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Submitted URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2#bm043333ac-ae27-4923-8906-8bb7b8977048
Effective URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2
Submission: On July 27 via api from US — Scanned from DE
Effective URL: https://connection.sae.org/discussion/cleaner-isnt-greener-part-2
Submission: On July 27 via api from US — Scanned from DE
Form analysis
1 forms found in the DOMPOST ./cleaner-isnt-greener-part-2
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/+gxu9KOSBueKvsYKBrjBYA4ezEn/oHFh2g5AtT52KDcKKydWd7/5qDOa1jGqaZhMyKoorNnwkLo11C2l2cifDGP7xCvDBegRmhXBP3ncYXA7E4qCppJqS+BSA5Szfqj6304yr0YDRDPIdm//0okAvKrtXhzX8Ha3n+XaJ71QVhWFx/kdA/yyuX7Rlhp9/Pw36DCp8cTU3yYvYrvCr3onWHdOJbwut7yal73C680wwXbRkeFCAe73L45OXIauXFUzt7Xj4DaP3nPm4iBF4/YTW/D7nnDlbr0R532qD3gpSFPR9m0UIOrb1gugzZp/q4NvK1Rqbo22QGlByi7+jiJsWtQHPtWH1eOSf4BnDtXsr3eYx5MZMSN47zrBtxQxR7BEVU2CXlvGl7ZF13zGH1oB0EM+a7gCFIHmDrpPgGTmzVitpQhHma7VEjOckB5J72N3oxUKpL1TIavQDt54SDGdIDv0LCJ0zoTLrcdR9rgWtPAW//z7e75hXTasSbTN4Q50oVZ/1lGtNxDQyyt/R4XA6dshW5JQfJ8RZ2SsMS88Nxq0CfdijkvyBu4QqaAhp9ckYgeOk7MWLa8gti7feclSBv6R9bL1rT+AHe6ldAPxcJxcR6vsOVt4m0I2CaECUVHAhgWuthlJMUnTznYsLpdgoG0mj7sYUfKmH29iLyufgSjlwW8RHJuef244cEGvlFHd5H6Nbv/2UIc+lJ4UKFmvRiZiyk3j4kyXUmD4xfl1svHps3Inbjkng3ktOn23bXkPMupXvTetgenz3+3MOqptmaA0PQc7/llVGHnUK8v+xMNpwheaWGC4FHmTOi/J0lW8nDBseKRY4FUGBblSSb+M2kjbInpN+x5rAJTHyuj+dJAJtZfiUDuNeex9lBppglSy1MhYbsCo4bf/6Wtch3zJTGyLH9dleArnEe5X/6+EBxk6yHteBfnwqicGgAHlZmNAV4sGiFVHIUfgM9LA0+e8ZPQzqw/CRhWVQ2+Ijr/vSpbI7pfdJf+R9RK5RDaS1F9tpys14TffzfWdja7Md/iACnRnwXoQKMOBNzq8fe3ITDEn6/cD6KJ1DQiASycaQ7pldQ2j8AD7k4hdibQtsfXF35gmcym0VWAnCtr9lKd1Ln/lz0w8Pt7oc2TtMfxhrAuQ0OV45HMgiNUbk+Jtyzx/6GbHS7P7S1m9FxyVLH9312BnNRU+B55w/kpb1oZfHa4Xd0N04jwi6hLVqG+zmAOSpDmV4m3bzhWx4LGJNhlgtD/Cvy5vyPKGFMq4rrpaEmqMM7Myc4xGQgUY2h3DSfbhagqUMRlWh6FQ7v8Ryr1OMuoKMJPFMXpHvpahlWXz5ArrIbaiyq62E5SB26oXDhmdDWttujZw77BlachrG5brpNc6mRPglh9ZV2nZalvB/OaK4I8jv/g/e6HN84Beqf0VTHfXST2eEKxjLWvIsxKynv+3QBwA6WRnJ013J2VVplI3erRds5XCTo37vQFvE9Jt0KmIpcAe3UsThAOsOxayQd+Nhi6CSyn1tp0+wvSkKHV+XcJ7yVQXpjJvohUePsvDOZXDbbqNHL6c1jvklDYwkAgA3vC9cKR0vZhgRfCZRYSYRvQYG3Oq/Thfo0anE82W8B8yI6hJp9TuaBd7bu9UsQRd0L33pH+Wm/t+5KWwLAt/Rl16RA1Rb5lelz0EhS2IYrQHQzgPNxyh9SaH9tzNA5flAMACepnb01YDgTOcZdxUtUnQKGg3Q/bHtAJtUezqyqzi/iXiFv1hXZnAxRkrHuQXNqZOrUgNKy0AfU7/Kt5cVsdLRNfE30ouoMmxpkXh4oUThNoTST/lrHsM60EKRuCkx8n1Za7E7MhZlYDNBjQhTM3Oa+PfweXn6a5XeCkLdKcxAuJaE4LOjKyyDbpiDDK+ckAFEOJz5wJZZCyK7g5Q5S6F/7Kj7FEsbaeQ+m5wpc70n8iHO7CdEr3lQh3BMk6sUFi6greJ5pFscA+01i9OGas3dceoFslnixptgJU/t0icj1EA1UJ4hhncOHykvX2jxm2bVDbhX4pylfEZ5DMe86AcmTBMdJViOVfDX6AOv/znIP63h6fxyYDdvvk4XdJc97LBU4Ug2SQNCtIq+LhKMmR3MKBi8L33EmaxOVLIWJgIYYXw64hfzPt/6rYi3K2tdSFrR8Lpf/kJ7lud9xQ/Ws4D1WdPQuxCJIbNbRht/hjRQfBWzqHAbczUDGjx/0Gvyu0gYctiMUvQhZ+5tXhvR2DXjyqnMXIyDcm/BENbnZ+2C7kM1TH9rvasZvdiFhblUkGpXPb0+Y/F9LmJS/SJfSBdnpeQm0qeMx1hQ0O0OqbCVK0fF/zNZ4iNx2PUM4SZL8r4do8Nlx/9hwOwubUUUsWdEQKqZ8ov8BnDoGxU3/bbrjUhqAVI5r3EAt1DxkUG9U1AJm9n7fu2kiSN8mIaorZsl/JCBr0T3kDS5f3tVt7pI1JmWORD/N5YusO14gj/PKmaQ+UO3IDDz8oDSNKbgz/RQLP3BZfAletFy/BrIr50dbMfHYFsMZC/sl71dn2N53hv0tKsTKQgDces0tGswJo1oO2HS5hmypfWnv9GG7R2wXhA4fjuYp1LS77ppA3CtnFQfEtvXloWi/PACpaO404dOL5OV8dL36VyVUF8oNRTJLADfQDC4nBXMf3D2CWWbYDUBA9rv+gjS11tVLe2ftnJ0BSw5mNzV28Wia0ZnilMnBZTEPxVgnupwvU7as22OIm/0y6qjH8UAdKrFI5lFsUqDC9UVhLCVo3GJJXGk9tpkoqYujqUP1PrzO7rSjYnWQGVONrazld7naqTVSs85lfCah85lDMGQbrn86yTtB0MOkhOvk3DZqHXdIdgwQsMSNtRYCe0W9iI6zuxASc2W+SFxLag1cCfPEYTxk3S7heTLD3FWWk9UlcgBDubeneUW+bwQ8i5+YQWLheCz7BHyCliPLp5XhCXwVSpklcwTwlqI7syIEgyJZ4BwDkT5swulkeiaHoAcpWKY4nErEIIC1nl6RPjSm0ppxYbIJnaEcK1Zp9hw1DH4+uDYoi9nIVIvmKWNiS/ToZWFDhs8raqcpVxYGHaxvc1zw+KcedHREcHTL4kklJjOHveD0q4JucSpi44aRUoQoOHxem7iNv0xYHcqd4V+4tUX5ZjWR4l+AGh8St5pg+HK0rgVFrWacwVc6ZqeHHR8P2HneyJ6YJA4XEoGVghIGDA8Z8xdL0okLEMhTGIbyF7sFZEUlW1xGTfycRRIzBSHXHwCxX+LZlR3IVKE9sWPIU9ZY5aMIpQ76v0sB0jneG+rAkI4AvT3pjv6eWgv9VOBjMshCpMhv08UmL+7RX+rIEkCNreeNULLVduL3NLVBZAljOugrr1wcjOSHSbSCfH0gHpqsBGraeaxLW31E4qU0MWqAzTRbvTiI5D0amEX9M9/kPB7K9nwR3Arl9Cg1Nd/HC7qPs5JwKufwmQoegYU73Sopm5OdN9CZ0W0dPUEjvogeimFQ6nBbTcQnYGexalwzRHKOFtZACFS2x56XdzDs5PJwkb/2nc9v/8HzVQHKY/A8rJ//1BGWtfl8alOFFiJgpUBCE+xTeJjBwETTmGHRgToYXPMFyXEJI5uh36JBmQg9NsfMhhDxYjzDQW3ejx9kD8ClpqX/Y9dMn7mNtkkWWHp0u2Nxb3w0luBbo7c/5t2clMNh0CrvoXy33UB//XK7nMu5/Ehtr1hI6NEUk4QhVF/WdCmddxtHubz665qYUnPDa6CgrPVETl6Jx07SbFZrl1Pw/uaHA9M8Man4T/jX+vZthITFyd9Y7HkHkINmUS5cVvXQnu05j51mvfHFfWD8pKrHypjiVm/lzVBoCgpQ01uqbcqR8RsNvJ6MRMAhnpjllJgCny5lVTAbsMsJH2wVYl6gCsROGj74jH6MMS499a1RADDVo/PidmzKdR9LiyR90+nxDNA85u2GUuzFWa9X/CwwhlH0YdBbIDw3w8YH+5Bqsa3f9BJ8BGOkdwecInWlK9ZHgstGnIS666x/bR7nYSIg7gBniiqJ0z94jcBS1Tjd8LPoAoSISWdiKc0faAegBCunvCNyQrUj7IDBikwvWfQDKfDAXIRDDsojU+SKBRX+zR98JlBo+GcaJwLuaBEjyb6YJCGsBBObpNbh074rwazk2xsWyRGfFzLCdkNvE+QgsbSb24UY2sxu6I3b+8IF9jirX5EYaJadATTO2n/n8MMhjf59zU1e2+k8kU560GbKAWaHfKeNXwj+yXhHN1qxkJ5FwcLZfIPRc5LFo8BbEvO3ldlBudmhsAhiHHqfL1/+M5hJVN07hj36mnCHsByTqIHdQMbf/uHj3npcmgl3XbCEOc89uoAA1znrE+sr4hmNXwLY80CtJBbWntyqeK6yCvPbegOZ0hQFiN2fVDNBkDX00jPXai5n818Xjx6ePOa1sPdHfCP2AJxohav3BT9jJsdDwYIypO4QK7AUZmZPmoAhRYYmceNSCw/5mCLBhUR28QkTUTa4EmXrezCjVDo3Zq/m143VJSeGSb8Ct8wUFl9sNp6ifO1rpgiDkctNgfLhqtRWh1B8vx94YcszCBWpc9jGmEbjQ0TxEqPKouaB12/c26HTNhSH7+QTYWsyVam/FkaWQoLP2pD7MlUPbh/NTqieYQcZswofPPJ46zUfSMwhv6Ql7W+nI7ezoCYgJnZMgOyuYisHSrynMF84HVxjJPUf6rEp+/+KNRDvm0254cW4oYm+IGTs7hT4xhHPiREpsliOFE2qqUvMESwBgHuf7i30NwxNRn1Q5AjvP0fV7T88Bhded6ewBHnuuSv38dQCo2CcS7qayod73WCdDwGc9DRcM0Nt4BxOyFmXwIwH/KtrIhAPDx+3fj3+cikkamzki3s2fRfd+IbEMAuZoFnP81tG4L2xdFhKbT+GJqEVHKiXpxlo/qTxe1AXaSVRS+TreaMA1Vr6Ompbu+qDuD5xfRLHhCthfrOkzK0QWQ4rMX4T/MyOkO+4yZEwfRFt5XR1vtQ5YMCsqJCkQ0mOfu1Yua9a+BfA1V9z7e4M3NK7k3TtLbFUiX2KB4S4Hpt/1TqcVJW8s9uoRoRQHtnnA9/3jHKoZXtCR4Iy4tXGFZyEcuUUBXHxZoy2fNuOR5ge7wPHfGpSVRONxLjrUkMr1OCxERmgyFLFk7Lg40ehhSYVR4ie+ml1HZdL7o7DR/N3a5Bd9IBJJYXT8GWa8+EsTnmZoOKL87cM/c96DUu7+nv5FG0JOTCHtN+dwhoZlPYZBbFDL60Hurl8BatCZI8wUaEvv1DVW8STDqXu8auEIGNxupZMjdYbVjWBlub1FKA5oVbkKyPYGECeuY2rfkZozRosNE5ya7zruy9bvt9LNu5Hay+GeoDX60CiRElmkNAcXluqzcZ1WKEJtVDwvt9VDh/nlFCja+iESpCnMKrYJ4zrjKxbe4sjrYF11szaZgA5UobtnZTYyoJaOSKdMTs2kcWqVmsA8qKjcrkXy0hUYN3Qd0r9ROkCrfFVg64csf+0Qkj0xpeko2EXQIehPz1nTaS4w5/vs1f+0ofy9YCgBHNMQnjL1Np9lzw7F8ZNqrJ4BOw34XimRaAw9BvPx7NwkskTYaWk6/VlwGmVdwNQpz5H7HGs4OHEbNfpPp7ko6oCNq216OaSlD8mKj8XfkxjcbkFc1TAgRTxa7d8V8iwx9N007puyHmIyfMgo9tjbNtbaM4yAFFyKfIbTNM0gdtt/F/VSh4ZDTfNuhLE69Vt9JqKUmtIVyGhPHWtCK51CIdyKps0gjez353+jScdmI1wRxVTZ5tdbRpI6x6qUHqwi7NQzf5/sHF7qIlHjUT+CCPmSgBi/xcOM4Np9bkm1adIcXkG+XA5wqadR+H/1GRp/JEaYfeExHNz13ob1j7tpRVGqqNFbymGyueLt2uBC0gKku3kmSfqvWp3HiuzVqizGMs0ZH4ZvWgwwlY5tq2aXydLqxClVoO1GmkpJmYU6tD/PLaB8AZjn5psr2u8PMT6nc58h3HO9r9Rkxx/qFgJyIL2gXq6CrIrJQc166Pfub2GVuMR2IIWbOrIc29dNPbPcW9r2dqbRd/VLwNrSrpUpe5S2Ig2EjK60sxLNMhDGNCIRLm9bGnPKToLe7isODHlmmcJyZc7CYYLX4va8l5P1owYoDLGV3FA6n84OkIPSYuX3qFE7jFBb2PSEoC9++iWGDkijWdNi8FzdOXlmZJgtMrGxrKlrEq0oc8Me5MdoM1jacuBZiKedEoe+e6cX6CKn6f1mrxG9uqP43WawoApQ4Tq0fvjTFIyJzCSApQS6t1OwkW8gaAPBpvKFpAkTRbm7WdSXBAgnFES8DG0UBGCl/G+MCLeZILarFn77yR30LU7mPH+1LdrCYA0QuD0jTZJP82qtYf7+27fwwuzwBMz27Zn8NHYthsV7wbG2PZXFwksaK3WLpYlsD/kiAoR8c0tVFwvlp89rw4WqLhEcoTHsCR0rKoUqdDhfMlhg9m2qLAIjGwwsvGJLZAkDCHL4/W/tZDGXGovIXBfeM1yiGGl7jSI/sNKAVKB4N8q0p2UFKVoSEXBP8q5VI0IEkN8htjPT0p37enUCPRzhHnOXOv4lH7sEafPOAb+7vf0pheAq9suM+P/Rux28gj9JGacJ+FDzsvV3VSWbRkLHxDvx/WIBrPqCDW3xpnhobGTsbES6h73XHj68V+k59yEVPueGHw/Y1qH2P4VGCk1Wp+2oNURs3/TIUEBGSzVOx+5liv19PvLfljpvdBVqScSY2DUEvfWTLckx58v/TVEWH6n5dNq2Y0ZHN7U5lIM8GAmqBoFfK2EVJZozCmPEcmgSgYDnngXZCPl3hAp2qSekGdqInvBlN5Q05W0cDGcikKfZFmdgILvCgxGznOmO/fWoeasHqV25qinBq3r5FCA9WMJSoi9JkgIXUhn9yc3BOVXZ7XxiLmujP8GR1nhaZmMeCEXh1mTj9C9xLzk8/1hoXTwh5FIlMO8XoMhVD8N+5ZNaOge0AtvHfRKYfTTS3U8q0koTjbRj2j9ATwTYOvPK3qNyOCd4pqA6gNRa34vPsyLJgjR7Jb/9ky3bMzBTG6d5evXE25suYG5MQIAP9BLjpm0E3Ike10uje7/OWRsQ0AVVoJXtKOY1NK8KU6X5i+yjfVDVSXjyissIl61ZeVYh9oq/4q9+ivQ4bQGcVd/K21MQieK30E5wXMrmviuulRDNbUgfT3nXM5LJNM9LTVLrYXV+bRQC0i2Wym86hxIAaSRKwWIuanujoRAotkJmCKCPApEXKWfynnWkIwMKCMpMsSnbqssuSEZy47pqpxRotF4B2FW74ak5f69EqawMO58EP+9hupOQOsFhAQFB0QYh3tu+Np6CbYv7d6p7Z5CiJSqLq0K68GnUNQuTNEOabP3Cs08fBbwd1/b8mmSJyeU6D8fZkXFPAOYq+l+OCviKPX2VPC5rtEbcd4dUb6dMCMJYCab2QRo+rUCBl9CkdE1n81O8SS/jqLYqoUr6lcBqgW6KOtHvFc09WuOm1n2eDgUbETO01SiGz8fkCDy051miObxPrLOxhTx8PkheQy2TsaikphOawe4wcmlWM3IQ0flSNbw47D5eaGl00b4LjxEndqdbVjsxSVGxTiGmCBY4+XNDlXoP3MA9P5bEaHYLCyK/3O5MLV3b1vynrgiZVDzMgILMBE6WO/3FgmrQJEznStdS5GBf0wOpE4+JhzENujW03IHL2N+iJvZQE0DjtHKDLYm5XJMtxOgTUzJXEgQeZeOt4tobBtviiyS2Xe45OdPZJNM2zazwEpdSHRnG01Ot2AKGdDiMGTWEt+5gA3zHrbvmNVm0wfR9gnpjPK2TBmisYgRORokRgtdYq4qcRCURtqEBWH9cgUChXjgPIbe8LBoY0EHtS5nfWQ6w7qNzvmc14oKdr+n7nAFFXi2Ox/d7zPRff9oXFOsVoBt4X/2sCxzWnV6K/YIEsBrjnnXEZqO78Q8knue/wy4Bcfi3tgs72z13VBb9otLgnLHK+avAqMMhe1856ndQHPBA5ASYtQbQTSFn0bcFqrbuKMO5tw65QgbXewUYaulPGXKTmR2CTHLKoqzO9A4atZelbXEQoRLee5xt2Ka4EKhmoQ7mZ8F+B58J5p9NFu82278Bp4UPqpkgN6XIAL3PPaFHhBuJv6GZzQ2RGnJpId/xVLxW0xivLacQhsBTx1E/T+8ivEcC7gT1v0/I5V9UukbSK4mpsHmkn97gJV5S1y41ZV2ONsebcuqpgs9pViUu9pBeKIvR1oK8BcUTrXqu0GUbSRNmCJ5uvXmlH3U8NF8JyTTq6Lq/llekcRfjYz/27jDUrVcvyl52+0XbD5WMFMqiBSXDpb1osHaCclV6lzoSaXx+pGji0uPTjtjLwgalf432W94UbDG47rkW1O109vsTzm30UGlHV8bUOqkmR/Qa7CMI265ratqA2lwAMnEhm2yiw9h71+cMBtX/vcWOMafioVAs1f9L2t9iyqUo7AXVTkoR0PKjjYHgUNfJi4vxf2d6EZ50O7nGrfocBP+2ucna0ZXttkm5XTs+E1FvcVx+UDxSY118Y3KmDl68bGHlZGS5D8/sb+UHaloOUDaBGFMHZjkIvdt5TcPQOGtScAzCmDlsCjz3sn2evjYYYuNBogfrtLtbYooWLKNVgLQlpUvRsst+7WosGLW5HKCPzW9wf7eenffkjWqrlogOHfiRlV+AyTRhxPFakk9ttNAxAaXx/qVnN9hWVJhya7fRQqs/3qQ3Z0JtVqXQCtUJtEprVvoQI+x7Io4z1ZbdHcJJRiewWcS0v3Wnbo2XkpckiYKAX0spu0scQaJAuy2tuqrcY4+C0BCKNJwpMxYOfUSpQXmOEKwUStTg5dxNtk+rmvGI9FlA7/fMndkbMBPwPx9bu75RHFDmq8vEseyK60kOiQcG4Sdwf9Ht+05sSypT8+bdIyiVt/Ut6U9gZ/4okwgLUJB0OsnKtzGpn0nfbnybdHb9E3aXd7Ax0fvPcZSczjUuoFH5l1HXaovOYI/wAjKEOHWoS7HKzyDvqpsZpy2kdcS8TourD1p3c84y3vUbuPz3nd6oyNF0Xv1CCIVh7Y3s7LoSKCir31X5NcDNwSijF5JJyyfRwdW8p0B+nFOct0nNvBsBkfhozryRwRqYlRBOjt9RdxTJcYRrE4HK6UQbkTYorHLRDZe/KgWBovbLm40ysqZimmdajLSO6ccnyv+xU7SyfNYKQ/TmAl5Jr1GHxTD33PohYsnKRt23CVU2sNPtNfhGJfLtoUawVmflA+REAJ/H26Ld503rE/17M76UeyMNc9+HqS/tseHu8ExM6dK9qTI00TvtzBSfuxVy3ZOv671W3wuZXJgI03pNrgFyfLnxqYE7Xs6R+h5bRrLa+PsHJ/sip62F/EP1F7j9E0cD50zfp/1fFv2HqT2DcqKzqpC8afx3NZz49IXdzA7xs2VsWr6xBY4VVW8w6R4yWOkaJP6h1K3GUqwc4bdndf1O82cF60ptzUMRRAvprtVxIRmYivs0F20UIYctyFtyMubuMVebB40BS8qaXT/0MlUIaaFeOrLZDEf8lPpOFw4SAE62A0cKYTzRfzcEvtQ/m4Xmtorq2e2pzsDsF3BlX70spod3/RAUwfyxjW7V4o8r0CRCGh24GA0vWDONpiZaYpkxYnE0R3pOs4LbcOZEmFdMoXWXh1uQfjD+At8cnMov9JeOeOuWQwILHuHCqo0fxeDkhk08voaVfar+bfGozG8DmFmqNnp+O4o8XxWRbmEnOCY7qxd1xdUZ93+6EuogObd/J2+Yhws3ZqyIQxIAoSsRw0f2JwEy+QI098/KHNFnnZY3Hmy1OGzpdcIMQpoD6wYF0AhmzWYeopELI9CiypBPTD9iN5B/N091skAf5BpgFW9ZIlTfikd4RCrHl7wOHVUM6O6YkKtUC+3Iv/g4i6KrvQXWMS0z9sSX2Gv6UNJOSVJ+3vU2MyH61BPezSiVqTPmjvunqR/a5iXBv0RKq+Q0ou7ybBckBoc2oO6IHst0EMCgkEStN8VrljFkHoZIEhgJDlbj3supNJ+ghIFESfNNypAU1NixCUYwsnyxACsvY2jUMKfZbbqY1Sfz/DNxMUwIXq6Jhf6LfJUNl5LJc9LBJ4cUin5F0RBvum9djfIXv1Iye9MlTSKF06ikV7v0h+m2pIRIiR2BqjfTDT2lgSe0wZDYZ4kxxQTPRsBghx4E1QTEJWcTQFb/EsYx2G4LHZhk+Hm4rOBmpMEcIumJv2ttlFDhZ76izdlpF8eO/r0O9nFTegBdEc0NELTfUg7R/mttjKDEFLEvehkYIj5oknSj/WOGbkAfgzLW7npU1KaEWyralxE7C5LuUX7B0mIq9/juwSjK23HjfrfSOrhLOvUwKCrUvoGwE7HkHJFpr0ADwaBg0G4VjZ6NBJ1tCH/zF55ctQ8z6LdXCtJkl0HYm+yMy1rCrO6+r2n8kwjjn4M2K2Lbnzj0MdI4cT+o1Bqpi/5B6tWCTcHUEjRug0AR1x0qhYn7Bq0cG9u7OXQQFiYX94rUeDAU82P3bwUXgzh27R657iZ+/WTGJdM7u3MgIfa8VhB9oUPQ4z487LmTrS6imbCQgM+Rd9dKLdotp5iSZZmzu4bnELEVLaC/PYFDcF+dvBe+U7aAzP/fI9FLG4O4UcCPG61gdSW7VyX8dah8sj8R3x4kWuPLvBEcStdrFFIvmOYo0qMnhdxRUinUfhlLE3OxgiDJ5Wlbj0r/zuY7fdQ+QDPauoZiVwXMIKZypWflFf4BJJsCIPoeGD8APN6LpDK1p+di8RhXDvXRMOMNBZIM92peueaW/PbYx9GzEfwlTRzawskEy/zcqk3i+uRnz5sg+yI3uVGb61djLAoqv5u5kht4g3wupPUTgmm8MufvL67mrytCWAyTlfEQwuI+ZWyb+xgw+xhpXYYFbBUC1LVG4eGgxTd1vpU/Yhby35rVwSbN1yqw1eRbrLv/xcAG7rHtrBcGVtA1pK8JcbHbRok1XkPzqccG69yF1G2PoIknb+S0cq2KQXZAxYrLxCz4yrlto/r97gU7K/hBQEVQziAIU2AMXpGtnqN9x8tb7/emFokbhVnKuDuAdFoEzKaR9OntP67DeL4hMZ7ubdxiVU1c4kWgM2fm+BcLDD6yqQEalsmJUUqG84jsMSvUekz9hSqMFTQfFi1xcPPRGGCtoRLLAj+rPjbvk2M66ssmXXfnRxnD9rozzJ9Wo4IMwUehqIUAQjOc3DUts52qrRtSmQeRrbleDQWea8Ud8DAxYWx5vIf7GqLibD8Qax76tU9E4/5l4yiFLBjRm6KbcYfkHILYCQwLaC/5oRPWkUGCfecA0EEjkwwDAVmLH13xSlArlq8c3GlrsS2n/NzCP+UEst/BU0aTWzeVDjEKpIVh2j9VOve1T6nBBpi4za+cAz7ZTTKiYR/CZka0V8BI2Kl24+e+o8pdttdVZhSH5WqMLDeA/XtwSclVVI/ZudHrU6dqx1MgsMoIDWisLtc/YzY0tTZYfxA7KlIHmf1Q5xUd48RznasxkE+SQsEfUhv/eBe7JzFN8pNTBfUQxtfsnMl1RqOFhBm0kA6xboOkj5FavGFk9vHokdoUfKyMcXhNyxc9kZ+6+rOArNwoTe4tD9MDe5K0VsuD6pE2ueU4MFKqx2Qfpq+U45UFKGJGuFV6eNEoUwN/X8a6bIVHbXnyL9gtjBz258KdNL87bQxSOcU2n//GWvQ54H0OLc9Rc7066o4VxK3CVmhew9TNRSxdusRUXBvF64K/f13Lk3VYoG5NxCryMpeQ0pxiu2xwqh7ETp/TY/62twsgXmeHlXgekvuLaStSOBs/P8/NNRyDHC/XudqEyz2o+ZEbfT1fd6MleZqR0ybw+UMOU8Tu2hQuIYW4CilYS0bRCA/WnWwBJ8l60XCbuGIFL4lGOsOpSZtdbPXP9InayeRJWPT2y8DvUZmjcCIFFvL45t9Oqzl0oU87JyU/Hw6iGF74965mnfx9hVL/Xk16tjhw6aa+ztX9kKjEPUX1XvCgYeJdtYUgZBBGYB/eVBeJkNgURxhpuQO19z9mcL7SuISU1MvVBfK1F9E86s7zCNeR/e2aJ4JZfslkeip8hk+URBo5EoUuXKS/ZjJHyRlXO4V8QrZ/1jMWu2n2hq5qPQChUKnQkjimUvrbgU2G2FwU08zYA9+CjQYff5sDIHdRIIcHr/H8/atRcFDNfP0rqKZRCbqYG4/QYKbAeHTe/XT4fFfTDZ+yTcJtCGmD0LPDpQybGSE6Q0nmn+XXB/bCLa+XNQ2KdMX9hj4TSCsQ67rRub2OPppHds4MQhheyAtLlKyRy/I3jkOuqKcf3m9YcUnOHLOFVMLApRGZ2T1zDERUA/+yJDBxqdxC0SfBWURWJ6r06/UsToPI+wXKrHsil7iB32AnaN/NRqybtjz5WtiyLSUBhiXxD0dhAllcflXrUdnsi0zrIZtSRsRIygaPhorIoKXYg9yzLts+D5CIhl76g07f3mguv9N6pggjYjlzKKC4Uc0nT13CdQS81PmFL44AUBFfsdf1aIRGXlDn4EpfZGOCWU4zsHZ/kjmDLpdOeT9mnIcA2nGmSMjDMEF3SP1YSohn9hklH5ZRYL4Zgj0Oh0RVdnfWvYn4XmAypXkDgHVDOSjJFFL4crFJ1WDGiUfk8ya1YUMjzz/wd0np0NeD+GTK5RXIgIxOCVwUuTEVa3s9mpw9rC2FxXWaa4xR4TTloAz1SFFoVQso9lKWudWPL2EZwM/51OI1VdaimQYm155o52bxSLRDPKamnq7pu6A47iS8jy/1WEdAJnz+trdmklDXnFsR8IGxBnuJObc7jBjXp9gw0OflFmboFJrOpcXLcfprGlFjyCB3pngb0hdkmSKdff+Yrme+5w6rvFQHlvIoXfOz7sWf9NleSuwmiclBq6OEuithEBqln0U6Mj8BJSvjsSVH2hFouC7Fhc7r1US4JybheENZiBOopiU/gZL41756L43ofpN6+FyOB+Io9yIJ4pxV2tHwGa3N9gVFg6eIQpzk2dcwYtZJfMzQ7PI3Jq/JVTl799hHTFkTXzLICo4Iifg5fJM3xqZ3L2d+k1f18sepoR4UF+AtsOCvkhhaD64+vmmsqOHZZ4npvs/7wkqrEgh2iqjlMJHBHut8hw2inzmE78rgYUkI4MolWtuWn6hWwk40AhkD6Gkme6gGHIAkX9SRP3RMK86NgUmIBK3wrhYqeuta84mm3RzL0fnp+jebrLqNIrBNdutOvZA6RXaG+dN7bF1y6x54UuizvEuxYV4aEFgWsAU/65fEhZIcqAZXn/mhCX7V6f6O/gAnbm4S7FE0ypV6SB1SUc78KNec+IA+/8ririNFL/3pQiPknLwCb6QGjaZiPTO20Ddy00alenrZ+oedHrfk+G3V8UoRUBMfoCMyD4dh3Zz6Pk+BnbI9B/pzvaC52lsVTj9T66gc6A5I2nFrUwQGBDB6g/M1YDD1dhb+auy57QJEL66e5FoWSURmLOZk7n9DkXhWpzmbVEfBtAQmdW/tcgHaDTZ29IuAx8kQEfO6VeJWHUR6nLKafNvbPxxO9VMU/Bqv5eNbqWUFvi5JNJ7AvvUwpTmQ2nT9apQLWq/98l7aH84lK93NebQu8OHdLxSWWePefLDkUoVRXxNuHiUCS6JOrH73qKQjhBMBqWMBqpI+AZ8hYPVQjmahu/r2PvmBbXMZ+SObjWRO01iyRXIgX5p6lHj1u8UAFVlNv41k2wGI79lXpAVTRO7DgiDq0Utzu43YYel7VRM+e+HP/ZNa+M5wOLKWVP8ZcEfmH2THj16bqMbsWb69OdEoxqw90DhzBkwUVNQrRxHUAoHMACJEqajasLWmSOIuCGd22qHL8sLkNSO10shr0yT/BeKl9PgZUn1Mrq6ddd9QkaYvrAClXgJ+9AlaehZueXkWjqUvGqOG8J+q6VUpuzXOlAFNvmu93NgUNv5TZSWT8zLxpp+HZ4XXwDEgHXmostDUD0y6uKvHRbHISMo0XI1shCGoeoR7sZqlpJvWKXo7oY37SFRXs3yBXc1hRRs2VukoxQpbNN6MzJz3Ej34TdWCTFLa6/uCzfpYcLbNPiNZYcgDEArSlTuGaKwEsA+NEThaOFW4bIJEHpGwJuY/IVZLbLZqH3o/cHzr6q9WUfUEWB9h64Aauki2Z+tXmCEc5QAgo9qSq/5M3oM5nupKcDGAWp+M4GFM/5aIToTV7GfBoZ1Sh21SLpGsH6zjNvpXvqdrxCw6izsmQD6pX5f/ZWir71pOGyoEli8lMUiNnL5xIvqP/Scink6Bt6GnBYToGxIPianmhzmvmUO87qMO+RF9xgbsm+asPGkzZCsvGWh5kXu1zbKkRx+yQI4NgfCTZp152Y7HYunFnymFF4UsAftS70AasyvHxcFA6PqD5YcJo2gDak7/jAGFn62jPpfGkUhE2LVt51AiVuzkAX2VyWZdnPE1ND88MwkgKMp2kX0DFg8KfWuMs6FC9FZH6sg8eLlWmDLHbfI7oL9ts517mUyTfAHPEFKjHQkOV3+rNB88MPnhfu++5UdzJ/+A13Yuvvey4ex/WS43686/u2upg3/CzpZv+GfYrbhnCQ8VvyvaAkSmHQg+A+X9id7SJBtSG5lEDmWvLd62jJvNaGyX1WlSIc1CpooYfJwTlXj4rDUiO1iGn497WzI+hLB/r3PrwVV+byaUBwQ1ojH+aLI/aT50Mhl04n1irIgOxBG821++6UmR4gRFJ69uCp2ctQwdmXRWS1k3i5RIMdHAE9keZmD3m+4Zmlymtog10HK8/6lSzxYbYddbdrqQKreDAgcwJJsAShn0dYxXiUkM1Wa8O++OhcV2JVqXiT2pbutkZLYqjRDWI3k9nGV9NvkF9dFnOEV21UwIaMBkFJsI2ZvpKT+3po6IvSk8cVY5N4vEWRcQqR/AtbfdfBsHvIh47dZXuJHHGRhIOAmFD2Y2Z6WrH0RzWz30qAiXBIlJnQ4cOv8/62ALNICWPWz5kwvJdTm+FaVwSvmXOSmZNZ3ylUfD+MCLeiHGJDByRRt/XdndJ7RDpoxOaLMwS/yuGilbNRkhuIt8sg41lnzkLwsMf/DESvZzfJfoniSg70i/6XeTy+J0bj3oG0hjmIg9kNQXwTDwEc8wkxjtzLr6h+5I5C2RBI6PPT4gEPLnRNrpEJ6FSh/vZ01GEuHnn4QjdIdiJlQ5uBRuv0g4eWoc510tKF6YF2lmymNp0ML8k9MzF3bYYLbAHE3Ku6bIk9cZ1HcCVDZ55WjS5u0YTmZO9XaXzPs/nJMMADQjxKWKISLNZ9IUrh+NexnPdPDRkhTSVOtqgdIavNLyHxxcpaIEPF7DE0NWVdgItfr6Q48JcuT42FH85ayzQusDTKpj+9h3ldrcPi+zKBpyJXmtkjHG8ZV8w87Z0bHgd8ky5niq0fNYy9cKMc7FdK2fxojUVGuFtlgP+L9kxzFazEp+bwxg5+5rEib//J+AKvdqwMFOTLhj6Jqrw8a8XF1AM5hTd5N2zsEcJOlAF4t+Qn6gv/MGoUfjnUBvZmo2CmLRK9b52J7RmFxY0U9bloOtzgQgUAOzlSFsqDiMVXSTYeBk9Jav+G289x5pZyr97kdxJfcytbK/s1f50xXl4MWzkvtUHCScm0iwrDbTaGJhGbocfM2kxuqAf9Yk/PKwJ8JauWXto2haZAUcpx1L6/bkZebDKA5/XFu2FjJyW4devTqqDnlVust+RySBuLwy2va/UB04mKEaticsGd/GSIM6py2PlHO7yRgWvdVjHMjfwZySJPOxTN1gaPv3ccWgliWCu81ba8oTzjcqEEcLB14nNiYVi31TXhWRY2yXz0jl6llEjeH1nlnfAUJCtz9wWVsC9C8RtBRGcA1yRgMtjle5DFNMRoQ5wBOoaGLmTJXgvgYgQH3dGLoZDqifERWyOJJifrj2BjMdCnOEvQNSE0yTVNLORLCNa0lDmxAadstig7ZfzCHrvq6nATr7/CC7r8Ugf/rC0LCj8EW7SdHcVEb018e4/E8V0mEMjPFAKoVydKrhADxZ/ErlANB1XsDVDVtdAILYc7YvOISZeXi0fWoxeEJLymwdd3UinxPgsIvbhy/ieU55SEOYbvzT9Fim8YmWrGL+ppwUR0w+xJuBJSu0aXsMlyanUBZZbpoJvgemvdfh2kXSDXE5RyGrfyfHS1kLd6b/6/AtJjLrBhcow8/CseHsmXsuN98w6MT6thKaCUxsS2TU99f0+Towf0IniMHgoFqeZFVopnqthZ+79gUGzZRPDIVF1vY9/gVe2K3wiJ5i+G28+dET08hBhXfhLqp9hz7k9++c5kTo2YyTDVCT+Ysd8i3g84pfGBMuODadaaKQlZQrzfRxpSdE2jS6U/kdHRdDmm3i2xfF4TfijlCjwJTl+jDatd0KEr/WGgO2GfaIQmi/Mj6N8psIHoKPBKPxfMBUTCQMo3s3SnIhAD4RBoaohF//YthD0cDJwbA6SLpBjc93bIXABtFzl9g81hnSPFV03Kl3fbzV7gXoMxiB6criloc7pS8cYe9ePh5xWJc/H7cxANzIbEePDp4B4K+yy5fP33AWf5jfTGGfFZTjo6mERFPZsxro8R5FSJ/GxHnqef2sUetm7y8nlw4cKItk3InjixTqsS7c6TrtF5JGnLysVI464VFbdcENn3kDI++OWAXFzsfR44JrJTg7X9SqXZpJnjjp/H2o1KgW2kAduDx75RvX6voZ8ab4jrdASggGorhCB8X+78uXL+CjAyY3BjN5CvtJ21qLF2fxhUxcYiYMk3FLR1n2u6oe7w49vzVkCbKIfijQXPdo3aq6b+zrhBbYxuN3MMsjZqq89MztWOQ0s81KcCYMOsqw95mODXfaE8ZyHNc3EKQeLtbSTFCHXetY9nNpJEB9MRAJo67PJWeNvqEjyFmGgX4IVNvaY9ptKTenVPBd0i1jQG6e4udF+mes5mwz91v0WSt/XA0Q5drpIKKO1w7JBKfNIn8EcXPnYrsADGxt2jM+ffWCXkxShhUlcTJgOqN/ZSrYqnD8ValXe/PijIBMWGL7RRkCMuVIwOnRI/rLHCYvUGRtfl/iTyZ/wcKcOLmYtBNWPX+iGxgDqCAE2CwF5Y3j+KFEy59d7E6Ww4TWDi1CVJVpmBdRQUQtYB7RVARrbeQnNQvRoyCQx88IVoKchV+lxZdZ+fDsHTMp8FmpUfR14yG/iIh6OzNANeXXofUC8Nyi8oOTswLsYj1dh/ogJC9Vh5TPH9MS3O9cqMwcqS24ne86rskh2pBH6F8MIANRfMu/kyXCfAOueyncwbRBM+AjW67s9+ozJw+KC28llY/6tNZ+37T6CzkZkgm15S14B/bICoS0iT5wSiFihhjreU3kHbumMyD85jGc0l6lXbEaIeRDsPIU8crpaDvjTd2Qnro2ekTKOtvi0jHlzOs1kw4lCT3zlLoJmt+QWbjI7O0ZjXDLRQoqxK5OHMYY7rF97eRYEUT9NlZTCJMd3hDJUCwZq8nqiicBu2ieG114aFa//uAcz1x4mXRmcxBqMzwcNvnUIfqN6+gpSERVmHx33wGnvrDkJTH2C4YSxSnF6Thtnyt9wnB0IYx5EdXZpWN5fKGt7YZatrhIarg5SVAOvNX+KIRQ4Ui6p665YOKkvfl+PpTBUdQsZ85FaUyt2duoZMInNr9DVB1qhSKWzZPXsVQsCsiljLaZphb1fuE0JcJA/tVWsuN2UMnqAjiD9dAINv6WOrCJnmN1IHanpj994hs5UOO8syifIDwPhJ4jv56BScgF7y0A1pFlHV0Rp1Y5GTmG9DJGoxnXRkiHwTuXbjhCdnY/qONYkkLwwsymMd1CZ/5tFItDKUSxH/cu9iJa/lS7jUvt1uB0Rkosrg/yadDlCsGgd9Hwspm5qqnMRm4Yfbgdn7rIgIGRKOYnXP+n5FSgzjZ7//vIBoICnDfOdmOo+lh7ZUk1UASNuDoLKXUro+QLe+HgzdQV4yrIpMwvuGmvJhRjFPMHxwHoS22vr+yZj43+4Lk6jDNZld+YGkQEzB6/95dbYZOYQTdGoUjBwdHI11wp66zNE3UZhMn9m3i1jmTDHSbMCJeGepjeJMTgx0am6X6Nm8Dy3T6hrsfjIwYcnxL9s3LvpAa/jXx5SLkcA5LNWVuRhF5ZfQfKHr0OrkTg3vT5hwTJ4A9YG8gmda9wUzYPcWbMv6p7lYlHE2Mofc+XR6S+7p81e410rJvR8IjMF/vjBSk5Wrr6XlJqnwhVvOiENSdsYozpLd+B2OafcqwrlcLeFyaUGEIdHm5yS3v8mpEltMbbSslzAAqCQAgjSBvn2cpgl72KRhrLMHoIXco1qC9xQ/4UvXzIbMTUfb8W/+FEyrN8+TjwI0aS5gSWg7oIk2Qe26Cu/gAt/1XN3F7p5bh4U8Dzm4jzYi7QUMBlyNqa//z5sTXxzJ/AkQkCWvBuYOp/K1/2m1MEq6ZJzTOgzc0g/o2eC/evyUrFjPlw8UJ+BA3hNOcY97SacBTCw5kwfn9XFp8LX4WOMdpkbojGYkzJ35ZLqzC2d1PXpYWOaPly5ZIGWOO6cqaedl904BK1rpqQk3I5guaYf7ggAp3mNfhdWuMkeHClZNQEzAlzL/Jv8nuv95c8TAPt9jbjtwMFX8f5ZTGdlmwXQQewlN06+15sevpUUuwAIjCNelo3Wc0xepDRN1IOV9s22Hys8Mvd+YPGgkcbup47AZAakX6khGcYYTO2zLnWI3Qx/w2w090ueSrZ0Y1mS4n5eTGWvuTYasc+9i5pD4BX1aNU8S4WGEUrAbVvheG9RtIvk/Z+Ch9cu9JlJ6MnTOMtJcskFcgH53niN+gllUOE+nDxGC6so6v9HTfvK8v914Q1ZNkkJ8kk+dICTMCM+XHZ4QnkLvaPb6oPixHTdErAAAUr7TwfDTd6zoRfYA1unXXIG8EqBqu8MJREbxRZzJU9Zbe+z0maCzzSit3n9nK4TWAeCPDR8CAXhNJYtvaXC6CEWcdRLYfXyWHcU9+i8EIhv3tPTZC0dypWvzdPunWQyAiK1soQoPx59TXdrm4By5ThnOwVsKCV3Kh6E4jknZixiHi7fkjBnMG1ofvehPgcfYWAmyJQ1FrjbDvODtEcS5O6f4baZxhHHnFTFS7FzBf5VUo4QY7ff+hFn/qqEms/+V/z8rIKQgqZ0HVpJEAEKyTFFn1eb7oC47TUkdTrUVwH/ZpfpiDyu+feslfFAcLh7+FKCbzf5rASxUQxMdF/Erelc8w9C4rdBTtuGXGOPvr8go08aIQMujXVJP36nEvK2xZ8QP3crvM6Ezkd4Sn5KBC5Y/7BXNhGe3xE0vGv/GnpnwABqZVrCxGK0AvT/pWB7ILtEC6X+bE7Vw7+2Q7F6Pdm00yynbVsmHB9EkX8e6UDwsUtTjiBu4qImzrsqfS3jnT8bUa1tWO8iw+op3SsmfPwbz88dkD8lTY3NAEwp1QF56cQZps1c0Q4n8Rx4I+yvwl36ylNv1Vb8N8C0KhJ789O7HgEagtnMusx7545QQrTnkfCBpZbyB7GgIpYGYu3I6mcmOSK/HMYeVvhN86511iWB5TPmMbBAkhB0+maF7xy2XyKYfnmIAvfdgdTdy5cXRjOvumdHd3f+bhTiDDGbPle1SW5QRg45YPseMD/QNgkcH/RVujKlrQzT+aFLHTiYwV76dVO6zK5Sj4rHK3G2wPJebtlpEtCT2XrBPohc51JQakuiaHElsCTkA30hbi+HXjODYP8R5YzKjj3WTcjcoX3jictF7BRtXRDwSJrGtROR+xIrnDBh7I1g4aZunP8QF9OmslzfIMB17+9oVuVwj9y8DbEObeXJPIOL9rTZPOsddbFpuco4YBWccbg347DqW2XSkna5CXx7r/iBBMHYxU8Stoq03TJMvTxvsz/yMM4B3dOnicF8K+izApQRfU1C2ntocv4Mx1BswOadHeBiY5JWeHsjAYbwcEK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position: "absolute"
})
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d = b.isOriginTop,
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f = parseInt(a[d ? "top" : "bottom"], 10);
e = isNaN(e) ? 0 : e, f = isNaN(f) ? 0 : f;
var h = this.layout.size;
e -= c ? h.paddingLeft : h.paddingRight, f -= d ? h.paddingTop : h.paddingBottom, this.position.x = e, this.position.y = f
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b = this.layout.options,
c = {};
b.isOriginLeft ? (c.left = this.position.x + a.paddingLeft + "px", c.right = "") : (c.right = this.position.x + a.paddingRight + "px", c.left = ""), b.isOriginTop ? (c.top = this.position.y + a.paddingTop + "px", c
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};
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return "translate(" + a + "px, " + b + "px)"
};
h.prototype._transitionTo = function(a, b) {
this.getPosition();
var c = this.position.x,
d = this.position.y,
e = parseInt(a, 10),
f = parseInt(b, 10),
g = e === this.position.x && f === this.position.y;
if (this.setPosition(a, b), g && !this.isTransitioning) return void this.layoutPosition();
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i = b - d,
j = {},
k = this.layout.options;
h = k.isOriginLeft ? h : -h, i = k.isOriginTop ? i : -i, j.transform = p(h, i), this.transition({
to: j,
onTransitionEnd: {
transform: this.layoutPosition
},
isCleaning: !0
})
}, h.prototype.goTo = function(a, b) {
this.setPosition(a, b), this.layoutPosition()
}, h.prototype.moveTo = k ? h.prototype._transitionTo : h.prototype.goTo, h.prototype.setPosition = function(a, b) {
this.position.x = parseInt(a, 10), this.position.y = parseInt(b, 10)
}, h.prototype._nonTransition = function(a) {
this.css(a.to), a.isCleaning && this._removeStyles(a.to);
for (var b in a.onTransitionEnd) a.onTransitionEnd[b].call(this)
}, h.prototype._transition = function(a) {
if (!parseFloat(this.layout.options.transitionDuration)) return void this._nonTransition(a);
var b = this._transn;
for (var c in a.onTransitionEnd) b.onEnd[c] = a.onTransitionEnd[c];
for (c in a.to) b.ingProperties[c] = !0, a.isCleaning && (b.clean[c] = !0);
if (a.from) {
this.css(a.from);
var d = this.element.offsetHeight;
d = null
}
this.enableTransition(a.to), this.css(a.to), this.isTransitioning = !0
};
var q = j && d(j) + ",opacity";
h.prototype.enableTransition = function() {
this.isTransitioning || (this.css({
transitionProperty: q,
transitionDuration: this.layout.options.transitionDuration
}), this.element.addEventListener(m, this, !1))
}, h.prototype.transition = h.prototype[i ? "_transition" : "_nonTransition"], h.prototype.onwebkitTransitionEnd = function(a) {
this.ontransitionend(a)
}, h.prototype.onotransitionend = function(a) {
this.ontransitionend(a)
};
var r = {
"-webkit-transform": "transform",
"-moz-transform": "transform",
"-o-transform": "transform"
};
h.prototype.ontransitionend = function(a) {
if (a.target === this.element) {
var b = this._transn,
d = r[a.propertyName] || a.propertyName;
if (delete b.ingProperties[d], c(b.ingProperties) && this.disableTransition(), d in b.clean && (this.element.style[a.propertyName] = "", delete b.clean[d]), d in b.onEnd) {
var e = b.onEnd[d];
e.call(this), delete b.onEnd[d]
}
this.emitEvent("transitionEnd", [this])
}
}, h.prototype.disableTransition = function() {
this.removeTransitionStyles(), this.element.removeEventListener(m, this, !1), this.isTransitioning = !1
}, h.prototype._removeStyles = function(a) {
var b = {};
for (var c in a) b[c] = "";
this.css(b)
};
var s = {
transitionProperty: "",
transitionDuration: ""
};
return h.prototype.removeTransitionStyles = function() {
this.css(s)
}, h.prototype.removeElem = function() {
this.element.parentNode.removeChild(this.element), this.emitEvent("remove", [this])
}, h.prototype.remove = function() {
if (!i || !parseFloat(this.layout.options.transitionDuration)) return void this.removeElem();
var a = this;
this.on("transitionEnd", function() {
return a.removeElem(), !0
}), this.hide()
}, h.prototype.reveal = function() {
delete this.isHidden, this.css({
display: ""
});
var a = this.layout.options;
this.transition({
from: a.hiddenStyle,
to: a.visibleStyle,
isCleaning: !0
})
}, h.prototype.hide = function() {
this.isHidden = !0, this.css({
display: ""
});
var a = this.layout.options;
this.transition({
from: a.visibleStyle,
to: a.hiddenStyle,
isCleaning: !0,
onTransitionEnd: {
opacity: function() {
this.isHidden && this.css({
display: "none"
})
}
}
})
}, h.prototype.destroy = function() {
this.css({
position: "",
left: "",
right: "",
top: "",
bottom: "",
transition: "",
transform: ""
})
}, h
}
var f = a.getComputedStyle,
g = f ? function(a) {
return f(a, null)
} : function(a) {
return a.currentStyle
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