</td><td class="">' + mostrarNumero(amplificadoresD*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_6" style="display:none"><td class="label">' + getStrSummary("recolector") + '</td><td class="">' + mostrarNumero(recolectorD) + '</td><td class="">' + mostrarNumero(recolectorD*24) + '</td><td class="">' + mostrarNumero(recolectorD*168) + '</td><td class="">' + mostrarNumero(recolectorD*720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_7" style="display:none"><td class="label">' + getStrSummary("fusion") + '</td><td class="">' + mostrarNumero(gastoFusion*-1) + '</td><td class="">' + mostrarNumero(gastoFusion*-24) + '</td><td class="">' + mostrarNumero(gastoFusion*-168) + '</td><td class="">' + mostrarNumero(gastoFusion*-720) + '</td></tr>';
            tabla += '<tr class="" align="right" id="detalleDeuterio_8" style="display:none"><td class="label"></td><td class=""></td><td class=""></td><td class=""></td><td class=""></td></tr>';

            tabla += '<tr><td colspan="5"><br></td></tr>';
            tabla += '<tr class="" align="right"><td class="label">{TOTAL}</td><td class="nomark">' + mostrarNumero((totalM+totalC+totalD)) + '</td><td class="nomark">' + mostrarNumero((totalM+totalC+totalD)*24) + '</td><td class="nomark">' + mostrarNumero((totalM+totalC+totalD)*168) + '</td><td class="momark">' + mostrarNumero((totalM+totalC+totalD)*720) + '</td></tr>';
            tabla += '<tr class="" align="right"><td class="label">{EN_METAL}</td><td class="nomark">' + mostrarNumero((totalM)+((totalC)*1.5)+((totalD)*3)) + '</td><td class="nomark">' + mostrarNumero((totalM*24)+((totalC*24)*1.5)+((totalD*24)*3)) + '</td><td class="nomark">' + mostrarNumero((totalM*168)+((totalC*168)*1.5)+((totalD*168)*3)) + '</td><td class="momark">' + mostrarNumero((totalM*720)+((totalC*720)*1.5)+((totalD*720)*3))+ '</td></tr>';
            tabla += '<tr class="" align="right" height="50"><td colspan="5">' + numPlanets + ' {PLANETAS}:   ' + listaPlanetas.replace(/;/g, "  ") + '</td></tr></form>';
            tabla += '</table><br><br>';

            tabla += '<table class="" width="100%">';
            tabla += '<tr>'
            tabla += '<td width="20%" style="text-align:center;" bgcolor="#240B3B"><a style="color: #FFFFFF; font-size: 10pt" id="mostrar_sec1" href="javascript:void(0)"><img src ="" id="img_sec1">{PLANETAS}</a></td>';
            tabla += '<td width="20%" style="text-align:center;" bgcolor="#240B3B"><a style="color: #FFFFFF; font-size: 10pt" id="mostrar_sec2" href="javascript:void(0)"><img src ="" id="img_sec2">{BBCODE}</a></td>';
            tabla += '<td width="20%" style="text-align:center;" bgcolor="#240B3B"><a style="color: #FFFFFF; font-size: 10pt" id="mostrar_sec3" href="javascript:void(0)"><img src ="" id="img_sec3">{ALMACENES}</a></td>';
            tabla += '<td width="20%" style="text-align:center;" bgcolor="#240B3B"><a style="color: #FFFFFF; font-size: 10pt" id="mostrar_sec4" href="javascript:void(0)"><img src ="" id="img_sec4">{FLOTA}</a></td>';
            tabla += '<td width="20%" style="text-align:center;" bgcolor="#240B3B"><a style="color: #FFFFFF; font-size: 10pt" id="mostrar_sec5" href="javascript:void(0)"><img src ="" id="img_sec5">{DEFENSA}</a></td';
            tabla += '</tr></table>';

            // --- textarea con el BBCode
            // produccion basica
            textoBB = '{SIZE_GRA}{U}{B}{COLOR_NARANJA}{PRODUCCION_DIARIA_DE} ' + getNombreJugador() + '{/COLOR}{/B}{/U} {/SIZE}{SIZE_PEQ}(' + getFecha() + '){/SIZE}{NL}{NL}';

            textoBB += getStrSummary("basico") + " (" + numPlanets + " {PLANETAS}): {NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero((baseM+minaM)*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero((baseC+minaC)*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero((baseD+minaD-gastoFusion)*24) + "{/COLOR} {DEUTERIO}{NL}{NL}";

            textoBB += getStrSummary("plasma") + " :" + plasmaSTR_metal + " {METAL}, " + plasmaSTR_cristal + " {CRISTAL}, " + plasmaSTR_deuterio + " {DEUTERIO} {NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero(plasmaM*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero(plasmaC*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" +	mostrarNumero(plasmaD*24) + "{/COLOR} {DEUTERIO} {NL}{NL}";

            textoBB += "{SIZE_GRA}{B}{COLOR_NARANJA}" + getStrSummary("total_dia") + "{/COLOR}{/B}{/SIZE}{NL}";
            textoBB += "{SIZE_GRA}{B}{COLOR_METAL}" + mostrarNumero((baseM+minaM+plasmaM)*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero((baseC+minaC+plasmaC)*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero((baseD+minaD-gastoFusion+plasmaD)*24) + "{/COLOR} {DEUTERIO}{/B}{/SIZE}{NL}{NL}";

            textoBB += "{TOTAL}: {COLOR_TOTAL1}" + mostrarNumero(((baseM+minaM+plasmaM)*24)+((baseC+minaC+plasmaC)*24)+((baseD+minaD-gastoFusion+plasmaD)*24)) + "{/COLOR}{NL}";
            textoBB += "{EN_METAL}: {COLOR_TOTAL2}" + mostrarNumero(((baseM+minaM+plasmaM)*24)+((baseC+minaC+plasmaC)*24*3/2)+((baseD+minaD+plasmaD-gastoFusion)*24*3)) + "{/COLOR}{NL}{NL}";
            textoBB += "{SIZE_PEQ}{METAL}: " + getStrNiveles(1,sep) + "{/SIZE}{NL}";
            textoBB += "{SIZE_PEQ}{CRISTAL}: " + getStrNiveles(2,sep) + "{/SIZE}{NL}";
            textoBB += "{SIZE_PEQ}{DEUTERIO}: " + getStrNiveles(3,sep) + "{/SIZE}{NL}{NL}";
            textoBB += "{SIZE_PEQ}{URL_SCRIPT}{/SIZE}{NL}";
            bbcode_basico = translate(textoBB);

            // produccion completa
            textoBB = '{SIZE_GRA}{U}{B}{COLOR_NARANJA}{PRODUCCION_DIARIA_DE} ' + getNombreJugador() + '{/COLOR}{/B}{/U} {/SIZE}{SIZE_PEQ}(' + getFecha() + '){/SIZE}{NL}{NL}';

            textoBB += getStrSummary("basico") + " (" + numPlanets + " {PLANETAS}): {NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero((baseM+minaM)*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero((baseC+minaC)*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero((baseD+minaD-gastoFusion)*24) + "{/COLOR} {DEUTERIO}{NL}{NL}";

            textoBB += getStrSummary("plasma") + " :" + plasmaSTR_metal + " {METAL}, " + plasmaSTR_cristal + " {CRISTAL}, " + plasmaSTR_deuterio + " {DEUTERIO} {NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero(plasmaM*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero(plasmaC*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" +	mostrarNumero(plasmaD*24) + "{/COLOR} {DEUTERIO} {NL}{NL}";

            textoBB += "Taladradores: {NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero((taladradoresM)*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero((taladradoresC)*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero((taladradoresD)*24) + "{/COLOR} {DEUTERIO}{NL}{NL}";

            textoBB += '{GEOLOGO}' + geoSTR + ":{NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero(geoM*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero(geoC*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero(geoD*24) + "{/COLOR} {DEUTERIO}{NL}{NL}";

            textoBB += getStrSummary("amplificador") + ":{NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero(amplificadoresM*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero(amplificadoresC*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero(amplificadoresD*24) + "{/COLOR} {DEUTERIO}{NL}{NL}";

            textoBB += getStrSummary("recolector") + ":{NL}";
            textoBB += "{COLOR_METAL}" + mostrarNumero((recolectorM)*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero((recolectorC)*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero((recolectorD)*24) + "{/COLOR} {DEUTERIO}{NL}{NL}";

            textoBB += "{SIZE_GRA}{B}{COLOR_NARANJA}" + getStrSummary("total_dia") + "{/COLOR}{/B}{/SIZE}{NL}";
            textoBB += "{SIZE_GRA}{B}{COLOR_METAL}" + mostrarNumero(totalM*24) + "{/COLOR} {METAL}, {COLOR_CRISTAL}" + mostrarNumero(totalC*24) + "{/COLOR} {CRISTAL}, {COLOR_DEUTERIO}" + mostrarNumero(totalD*24) + "{/COLOR} {DEUTERIO}{/B}{/SIZE}{NL}{NL}";

            textoBB += "{TOTAL}: {COLOR_TOTAL1}" + mostrarNumero((totalM*24)+(totalC*24)+(totalD*24)) + "{/COLOR}{NL}";
            textoBB += "{EN_METAL}: {COLOR_TOTAL2}" + mostrarNumero((totalM*24)+(totalC*24*3/2)+(totalD*24*3)) + "{/COLOR}{NL}{NL}";
            textoBB += "{SIZE_PEQ}{METAL}: " + getStrNiveles(1,sep) + "{/SIZE}{NL}";
            textoBB += "{SIZE_PEQ}{CRISTAL}: " + getStrNiveles(2,sep) + "{/SIZE}{NL}";
            textoBB += "{SIZE_PEQ}{DEUTERIO}: " + getStrNiveles(3,sep) + "{/SIZE}{NL}{NL}";
            textoBB += "{SIZE_PEQ}{URL_SCRIPT}{/SIZE}{NL}";
            bbcode_completo = translate(textoBB);


            produccionBB = '<p align="center"><br><textarea id="txtBB" name="txtBB" style="background-color:##0000FF;width:600px;height:100px;border: 2px solid #990000;" rows="5" cols="20" onclick="this.focus();this.select()" readonly="readonly">';
            produccionBB += codificar(bbcode_basico, "phpbb")
            produccionBB += '</textarea><br>';
            produccionBB += '<input id="op_p_bas" type="radio" name="tipo_bbc" value="basica" checked="checked">{PRODUCCION_BASICA}</input><br>';
            produccionBB += '<input id="op_p_comp" type="radio" name="tipo_bbc" value="completa">{PRODUCCION_COMPLETA}</input><br></p>';
            produccionBB += '<br><br><div id="preview" style="margin:25px">' + codificar(bbcode_basico, "html") + '</div>';


            var metalD = totalM * 24;
            var cristalD = totalC * 24;
            var deuD = totalD * 24;



            // --- tabla de produccion de flotas ---
            var txtTablaFlotas = "";
            txtTablaFlotas += '<table bgcolor=#151515 align="center" cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">';
            txtTablaFlotas += '<tr align="center"><td style="width: 10%"></td><td style="width: 15%"></td><td style="width: 15%"></td><td style="width: 15%"></td><td style="width: 15%"></td><td style="width: 15%"></td><br></tr>'
            txtTablaFlotas += '<tr align="center"><td colspan="6"><font color="FF4000"><p style="font-size:20px"> {PRODUCCION_FLOTA} </p></font><br></tr>'
            txtTablaFlotas += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaFlotas += '<tr align="center"><td></td><td><font color="#ffc000">{PRODUCCION}</font></td><td><font color="#ffc000">{PRODUCCION}</font></td><td><font color="#ffc000">{EXCEDENTES_DIA}</font></td><td><font color="#ffc000">{EXCEDENTES_DIA}</font></td><td><font color="#ffc000">{EXCEDENTES_DIA}</font></td></tr>'
            txtTablaFlotas += '<tr align="center"><td></td><td><font color="#ffc000">{DIA}</td><td><font color="#ffc000">{SEMANA}</font></td><td><font color="#ffc000">{METAL}</font></td><td><font color="#ffc000">{CRISTAL}</font></td><td><font color="#ffc000">{DEUTERIO}</font></td></tr>'
            txtTablaFlotas += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCL +' width="40" height="40"></td>', metalD, cristalD, deuD, 3000, 1000, 0, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCP +' width="40" height="40"></td>', metalD, cristalD, deuD, 6000, 4000, 0);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCR +' width="40" height="40"></td>', metalD, cristalD, deuD, 20000, 7000, 2000, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgNB +' width="40" height="40"></td>', metalD, cristalD, deuD, 45000, 15000, 0);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgAC +' width="40" height="40"></td>', metalD, cristalD, deuD, 30000, 40000, 15000, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgBB +' width="40" height="40"></td>', metalD, cristalD, deuD, 50000, 25000, 15000);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgDS +' width="40" height="40"></td>', metalD, cristalD, deuD, 60000, 50000, 15000, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgEDLM +' width="40" height="40"></td>', metalD, cristalD, deuD, 5000000, 4000000, 1000000);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgSG +' width="40" height="40"></td>', metalD, cristalD, deuD, 85000, 55000, 20000, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgEX +' width="40" height="40"></td>', metalD, cristalD, deuD, 8000, 15000, 8000);
            txtTablaFlotas += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgNPC +' width="40" height="40"></td>', metalD, cristalD, deuD, 2000, 2000, 0, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgNGC +' width="40" height="40"></td>', metalD, cristalD, deuD, 6000, 6000, 0);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCOL +' width="40" height="40"></td>', metalD, cristalD, deuD, 10000, 20000, 10000, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgRC +' width="40" height="40"></td>', metalD, cristalD, deuD, 10000, 6000, 2000);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgSE +' width="40" height="40"></td>', metalD, cristalD, deuD, 0, 1000,0, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgSS +' width="40" height="40"></td>', metalD, cristalD, deuD, 0, 2000, 500);
            txtTablaFlotas += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaFlotas += generarFilaProduccion('<tr align="center"><td><img src=' + ImgTL +' width="40" height="40"></td>', metalD, cristalD, deuD, 2000, 2000, 1000, "alt");
            txtTablaFlotas += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaFlotas += '</table>';

            // --- tabla de produccion de defensas ---
            var txtTablaDef = "";
            txtTablaDef += '<table bgcolor=#151515 align="center" cellspacing="0" cellpadding="0" style="margin-top: 0px;" width="100%">';
            txtTablaDef += '<tr align="center"><td style="width: 10%"></td><td style="width: 15%"></td><td style="width: 15%"></td><td style="width: 15%"></td><td style="width: 15%"></td><td style="width: 15%"></td><br></tr>'
            txtTablaDef += '<tr align="center"><td colspan="6"><font color="FF4000"><p style="font-size:20px"> {PRODUCCION_DEFENSAS} </p></font><br></tr>'
            txtTablaDef += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaDef += '<tr align="center"><td></td><td><font color="#ffc000">{PRODUCCION}</font></td><td><font color="#ffc000">{PRODUCCION}</font></td><td><font color="#ffc000">{EXCEDENTES_DIA}</font></td><td><font color="#ffc000">{EXCEDENTES_DIA}</font></td><td><font color="#ffc000">{EXCEDENTES_DIA}</font></td></tr>'
            txtTablaDef += '<tr align="center"><td></td><td><font color="#ffc000">{DIA}</td><td><font color="#ffc000">{SEMANA}</font></td><td><font color="#ffc000">{METAL}</font></td><td><font color="#ffc000">{CRISTAL}</font></td><td><font color="#ffc000">{DEUTERIO}</font></td></tr>'
            txtTablaDef += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgLM +' width="40" height="40"></td>', metalD, cristalD, deuD, 2000, 0, 0, "alt");
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgLP +' width="40" height="40"></td>', metalD, cristalD, deuD, 1500, 500, 0);
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgLG +' width="40" height="40"></td>', metalD, cristalD, deuD, 6000, 2000, 0, "alt");
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCG +' width="40" height="40"></td>', metalD, cristalD, deuD, 20000, 15000, 2000);
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCI +' width="40" height="40"></td>', metalD, cristalD, deuD, 2000, 6000, 0, "alt");
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgCPL +' width="40" height="40"></td>', metalD, cristalD, deuD, 50000, 50000, 30000);
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgMA +' width="40" height="40"></td>', metalD, cristalD, deuD, 8000, 0, 2000, "alt");
            txtTablaDef += '<tr align="center"><td><font color="#727272"></font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td><td><font color="#727272">' + separador2filatabla + '</font></td></tr>'
            txtTablaDef += generarFilaProduccion('<tr align="center"><td><img src=' + ImgMP +' width="40" height="40"></td>', metalD, cristalD, deuD, 15500, 2500, 10000);
            txtTablaDef += '<tr align="center"><td><font color="#FF4000"></font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td><td><font color="#FF4000">' + separador1filatabla + '</font></td></tr>'
            txtTablaDef += '</table>';


            var txtFinal = '<p align="center"><br><br><br><font size="1"><br><br>';
            txtFinal += '<a href="https://openuserjs.org/install/RookieOne/OGame_v7.1.0_Recursos_Ampliados.user.js" target="_blank">OGame v7.1.0 Recursos Ampliados by RookieOne</a><br>';
            txtFinal += '[version: ' + SCRIPT_VERSION +  ']<br><br>{TRANSLATE_BY}<BR></font>';
            txtFinal += '<a href="javascript:localStorage.clear();location.reload();" target="">Reset-Data</a><br></p>';


            var obj;

            // produccion imperial
            divRecursos.innerHTML = translate(tabla);
            divRecursos.id = "prod-imp";
            main.appendChild(divRecursos);

            // recursos por planetas
            divPorPlanetas.innerHTML = translate(tablaPlanetas);
            divPorPlanetas.id = "sec_1";
            divPorPlanetas.style.display = "";
            main.appendChild(divPorPlanetas);
            obj = document.getElementById("mostrar_sec1");
            addEvent(obj.parentNode, "click", function(){mostrarSeccion(1)});
            obj = document.getElementById("img_sec1");
            obj.setAttribute ("src", closeImg);


            // bb-code
            divBB.innerHTML = translate(produccionBB);
            divBB.id = "sec_2";
            divBB.style.display = "none";
            main.appendChild(divBB);
            obj = document.getElementById("mostrar_sec2");
            addEvent(obj.parentNode, "click", function(){mostrarSeccion(2)});
            obj = document.getElementById("img_sec2");
            obj.setAttribute ("src", openImg);


            // almacenes
            divAlmacen.innerHTML = translate(tablaAlmacen);
            divAlmacen.id = "sec_3";
            divAlmacen.style.display = "none";
            main.appendChild(divAlmacen);
            obj = document.getElementById("mostrar_sec3");
            addEvent(obj.parentNode, "click", function(){mostrarSeccion(3)});
            obj = document.getElementById("img_sec3");
            obj.setAttribute ("src", openImg);

            // produccion flotas
            divFlotas.innerHTML = translate(txtTablaFlotas);
            divFlotas.id = "sec_4";
            divFlotas.style.display = "none";
            main.appendChild(divFlotas);
            obj = document.getElementById("mostrar_sec4");
            addEvent(obj.parentNode, "click", function(){mostrarSeccion(4)});
            obj = document.getElementById("img_sec4");
            obj.setAttribute ("src", openImg);

            // produccion defensas
            divDefensas.innerHTML = translate(txtTablaDef);
            divDefensas.id = "sec_5";
            divDefensas.style.display = "none";
            main.appendChild(divDefensas);
            obj = document.getElementById("mostrar_sec5");
            addEvent(obj.parentNode, "click", function(){mostrarSeccion(5)});
            obj = document.getElementById("img_sec5");
            obj.setAttribute ("src", openImg);

            // div final (firma y enlace)
            divFinal.innerHTML = translate(txtFinal);
            main.appendChild(divFinal);



            // detalles de recursos
            obj = document.getElementById("mostrarDM");
            addEvent(obj.parentNode, "click", function(){mostrarDetallesRecursos("detalleMetal")});

            obj = document.getElementById("mostrarDC");
            addEvent(obj.parentNode, "click", function(){mostrarDetallesRecursos("detalleCristal")});

            obj = document.getElementById("mostrarDD");
            addEvent(obj.parentNode, "click", function(){mostrarDetallesRecursos("detalleDeuterio")});

            obj = document.getElementById("img_detalleMetal");
            obj.setAttribute ("src", openImg);

            obj = document.getElementById("img_detalleCristal");
            obj.setAttribute ("src", openImg);

            obj = document.getElementById("img_detalleDeuterio");
            obj.setAttribute ("src", openImg);


            // opciones para el bbcode con la produccion basica o completa
            obj = document.getElementById("op_p_bas");
            addEvent(obj, "click", function(){setTxtBBCode(0)});

            obj = document.getElementById("op_p_comp");
            addEvent(obj, "click", function(){setTxtBBCode(1)});


        }
    }


}) ()