@keyframes rwdcur27573 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTElEQVRYhb2WbUwTZwDH/3e9K/TawrWUQpHyTnlRGoJM0ThpNsFNg2xEPmiCGpJtcYuJ8YMfjfuwL1ucH/ZiZmZcYrLMNG4G3BQJSSOGRewEibLSCIKUvl0pfb8rfbl9WLY4zEJaIv9PTy73/O73/O+5JyfBBtLff9JgMOzWPX36wJstg9yIwK5dHce3b9//yUYYWQuYTCdyy8v171RXl5uMxk5m0wWam0salco8o0qlra+r279v0wUqKuq743GBIggSen1Zx6YKdHZ2Miy7pYcgRJCkAJ1O915Pz4fFmyagVusNBJEyiKIIQXBALo+UUpSybdME8vMb3l9e9kl9Pg8ikTBkMkCl0rZnw5JkOqGrq4vZsePdL3NyUlqJJAWGYUBRFNLpdFqtpn6Ynp4WM+Fl3EB9/ZstcrmkkaYJUJQEAAGWzUdNjd6o0VTWZMrLWECvb95NkoWkREICSILno5BKCSiVBYrKyh0tr13A7bZbabosvbKiRzxOIpXiwXEcXC6AZeX+THnEejf09vaS8Xhe1d69+99aWvK6bbbfLd3dp68C+p5kcgIsq4Yo6rCyIgzcvv1pX3V1W6debzAsLv5h8XgcU2bzt5GMBQ4cOFGcn880q1TF7TU1lXsYRmksLtbl2e1xcFx6gOMefFVe3tTM815VOEynEwliWSrlrCy766TdHj969KgOFJVMz8y4njx+PH5zedk+tLrqt42M/PJKQ/8KmEwmRVXV27vr61sOKhT5h7VasaSoiIUg8HC5OGg05aio2IonT1ZgNv96ymzu+/pl0JUrEx9Lpc3fDA1dR39/NeRyJcLhBBwOLzyeQNrjCc85nXM/RqPu4XDYbrVYLAIAUH19H7U2Nu453tCwtdNgqDfIZDI4HA6wbAJlZaVwudxIJBJoatqK0lKgsFCFycncLWtXEon4imprF9DTo8TqahRFRRowDA2drhqpFMhYbLUmGDSeC4f5cxznsba3H74zMzM1SAEiGYt5Yi4X5Q+FnIJUSucyTC4IgsXSkhMejxsEkYDD8ScUigY8fOjFygpHrRVIJmMQhFXwfBQUJQNB0BDFOOLxBKRSKRhGCYIoBE0nwfMybU5OABSVS1HXrl0eBzAOAEeO9LexbNFBlUpjqqsztvI8clm2APF4AD6fD48eATMzClBUyeJagUQil/P7C0HTaogigRcvHHC5PAiHkxCEBOJxpdvrDd5yOu3Xvd6FydHRq77/3YQAcOzY6bbKSuPB7u6uQ0plwbZQiCfLy5nkpUsPfrbZxq+UlGjrfb5AnkLBQCJRBxKJ2enCwrZTLBs/VF2dR9J0TtJiGR1//tx7PxCYG04myamRke9f+XNa9zM0mXoVtbVvtDQ0tO7xeJ5Z5+aGLV1dn5s7OioOBYMxqNUM5ueBUIgfuHDhg76qKkNrfr5uWyDgf6TVCmPnz59Pr/eMjHLx4vV9dnsiJa6J1SqKZ878dDhTXsYnYUuLsaq0lCLdbv4/15NJgGXLtmfKe2U3r5ehoTvjOTlMMhoNUPPzOSDJFObnFxGLFaRDIdtIpryMGxgbG3smiuT0zp1GNDXVQaMpQDCYgtPpn1xYuH3vtQtYLOaIzWa7KZcDcjnAsiyWl8OYnZ36zWw2r752AQC4e/fWcDT693h62o5gUBD8/tnBbFhZCUQivG1pCU6OAyYmnkIQwtM0vTy5aQKDg5d9Tid3PxYDgsFVeL2urOrPWgAA7t0b+I5hkJbJcoVYLJxV/RsSsFrHp7xe3p1KRe007c6q/g3nxg3rhbNnv/hsI4yMD6KXMzo6dI3j3Fm9+3/yF6O5Tvd7JbGwAAAAAElFTkSuQmCC) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUklEQVRYhb2XbUxTVxjH/729t9xC37htKVT6gpAOKzKkwgyThA1GMzVuuhiMGVu2GRaTbV80yxKzyaeZbB8Ws2QmG2bZMMbEBR1kQ2NclAAKwhBkqEBJKVBe2t4W2tJLudy7D0v24sJMLxnP5/P8zv/5n+c8JwfYQNTVveE4ePCDoo0wyI0k2+017ycSSRLAcakMQmpibW19uslk3KvXUxUul0tyIZIFaLVZFRkZK3aFQu7YunXP7k0XYLPtepMgZARJymmdLrduUwW43e8wpaUle8xmEzQaBWiaqqqtrU+XwpJ0dllZWUU7dpjtOl02kskENJpYEcPYagC0psqS5EBenrOK4+IIhUJQq5WgaR4qlfIlKSy5lCS3e+9HkUigQC4XoFQqkEisgKYNivx83fn+/n4hFVbKDrjdhxm5HEXxeBxyOQGCIMAwauTkZBcWFLyQ8m1IuQeczrIip/PZ3LS0NRQXbwPHrQCgMTwcoylqSxWAzlR4KTvgcNj4/fvLwDBaLCzMIxpdAs9bYLc/h9HR/r5UebKnLXC5XGRZ2evlTmdZTTj8eMjjud1x8uR3zXo99gYC05ieZsGyxZiaGmjp6fnqOEnqCy0WoyIeX3jU1PTZtCQBR48e18XjUafVWvCyy/V8VWlpRcXk5AwhilbcunW71efr/9xu37pLq+WNOTlGIRgk5gliqruy8q1TbW03DqWl+aHVaoM8nxienJzrmJ2d7QqH5/tu3vyeXVeAy+Ui8/NLyu32wtccjm2H4vGYlaZJQq83wmo1IR6PQqt1YnU1HRcvtp06e/bAp38HnT595T2Xa/uXfv8dKBQ6aDQWeL0PkUzKQNOZkMnUvkBg7prH89uVSMTXe/36eRYAyCNH3t5lsTjqGEa3R6XKLKcoBaFSkdDrjbDbt6Ck5Jk/N2HZKEZGJsFx0+onK3E4FEaGWUYoRGLfvgMwGgFgJ0QR8PkWMTc3b2XZtIadO7c0sGzCW15ecmls7MEVgqJIQqWiYTLZsnJyzIRer4FSSUMmI7C2Jv5jk0AgiHh8EQTx79vDcUmYTCYolWng+cRfFssAg0ELURQQDi9iaSnCB4MTc6FQgOf5VZJsbv66F0Cv2334jMVSVOpyldfv3l3+otf7OLej4z4GBx8CIKBWK2G35yIQ0CMWS596UoDTWTZrNmfj3r0MzMwsgKJsGBoaRDC4iGBwDZHI6gTLjv/g8w3/BAQ7L1++LKzbhA0NJwwkmVYkCOrqwsL8F9Xq9EKGMTORSDrGxoQWv//nc3q91bm8zGoIIolwmFoym9fuMozt4+xs4/5gcBaiKOdJkuqNRmc7JyZGbwQC8/fb278NrtuE60VjYyMxMPDIbDK5ijkuvJxIjPVVVX3YHI/nvJqR8QAGgxIsq4UoZl3r7PzkXZXKXmoybbfOz4/+ajZz3Y2Njf85mp8q4Mm4cKG11mCobg+FJgiCeAyVSoNkUgDH2TA31/fKiRP1Kb2IKU9Cjsss4bhHhMEQBkHIkUhwiMU4RCKjmJpaUqTKS/kt6Onp6iwoKBAYhifUahoctwKPZwGrqyLr9XamPIpTdmBkpHsoGl0eFwQRFPVHwWtrIuRy5fDVq5e8/7uArq7WmEKRaMnLc6C6ugZyuQIADb/ffytVliQBABCJ+NtMJrOg1VKorKyESmUEReHOpgkYHx8Y4nliHACs1kxoNLqFxcXwsBSW5Ghv7zsjCKIoiqJ47Ng356RyJP8LBge72lZWIESjwMzM1I+bLqC7e3DI71/2ejzTIzMzdzukcjYULS13vmhqui7ZfmCDv+O+vl+aZTJyQ4zfAaYdF9DLlVViAAAAAElFTkSuQmCC) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTUlEQVRYhb2WbUwTZwDH/3e9K+21pdcChSLlnfKiNASYonHSbIKbBtmIfNAENSTb4hYT4wc/GvdhX7Y4P+zFzMy4xGSZadwWcVMkJI0YFrETJIqlEQQpfbsCfb8rfbl9WLY4zEJaIv9PTy73/O73/O+5JyfBBtLff8JoNO7SP3ly35ctg9yIwM6dHcdaWvZ9shFG1gJm83FZWZnhnaqqMrPJ1MlsukBTU3GDSpVr0mh0dbW1+/ZuukB5eV13PC5QBEHCYCjt2FSBzs5OhmW39BCECJIUoNfr3+vp+bBo0wS0WoORIFJGURQhCE4oFJESilK1bZqAWl3//tKSX+r3exGJhCGXAxqNrj0bliTTCV1dXcz27e9+mZOT0kkkKTAMA4qikE6n01ot9cPU1JSYCS/jBurq3mxWKCQNNE2AoiQACLCsGtXVBlN+fkV1pryMBQyGll0kWUBKJCSAJHg+CqmUgEqVp6yo2N782gU8nqc2mi5Nr6wYEI+TSKV4cBwHtxtgWcVypjxivRt6e3vJeDy3cs+efW8tLvo8dvsf1u7uU1cAQ08yOQ6W1UIU9VhZEW7cuvVpX1VVW6fBYDQuLPxp9XqdkxbLt5GMBfbvP16kVjNNGk1Re3V1xW6GUZmKivS5DkccHJe+wXH3vyora2zieZ8mHKbTiQSxJJVyNpbdecLhiB85ckQPikqmp6fdjx89Gvt1ackxuLq6bB8e/uWVhv4VMJvNysrKt3fV1TUfUCrVh3Q6sbiwkIUg8HC7OeTnl6G8fCseP16BxfLbSYul7+uXQZcvj38slTZ9Mzh4Df39VVAoVAiHE3A6ffB6A2mvNzzrcs3+GI16hsJhh81qtQoAQPX1fdTa0LD7WH391k6jsc4ol8vhdDrBsgmUlpbA7fYgkUigsXErSkqAggINJiZkW9auJBLxF9bUzKOnR4XV1SgKC/PBMDT0+iqkUiBjsdXqYNB0Nhzmz3Kc19befuj29PTkAAWIZCzmjbnd1HIo5BKkUlrGMDIQBIvFRRe8Xg8IIgGn8ymUyno8eODDygpHrRVIJmMQhFXwfBQUJQdB0BDFOOLxBKRSKRhGBYIoAE0nwfNyXU5OABQlo6irVy+NARgDgMOH+9tYtvCARpNvrq01tfI8ZCybh3g8AL/fj4cPgelpJSiqeGGtQCIh45aXC0DTWogigRcvnHC7vQiHkxCEBOJxlcfnC950uRzXfL75iZGRK/7/3YQAcPToqbaKCtOB7u6ugypV3rZQiCfLypjkxYv3f7bbxy4XF+vq/P5QrlIpg0SiDSQSM1MFBW0nWTZ+sKoql6TpnKTVOjL2/LnvXiAwO5RMkpPDw9+/8ue07mdoNvcqa2reaK6vb93t9T6zzc4OWbu6Prd0dJQfDAZj0GoZzM0BoRB/4/z5D/oqK42tarV+WyCw/FCnE0bPnTuXXu8ZGeXChWt7HY5ESlwTm00UT5/+6VCmvIxPwuZmU2VJCUV6PPx/rieTAMuWtmTKe2U3r5fBwdtjOTlMMhoNUHNzOSDJFObmFhCL5aVDIftwpryMGxgdHX0miuTUjh0mNDbWIj8/D8FgCi5XYGJ+/tbd1y5gtVoidrv9V4UCUCgAlmWxtBTGzMzE7xaLZfW1CwDAnTs3h6LRv8dTUw4Eg4KwvDwzkA0rK4FIhLcvLsLFccD4+BMIQniKppcmNk1gYOCS3+Xi7sViQDC4Cp/PnVX9WQsAwN27N75jGKTlcpkQi4Wzqn9DAjbb2KTPx3tSqaiDpj1Z1b/hXL9uO3/mzBefbYSR8UH0ckZGBq9ynCerd/9P/gKmRk73D8ej4wAAAABJRU5ErkJggg==) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRYhb2XXUxTZxjH/+ecfnNsobZQ+0FLNxC6gtXBNAQZ6iY6p5sKmSQak5mwaRZvlsULYrJduF0sJi5uWbJkixsXYyFKJLoYCJE5QcP4EJDKtEApQlvKR1tOe9rT7pxduAs/srmW2Ofyzfv83t953vM+eV9gFVFf/37R/v0f2lfDEK0m2WqtOMaylBLA8XQZZLqJe/fuVeh0un0ajbx6584jiowL0HRJJU2LiwyGdTaj0fFGxgXM5lePisUgaVoEvV79ZkYFamuPqS2Wl6oUCikIIgGDwfxubW2jLmMC+flme1mZyZKXp4FUKoZOl2csKSndkkEBUw1BRCEISUgkFCIRL3Jzc3akw6JSTaivryft9o2nFxfnCsRiAhRFgmV56PXFEpWK+35gYIBPhZdyBTSaYgdFqapDoRAoigBNZ6GqagtsNmOR1brZliov5Ua0detWG01ni0hyGTKZFACPublpDA/7FYmEthrASCq8lCvA8+zk7t0V0GrXIplMIhqNQhAElJfbwDATrlR5xPMmNDY2iiIRy2sGw4bKZHLYubAwe/vMma+bPZ7AW9HoNJaXw4jHi+FyDV/q7Dx3vKBg4yadbptlaWmkb2rqV2d3d3csZYETJz7RSaVKh9Va+LrZbK9iWb4yEgmRVms+uroG2r1e95dWa1E5w8xqaVrMk6TJ39d3s7ew0NGUk4MD0SgHiSTJZWXJBr3euY7paX/PwoKnv6vrp6V/FaipqRGVlu7YbrM59pSVldaFw0t6iYREaakdBEFhft4PhUIKr1eJixevNp09u+/zx0FNTZc/Onx4z/nBwTZUVtZBLAZu3AAiketYWYkhEhF7gsH5a4GAu83juXOzu7uVAQDRwYNHyk2mwvfUanWVxfLyFpqWYWVlDgQhQK3WQqt9dFI1mjwAgMs1ikRiVvr0l9TVObTFxRTGxuLQ6wGJBGhoAIBtAICZGTb/1q0/GmOxdY2hkN1ZVVXdPj093kaKxXKSphXIyyvIlcuzAAjguAQIgoDFYnpme8TiJEgy/Mx4OPxoLCtrDSYnn91WQRDAcXEkkwmIRAoa4JKCIIhELS3f9QHoq6099oXFYt3kcGw6YrNt3h4KLRj7+x/AbF4LiUSCqakpaDQ5CAZVCARU/qcX8PsTXgBgWSmcTh/m53WYmbkHhrkPhpEjElH5FhcfXvH5Rn8RhOSd1tbzC0/8A49HQ8PHmpycXDtN0zvKyzds1+tNxaFQUL20xGNqir/idF76zGrdWBmJ+JQ8H0M8bggrlYnb2dn603r9mrcDAS9YluUoiu8Phxduzs56O/1+dqSr66v5p9d67jEEPiUPHQrrjcb1ZQwzF+M4dnzXrqPnw2HqAEVNQqEgwTB5cLv5az09Zz8wmV6xGwx29cRE/zjPjw+2trb+Z2v+HwJPRnNzW01JSfV1t3sIQBQymRyxGIcHD2iQ5Nw7p041tKfCS7kTRqPZ+S7Xn1AqaVAUBUHg4fMtIpGYAUBJUuWlLHDv3l3XygrHM0wM8XgSsRgHlk0gkUguDQ319r9wgcnJoRGpVOaKx9l/KiCA5wnI5cTdlpZz7hcu0N7+AyOT8ZcsliIYDPngOAFyuQqCQAymykpLAAACAfdVkWgNDAYjiorWIxpVYXh4ojNjAk7nqDMe/8sDEKioWA+el80Hg4GU7gGrjgsXfv8mEEgIgiAIJ0/++G26nLTfBb29135eXAzyXm8SHs/Dy+ly0n4bjo2N3vH5lt0sy8ai0d9uZFygp6eduX//eLtUSso6OjqiGRcAALd7tJkgRKti/A1xcDKoGGCLEwAAAABJRU5ErkJggg==) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUklEQVRYhb2XXUxTZxjH/z2n7Tmn5VDaAv2iFUEaWlt1g7BFiR9Q2y0qiTozs8UbjS5OF+/djVebXuxiF2bJzDaiWeaiYsJcNE7n4nAGUEAgWMGiaGc/T79bac/hnN1syWLmTEvkf/2+v/f3PnnyPnlJLCIHDx6xOxxvmcbHB6OVMojFCGzYsHNfa+v6Q4thVCywbdsBldls61EoiPVe7x7VkgusWmV/k6Ike1WV0qnRODxLLqDVWrfncimCZWug0TCbl1TA59unY1nTe/l8Fmr1AvR6g9fn26VbMgGdrt5FkrxNEEpQKGQwm6vtVVW29UsmoNfbfHL5Ani+CJIETCYddLpV3Usi4PV6VStXtvUwDAlJAhiGhsVSh82buzrb2trkr13A5dpkdzqX26urq6DRaGE0WlFdTaGxsa7V4/mo47ULOJ0dnnQ6pOT552CYKthsRjQ3W0FRIu10tm4sl1d2yQQhMxKNakWG4QmCCGNwcAEUZcLwcFCMRqfHyuXJXrWgre2A3OVa0dHd3eUJBO6NTU1NXnW7d3xvNDbvYNkI8nkSbrcbarXUd/jw3g8dDsc7Wq3WVijEBlKpmane3t75sgW2bDlYYzJp2/X61u5163ydLCut5bgwEQhkRKCqLxy+941O1+QURU4fDvOi1WrlstkHd2y2tYey2ehulSoDtZothUKhkelp/9VIZO5WqSTcuX79dOKlAhs3bpQbDG90WSz2LRZLc49er2g0mTQgCDmSyShkMh5AA8JhLYaHBz89fXrnZ/8GHT3648erV3tOPn9+DyaTGjwvIZVKIpMpYn4eyOeVTyIR7kowOHsxEpkcun37XAIA5Lt37213udrfb2ho7GRZ7dsMQ0OlkqGlpRFmswaZTAk3b3JwOLrR3AzMzQEzM0X2xZswDGHQ6/OIxRIoFCS0tXXBbAZIEpAkoFiEjeNwIBqdP/Do0ePHgcDWs/fvT1yUKxQMQVEUKEpdr1QSoGkFgAXQNAUAqK5WwmptgOrveVcqAUol8R/NS6NQ4EHTLAqFNPz+QQSDWqjVDBQKEiRJI5nMIJGICel0KFws5gSeF+XyM2dODgEY8vn2fW6xNLRbrRafybR8a01NvZ1ljeC4EtLpPEKh3zE6qsHEBItUin764vF1dZaY0diEWEwJnn+AQqGIYHAWqVQRqVRejMfj08lksj+XC/xM0/MD586dE1/ahD7fLl1np6d90ybvuwpFXdfc3KxLEPJEPC4TOA59s7MjJ7Va6xpJilULAgVJ0mVoOjTpdG74hKbRUyg8JWSyBeHhw9BQOMwNZLMzl3M5/8i1a9cyL23Cl8Xr3aOyWBztbveazng8cGdm5uZvbveR75Ytc3ygUkUxP7+ApqaVyOdjp0+dOrSfZVeu12obnMlkcMRmwx/Hjh0T/4//SoEXc+HCDQ/PG35Rq5Mwm5VIp9vhcABXrqREv//89hMn9veXwyv7KWYYdgVFlSAIReRyNbDbAYMB6OioIczmFme5vLIFLl26Nk4QBpEgKEhSGtlsApcu3UAwGJwfHx/5tVxe2bMgGJweD4ezD+vrFXaOS0AURTCMCSRpmBob84+Uyyu7Av393+by+Zk+kiRBURRSqRSePYugr+/8wN27XwuvXQAAIpGJn1tamqBSsSBJChyXQzh893IlrIoEpqenppYtq3lSW1sLUZQhHs+NZzLRm5WwKs7Tp6WTxaIk9fYOSPv3f/VlpZyK/wWTk0M/KJUQs9mYmEj8+dOSC9y40T8G4HGhQE76/Q+Wtvz/ZHDw8RfHj589sRgGuZjNtbWG+JMnj+6Pjt56VinjL+YVLJg2ppj5AAAAAElFTkSuQmCC) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVRYhb2V7U9TVxzHv/fS2+fe1lYuT6WOZ6GIBFSYKVMHFnVgdNGM7CHZNDFxvFii/4DbiyXGvXVLfCFx+oIEowa3ddNpkCGJTMQhtKjACpTH3ra2vbS3t723e7FkcZrF3JLxe3lyzuf3Ob/zO+dkYQ1x8uQX5ZWVDXmjow9WMmWQaxHYt+/I8erq5s61MDIWaG8/oWWYwoMqleYdp9OpXXeB+np7nV5PldO0vkqvb2pZd4GcnLLDkUiEpGkzLBbL3nUVcDo/0RqNTJsgxKHRJJCdbTnU1PRx7roJmM25dcnkaqkgJACEkZentZpMhsZ1FCjfz3E8GQ6HkEwKoGk1aLqkORNWltwF7e3tWofj8DdKJceQpAiGYaBUKgAQyg0b0OV2u0U5PNkVKC1tqquoyKkyGlUwGg0wmzeCYbJht5eVmkxVb8nlyRbYtatlJ8uukqlUEoLAIxIJQadTw2DQ6+32xgNyeQq5C5aWph6KYoEkCDGSYbKwsDADjhMxMSFIweCfz+TyiDdNqK8/oaitte7Ytq1hB8v6pgcH7/a1t5/soumC9yVpESqVAXq9FYB07dy50x9VV9e3ZWfnlC8uTvYFAr7Rnp5vOdkCBw58mms0qmqNxqJdhYUljsJCZidFEeTKCgmfT+yNRIa/q6nZXsXzMcvs7LJEUZoARXEP7faWTp8v1FFamgJJ6iWvNzo2PHynNxz2/kYQqUc3b15gX831zxE4nU6t1fq2w2otfy8313pEpVrNLysrBEURWFhYBEFQaGhoAk1HD965M/Ggs7Pp65dBV66MfJ6ba+1g2WlYLDoAcZIgkjVGY01NKFSGYBCzZnPp1UDA/wvHeQf7+no4AFB0dBzbVlfX+EFeXrkzJ8dWYzDooFDwsNnMYBg9AMDl4lBR0YDiYqCy0gCPhzG8uhNRjOUQxDzy818glVLBZtuEkhIKWq0GkgSkUmlbKOQ4FQoJp5aWlt3NzXt7x8f/uK4AFKQoppBMrio4blHieZAGgwYaTQEAIJEAdDoJ0ejfiXw+IJGIv9a8S0sszGYzBCGBZDKJaJQDQWggSSJIUoF0mkA6LYLnAymeX+EIQkoBaYWiu/vCUHc3hnbvPvqlzVbTaDKp9+flMW2CQJVXVBRBFBMQBApTUz/B48lHIKCDJKnnXhVQqxm/SrUZSmUEPB+BzzeHFy94cFwM8TgBvz827ffPX2XZqR/Vanagp6dH+s8mbG1tNW/d+m5NZeXW5k2bNh+MxeLV8XiSDASklNe7dG1mZvQ8RZlrVSqSNpl00GrpSCIRGmOYLZ2SFGmjaUGpVOpSk5Phobk59wDHzd2OxQKPXa6u15rwjddw9+6j+qKiLXXbt+90zMx4Hk5P9/fZ7Z1de/Y4PlQoAuC4IEpKNmNqau771taLnx0/rnDQdEFtODzzyGbD4JkzZ6Q35ZAVly790HLr1mx6ZSWVfjnOnh0TT5++fEguT/ZTXFBgKy4rs8DjefKv8ZYWO1lcvKVBLk/2b6hSFYk2W9GxRGI1y+fzIxpN4t69+yCILGls7Pev+vtvTMvhya7A8vLEpNvt9RoMOlCUAhqNEiS5AcFg1mOX636fXJ5sgd7eixzL+q6RpBomkxGCwGN+PgSX6+7A8PCF1P8uAACTkyM/xuMppNMEnj/3IhyOSZHIk5uZsDISiEZ5dzqtmeW4GFg2DJblHnu9q33rJnD9+vkgIN3duLEEHJdANLqcUfkzFgCA8fGBy1YrKYkiKUWjfEblX5PA7du/DoVC8Mbj4bGJifH+dRfo7b3IPX367EY8Hvt5fLxHyJQj+yF6OSyWAtbvX/aMjNxfyJTxF0ZNV+6L/oCZAAAAAElFTkSuQmCC) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUUlEQVRYhb2XbUxTVxjH/729t9xC37htKVRoi5COVWRIhRkmCRNGMzVuuhiMGVu2GRaTbV80yxKzyaeZbB8Ws2QmG2bZMMbEBR1kQ2NclAAKwhBkqEBJKbS8tL0ttKWXcrl3H5bsxYWZXjKez+f5nf/zP895Tg6wgaivf8N+8OAHxRthkBtJttlq308kkiSA41IZhNTEurqGdJPJuFevpyqdTqfkQiQL0GqzKjMyVmwKhdy+devuXZsuwGrd+SZByAiSlNM6XW79pgpwud5hyspKd5vNJmg0CtA0VV1X15AuhSXp7LKysoq3bzfbdLpsJJMJaDSxYoax1gJoS5UlyYH8fEc1x8URCoWgVitB0zxUKuVLUlhyKUku196PIpFAoVwuQKlUIJFYAU0bFAUFuvMDAwNCKqyUHXC5DjNyOYrj8TjkcgIEQYBh1MjJyS4qLHwx5duQcg84HOXFDsdzuWlpAkpKisBxKwBojIzEaIraUg2gKxVeyg7Y7VZ+//5yMIwGCwvziEaXwPN5sNmex9jYQH+qPNnTFjidTrK8/PUKh6O8Nhx+POx23+48efK7Fr0eewOBGczMsGDZEkxPD7b29n51nCT1RXl5RkU8vvCoufmzGUkCjh49rovHow6LpfBlp/OF6rKyysqpKR8hihbcunW7zesd+Nxm27pTq+WNOTlGIRgk5gliuqeq6q1T7e03DqWl+aHVaoM8nxiZmprrnJ2d7Q6H5/tv3vyeXVeA0+kkCwpKK2y2otfs9mcPxeMxC02ThF5vhMViQjwehVbrwOpqOi5ebD919uyBT/8OOn36yntO57Yv/f47UCh00Gjy4PE8RDIpA01nQiZTewOBuWtu929XIhFv3/Xr51kAII8ceXtnXp69nmF0u1WqzAqKUhAqFQm93gibbQtKS5/5cxOWjWJ0dAocN6N+shK7XWFkmGWEQiT27TsAoxEAdkAUAa93EXNz8xaWTWvcsWNLI8smPBUVpZfGxx9cISiKJFQqGiaTNSsnx0zo9RoolTRkMgJra+I/NgkEgojHF0EQ/749HJeEyWSCUpkGnk/8ZbEMMBi0EEUB4fAilpYifDA4ORcKBXieXyXJlpav+wD0uVyHz+TlFZc5nRUNu3ZV7PF4Hud2dt7H0NBDAATUaiVstlwEAnrEYunTTwpwOMpnzeZs3LuXAZ9vARRlxfDwEILBRQSDa4hEVidZduIHr3fkJyDYdfnyZWHdJmxsPGEgybRiQVDXFBUV7FGr04sYxsxEIukYHxda/f6fz+n1FsfyMqshiCTCYWrJbF67yzDWj7OzjfuDwVmIopwnSaovGp3tmpwcuxEIzN/v6Pg2uG4TrhdNTU3E4OAjs8nkLOG48HIiMd5fXf1hSzye82pGxgMYDEqwrBaimHWtq+uTd1UqW5nJtM0yPz/2q9nM9TQ1Nf3naH6qgCfjwoW2OoOhpiMUmiQI4jFUKg2SSQEcZ8XcXP8rJ040pPQipjwJOS6zlOMeEQZDGAQhRyLBIRbjEImMYXp6SZEqL+W3oLe3u6uwsFBgGJ5Qq2lw3Arc7gWsroqsx9OV8ihO2YHR0Z7haHR5QhBEUNQfBa+tiZDL00euXr3k+d8FdHe3xRSKRGt+vh01NbWQyxUAaPj9vlupsiQJAIBIxN9uMpkFrZZCVVUVVCojKAp3Nk3AxMTgMM8TEwBgsWRCo9EtLC6GR6SwJEdHR/8ZQRBFURTFY8e+OSeVI/lfMDTU3b6yAiEaBXy+6R83XUBPz9Cw37/scbtnRn2+u51SORuK1tY7XzQ3X5dsP7DB33F//y8tMhm5IcbvnEgXz/p2kAMAAAAASUVORK5CYII=) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27573 5.3333333333333s linear infinite forwards;
}
