@keyframes rwdcur140358 {
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10%,14.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMDElEQVRogcWaSWxd13nHvzPd+9598yCSIilRYiSRlCiajofKkqV4SOIGMOImDjK4WaRdtruiRRddtkBWWQQouiiaVdqiSFDAQYXYVVInTmVDsi3bkqmJoijyiXwc3jzd4UxfF6pVAXFcvudI+gNvd4D3/91vOOd89wL0oVgs3s/yByKyk0Wcc1rYNTJKCPG0MaXqVjm838Z2KraTRZyLxOieie/Gk6m/dGIxRgldRwRfK4n32+D/px0BIIAdHp84UNg9+q1kJnvKKJUmAJtcOI0w8M39Nvlp2hkAovXiiYl0LvdMOp/bL4SY02E0QSnbdoS7rZSU1j4cjh0BAAAkkukxauFUdnho1EunHdR6GgweJoREnIttBOyqh5BSOwbwvOQu13VPOAlvMjOyG7jjgA3CUUrpPGUsxbjYZozXw/DBptSOAVw3lkml0ie0H854w7vAzWTBRBEQbTKcszlG+ThjtMYYqyilImvt/fR9VzsGEMKJZzK5Y5TRRwgBkt23H4ALiBoNYJQ4QogZSukUY1wRSiuEkJZS8n56B4A+AChlLJsvPE4peyLqdJhbHILYrmGQQQC60wJGKQjhjFFGjwrhpBCxwrnYjsLgvtbFjgEIISSXLx5mjD1FCI1pvweZQzNAY3GIalUwUQiMUuBCZDljs8JxJtBiPQx6G9Za9dABAMDkcoWDjLOnKaVp5feAZbKQmDgIMozA3yqDtQYoIcAYc4UQ05zxmXjc00qpLSVl+6ECICJmsvlJIcRJxlgRESFs1CF9cAZYKge9yhb0altWa9MjjEF8fJLlDh4YLUzNHHG4W1Dd9lYQ+JsPDQAAIJVOj7mx+CnG2CgAggx8QEYhdeRxUJGG1u1b2G1WbxuEG2LqKbL7K68kDz7zRN7bPTZtFezDVr0VheGmteb3Vt19AcQ9r5hIJE8yzvYjAGhtoFetQmJyCnh+BPzKJgmr5XK30/4HOzq9IIb2jIv0cK7XIV6v3p3kncpU3OHMGLMto6j5wAEcN5bJZLJPM8amERFkFHYjvwtWRgyRQrSxArrTdIzWp5uX316vV4OLjZbt+avL4+mMSA4dGB8Zmjt6OJEp7retZhBFUcUYEz0wAC5EPJcvPkUpmQPKSSjVWtDrllSznlDVDRc7ddBSxqy1vozCXXL9yuXoxrtbFGwqNfuUM/r8S/nskfkc33vkAHhDR92glQMVVYPArwHAQO22LwBKGcvni08wxue9uRMCCmPvNtfXfwSyZ6wMJiiCa9GCReBKy9esMde0jEgQygla3PffkcSZTqWbaJXKTri2Oszb27NJl8/EPM8oKbeUUv59BQACJpcvzIw89vljwy9+18PMyNb64urrunqzxRgfIwBFxhg3RieUjN4zWp8FtBSD1mJ3a+OjxmrJ9VdvMle1hkcPjbHxL5xITrzwwkRx9pFHKfBR26zXwjDcRtz5OaQvAGutyeeLU4dfeum4N/1ktl73K5tXr58PVt4fBUJKhJAC46KIIh6FyjSNkhcB7bcA4LztVomp3LzFGXuT7z2SSH7+SxOJ2WNC5T7Ho/Tn8pjZM8NBzLth0wGjylEUdnbiifcDAACgtWorS31/rQ7N0iY4fk0HgOei0N+2Rncwlvpzx0mM82LW0XqJ26CxgYhpAJg2Wg8115bORhd+dUXzmL91dc+LoHUWOhVqK6tZLF8/lvbcQ7GR0ZPxeOJHjUbtXBSFn5pW/aUQAHiJ5BgdmTnZuL05FqxcIaZ5y/Er6220dtFoVSbxzAZJFh5RnaqUndoCWF0BgMsAYCmlkcvpbu7XXsb1pYJZvTxCbl10sPQRYOUWQNhhaG2SMn7QdWN/EIvF0ozxUhD4v7Pl9g0Qj3t5R0Un46w3mXrslIb86Ae1D876YDVBxK9qGZ7VKupyHfyhddNo/OYezoXyvMSf5gu7ns5k899MeIkph8IoM36MaB/ASECrAdHeub+i5YSQouO4J1zXnXUct4OI60rJ39oA+wYQwkkO7R569tDXvzblTp3kjZa6Uvvw7Vet39gAgDgatWVkeJgW9s9wSoeE415MJ7yj8UTqUUJZwRhDjTWhtdagRUREgoAUAAAQABE//hFEyyllk64be0Y4YhfjfFlK2US0d1tu3zVgrZGFmSNhdupR2Awc3lhePs4I+S8D4ABAiRCyxAj+lKlekmr/FWKj57a3an9ijf4rQqgDBDgAcEKoR4AkKaV5xtmIEGJSCGfGcdxpIcQBxniSUkIBLEWA0Xh+5C+84998LkvJv+iw+4+lf//79oAAVkYawhtLoa6VznF75a1qnOttRcg4Is47bmzI85IvE91e63a7Z7xE4kXOxXyo5CKA/eSCvGcvpozlhXBmHcc9Fo97X3Dd2DzjLGvbNccxZn7vy382Wzn/n/7uL377nzZ++W9ykBRKZPYefr5bqc3xxhIVSW/L5ve+4d+6tJJKZ7vpdPaPYp43G4XB33XazTcZdx4jlMaMVq/fG/rfJUQMjNarMgrfCgL/dBD03lRKraK11DQ2YnzPrOC5kREr5a8bH7xR6xuACx7LxtxTjq7N7/3yc4yOP+rUKq2WuXXhS+l09hXhuCd6ve4/G6N/0ut21gBgUwj3q8boC9bobQAA4bjgOK4jHNdljBGj9ScOAhAxMsbcjqLwbBAGr8le+8OoG1Vyp74z3Vm8EPBE5sIgKaQpMXLv88/b3OPPQvNGJwn2nfFsNj8nhDMtpbxijP5pu9WSAACM8TNaRXPCcb8Yj8XLjuPGuHCywPgB5M64QlLC8q1fSxl2P/V/jamGgX86fOsnp9u16o9jxdF9UXnVGQjAG9sb5h47qdtRCravfRATty+9yBzXs9boSIavaq0XlQwtAICMAh2Pe6fjidTfiFQ+R7MjB3iqMM0SuX0knspKJRcw+d73zbVzrxqtdjRzja69cSkCuAQwQBEDotWEyY2t0DZrH4I8/3MQ9etpBASp1IIx5meddutusTLGQAgBbtwbEUP7vx6bOe6QZBaIlwOSLgL3e4ejVvWP4dq5BQBY6NfOQBEIe2Gw8e5FLTdLQG6/C2A1WESppXxdSbmslbQAAMJxk1EYdo2x15RX+EEqWXScwt452dhsh5fOek5hPCv2HKFAGAXAgQZJfQMgoo2q21qf/w8LQQtA+YCIoJRas2h/0e12ugAAjPFYIpn+hu9335BhUAq2S2ek/wtoLZz/CjZL696uPS+4o9OnwE2F4fr1FUQc6L7cfwoBWNPalqRXtwQALCKgtSCVfEcquahkpAEAGOeTwkv9dSIzfJRsLP8wCv2SdvTPI1l/O+c4Qzw//iw4HqjAb8rN5evWmIGumLRv93ckrbX6Y/Pa6NAYc97v9e6OThgXc2L3oX3JJ7/2PddLfI9S5kCnbKFTriOiRu60dbchVfl61QTtZQB4MCkEAICIEhH1x+cWJVXZGPO+jKK7rVBw8YiYmOd8bCYLiEcBAChl1Fpj/V63DO3aj83y+2k0OjRGrwziY2AAa61GvFN09k4EFpVSZWO0BQBgnHtCiHk2PkdVdc0SNP6uoeEvc87TnXbrnXa7tYQ33/sl445PCB21xq49WABjpOVcEyBgrQVj7WIY/d9GxBjfx9PFaVrYT9WFn0EyUzhOi/vmIDnkuZtLZ2Jq4Ydh4C8ZY34DADFrzcBTuwEjYDRa1EAAjDESEG9ope7dSYuYHM7aeA7Y8BTlMy8cwHgGTK9ure+nKb/uM8Z/YO4cLT7TC8OBUwj+92RmjKkba1eM1neNIMKiDHunw5WL38Z4geteQ9teq2z91rIK/UW0eBUR9Wcx/tkAmCMtZZoggrG2bIzZtNbcNaRkuNlbu/q3ePG1Noi4Z+ul67Zy84qu3y4Zpera6iZY+6lnn/sKwA4+qbmX1qayCri6UFZS/pYZ5bcXu+f+9fsAQNHatjW6CwC/l6d+rwYCECOTPHnkGA8WL0B3s1TWzcYnPk2j5MDdZafqeyMDAOiVV9Ygt6/Mxo9qd/aZbWPMQ3tz3/eFBgAA48W6yI3E+PDBGVbY85vGpTffs0HzMw1pB9VAKRRc/ZVsZItnEix/1Ea9FXtPB3rQGigCAAA6itomCkvR2uUlufZRG0z00L+b6Fti4omHbQH+B64CydM9NBpTAAAAAElFTkSuQmCC) 11 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAL0klEQVRogcWaSWxd13nH/2e6976Bb+KoJ0qUqImkqMGS48jWYEVJ4KCxnbR14ARJC7Topu2uaBdZFuiu2w5AUa/SFkHSFg5qxEoHx3Uix4Msy7IsWbNIkY/ke49vfnc4YxduhcSNY5LR8F/dxXeB74fz/75zzncvsA4FQXo94Q9EZC1BnAs6ODxaJoSktTXz9eVKfL8TW6vYWoI4F5ny+MS3UgO5P/UCnxGQRUIQKiXd/U7w07QmAOecHh3fumuwXH4+my+cMErlCLDMudeM49Dc7yR/ldYK4NKp7ESuWDyZKxW3CyH26ziZoIxVPS+oSplIa+39zvWXak0AAJDJ5jdT604URkfKmVzec1pPwbgZQkjChVd1cL2HYak1A6TTmWHf94/6mcxkbmwM3PNgorhMKT1IGR1gnFcZ4404jh6opdYM4PtBfmAgd1SH0XR6ZBh+vgCTJCDG5Dnjs4yyLYyxVcZ4TWuZPChLrRmAC5Eq5EtPUEb3E4Dkt00CXCBpNsEI8YUQ05TQPZQyRQitEULaSsn7mTuAdQAwxkShOHiIUfaZpNdl/vAwguExyCiE7rTBKIMQfDNjbJ8QYsA5V+NMVJMkuq91sWYAAoJiaWiGMvo4JSRQYQ/53TOgfoB4tQ6TxKCMQnBR4JzPCs+bcM414qi/ZK1VDx0AgCkUB3dxzo9RxnKyH4LlC0hP7IKME0QrFThjQSkF48wXXEwJIab9VEorpVaUlJ2HCuCcc4VCcdIT3nHK2BDgEDcbyO2aAh8ool9bQb++Yo01fco4gvEdrLhrR3lwz9Rewf2i7nWrURQuPzQAAMgO5Df7QXCCMVYGABn24RjDwMyjkIlC584t12017liHa2L3EbLpy9/M7jr5aCm9aXzaKGxDu9FO4mjZWnvPqntdAKlUZiSbyR5jnG8HAK01wvoqMpN7wEubENWWSVSrVHrd9t/YTVMXxeiWcZEbLfa7JN1r9CZFr7YnJTxmtKpKmbQeOIDvB7l8vnCMMjYF55AkcS8JezAyYc4RxEu3oXttz2j9UuvS60uNWni+2bb9cP7meD4vsiM7x8dG9u2byRQGJ2y7FScyqRljkgcGwAX3i6XBJyil+0E5iaVcCPu926rVzOr6ku86DWgpA2tNmCTRkFy89EFy/e0VCjswsPdxb9Pnv1IqzB4o8q17dyE9ui+I2kWnknoUhbUHAkAJ5aXS8GHG+COp/UcFGdr8Tquy+AJkaJyMJijgW2fhHLjW6mVrzIdaJiSK5QQdmvhJIjHdrYeZ9tyiFy/MjfJudTbri2k/lbZayRWlVHhfAQBiSqXB2dHDhz479uVvpV1+dHnxytxpXb/VpIyXCTDMOONG64yUyVmj9U/hLHVR+3pvZeVCc27OD29fZ75qj27aXWZbTx7NbnvqqYnh2YMHKPhm22qsxnFUdc6t+RyyLgBrrSkODu+eefbZY5mpx/Krjai2fPnKm/HcuS0AuUUIGWZCDDmRSmKlG0bJC3D2eQBv2F6dmNqNOc7oq2Lr3kz20BcnMnuPCFXcwZPcjkGX3zLNiTjox20PRlWSJO6uJSe+HgAAUDLpSEt74UIDrfll64V1HTn7ehL1q9bo0AUDfyxSmXE+VAiUvs5t2FgCkAMwZbQeaS5cfy05++NLiqXClctXn4ZWBXRr1NbmC27xypGBlL/bHysfT6UyLzSb9TeSJPmVtlqnhYBsdmAzGZ0+3ryzvDm8/QHVrdteVFvsOGevaqUqJFVYopnSAd1rSNmtX4TVKwAuEUIsQJJA0DERNp5zlWuDZu7SGLl13nPz78PVbgFxhxHnsoyyXX4QfDYIUjnK+HwUhZ/YctcNEASpkq/k8RTrTQ4cflKjVH539d2fhM5oB+AZLZMzWiU9psIvWT/vbNTayrhQqVT690uDQ8fyhdLzqXRmj0dRZiYMiAkBI+GMgnMW1jlY5zhAhnw/OOr7/qzn+V3n3KJS8v9tgOsG4EJkh8dGP7f7ud/a4+85xptteWn1vTdeRNRaBpCGVSsmDmfo4OQ0p2REeN57uWxmXyabe4RQNmiMgbU2sdYYa61zzhEHUDgHBwfn3Ecg1hHnLKeUTvp+6qTwvGHO+U0pk5Zz7u4Jd9014KyVQzN748LuR7Ac+bx58+YxBvyXBTwA8wCuc4rvM9VLMxP/Lmxyqra8+nvG6D8jhHIAHgg4AUkTQnKU0gLlfExwMel53h7P82eEEDsZ41lKKQUBhUM5XRz9k9QTXzuVp+QfTdz7u7l/+avOhgCstTpRTl67FuvV+Z9xe+lMPcVNVQHjAPZ7fjCUzmS/Rkx3odfrnU6lMk9zIQ4qJa8Cn9AdEyD630fGeIlxPuv7wZFUKv2k7wcHGecF01n1PGMObvntP5qtv/mjsPyFr/995T+/K9dtISG8dH7rzKlevbGfN69TkU0v2+KWV8JbF24P5PL9gVzhN1Pp9GwSR3/R7bT/mwtxGIQGRqvTztlPvdw4ZyNj9JxM4jNR1H8pivo/lkrNO+eoaSwGbMusEMWxMSPlq813X1ndQA3woBD4J4VuHNj6xVOMbjnkNWrttrl17qlcLv8Nz/OP9vv9f7DGfK/f6ywAqArhP2O0etsas64jg3MuMcYsyCT+aRSHL8uwez7pJbXiiW9Mda++E/FM/p0NWYgSE0+c+rwtfeZzaF3rZp2h44VCcb8Q3pRU8pIx6vudTksCAKXstJLxDBfeFxjjtxnnnhDCY1ykrTG6123XlUw+dVRpjanHUfhSfOZ7L3VW698Jhsrbksqct5Ei1unNW2Xx8DHdjgdQvXwuEHfef5p7ftpYo5M4flFrfVUmsQUAoxLtB+kfBunMt4WfCkmmMIRUfjtN57daKjpoLH+n++HPXtFKrvkclHz4yoUEuABspAs5ZzVh8VI1tq3V85BvvQyveSVn4SCVumis+UG307qbDOMcQggvSGenRHnPV/1dj6Ud4yBMwDI/pqtLpWj+Uk+3a6+uNxcAoOt9wVqr434cLb39nm69/jLInbcBq+CclVomp5WUN7VSFgD8IFWKwhD9fu9iF95fm+FtFbbzUelGdrQSY2PnpQN/+8EZysXBjeQCbHAFZK0q9Zv/Zl3UhlN9AIBSesFY9x/dbqf3f7G+n3qOMn426nfPucXr31VRqDuX33pK1261UuU9X8oc+o1JFEVskn4Dn9hj7zEAAGs6VY2wYQHA2Y92T6nkW0olV7WSGgAY42nuBb/jbTvwDL1x7s/7vfZZXV/6p2h1+d8LufRWXiwfIyIFubrYsjLe8GV/I13IGmtjYp0mBHDOQRsTG2Pe7Pf7d0cnlLFxnhvclj3+zbJuLoU8Dv9Qq7DBGK/CpsYggp7VyuraXMdZW31gAMBHNnLOWucA5yyUkhVr7Tkl5V37UEq38dJ4ydv+KAilUwAC3w/SSsk4isKbNOy8YOYvBqp+p+KcfXArAADWWumc0wBgjINS+qqUsmKMvutjzvlOOjjBVasKGrUwOjr2LKW00O12Xmu1mm+49370r4TyDqEs7ZxrPFAAY7TknGuAwDkL5+zVJIl7Px9DKdtBR3ZSvXSDBmO7J/nIrm9jYDjtN5ceT7/1z38Z9ruvU8Z/CCD4deZEG10B7ZzTIIAxRjrnrimlfgHAWHtDRf2GVz4wwo7+QdZqmbVh05rG0glQVhWeX1EyuQlg3Rf5ewJgnbPEAcaYhrH2ttH6F44DMolfDOfeHzVB8etOJz0no4ptLy2Y1sqcc7gE4J7MSjcGwIR0hEk4C2NsxRizbK3RPx+jlax03/nB3yZLV87YzkrHRZ2Oc7ZjjelZa0IA92S8uCEAtvMxzbN5a6pzcHMXK0rJ3i+Ls0Ytx3fer2KDm9RatKHtW2ya5NkjT1Nv6nFYP1fRH/P/x3RfvzVtCKBfmVtAafsyHd+nvb1PVj/u/wepdV9oAMClhhqiOBbwkZ3TbHDLa80Lr521UevXGtJuVBsC0PXbBoSvusKO4aTbO987//Jll3Qfyhf7DQEAgE6SjpXRYnzngxty4WIbJnno/02sW962xx52CvgfP9adi3NkwQwAAAAASUVORK5CYII=) 11 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMDElEQVRogcWaSWxd13nHvzPd+9598yCSIilRYiSRlCiajofKkqV4SOIGMOImDjK4WaRdtruiRRddtkBWWQQouiiaVdqiSFDAQYXYVVInTmVDsi3bkqmJoijyiXwc3jzd4UxfF6pVAXFcvudI+gNvd4D3/91vOOd89wL0oVgs3s/yByKyk0Wcc1rYNTJKCPG0MaXqVjm838Z2KraTRZyLxOieie/Gk6m/dGIxRgldRwRfK4n32+D/px0BIIAdHp84UNg9+q1kJnvKKJUmAJtcOI0w8M39Nvlp2hkAovXiiYl0LvdMOp/bL4SY02E0QSnbdoS7rZSU1j4cjh0BAAAkkukxauFUdnho1EunHdR6GgweJoREnIttBOyqh5BSOwbwvOQu13VPOAlvMjOyG7jjgA3CUUrpPGUsxbjYZozXw/DBptSOAVw3lkml0ie0H854w7vAzWTBRBEQbTKcszlG+ThjtMYYqyilImvt/fR9VzsGEMKJZzK5Y5TRRwgBkt23H4ALiBoNYJQ4QogZSukUY1wRSiuEkJZS8n56B4A+AChlLJsvPE4peyLqdJhbHILYrmGQQQC60wJGKQjhjFFGjwrhpBCxwrnYjsLgvtbFjgEIISSXLx5mjD1FCI1pvweZQzNAY3GIalUwUQiMUuBCZDljs8JxJtBiPQx6G9Za9dABAMDkcoWDjLOnKaVp5feAZbKQmDgIMozA3yqDtQYoIcAYc4UQ05zxmXjc00qpLSVl+6ECICJmsvlJIcRJxlgRESFs1CF9cAZYKge9yhb0altWa9MjjEF8fJLlDh4YLUzNHHG4W1Dd9lYQ+JsPDQAAIJVOj7mx+CnG2CgAggx8QEYhdeRxUJGG1u1b2G1WbxuEG2LqKbL7K68kDz7zRN7bPTZtFezDVr0VheGmteb3Vt19AcQ9r5hIJE8yzvYjAGhtoFetQmJyCnh+BPzKJgmr5XK30/4HOzq9IIb2jIv0cK7XIV6v3p3kncpU3OHMGLMto6j5wAEcN5bJZLJPM8amERFkFHYjvwtWRgyRQrSxArrTdIzWp5uX316vV4OLjZbt+avL4+mMSA4dGB8Zmjt6OJEp7retZhBFUcUYEz0wAC5EPJcvPkUpmQPKSSjVWtDrllSznlDVDRc7ddBSxqy1vozCXXL9yuXoxrtbFGwqNfuUM/r8S/nskfkc33vkAHhDR92glQMVVYPArwHAQO22LwBKGcvni08wxue9uRMCCmPvNtfXfwSyZ6wMJiiCa9GCReBKy9esMde0jEgQygla3PffkcSZTqWbaJXKTri2Oszb27NJl8/EPM8oKbeUUv59BQACJpcvzIw89vljwy9+18PMyNb64urrunqzxRgfIwBFxhg3RieUjN4zWp8FtBSD1mJ3a+OjxmrJ9VdvMle1hkcPjbHxL5xITrzwwkRx9pFHKfBR26zXwjDcRtz5OaQvAGutyeeLU4dfeum4N/1ktl73K5tXr58PVt4fBUJKhJAC46KIIh6FyjSNkhcB7bcA4LztVomp3LzFGXuT7z2SSH7+SxOJ2WNC5T7Ho/Tn8pjZM8NBzLth0wGjylEUdnbiifcDAACgtWorS31/rQ7N0iY4fk0HgOei0N+2Rncwlvpzx0mM82LW0XqJ26CxgYhpAJg2Wg8115bORhd+dUXzmL91dc+LoHUWOhVqK6tZLF8/lvbcQ7GR0ZPxeOJHjUbtXBSFn5pW/aUQAHiJ5BgdmTnZuL05FqxcIaZ5y/Er6220dtFoVSbxzAZJFh5RnaqUndoCWF0BgMsAYCmlkcvpbu7XXsb1pYJZvTxCbl10sPQRYOUWQNhhaG2SMn7QdWN/EIvF0ozxUhD4v7Pl9g0Qj3t5R0Un46w3mXrslIb86Ae1D876YDVBxK9qGZ7VKupyHfyhddNo/OYezoXyvMSf5gu7ns5k899MeIkph8IoM36MaB/ASECrAdHeub+i5YSQouO4J1zXnXUct4OI60rJ39oA+wYQwkkO7R569tDXvzblTp3kjZa6Uvvw7Vet39gAgDgatWVkeJgW9s9wSoeE415MJ7yj8UTqUUJZwRhDjTWhtdagRUREgoAUAAAQABE//hFEyyllk64be0Y4YhfjfFlK2US0d1tu3zVgrZGFmSNhdupR2Awc3lhePs4I+S8D4ABAiRCyxAj+lKlekmr/FWKj57a3an9ijf4rQqgDBDgAcEKoR4AkKaV5xtmIEGJSCGfGcdxpIcQBxniSUkIBLEWA0Xh+5C+84998LkvJv+iw+4+lf//79oAAVkYawhtLoa6VznF75a1qnOttRcg4Is47bmzI85IvE91e63a7Z7xE4kXOxXyo5CKA/eSCvGcvpozlhXBmHcc9Fo97X3Dd2DzjLGvbNccxZn7vy382Wzn/n/7uL377nzZ++W9ykBRKZPYefr5bqc3xxhIVSW/L5ve+4d+6tJJKZ7vpdPaPYp43G4XB33XazTcZdx4jlMaMVq/fG/rfJUQMjNarMgrfCgL/dBD03lRKraK11DQ2YnzPrOC5kREr5a8bH7xR6xuACx7LxtxTjq7N7/3yc4yOP+rUKq2WuXXhS+l09hXhuCd6ve4/G6N/0ut21gBgUwj3q8boC9bobQAA4bjgOK4jHNdljBGj9ScOAhAxMsbcjqLwbBAGr8le+8OoG1Vyp74z3Vm8EPBE5sIgKaQpMXLv88/b3OPPQvNGJwn2nfFsNj8nhDMtpbxijP5pu9WSAACM8TNaRXPCcb8Yj8XLjuPGuHCywPgB5M64QlLC8q1fSxl2P/V/jamGgX86fOsnp9u16o9jxdF9UXnVGQjAG9sb5h47qdtRCravfRATty+9yBzXs9boSIavaq0XlQwtAICMAh2Pe6fjidTfiFQ+R7MjB3iqMM0SuX0knspKJRcw+d73zbVzrxqtdjRzja69cSkCuAQwQBEDotWEyY2t0DZrH4I8/3MQ9etpBASp1IIx5meddutusTLGQAgBbtwbEUP7vx6bOe6QZBaIlwOSLgL3e4ejVvWP4dq5BQBY6NfOQBEIe2Gw8e5FLTdLQG6/C2A1WESppXxdSbmslbQAAMJxk1EYdo2x15RX+EEqWXScwt452dhsh5fOek5hPCv2HKFAGAXAgQZJfQMgoo2q21qf/w8LQQtA+YCIoJRas2h/0e12ugAAjPFYIpn+hu9335BhUAq2S2ek/wtoLZz/CjZL696uPS+4o9OnwE2F4fr1FUQc6L7cfwoBWNPalqRXtwQALCKgtSCVfEcquahkpAEAGOeTwkv9dSIzfJRsLP8wCv2SdvTPI1l/O+c4Qzw//iw4HqjAb8rN5evWmIGumLRv93ckrbX6Y/Pa6NAYc97v9e6OThgXc2L3oX3JJ7/2PddLfI9S5kCnbKFTriOiRu60dbchVfl61QTtZQB4MCkEAICIEhH1x+cWJVXZGPO+jKK7rVBw8YiYmOd8bCYLiEcBAChl1Fpj/V63DO3aj83y+2k0OjRGrwziY2AAa61GvFN09k4EFpVSZWO0BQBgnHtCiHk2PkdVdc0SNP6uoeEvc87TnXbrnXa7tYQ33/sl445PCB21xq49WABjpOVcEyBgrQVj7WIY/d9GxBjfx9PFaVrYT9WFn0EyUzhOi/vmIDnkuZtLZ2Jq4Ydh4C8ZY34DADFrzcBTuwEjYDRa1EAAjDESEG9ope7dSYuYHM7aeA7Y8BTlMy8cwHgGTK9ure+nKb/uM8Z/YO4cLT7TC8OBUwj+92RmjKkba1eM1neNIMKiDHunw5WL38Z4geteQ9teq2z91rIK/UW0eBUR9Wcx/tkAmCMtZZoggrG2bIzZtNbcNaRkuNlbu/q3ePG1Noi4Z+ul67Zy84qu3y4Zpera6iZY+6lnn/sKwA4+qbmX1qayCri6UFZS/pYZ5bcXu+f+9fsAQNHatjW6CwC/l6d+rwYCECOTPHnkGA8WL0B3s1TWzcYnPk2j5MDdZafqeyMDAOiVV9Ygt6/Mxo9qd/aZbWPMQ3tz3/eFBgAA48W6yI3E+PDBGVbY85vGpTffs0HzMw1pB9VAKRRc/ZVsZItnEix/1Ea9FXtPB3rQGigCAAA6itomCkvR2uUlufZRG0z00L+b6Fti4omHbQH+B64CydM9NBpTAAAAAElFTkSuQmCC) 11 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
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}
div.testarea{
animation:rwdcur140358 2s linear infinite forwards;
}
