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0%,1.15%,100% {cursor:url(data:image/png;base64,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) 0 2, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2XXVCUZRTHfw/KuqPoVF7UNH3o1JV9DTZemDVWRE5aVjbjRU6SmmQi7LLrIjjpoBCaWygyoQM4DmoNMYoKxocEigiiKMSk002NpsxklsUwgNsGe7p49l33dXdhqYsu6uzFvs/77Dn/c/7n43kW/uuiHH3IBA+M80KsB5QHLF4Y74FYL8R4wOq9/d77O3h7wfMLeG7qZ+sAWAbA0YEaswMAH/Yg/xTcOgCWW2Ad1OvF/dE5EwOQ+wBqLOCOnaibs5ppu3WFzJMoRweqefalALjVA3XMl6gdANj4OGo08PL9vfw0swGAT+1z1fGmaYEo73lwkPMllSzuR1mG5mMljjaWSyf2ER0ZH7yIBP5eqkHnXZx6Vz/Zqqvku+1PcrxpmrJ9WS19HRZ2LVykAMrtefwxEIurpAQL1miI0FJYh5RUIaUVyL4DSGkh8txjN00RzEv4MWxEmbtOCYCzrMG0/z1bpIeiiCzEBC/CRd5yaapyFbaKs1gbrm98WGWUnhSAxMTLArAm95x4pw76LfpY+/nXAcBljyVjYSJ9HA3rhKlSSyuQ4Jyv3qD3bYerpeDN10ataru7XUSEgozZynmkVmKuTcGdOkf1cVQsTGSCmoSSZyLbMWgvykGSbF1+SusFIP2LWrFtOyMAH2R3CEDy+k4BSLJ1m6Jbu++46O/bTIhqEx+tISyYijC41cp2xivX/kaRGMG29Yxsf3u2AliZdUF2ZT+to/AnsKzgKVNUQz9PAeCTpS8F3osIQwyPwB9QlIPkpyGphytNnrp2tpjWqzedC4kkLU+/S846b9p7+cUrmsm9DeKhWQY5Ebkt89OQvCVI8vpOSbJ1i6uwVRzldSaFlM2a/qzdLXr/UE1g33Ds/fUXBGDdnmaT7iAnpJ+myA7kLUGyF6BzXvmVv8LbBeCdlO7IikBm8emI+2kHqwSgnybppSGynewFyNbnGXWEOstDjazdoR1YtbFTVrh0Ac+b94MAvOJv114a5DfqTbrmOeA/WAASX9BKRg5XuLrEoH/42uRQr+7Xc2D35plqjzteAdTXP6IAahumKwCf/xNR8mchRTM0A/aq8IMDILPk1IgsLUvXDKRsOisAtoPVAvArtXKDmsi6RTOQ0unmFLiKddUaBbYm93YHOA7ViSO/XbKKdZes2mDuAMfBGln3WYssc3bJyqwuuUGNXOfYyCk+cC9SEaedMNJgiJFbIxXBsjrH3Jp2d7tpHRU4QEUcUjU+tBBTPzobVtmYhsEOAmQUnpaMvU3iKmsUgOsck54w50HMnS+sHrAMzQ+sXaXagOXRXtPvlqZ8IwB/escBOkV73PFqTc55ce6vl22pz6rh2GHcSQlqSXK3DDGMb/QG03KSxdLG8sDAsR/R1KV93Cbp7tB5Hk6CB1QPR+UqR6JEh8BN5iKZAaX0fbXmiZjbYep1gykAV1mjGPcDA/wKldE7AHCRTLnzMuE8oAeQfWtbWGMJc82XlWjARzzjeygSCxOxcjf6O1EBrHB0SdycqxS89bpKSLgsT6R8y45FCwO2rnMskHMfPqaxKCJOVFdnDw0yQU0KHKkpWZMp2RIfonuDGvHhwwB/iDdGtR/1HwkfraaofIgfyBdYjxV8TA4ESz9NEg78Pl79W/b+l39V/gLUr9UG59cuuQAAAABJRU5ErkJggg==) 0 2, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE00lEQVRYhe2XW2xUVRSGv93KMDEqBR400VTURxVSLw8GkSCIEpMKRNHESGO4VSjM9DIFfJGnBgWxGOgFKFgk0pZCy0zL3JjSUlpKKdQqJD6gIKkRSSB1KDD0cpYPp+cwh5lpB33wQdfT2Ze1/n+v/e+194H/uqnwH0jkOgzchMh1iNyEgT8h0gcDNyAShoE+iNwY6Q+P9Pfd/bYPz8BGGnl41H0TAOjt0kn8E3A7k7AxATsTsTGRRTiTIpMC8MRLqPsBz7uMulbbwvHtl1hHq8rDo1pqCk1wOxPw4ZakCQA8twA1Fnjxwj5+r6gD4Ms5M1VT9hRzlZMevkWX+0EW4VQ2JmPjEQK0i4+zoxJ5ILqRCHxpm75V/JDGppG5Ds9m+fG3d2nKnqIcnlIJD9kozVyrAKrq0rkzNI6s9+6gsCWTCN18LsS9DKn5ANk3D9k1HXm26JplBbPLf427onUtxwUgP3jQMt7IBTlMb8IspEQ34q38/KeTlau5TfKDHgEIrXhSFTYHBOCNXRcFIMffKQO3L+hBtEEKjtaYgIVFExFsHCA8tiaiV14yFdPB4dmalKCcoQ5xHD2pZ8JbJq7mNgE4QFiqiUiVktHjRINnHerWA/mrBSDXW2kG/8R7WgCWN+gCy6rvsQQuCOgZKDh6yOyvUiL70WIIWEQYfdQqF2YoV6hORAZxBE7KV3NfUQDLPGekdN6LuihTdb/K+dMsZ34oNR2AzXMWmv0igsbQqAmgZCqyJR1ZXfe5hamrqdXSXuntjFnJmoDet9zTZRl7vezSiDgPybdEZC+3Em/DlnSkKA1Z3nBWsup7xNXcJnm+bywOq3x6+tcfb9XHj5SZ4waxFQ1nBGBtS9Diu5dbUkl/YgJFaciGVF18uY0lusJ9HQLwUW3PqAJad6I14fgaty7iSvplN32J42xIRTYyY0zF5we/i5lTEDohANnes7LErQv4zV0/68e1TD+uu+mTCq5bfC11wLhYAGaV6k7GHi5xd4uR/uGUp2NZDf8CQNm8F1RFZoYC8C99RgEEs59SAIKGhmZxsxAwbjWAaY8fBMCo9xWZGWr7Wy8rAPu42zH4m+cuNhX/cZ2egVVHTgmAw7NNADQ0ZDQCxpUKUJxZoABcx3QhGQLL8XfKxtdmKYA8307JO9Yh61v1Mpx9RD8BexboGRhPD2ubWyWsTWdZY7dIHAIxto/PpIZigbvbYJixt8ZWRNtKv/VoOkMdlvYOrko5V5IoxxSLmz0xE1f7T8V1NqphNEGAwmMnpLCpUVyhegEo54qUxLmUUu7tsDMBG5PNtivUKAA2frLMW1z7vQAMil4OV3o7pSIzQ+X4uyTfXyVfzHpVDQ/3s2n2fPVhdY8MMzR2+g1rolkCtJsFx9nwtQCsCbZLbqAtqYspukCV0CvbuZyUH4D5kvFzznTK9e6zVsTAactZNzKlf9eL8T4wwLdxKXkCAH7Oyb2PifygfjM6/e1xg80stT5WkgEf9eV6mF4RbAxiR8PG+9gVwJK6bnkopYWt7zjV7J0X5flH3RRnOsxY5Vwx91zQyGFKQpykns7VRETUePNKbW48z863M2J8d3BVBA0DfBXpY8ZP+kdiP5poDJnVLBooXl8y4PdFINoq6Zd44Ct47G/F+9/+VfsLHPP+0Qy6ZQgAAAAASUVORK5CYII=) 0 2, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhe2Xa2wUVRTHf3dhZxclaKMBVKL4DYyJsQRDYkhMFIOFCBIiAhKIUAutlNLtQgVEiMojYAWC5a3ljVSw8pAW2shzt1DKQ0pcIwYlFZBQgVrKdFr2+GF3pjPstt3KBz/oSSY5c+ec8//fc+499w7810XVDkX0WjAaQK8DvQGM26DXg1EP+h0wGISOG4NO6Hgw8KBHHwMPd+mMjsYislW7CQBUv4jcL7iOFwONBrzoaGzjzYTIuAB6HEO1BzybZerCmb407P2Lj8hVnsJf8H5fY4E34SWFYkmEQEdTeTaECjyCtAa+PzSEol4pCqDJ1YH5g5YqAD2pC791f55CBiuAFIrFwEt/AqLjpYLkFrPhsr+0BD6BAnV7q4vudTWW7RO3LuMv+1gAmh54msLegy2QS9d7UspLSsfLXbS2S2BKPPCtF8ezvuhd8Y9coR6sCTH63A4BMPQrLHp5lgIId9Tw78kSgHfObJOqR3spgAqS1R289KQ6oXKwi0GynaGyiZGylnECkFW+pkXnjONfCMCQn0stmzHndlr6lOBqGXDxoPTgmiRR2zYJO3g+aZbD+Motlp57eJlMC6yMG+yNn/ZZ42NPf2XpSdRKZ3TxKGmdhB28d03IYZx1dKWkn4jMeOLJjQKQWrlVAKYGnVnyHXMSXLglXTxKRCPcOgETPI9MC2DE2R0Op8nH17WZyoxgs42vZI6kn1wvGmHRMFr3tYPbZVhoX8xY+okCG4ivue7RdZETWCUAY85+bX3T0EWjvmUSeWTKPPxiAk7fO7VVxjmls8VXkhtjk1qxUXIPL4sZ16gXjTrHuKNBzMMvBh5qi8O4ujxFg3Lze9Jj7Oz1msoqXyNL+qWq7OIcyRu4OG5jST9RIPkvjHN885XMFNXpca481I3C5wYCTRg8HL8xzWGWfMCCNmvsOxCZde7RfJl+6DMBmHZwvuWXWrnZsYX9Bz6USAZuisafjviORmQeLAD+soUCMLmiQOxBAVwduwAQdoHq4InoRp0VZ02f0QpgSb9UBbBowNzojMPRp1kcqfCTJzpebvzQjR43L9HY8AefDljgsJlUuUlW9Hk7bgpz9s+Uxa9+orLL10pevwlqWGiPdK27gafxNh1uXWb5wEwgjEHX+CWYTL6ksTamBP4jy8W+6k3xlfjFXzbX2QMOORffjGiLHnF+t2hcEzdXWy/xODbJW2wXgNHnisQkAM1bzAQ3dXt5TBka+s4xlhA4wFtsl+HskrSKDeI7MMNymHT8yzadpwRXO2xGVRWJSc7NVXEncigNZ5ekUCwLtkx0GPuPrXK8ZwciYBNORdqxWaIpwXVyr+0z138UN9Xi5lJip+IrHJT+BGT9N2kxO2BYaE/cIO8f+VzM7gcw/vQ2S28XOEB/AtKXU5JMlWQEm1M/8vy3lj48SiSzvOWzISO4zpq5m18TJwCQTJX05oLYLxNpFRsifX7vVHmv3LYgo41m7NkdklM6O2bm7QY3pSfV1mWiM7ojyPRDSyM7pGyu1Q0B0io3i7ng7gvcLuZlwjxSX6/aLTn751iBR1UVRVvtNQd4IrET/pGIXCaaaG6nYe59F9tYI08mFLvdfzIRMnUxZIQwjXT/R/H+l39V/gbrD8as53cdJAAAAABJRU5ErkJggg==) 0 2, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe2XS0xcZRTHf4N0mDij6cIYdaGLLpqqCUlD6MZKXEHaahRD20UXKtTKczpTZ3i0wTZSRBMxtuUhRW0qxpQWY6HTQpVKLQwDtOBibDGikZYFIcY0lMdlIHNc3Ll3BubOMLQLF3qSSeb7zv+c//9+j3Puhf+6maYzEOUeBBZAmQElAIE5UOYgsJiFgpkAD6OQTAALCikEMKOQgoKZWZJQsKBgpg6nac0CACaeQx6UXMHCAmYWsDCPmQvsTEiMDvI/iSRK7qTGMHkOLTKPmUUszGHmGlmrilgG8K5D4pEX8IkJoKy9RPpTt3P1mUwTwEvjXZLu7+TD7ap/K52yEFoRBQu/sjmmkGWOHrLEiDyPOlPhQINMPfoYZzflxH2q7Jtn5PG5ezSm5Zk2MixLmPmd52PGJEUOjMhHPWYA6rbkm85uyjG5LjoF4OXfzosWp/0v73DIt8/uMjWm5ZkAtl36mnksrGdCSMTa2S2t7JEW8qSZQqm46JS0yV492NX93qqJXD+GMemTvVLe4RArUwLTq4uIJK/HoQe8fqtNjnxXIgBv/Hw6ZqLckVMCcPR8sbw62haBmxbMipgekfgiIsn3DZ3UwR+1FRsGFvkapGDwM0Nfdft+fT5/qFkltwXjC9DIaymTXb+0CoCr+/2ooOKBxoTm3D1VArDTf0YltwXiC9DItXFFp3rgtKUFKPvpYwFwek+I69qn4vYeE1ffcQFw9NXpuDdHvlQPpie8ldgUwTYXW0QtZVJNpbg67Iagd643C8DeG59H+TXfvhtfGMaWehwquW0mtoBqKuUghyVjvEsAssYuRIH3+9SndF+p1H2lV2sE4N3eY1H4bWPqFc24c1klt92NLeAgh+UANYYAjdjpPaH7c7+yy1unS/WxOyRAw0aZ7a5g/XuZLzlyoDUWI1OSUwAIJoWLWlJSChDQx0vJarrFh9YZ5kCCQNDYB1BIreRSLxl3LkdVO81KBhvU2/F9adQW2PvrY2/BeLdg/UuwTsXeglzqZQ/NcihUbldawfUmAXh7OPqgaQczf+CkYWy5x6GSWyfjX8UcWmQHag0ou+SIInT61DNwoL9OnL56cfrqxd6vzjn6j+u4vSNqTHkoR0LkADtolUza5bVb59ST/cOhqCCjFcg3KkShm/LK6DmV3JpAU8qkXbbSKcUD4f3U+sBKK/I1SOFQk6HvSEQtKRpsUsmttxPriun0SCpeHbzb/41UhUTkDZ+KmURbmaPn7XopB1gTOUAqXtnIsGzAL5un+iLacdWqSdw9H+iYtMne8JNb/0xcAMAG/PIUY7LyZUK7IVl/ePR57b/bs6KE3y+5ZuuZCL9MmBXJXtbjjS37ZsSBexDyZaa9TIRaakWHXV683aUnfmHiipR22MP3fA17nviHhC0osIRaSrXfUkR5jZgjCLNPr+27YE1mmxFD8tkn7i/f//Zv2j/bPaFLuHCKBgAAAABJRU5ErkJggg==) 0 2, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
45%,46.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEd0lEQVRYhe2XfUyVdRTHPw9NXprR2sxZa63N2WrVMrdaNWcN/2nLar0JODGEEJB4CYJFW6jTyKEwaIKKwMSgDVjTEAqWvSzp8nJFGKAEUhExIjK5vGh3dLmnP373ebgPlwuX+qM/6mzP7u/5nZfvOec55/x+F/7rpE0yLjb+5DozXMPONHYmmMGGnUlmmMTOODNMufYnsDPl4uvrPwIC4RZ/uJqqLdsBgF6G5R+D3+r6DQ6EYH+o2+qTM34A93OXthzwK6RqJ5MH2fD7x5yt/gWupmq1Rd/Pga8MhLgG8TkDOhVjkcXAE5oGcd40S9QTuQtGd7QlReIfz9eIaxCC3TKSvMFrNvzcX7yBb7NcxspuLXJjjvZroI26mhQBCBsMkfpPkgUgtu85WTM0qwwde0Z7ODNGgd/s70siFGXRIInUSiTV8iIVEkKJVHzztimV+W27l0ztoYu75mRqBoRzw151TBmYH/mXvK5t33RQO9acLHu6dghAymNFWnLvywLwXsdOAahvTBN9DTCxYsqweeqOYpWFvsmla8I98kcp8lA43pJi2iu1vOUhEz4UIh7yfZPCsF00myzuxHzwQ+2xktUd4aFU2mQGLrQmCsCR1kTT/r7OHca7ZhNh3Lm4Azr4OvJMglt/fsp4z7XGCkC5JUPKvk0XgIILqi6q3OplfrYYdwq/zSzugA4+PxLdYOX5TAEobU7z4J9syhCAvAtxJt4Ra4LktMdIaXOaMGYXRm94d2IdebKabAGI639eFVr7TpNCmeu7F1gTjP3TX6lMFLepqEtc0adfChWAs1WqVRm9IYxMe3dgNdkSxF6TQENjmhFZTnuMMvi5ZwZ0h8otGd4BRqaFIZt3fhB7hYCDAvDpZ54g7lTzRbrBL25901gXWpIE1CfZ1/GaAIQOPa34QzZh8JrJrmkOGAcLUHVfF6B6vcSSahjVZSeDZg29VddXGOuEJz/QACI35mh7HinXACKs6xXT6VSPV1qVJ6z17H+dTrkcKGxLMmRKW5Rzp8+p2sizxsvhNjUJaxvnZfGHq8LA2CKZXVskrC9RBitVJyR995IsBH7GrQ70OaC3pU7Z7dECsOvKs2p/YEzoH11iIm6qELZUS3Z7tOS2mVtKL8KF2vCoy7HK85lS7MqKiXwCB9hSLYTVmgSPN88VWWWTGjb51ngBNR8+cs2H9zuiDbnwnzabwfpHhV7vh9IchdWK+2Xi3a7tJqViV0Eebo1dcN+d3unZJvqUpHdYuDTk0yUFMr4W9luMCPXt8B83exgom3cguWfLoGWBA+y3CAUXhRM9hlJa96vG+kBnlNTXKaADnVHqmL78isHP6o4Qw3EdvHtwGQ4AnOgR98uELxcR/aAyyAdwP28MYh7UuC3QuEyk3JlnsN7oe0GN5NpkCR1UU+7Mh0niwDVk9ILTB89D93i9E/p2jx+2i7YyABEBhwNu919Yb2BMgc46FPADdy9p3/c/EuNOweEAcc6NVIdjbq0/ywBfngPuNDItC4Lfu+bv2fuf/k36Czlt841w0opnAAAAAElFTkSuQmCC) 0 2, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhe1WXUxbZRh+zqbYBMmQm203GhPujF4Q49Vclv0Y4hKjSGQbTr3YhA3GFFjBC5XEhJBdICaDZQnrYLawIpaflkJ/oGUtzZCfxQHLjIugqclC/GGsbCfd6OPF6Tmnh1NLOy+80Pemfb/zvt/zvN/7fu/7Af91ES5hlSsQ8QBR3IWIBxBxD1Hcg4gIoliDiLuI4n58PQIRa4gCOSLwtAhkR4E8A5CbBbirhYwJAEAjwvzH4HkGYFsW8Excr38nLTKKURXmmS64v/8O9uw7qweoNxO5WcA2A5CXBZQUbkpCY1CMEFOC46QAABdvFnHHxHM4ePxLwXr9fW7lkyguaFf3so4QuQYg5wnAEAMKdqeXmkL4+SpG+BIGmY8eboeZ2WgnANivVdL2RSUBwDdRx2T+3qCRrYsH1G+zV4n5QFJbWbYkKskjPyYAQCT7TxR9ek6KJBLDwHQ5AaBjroRuSy0BYP+us0LF8x4BALwDtUTBbgGGdSDsTUlCkWSRj/qNivOF26+n3Mh0q0j57rhWRZ/su+whVp2bk9CCt9Ftq+XQd1VJHWUwy/wRAkD/VJli17K0V+uz6iTEIQp0pCaRCJ64/tXP+xT9yo33NN88oVqN3jf7oUY33zjC4cnTEnjMnpqAAp7TzI1RDMyUcdwvFZ99qkK3kfzNl5Cytp8KCQC2zysl8Gj/ZmmQwAHAHZQiu3yrWOPkmDmh6GNBI32uM/RdrScAOCZPEQC6vi9NDiT2EfdtKUjkNBM7G3UGg9MnNWvuiRqdjSdUrSGhkBw10hWoYcfC2xJ4pDcFgZ2NRH4DbTPHCQBOy0f6o45H67WpufcN6/uC6Ye3pD3i6bK3fiyBr1hTEMhvIF5pYu/sManCFw4TALrnSukNSrn1eVSwrnZtwck2fysrVuKPKxobTSOSB4vcVktf6BYA4PCLFmH/Lqn3r2er/nxIdJlUElvXpL/DoWqa5yTynQslUjDXjxIxArFUHF9rJg61cfCcdPe/nZJS0ZnQYGRJPHb5VMbi6UmUkctSbQxMlxO/dRPLlhQMDrURZe00L5TQN1FHT/8ZjfFIvCn5Ap/oizCgte2bKdMDLVuIO+ZNrmK9mWjq0Rl1z5VqTsU/aqTPU0fPhApsj88HWS7elE7OETjN9MABoKmHOD9Ia4N03y/8eFC99+PJpyAAOKYrlTTIJGVpXTwggYc70yBwfpCwjtAVqOHXGxrKxn4wHtTmPLEB6eZBuJP4pSO9qQiXnwgFNcYti+o8kFuxXOGmJEUq2Z2g65saZgYOAKEg5cfE2Hgd+ybVgkp2IxIlMWU+v1EFXzJlQAAA5gPEbT8R9tLdU6tzdllrlLvunKrgmFNtQt3x9ccHlyXspfKYEIfYsrSXyeYAAAyH4r3js1NqwaUBnt5jURyi8BRBEni0DmS9KQxMl/PhliiKC0yC81I1f3/5Vxzd/obU6R6tS7/PfpDZqzilxOxUNo4RiMWg0zMEz4xAokR69WRiBHa8+3j7/S//pvwFKG8RtDgWPcYAAAAASUVORK5CYII=) 0 2, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
55%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRYhe2Xa2xUVRDHf6eWdXkkgiFEEx/lqxgsPqClxBLgg8YAiSgaIygCVorQF48WE2hEEQHL48MmkGogIUJqfEAF2kKh++x2ay3hpfiiYg2kMaSppbku7Y4fTu/dvb3bdhu/mOgkN3vP3Dnzn5kzM2cW/uuk3qZLujAwiNKFwV8YdBPlNgY9ROnBoIsoBgaMi8IYA8ZEYayhn9FRmOiGCS6oLFYjNgBgMe3yj8EnumG8C+51w/h0WPxySsakAVTxgBoR+OVidTIzgyNffE71jBtQWaxqJ/8cB3cDNQcl5QiY9AghGQo8UNnGXel9ZM/+KKl34cZCycreo6g5KLhj4OoFdy88nj9oNNISF4OBhz67Am35ata8Harvnk6+fr9QAI63zZETHxYIwMmr8+VGfZ9W9Mzr6tBjH2hwVypx6KdJ1Iib4wJVwrjDwqRK8Z0qtYWyMZI/bGiD374Zl/lpr9C+c9A9tgg4wt6xQj397HbVGCiQhgtLBSB7ukfVfbdIAPytywSg1lMi5jvAnVF/WjoDv/wOLoGurankRNxzMjyODeFgoY0X8q5zyFRfnyMO+a6tglEuSrYMY8QA8GBLnngvLnFsCtTbgSPNawQg3LTGxveeX2qtlWwRYpsdutJtq8RSA3Ke2K8Aqn/LlfkPehVAsDlPcp7apUJnN4gg5MzZqUTp5IveHGupCgcLJStzj5X9IgK9saEDQIZHmFIhAz0xFfprygSg0VfijMqZDQIQ+uatAdFZLYGWldLoKxGMd4SeTUMcw5QKYfo2ATj1wwIB8LUss5/7OR3+cPNqi3/u0/UCEGnUZx72698zl18SgOp3danSs0noLhvCgOnbhNxym0DtvhLLs0DLSgE4fcAZAdOg0NkNgwN0lwmdG4cwILdcWLRdR2CvEySR6vu9BmgKFVnvoeBaAX0k3tbXdMO6Plt/79wo3LIbaOsD1sUCxBZcAHSth7zFllJTdPT9fda229dGWe8zc/YpgFnzdqjcaYcUQNrhTP0xJvoZlFZUCKXO+jcpUKcNaIqsjde6Xxt35qDOjWDzKglEdCes3T8gin+sFzqcvSNOpR5he6UAfFmuK6Hu++clGfjpj+PKzT4QPLveptzXslwf54/PaX7HOuHm0EcLBw4LVUfF17JcAhF7SZlJmKwMI03aMH9NmYSDxU6QlMABqo4Kx4/aL6BAPMkCNaX9ZbhK/wYLxX9Sl1agdbklV/3rXDvYzRKhvchhQPpABm7AZVjLhguvSvbU3VZHSxsbBeBOTHe1rBzd7UL+Ypk5rcKSm/9wvTp36RUZY4xnxpMeRW9smARMpIZPhNABy0OTfezaXIcGszGZlBgti9qLhOuFSdHTkjGtSeaSR0wP6y6+KAsn1ysA3/k35ESFBuqdcAuA2isv6Ot61m7lvbhELMPbi2T48ktGlzySOEykNIg059llTM/bClIbSGz0aL7CHbWGieypk6xPdVcX6h6/q0COteku99XmtRKj/7YzE870PGPvoDNhanO8US7qbolfqa73ku/rWKdBzYR7aM+w+lP/IxHbLJZi8xm4HiH4yAxIpO4ypzExgfuSj+v/07+a/gaEpuIUr9stWwAAAABJRU5ErkJggg==) 0 2, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDElEQVRYhe2XX0xbdRTHP5doYaLubc6gPpi9+LDE+MSTxhmiiVmGhriQBf9kbkqny6RQKhrZXNIxlMaNrcRYEHEZgUE0hCgMOspfFcfGZCbOzYCmJoQYnUhGV7ceH369t/f2tqWMBx/0PN3f+f1+53v+n9+F/zpp3Lko3BGB26OwLgK3RSAvCnkRyI2CIwL5UcVfF1/nxvf1b51f4dNWrwBAQVjWDJ4XAcd1dd+xDM91ZaVMDgC/3qetBrx9+R6oq9HGNkT47sGwstzp1wzwvBvQVyTZe0CnwgnJCO532qw6865btrxTb/DbyzukdFsg7onryqBHptN6I8eySgP+/dYBA/yb5nK50FEmAANvuWT9/X8BEPRWyaXebVLatF3jqQHt7NxD8bDczMYRcSrqE4p7hJJOoeyEsDNguHG64/mULh2qq7Lxh+pNvCubhHBB2nBYPZDs9uaXNYDu11vlz9l7jWOXv3zaEPi45z0NYC60xeDl5OTQ73ap9aYrGo6/YTE/i5wwW+70C5AQBMwGrYkVOuSWseMVFt5MV6kEa5UHuvd8pPYW84WIQzTRVlAiCXzwYKUMH6mWvuoEyLcf70krZPSYNRyhBrecb39JADTRhBgrKKCDV/gsBy907bBdHDvuNnijjW/a9pO9RQwhupICJvDLfVsth8caE4BTn7xiEzTZstvgTTa/Ztk3vBZBuJZJiQqf4PEKQMirAGdDRSmFjXzgMfhjjer7bOurlrN6sk6fjFfQNYSlTAp4vELt/rQHht+vtoAHD1TJSIP6HqpXe2ZP2WgJ4WomBWr3C3U10l/jkqm2XYbwiQ/32i6ZPaArlkpZUE0KgKsIv1sVsPaBeP0/6W3Q/vhxPY+66jSA5flcm643o5nzyXFXFIDQYbfcvXGJ029XCjEglumWr0LwO9NKHm9Slgz7lHWhwx4ZOqB4I0eVR1J5w6DfEBYyhcDvFAI7BWCme0fKajj3qcr2UV8CSA/HVNsuy1m9OxpKLSDMr1SKJ8qEzhL5OmAtJXNpJQMBTLYkPDfe9IZl/4feZyU7cIDOEqGn2HLw5+En7EnYkEjCr5pctv2Zz7ZbefMI4WwU6CkW/TExc6pMxo9ZY2rugMlkbtNf7Nsnw0eqJahPyzDCL9koABB6TJgoFIBT5S1qLlRXSrJV43675eap2O9y3QI4wEShcO5h4eJmNRFrXKJ3O4DZQXtIfupPjOiRox75fG+rFXxuNQoAXNws5sfEkNf+8DhzKHU4pttfXCO4TuECYWGD6PMc4FLvMzJ4sFL1/rbdEoz3gfMnX5DJQLwS9IRbE7iZ9MdE0kgdcCflgF5qq4h59j8SMYQbYLTTGNjWZt4D2cle9Z8MoKZaKvCNtyjvf/o36R9Tfon13iDhpwAAAABJRU5ErkJggg==) 0 2, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
75%,76.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEl0lEQVRYhe2XW2xUVRSGv1NpGVLhQdGYKMYXjQYfVCLxQlTgxcSIiYImKG2nQ1vA9DbTVnjjCbm009rKANpWLuWSqgFagTZoVKjTCxQIN8VLqAiRIGLllqHpzO/DmXM6p9OZTvXBB13JZPZl7f9fa+21194H/utisPGqSA+BMQDpIVAI0gcgLQTjBsAIwWA/hPph4A8IXYGBP81/q+26Bhk3wHvBGLsBANvO6x+Tu65Bxk1crkFuz4DLr5OSMWkAzL/PGBO59xOjqK+M388OsPPXKvBeMNp/2mqTT3DB1DaUegQs2R1UMvKOvhncFhZPV2WP6F1XyQY9VVNgTG1DmS7IzICJLmh5InE00hy9BOTB0w/Dkg+MGauzDFf/AZpLPhNAX84s7SzeI4Az7pfVF74bgFMvYrQ3PshEF4zPSCUOluxtEy07RPN60fSuqC/XgaVbHaHsWVI3amiP5FfZOp4fUen5xNvhjMDwsC9cYzy38k2js/hDHfdkCWB6oND41vOaAI663QJo9+2T1QZIv3XYhnR/0IQrA1ZdTSUnYjwnkB+3oKuk3jEWLGuM0zmXM0vD9VddRbUh1CBjFCOGkfcWVOmEZ0Hcoo6yjxxjhwrXCaC7MOAYP+bOsvsNMlQfiY/COEcv9qgB0zb4DIBfsp7XlM1fGwCHCqr1ZKXbCFZskRTm2TU5hhEOA3Ar8y4bqqukXo/VLLSzXxLhweT+QyBf+OdquCcW4MFl2wTQ6YsPfUfFZgEcXlTjjM7bAfXmVarT16j1IbTuZrJc8M8VK8w9/D53jrkNMckFECzbKBP4fXv8y/JdAugpaZBprGngKc8bAthe3CqAdTfR2uvJDFgxSyyf5lBo87XbnvXmVQpgv29PHIhlULBiS0KCtddRXX8yA5ZPEysfEsBe376kGftF+af2fHdpg90OFpkJ2VGxWUdzswVwLusFAdT1o9orTgOcdcC6WIBHfvMD5lkPehtsUEt1QviavexG+p12+5naxQbAjNVZxuONmwyA7jvKAFDE/CUW/70iMCmh5x0VTeZeR70E6PKaR/Lzst1mbiyuUU++P1qgWh1Y711G1ZeSbUFgkqgfJ4AthTsF8F3uqxqJfL+vxQay6sA35Rsd4L0ejwB+yH5JANWXkP/iKBXR1YQmN6Nej0c9i6qdgNEkHOkY9hRtEMDBZdvU5W2Im0+JHGByM5rS4lTsLB0qwR1Lt0dDXRc9cvU6uGyHeTdEPQb42T3bgeG/iCqTXEq2TGlBsY+J47lvOeuA1zSmu8A/4nisnPTM1+El5vGsPI9Wn0vtkcL0r9DMILaH1vjZnNlxAFZhsiQ2WpaMiRxgZhDNOYLmnRxadMI9z24fy8tVa6lZjI7l5QrgtGfukK5ngSzDLfJVfWMwAGDeSRT7mEjlIXKowJm0qZCnJZr4+FGMSS7sx0SXv9CeO5P9igB2F7eqL1rlNhXtEhHzurMSLhItPO88kPhNmNLTuTaEMscb9pVakDHyuupLSBGIDEIkAhX3j46f8odEfQSFB4fKaSRKFNsfK/mYDIiVtdfRSOTee/4e3v/yr8pf1kTfDYbdudcAAAAASUVORK5CYII=) 0 2, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2XXUyTVxjHfwexVBTjYpa4xDkWvdKLBXcj2RKzqVlmnG46nQlsxKDoAC221I94ozfuQ0RJEBXbAQ6lgKiAAor4hSAC2rnI3Yy4kYWYCYrEdAh9dvH2rX0tLWW72MX23PQ95zzn/P/P5zmF/7ooqgeEiR5gCCZ6wOuB6CGI8oDygKcfhvrA8xSG+n3jAfD0+b6fgvkZmAbB2q/GTwCgrkf+Mbj5GTGmYaaYIc4E3WuIiEwUAEtnqnGBW+vUtceZdHfNgB2/Kaz9quvaKj94rBkWNCCRe0CXK60SDvxJYzsdc3JYsm95kHUdXx+Vn2PeIPXgcrWgAZlihskmiDND6fzQ3og20gkBvr5AAUwDYDkAJZZaWfj7AeIrL6tTlloxDdwn9bBG7IhrPxP/7OQbexlmUyR+0KWhSqg5JlTkCKW7BEe6PP50nsGVD9csGtW113dUCkCjrdawbv0F2dMTOhxRhtEolk8/26Va7C5ptFUJwFsVTerqtrMC8GDVEgFoz3TKwFAcAF6iuJTd4AfclT2PSSYoHBidhDE2FTliSLj0UgVwwlIrSXmfjJnVbVnHRURIzEtRVbZ6mRH1lPf2rVWFA0isCSbHKD5TEuYcn9spSBZ3So4AXPC5tG5rvdy0lAhoCQdwJ+2QANxN2W+w7mL2OQG45PsFOCNKTnuDvWBMwoBSSyjJVk328yIygZuWIkk88LECuL0hX949vNFnhRbBd0psBqumDvcBsDhnmX9eRBgZDm27JgXJQu5ScW4+Y2DabC8zjNvTC4Msad/ygwB0puUb1rpXf+hLzhop9yCu5+H6Q+5SYW+i3Ek7JHdT9kuL3SV11gbDho6MYwLQvPOUtNhdUmWt86/rxG5v1EJzbXu1Ya/rOVI2GI7A3kRh91wBqNx6XgDaMh1anL/8Lmxnu7HjdMj1k1tqBKBsECl9Eo7A7rnCt2+O2UIbbReDdG5kn9ASc9MRcafmCcD91R9p5fqFVq6lT5Af+4wEjH1Av1iAB59/IPAyhu7UPNHdHzfSG0RqkNcBmH9kk0pwWhTA7MoLCuDt8kYFIF7wesOZlvuaUBAtAMVZNSE9cT2MuwHc67SyvJWh5US5RSvlkj+Q4kfhQlAQLTEOo8IVu9YB9QRrz3T616utDdJmPSHNOzWdzk2HDXvPWOukeXu5uNcdFPeGfCl+hBT1jnFLTi9F4is0JT0Mfst8sdVDESjt6Q7DXFvWccM4InCA+Apkbk2w4q3NzlE3690wkCDAjW0uubytWprsWjcs6kUco1xKUa9OxJphasAV2mTXmlKfaaZB76evtLKc8OIFoIUowWlRnZkOuWA7L+9/v1aNjJhYtG+ZupuUJCPDYyVggCy+iqxoxd9wTmZpVrRuKZaWrSURvXQCG5SjByn8NbIXEgArWpHkO8j6ey831fsaky4dGU5Dreue0r7Pif4+0MGPdo+DAMD6e8irj4lGW73miayiUQ97uHKhYT4S8LB3/J4eZJIJppkh1gTJZk3fnZorXVNmk5y3Qj1YuUhaZ1lIOvjynVjUiz/m4oWN8aFxIno6l3qQyTHKf6XOycgn4Vhm0N7iR4h4QQdPmzX2+RH/kTjtNVqlA+ntNXAuUvBxEQiUskGNzKvg62b8vfP+l39V/gLNj+UO5UhvfwAAAABJRU5ErkJggg==) 0 2, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8klEQVRYhe2Xe0zTVxTHPxdJqWOiboth0WwzWZa5kJhoNtn+0cVgdP6hGAM+xphTpsIUpFRxyzYXN6NhdkKc+NoURZBHBNmIxUoAHyDgM2DCsi0+htM4H9ghKbX07I/aX/uTYsv2x/7YTtLk3nPPPd/vOfeec3+F/7oojtuFcAcoJwxxgNsB4U5w3vf8HF3gvAsOOzi7wHEPnHZw3H20ZgejHQzdkNmrBk8AoKlT/il4hLGXSAMMM8IwA7QnEBKZMADeHKMGBZ7ZoC78spR997ZC9h2V92sh1ss2DTzSCHFWJHQCALExKhh4x9EJkNmgAMJcLt7LnakAXhk6kugr57j6Lqo9ARVlgKeNkNSIpJ17MpEw3Wwg8CUF6tO2BLqjR2um90ePpdZ8RACiXH8wrmyNlvLinBgqpqCijGA0hJoBCAh++VAnaR9Wyvr8+ep25GjaFuYKwAOnkak5MxRAuLuPoowfBeDCB9vludp2BfDtBA+J3M7QjgOqLELpOqEwQ9idLACnMw4OuLk5bZ8A/DxrlmbTlpSnjZvSi+XyjDjZeQsps4dCwh98W7y24ezifG18PLtKGldXBHT2U/yXmv588lZtXGZHqh1IvaggJPzA70wZpzM+mVEsLan7BeDMsu8F4GzKdgFoWqXP0ilTmW7+eWqR1IuSOnewLHgjt0zWAC4m5ug2Na84EDSVTWkFmk2NqVrOpBZInRs55gxGwA/cXzrmfNVP15K6V9NVmmq0cXN6kQA0ZpULwMWkXG3N5kBqep5EwjJZ2DBevIBFq6qfyPhYlk2q/cC90pqyU45nV/XT1/Qg1m49AX273DBecNo5Ys9neFg3qreHkdd/49VDn6jTGQcldss8dTjTKrMs0wO22ZbUvfLGtvd1a1ZTjTyl7Ay/cZ0bOzLoc8HMEQO16XVjhY3PBj3jIyabAJzMrpCGNZ5I61dbfVWTsktXwjbzUQGo7kJ+uKvPgL4ReV81oNbscdy6olD8nQIYw1yezW7FENUHgMPtczVxV4oCiN0yTwHE5UxTAG43iFsfjD4VlgiJMPbS2phL15iXefDQwIzNcTqbs8v3yMT8RQFTaM06KtO/nqZOZ5ZIrCVRdczZKN2jRvEwIpL7Q4bh/Pgd3G6YPWqAI4jYhjyzu/8tPWE+JP633itVphqpNdt0+gZTuW6+71GLvpS4SSpvIRU3g5Tii4VITKnHqG2hRbwEwFdiXnDv2P94vNIxe71OFxI4QEwpMqkKaV36nVhNvuial+8J3oDSi3U27Qss4iVXcRMpD+VRmlSFxFmRz5YV6YxPmfWpbcwsEYBzSzzt2HtETekH5HHb22+/JuWdSOm1EF/F+HokqRH5aGlFvwromLMxoJMTaw+Lt/sBnF+8XRsPChx8XzKmdqQpzZf6S/MtPiJzN3lqfeXAb0NTWoEWecmVwATCAin3v4UyGiDKCC1rF2n6nqjhAJSsqpau6OcBiM1bqGyPLuTF5Dw5luW7N9fXJmu1n/hS4NILSABgcwxqhBGGGnzv+es7FiuAxG9mqt5ID5las00M4b0AjC9YqUb+eVW7cMHAAcIHWgBIH+PZWO1AIiMUdW6RPhdEz/2C3/siAJiaE6faF3iOpvIWcs29hD6Xp+slvBD80zzkPxJ1bqTP5YnIG5kXKJAuFPBBEfAXa7eHzOPg8dF/z9//8q/KX1tm9X6DITAYAAAAAElFTkSuQmCC) 0 2, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 0 2, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZklEQVRYhe2WS0xcZRTHf3cWw2C1TUxqalofC6MbF8RdNzUFG41AeYRKDamPxKJAWyPDDA9tIQTohGcpQlPFpiZoBa1pG2pAHg4tUK19UKnGBrWtZUEIUWyRXgaY4+LOHebOnRkGXbjQs7r3fOec//+c7zvn++C/Lgq3nxHUO+CZA3UGVA94/gR1Fjx3iVXhXg/EqLDKA7EqxHrgHlX7tnngARvcb4WKfJSVEwAYj5N/Cr7WBqsA2yJY5+CFgujIWADYMKKsBPxxyzE6S1CeVgfZ9MN3VOSjvJmLooPbvNBVjkRfAV2GYyUS+Llcc1Zlzn4pq47363Na2iVlKhPbAljnwTYPT9WGr4bF8BcGfG/P937w93O+kWM7rghAib1HHrqzBoAKR5+cSLkmh3Izlef2ofwyeQHbPFijqoNPYruQtaeQDR3IE21IXOtSGT9+aSRkqCrHVya9K0D3025kPDv8dhgqEJz5yGta1rtrjsvNB//w23UmjvkDltRsVgD64m/4dRaLBYe9WwAea0KxLsLtrCjORGDmG1s0Bz0QQPeW64YgVU63NOUPGnTtL47KXkefAORVHhfQwNXtiGxTIpMIBi8v6JWGwgFx5Hf5HT/I+zZskIOOs4a1Gqdb2l69LACyTRFvxjJV0MET6o2G7VlXTI5NzqXMG4vPmtaDq+XNQDzpyxAIBD+dPGYwPhgAeOT1i6ZArdnn/br3dp03rOtVU9OR2bQIJBLqkaQqzaDC6RaAvqBM9GANRWeWKlCkkTvyxgWDrX5Y23wdNJuGzKRGIJBUhWSUhTeoLhwwgJc6+qTG9+0q1FovsFLBMpOKTKdEIJBRhuS6kCJ7txzdedEf/NCeYZNTYAV0YqHIgjakAKZTkN+2GgkY5oB+sbjqnlXG1vyOw7VJAZiIuWsiOyeLYRMBuM9jBWC/0y3rZlbzdsGX4hXwRnJ6px5pbAlfombHkADU+rLbX+SWUt/UO+CrSKhq6DK1FZlMjrAFjS1Iq49AR9ZoyG74MPuSj8RS6+nbcXSnsTv06aiTmkxGJpKWacW2JqSjFjm862uDYWBrBQMBtOYurTe/NWRYP5n+o0QFDtBRi5yqNhr2J9w0OdYEHMJm+znT+meZowbdRBIynmgmYAlW2LxgVbXvT3aMSlPhkMT3PeK/z/UJqB9QgLy6jQoYx/Tg+ls0FA5Ila8DFgS80V7N7n3IcLHGNsf1qQA4C3olOKt37UOmkIG3ot2hXWTjicivz0f3QgJguBi5VIBctWtORfZu0acdQFfCdVOw04k/+3UHis7InuoTBvAbKyEAcNWOBD4mKkM8PCqd/SGDfvTKSNTgpjOgy5N1KLY50B8T9lubATiZdk3KC3oFYP30akp9e9z28mU57OuEhKk4xhPxD55Hvwj/Jozq6axuR2IWFUSEBS9YP9f8HPYeqanb4o8xmayB6gfu4QjAKyIA2n2+4NUy8voAdKBQumjAV0QgUGZSkVDg6zr/Xrz/5V+VvwAjGK5PpmOg3wAAAABJRU5ErkJggg==) 0 2, auto;}
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}
div.testarea{
animation:rwdcur76499 2.6666666666667s linear infinite forwards;
}
