@keyframes rwdcur98966 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG5ElEQVRYhe2X2W9cVx3HP3OXmTt3Ns94Zjz2eN+dxXHsRKglFUFFrhDQPjUqFW0VsT337+ChL0gIhEAUtSCaRlBaBCndsqhRQlxnbaI4tcf2ZMaefbtz17m8VnGC3UpISPT7fn6fj35H55zfga/y/x7Pl1hzwOPxzB+Z6n/BFQQCEni9Mo7V5v2r2d8DS8CN/4bAgYWFgy/PHdr//IS/rSxMJnE7DgEMtPgoUlcPF9/9J/m6of9reeX1C8t3X9mLyF4EpLnJ3l8ef/zA84vHF5SgIqNlM7gdE4+hQyRFW2tDapJAwE+ffpeS2MeHt0r6mXfPvn7h4tJPAftRxcXd4ItPHHrz5DNHnjs8MyhJHpe67mA4BlVTpJmeJyQ0ke0GXkdjMz5PSxdo4qVn34I0PTF02DTMuZWV1VNA54sKKN99ZvGNn/zgO0879Qpd3d2ku4OYHS+i7KXHZxH1QkCV8aeGMA0ToZDDGH6CiqBSb+nU6lWmJ0anPFp9bmUt++eHdeKRAuOjA7948ccvfj8ha0hWi8HREXqHB/Cj43pV5Gicnk4ZxR9E1E2MWpOo38bntLjfCWK06kRjUdIjY4xNT0zduXo1VSzX/rpXgemnvvftnw9NTclpocL07D68qooalPGjEZIF7MgAcmoEsVlBLxTwJZMIA/upSwFkwUHTmpiGCXYbQfbisZ3ppSvXTgPFXQX2z4z97OmTLx0NOwbTMQ/dyTCS5MWV/ciBGJJXQbEalFevIYt+eo+foL3vG2zZEpbt4JptVNdBFj1IgkP202v0Dw7KubW1YL5Y/cvnWcJD+JNHjj1+QvKHSCYTyIqEHInhTYygxiexXQFbFLEkmZ6eYRJzR9ATaQzNwC95icgierXAxpUPsPQqW3WDTjhJV28vR+dnTgCzn4dJD9Lj8a5jyWS32jE0uvdNEilt4jbLSBE/RtlEUkdw7TqusU54dg5PMMl206TbUyN79SMunz1H/3CaRDRIs6VjyCpKKAr1Av2qrQLx/yjQNzB4cmx6AiUcpoYXsW8GLXOLzkYGYfwp6mKUZCiOYuRwi0t09CkSwQkKdoDI2H7GdJMuRaZYKpJ02/jdGro6gNMRkWwdHjgJOwREWbIDoQh+WcBuNBEnvoaje9Bun0NcOY9RLWJOHMY3Ok6nnsNqlLGtVaJqAjc9Qk2MUCmX0awM5cxNtjN3SX+9l0BQwVYjO/Z7h4Cl65haC1US0Co2F27fw3F78Q0s4s3fRK8aaMsfM9kzSCd6lEbhDj7Hh9rKULmXRQqN0nE7dCQ/UnKcRGyQtmEj+qDZ1HYX8PkVqo0G5baFoqokvCVatof7t5cIhwM89s1nCW9+QmVtCV1bYju/TjKkslbYRlfSxCf7kLt72NqugBjC7Dg0LJOCNwZK1w6BHadABMmrBKlmVmh+doOGZmMW84iiH0NrYxSLGN2D6LaHmxfPEg6H6ARUKnKEdj3H5qU3Me8uM94/SFd3N7EulZhoY5smWrhv9w58dm/lt/e3Kse6gyGE8n0UbORonHhqELFjUS5kseilcn0dR5Sw9BauIJEaTINHYOvOdYy7HxJ2qriOH08ggCnKbOW3kEOxHcwdAsVi/XxlK69NPvkt1dUaNJsVRMlLp1ZF77i4osoBJUywd4ytRgE5HEfGwbJNfH4fo4fmaTfLZPMlWms55KkncZUAiu2Qq5U19nATlnDsidkjc3PlhoZAB8vQyN++SjGfpSvew1atiTcUw9tuUNrM0HZFBNvCMVvUylV8apDMah4xMoY8PINtm8iiwB9+/bvXKsXSr3YT4H42d2esN/ij9Mi41Ko2aes6KH56h8fQ9Rai5MVyHKKpKFZLp5BZRZAFbMPEsF2K+RKW6yN1ZBFEgagqc+7Me/qZt//+wl46AFCslevDhw+OzjcsE1vwMZiM0NEaSHqNhumiOyBaOk67TiW7TldPAsd12N7IUXeC+IYOUmg1KOSzrN74hD+9durVarX+mwdBj3yOi+Xqe+WGdjDlF6caG/fIbWwSjUbQSzmK5QqW4yGm+rCKG4h6lZgq0ioUcWNDBKcPU8pvkstu4JM9nHrjnbduXf/0h4C1ZwHAyq5nT5dyW4cWhiJTfQEP5VKRzHYTUfYhyjIeJYhTzdMltJBkFU//AVqRNNt3rpPw2TQN+Mfb7791/qOPnwX0h0F2G8mcUq15Wmsb6YGQMjPfE5D0dpu6ruPTdWTFR5/fRkZAnF2kriYobWYobG5wfWVL/9s7H7x6+dLyS4D5KMAXmYpnH5sZfnm0P/ZcUe8o3nCSSDpFymci2A5OahKf4FDMruuXLt/64/KV5VeAa7sV/TL/glkeeFIfSHEv4K/yP5N/A0gEJBQxqQgDAAAAAElFTkSuQmCC) 16 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG80lEQVRYhe2X228c1R3HP3Pbmd2dva/Xu+vYjoNjx0nsBDsBZBnSUpWmUulDJVBAohVqpUp9qei/0QdeKlXtQ5EoUCQKJVCqclO5hJRLkwAlgJM4Jsb27np39jZ7mZmdS1/6gGKoDVKlSuX7fs7no9/R73fOga/z/x7hK6w5DMzffGj8vqgioMoBdctHDoU4+94nvw887zzwwX9D4PDxmbEHbj82ee++fFzbn4tgF2bIDuVYvXAWP5zE7rS5NMhZL/zlpcfeefvcg7sR2Y2APD+79zffXZq99/iYrmVUH09N0Hd9+p6It/82Rjf/hieriMOHieRGaPXh+Vfftv78+KOPvffhJz8F3C/aXNoJfueJw0/+4v6TpybHhuSmA+30FIpTJxQ4KMkcldgkCCqm47MenaFSM9hc+ZhbvvEteX5y+MZOs3H0yrXSHwH/ywpodywdeuLnP7zj+yE1imv3yWs+6XQcPZlA0TP0yhvkipOY+TnaahbX7mH7AZcuXkSQVcJ2gyMHb5juthpHr6xtPf15lfhCgem9+V//7J7b7xkp5omFJSL5UfYkRDS3h+wJ+GaXQjFLWrRox4q0OyZhVSaiCBw9voilhLEDgVBrncP789P/XCnn6w3z2d0KHDh15+KvDk6NKyPDMfYOqYTy+/DiRWjVccwO4eE8+qFbCIr7ScXDCIKD7TjIfkC/38Kpl+iLEUTPZWCsIyAeuPDxp08BtR0FDkyM/PKub88fTybi7J+ZIloYReobVD88RzQzRurEPVhTiwykBKGQiqaKZFSJuCYRSDKa2+TiufNYjk1O1xh0TQ7deFz5cPmKXjVapz/LEj+HP3VsYfbuVFJn8sgckXSOgS/ieCLDxQnkmSO0QjHcvoXuB2iBRO2DN9h481kk2aMXBFw1bBITU+wZHSWIpumYfdzWOidvW7gbmPssTL6eni0Ulg5OjUQ0YUAo8EEpEjgGSqiLvjDPph3G7VWRK+u89sqLyKrK0uIMrUGMruUzGIgkMnlEoY7aq0LlEinRJK2nmEhLESD7HwXyo6P3j0wfwF5/l57pUJMzZEMKQu19eld7xIcXcMUIYnacfTffSiqioqRUtEBB9ypYnkAjmsEeJAhEiFw5w9CeFFI8TNeX4LpO2CYQEgI3OjxG0KvSKy0TGCvEF04gJ4rYRgundJlYbgo5kkY4sISrKNSsNh1TonT+RdbWyiQWvkMmqtLrBZDM4qYLiCENNaxuO+9tArIYUDUt3OwRcKvIGx/hCG+QXfwBNfFT1IHCkFXFLH+ElToK8QQte4BNhMj0IsPFDhtGnyg+stOnUmuiJPNI4Ry2e3lnAdvz8XyB6laFmtPixNL38EvvsnnueTavrZHWVTqejaemGblpFD01hOH22GzYqL5O3XKp99v4kkpYy6Fmx6mvrSD1bCzb2SawrQucVl0etBtosowfiPRaTZz0KKXVVXrtJolcGkPWsQYW1955grXXHyM9GFDIZJEUBT0sk1M8vHYd8GlmpjHjY9ieRKfZ3LkCa5c+ecgsl5Ymb7oVAoGuWcL3IpTLBoVCkma9Ta6QI6Qncc0tGh+fIdWrEUmOY/UDNDWEEI1wsbSJ0WyRTKWRx+bpdJqEwivbmNsq0A04s9Hs9mzbpGZssdoVEeNZMhOz9D2ZRDqN4HngdEnnC9xw6zcJZ1WM8jLti6/QqfexZB09EUMWBfyBTUQNE0okaVuDHruYhEarbe6fW5g7Wll+H1GSMQMZLTWMYGzQqBl4gozk2vQ7LTqtDlJE5+pKCU/MoB84jkWAIgSomkZM1ylXq9Bt8MwTpx+t1Fq/3UmAerW2nMlmfjJ+cEZWw2Ec1wVFI5kfoldv0K5sgBDgOC4926VtmLTrTYrHTiLHYyiiQiKqIbsW4ZBAIEpcfO1l67kXzt63mwoA1Ayjvnfh5mPzWV3GbxsYNgQ+aKJHZfUysUyGQBJolCuUKn3CY4cYRHXK5TLVrRLN6gZXLryFq8aRnQ6PP/TIw0az+7vrQV94HZut9sutrcrsUESZVgWXra0KgaiRjshYlWskowp+u06nMyB2cAE1X6S8ssz66ir4DrIkEMkOY/kSpx/5wzPn313+MTDYtQAwKJW2nqqXSkfG84lp3wuwAhlfTyF06kQDE1eIkJhdpK8lufyPd8gHdVBUEGX25HKYtsRzT55+5tWXXrkLsD4PstOTzNtqdJ4yq6WRQaszE5Zd2e/0KExMIDQrxGZP0IkVMIwGrY1VvHCCRDpLp1TizOtvWU//6a8Pn3/zrR8B2yfQv/NlXsVzEyPpB8b3Tp7ad/SwFndbaOEo/ViRiAKhwGar1aO+vmmdO/v3x6+s1x4E3t9p06/yL5jjuiv1utR2A/46/zP5F+ufE9TR156rAAAAAElFTkSuQmCC) 16 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8ElEQVRYhe2Xy28cdwHHP/Pand2dfXvX9voZP2vHcVyHNA1JG6iCVAlETkCJVKACiQsSqoT4Jzj0wAHBgUMLpaglKm1P0JYUxa1qt2kTElrXtdfxa9e73vfszszOixMIxQ1JKyEh0e99fp+Pvr/5veDz/L9H+AzfzEmw+PDi2OOdrkssrFB1ZAJKgOXl68+4PleBG/8Ngbkz92WffPDcQxdn52bVXrdAqWnywLFJij2L6IVb7NS7FPf2zb/8+dVnl5befepeRO5FQF6Y7Pvlo6dnLj40P6TKE6foNTbpuKCrQ6QTYexwHx1UfCVEYPcq9dIt/vreunn5zfeeXbm2+UPAudPg0t3gX3nkwT/85HuPPHZqMiVX+05Ql1K41V0KiePo0RE+eG+FbtchmRulVdyksL5G0DcYHxmWz5+duR/fXbj+4c4LgPdpBdQL52ae//F3zn89HIvSLleJzz6C3zNCLZzDFWVkLPLrebTsMBG9QGN1mVBuAqO6jySIiFaTh784P613jIWbH+29+ElN3FFgenLkFz994vy3A50GSS3KUC4D2TEKnS4pLUQqEWJudILj584j9+bwPJu40MXafh9XUvAEB8N0cGyP4+OZ6b9vFPv2D1ov384R78C/79FzCxddVJSgRnpihtS5b5EdHmI0o6AqHqmIiiN18UsbhBp79B+ZRQxpyJKMY9tUSi2a1Sb5/C4Ec5w5MXsRuO+eGliYGf3ZhdNjJ2PZAY489iOCg3MgiARFh95QAC0WpT+dQfWbvPvO2yjITPUP4GyvYNo+6fFFIloUQQng+RJSVycZDypr22XtoKb/8W4CU9/86qmfHxnsU1KnvozWO0bUtHDqe2xeeZ5QJosfS1HSDbq+z5Gp40xOLODLIs31G7RbLTyrhlEvEoonieTmEBWRkAyKxNTb1zZeAfb/CZNvp/cPDJwdGx0OJyZmkLU4rfdfZXllmTPnFkklNTqOiNHyiChRgpKEJkGg8zes1XeIG3mSkz1UdYGE4uIaJfTSPo4gUWu0mRxIhIGef+cdEhgYzD0xPJRD7NRR5SByZpCpkz6KlsCRFKJ2mUBHQhucw3clZCWMtXUVtfUh0fkRLEfCVWx2LQ/kCDGxC55P17RZ227BbSvhkIBiVp2I4iE4ELMaCJlxnNQIO1Ybz9iitvQGtqhw9GvDjCZ68NwOZsdEyU3haINYnS5OZZd4UkRvdShWLBKpMFoGzBv5Q/N9SMC2DDqEcNQEncouRq2OPzhHva0j2AHi818CNcxGsUxSlgkKPsWtbVS/SHQgRZ0kFaEf9A1aRpewpoIPoqzgCIc33kMCwXQvgtum+dEq6+sOseF5hvpnaKKwVzWxYzEM00f3GsjhGAlNIzL2BeorL1Pef4t2KE29ZREKKOA7GG0TCYdIKoEfCB0SOLQPOCiyK0iEggJuLE19/2Pyrz9NpFEhl+1FkCTCAUi6OtVbazRKe+y4KmupBfbkfsoNi7YboFGts7O6Do6FGEli+CqCYx0SOLQMu6YlzB6duZCSTTIDORIDOcyDbSiuoYkOXqNCTPEJKDK7e1U+3sjTaum4ShhSQ9SI0vElZCWIWdkhlMkSSGU52N6jVDdZWrn5G+BfP8OhBsrlgyubdacTygwTFDwCos/4iZPkZo/Q7ezSzi9T+WiVphNCjUURPHA6Ou36Aa7lkIinsNUods8QWipLTBHo1kqogknLkTvAwX9sAKg0jO7k4ukzC3ZpG1kU6BpNPBccOUQhX0AbewAxnqbruEQUCQ8BVVXB89jZ2aJpWETw6Vdq+LJMvarTsVxeeOm13+4fNH51NwEqxeJqZmL6B+NT43I1v4okCrQNF8e0MEyH7LEzKAEJVQkR1cKook1IhISm0tR1gmqEuFVBMQoQiqIi8MbKmvnK6+88fi8NAByU98ujc2fPLnqNMpLg4QseO+s7CNkJhHCIYqVCsbBLR69RL27z/pXLOJKCKweJx2MIB5vY1QKSK1ByAjxz6fLT1Vr917eD7ngcN2u118qV+rFji/dPy/o+AUen68rEpo/SsUwKG6u0KmXMrokgS0R70gS0OLrpYTtdYkYFz+2y6ffw3CtLL127ev37gH3PAoBd2Nq+VO8Kx7MjR6azYptw3yj0jLCd3yRW3UBVRHQbEqpCJtuHbft4XoBkPE4yk2TPVvn9pT+9tHz5yjcA85Mgd7uSuTv5zUvrW/sDhivNDA1kZCk1SEW3KB9USWR7SafTWB2T9t4WRmkLrSeDaRssLa2YL/zuxadvrFz9LtC9E+DT3Irn56YGnzz94OJj6YmjqqoGcPQahUoTbAe3WiSdSVEzXfOtlZvPfXDjw6eA63cb9LO8C+a57Ui9LQf3Av48/zP5B7AWFxLktTRdAAAAAElFTkSuQmCC) 16 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG4UlEQVRYhe2XSYwcVxnHf7Uv3dX79LTHPd7GnvE6tgc5QfGiyE5wkBwQEZFsSxZCICGOOXHgxpVDDhwiOIAEwkICoiSESBZEJnJw7NgyXsbr2J4Zz9bT+1pdXVVdxQFxiBdmEgkJifzv7/v99L2v6r0HX+b/PcIXWLNTEJj46r7xU4Ym0ENDFkXcIOTC+X/8Juy7V4DJ/4bAzoP7drzx0tHDJyPxmL514ivkDbDNDJ7no7QL3Jmc5N75s87fJpdOX7gx8+ZqRFYjIB/YP/Hzr72w8+Thb35bVxNraC3N0H10BQEQVBPLiiD3ynTbbUxVBlXl7NVHzjtnLp2+eGXqB4D/rOLSSvDDXz/yxxMnXjv+/IsvyW4oUbh9le7UJ5hGlHqzjqELxKICphrg9EW6ASQSJnvHcvIrL+7Z23KCPddvzfwBCD6vgH742Cu//9bx17/Ra9Qw7RJ0G+hij6QpIUsKRtBgzfohTEUiDPqomkqjE9B1evT7oMoCe8d3jDW7/p6bd6bfeVonnimwedvYWz/6yY9PmJkco9tGyXfvI7klIoaKrIRELI1IxETwPETPRTMMul2HlBZgWnFUQ8fp+fh9kU2b149dm5zJlau1Pz3OEZ/B33rg8IGTtMvkklHyuo9hKiQHhwi8AFptvEYd1xNIr9uHmtlFo9yg6yhIkoXvBnjdLq7jU2x0sQyZE68dOglsXVUHdo5v++l3Tr26b35xiYO7xknUriLF8qTWP0c0ncTKrCUMVfJpE0V2EaQOkiSxVChi5kZpLj/A9qBSbTMzPcf2zVkG4qpy9fZCdLlcf3clgdGjrx75WWY4rxw6cpQ1aohbmkWL64SdWSR6WOv2Yw3kiA5txA0terUZ1u3chaHKlGfvk0qn0WIWrUYLoQ+NTofBTIK+44x+fOX++8Dyv2Hy4/RMJnEgP7LFjEXjrKldR7DnsDasR9BTyJ6HKELY+AgpcAnVPH71EZEwBEMknTEoPRAplJtIooBdrxPVVXQpZPrhEqYqmUDmP87Apnzmu2ObhojEUwiFW1jDcRQrQh+Vjm3iKWtxIwnIbkcQfKxsAsnQ6UzdR7cMRravR+nbuNUakXicZrGMhIAh+czNLcNjX8ITAm2763e7PXTfxtEsetExPNdC9LuoVpTQrdGt9PFsB7QBQjmCHBVo2yGFOzP0wh6ZiIKajOMNbEAafZ75hQquJ5Ia2fPEfj+xBVoiixhJ4jeqTFcXMXJNXHMdil9G8isEBMTSWUQ6+HYfQfRwFZNqeZrKXJnoQIyONkRvzWYe3J9D0iwy8TgdOY2Si60sgKRSdWXE2CBiOMu9T8/hx3JEDZOEBX1Bxa51kASPSGoQ1dJotfu0QgM5ZtBpNHCGd7Ho6DR6AWnRIT00TNORCDrtlQUUWZbTuoDXc5hPbqPRnEWu2zjoLE3dQZdlsmsH0RJpxEClWfGpVHq023WsvkNJzBJEh6gtLmDP3SU1OICbH6AWivR75ZUF5qYf/sorzh+oBBqSYSKt2Y1r27SDLrHkCK1HVxCSCYaGk5QaHQrTSwhuncbiHMvDE9jpDZiVBYYtjUY2j6ir3H64QMtXCP41cp9hPjGES/NLHz+cvGkPrR0C18Zpt0gk03Rki25uDDmzEdFu0i4X6RbnaXVK4FQxo0mCeIqcCWMpE0WUUVM5RFWhdvsmGbFHqVKxgc+04Wk/oord87e8fOzYHlGWCUUIfY9CsYjt9hkwNCyxRiiIVCpNPLtLoSeh4xGTejgL0zSNAe4uLtFxPSrNDvF4DC0a4f23//zbUrHyi5UEWF4u3R0dHfn+cy/slxW3RcxUcRwHRdaJiD5edZZQ1Qi1CBoCit9CHdjI4q3r+GqCSCqNqkXohwIJXSKi9Ll08Zrz4V/OnVpNBwDKlVJhw+iOLRN2p8W1j89ipTIImo5sRmhMTyE6bXRZoTZ9j358LXIsieP61AfGaLghhUYLy69jiT6VQpEPPvjo15VK7ZePg555HJeKlQ+rxcKudcPZMSubxTQj2I5Hvdcnnh5E7lRoFhcoi2mcoZ0st9oszBcpTt1FTsbRdJWEqXD708uc+esn792YvPs9wFu1AODNzS68jd3cvWnd4Fg6EcWUVfqegBDLoiQHEeJZ9PwIdbuLbdv061UEWSFqmazXAuqlKu+e+ft7ly/feB1wngZZzZ1QHdmQe+vQ4YMnJyZ26155kVCLouc3k8qmUAWRxcIicTlA0Ex8QWT+wjnuXLvpnJ+cOT29UPwh4D6r+Oe5FY/vGN/6xrbNw8dThqzHMjmiqQT3ph4iqSq9dptUJktoN52L5y/97uq9+TeB6ysV/SLvgnEeO1IfS3k14C/zP5N/Anqj8JSnfea4AAAAAElFTkSuQmCC) 16 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98966 2.1333333333333s linear infinite forwards;
}
