@keyframes rwdcur27184 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe3Uv28bZRgH8O+998P2+WxfYuds17GdNA5qWjUVMVkaQFQ2VofaEiUSGxsDCysDDNmYGPgDkDohlcKCoFVpSocISAVBBUKaWPkdu67ts322L7F9vvPLgioxUENSYPFnfvQ8X73v877AwMDA/4z5O0XpdFqcPOWZ90p8vKkbD7e2ip/cWFxsPIsAXL+CTCahJF44/fGIolwReB48SzAeq78Kln3rxu3b1ZMGIP0KJgKhy+OUXPHvP4KbUoiShOcmIldfvjTz7kmHAwDbr2A+k3jfq/jO+rO7CKysg585D1aS4CTWuSDVaCQS7q5u5fLHDdD3BEDpEeOS0Ey9BKSTkEfDcMsyOj0iBBzN9Gmx/kEymXT/awF2csXrlmk1GKeIo6lJwOGADRSl3MGnij+0TOzyvYu+dua4AfpewZhfroHlNz0uzwWOUFe33TK0vY3VB9/erI76g5PFiuZtG21pdmpMjIbGrNhEKDjtDzfGYjHf1PSEuLGxc/i0/k+e4dzc3ClKqem1dc+MyZW392riD1Efq8/GKu8Va9zqkTUix0JixE2GeuvbBa4sjftm/ZzwYG0dS1t5/VK4Zxc9Q9u7an40GozsNvWiMhFWDLVh+6lQtQCg1LTEr4o1ss/Asf/F3bslAGDeuDx7lYXxfHi4+SbHsnaRb9rPxxS33mKh1uqYnlQg8EC1pmI0GMRaVke+2IPTHURApKioeVQPLTgFBpKL4LeCivi5ECp1HSwBZJcTZa2DQrmKaNALTTdRrHVKLVP8Jt90fk5aJtMmsGasHispHsHebHHuzbwFn2wHGILvfy2i3eli53EXv2QP0NWr8JA26oWH0BqHcEvDKOoWtlUDj+oCtBZFvtSA02ZB1Qzky4cQhQ4YhsNeGQ0WR7B6fLbR4h+bJtN7cgWp1EVFZCHZqfkKaHf2zChnd3CWvFcovBgNcCZom2wVGFOgvH2Io+K9HDXmxkfcfnsL136sIXNWafuGXdrydk4zIH8WlNT5asd3s0ccBx6u/FqlPXRd7zq+trFmrKuT727dv9/40w78lUQioQAwBcEgmmb2JmU+MmwzAgLpvG4jluJ3UaWKQIkFs7asGh+amoVbS0tqMpl0L/7xXcfjcW5lZcV86hL+EwsLC4TN3nmnY1LdK5oXflY9HwHAtS/vbB6n34mkUinxPx86MDAwMPAs/Q4M2nIXWmrWgQAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2V32tbZRjHv+c9OT9yzslJ0pykSdNk+dF2W+fm1jkcFUfn4pijGWzYC2+F3Qte7MaL3HnlnyCiiD/YQEWhVKLUWdAWRDcGXZcmJk1CTdI2WZqmJ+enNwqKzo526k0+11/e58P7PM/7An369PmfoR4nlE6nhdEh98t+wXH6oaov53O1D25ms+0nIeDYK/DKlQuBsxOJt0Nez7Tc6UKNhBBPNF8ETV+/OTe3dVABslcgGA5fGgwGpnmahj9XgsRyGEtGr507P3HjoMUBgN4rMDP9whvKgGdcoiiEvr0D7tQxUAMeiMQ8FrJbdjQa0e/lK9X9Cux5AzbQZRkGDo8H5qszkJNJuN1eaBZhh8TtdFxov5lKpeR/TaBUbnxsmFab8DzUeAS2KMBhmygWK7c4lllgeHnhWUW9sl+Bf2zBzMwMeef9jx7E4tF20CdfMCwYpqqSVvFe7oevP2zdbTCV8SH5pIdRz44eGtYOxyOycujwzngyHIqPHOmNKYozdvQoVygUeo+q8ac1vDw1eVLg1YRusZXjg7XXRU4fXm14555JGC9RxBkrbQrac3El6hGk1krL8pQf7iJiVbGUK1leziYG1K7OD9b9ck8J+AKVja11wYJkENY1X90gy82u3dFt5vumJhSyv60xdencmWsJX/M6Q/RA1G+M+DweeX1T7Tw96pdcAsH9YhNBnxPDARdKv7ShdnooVwyEBxNwSwJqjTre/S6HiYiIpI8DJQsAunA5CSSBxXKxDp9bgugUsbLWgpO1uiwrtkt1crej8Z/RY4nw8UGZOk8RRiSUPRxSXOhpu2y+qkHiNHhdJu7kNfDMNqq1LjpNE/WdLSxVCcIiDdZqYiIegM/NwaAIylstGLqObZUCz1igiYpy3QZNLLCOHmpbxqZukW6jjdWeyf70ewtIOn2at7vcCa+TKDKvjtiwrjIOsKfiGlkpbsQctG1xLIXVvCEnFAj1nhcxr4DZlU2Muh04E/dtNHrQltZ2vhhwbk/qRLktMeoJQ+9I5W7oLd5hsrblaG30+Ns0Tavz8/Odv8zAH8lkMiSTyVgAcPHiZMA0nQYABJjdMT9nBMeD9o31pl643yA/PhX1PU9R9DeLlc6tz7MLa6lUSs5ms+1MJkMWF2el2dnFRz7bj/UX/J0cnfvytUbHLoQk68jPqvtT1TKt9z756sF+zjsQU1NT0n9etE+fPn36PEl+BZpkZ8tAGzwUAAAAAElFTkSuQmCC) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe3TzW/bdBgH8K+dn+3Esd281WmStkmasKqlbGWryKqhKcCAHZpOKiDBAXGYuPAPcOHOiQMHDhzghDhQLiAhUdRDJN6KNlEEXcdSpS3tmtV9SRvHcWzHL9wmISEy2gou+ZwfPc9Xz+/5AT09Pf8z6lGKSqUS/1iy7+WowFxqatbdalX5dH5xUT2LAKRbwWuzz8mXL458JMuxGYbjQAhBNn/0PMK+N+fnF+qnDUB3KxhIpa7HB+QZLuCH5HqIK4d4IizNXb108e3TDgcAX7eCV2aefScWCY3zbQOZzxcREiVYE6MIMNTjCe/IGx4e6qxU7++cNEDXDXiAzjIMSCwKau5F0KUXEIwPwHTApgTtxgjfeLdQKEgnDdB1A6O5vJUZGigJfSJH0kNgwxFQloG15Z++MNvmN3qH2hnrJzkhM7laqVQ6Zx4gPsjstE3/shwWZwEQ19S9+h+VZax/2flu3dzabxmyQOyROOsyufQgCaVyePJckk8nM+KFsbRwt7ql/VP/h9+wUChIEQAByZoVSHvMoaQfJwbrrw/2S5Pl39qfTeW5t3hedEXHETZqx/WYnJU7+gH5WbExHg1qYZ/qv7N3eNx0TCRjIqyOS3PEhiDEf9g57Ghq29Nciru12+LKukOpCwvf7gIA9dK1qbkgadwclunzR2pLn8wL53g/i3oTdi7Fk1gfi9WNfWQTLGg6iK37OpbuPUBAGsXTcgsNg0KtrmNT2UU+Gca23kEiyiCTlHBvowY5GkUwEMC2osJHGxCFmF470K19lb29dcx96BvPDWV5zruc6g9EXMdMeB6YQVmCZWr0L2saOMYC47OxtNoEoQyYDQccw0GEDuKqYFkBC783EAkxCPEcmo4DTbcQCtLgORvKEcAyAEtsKMdUXTcdw7LsQ80M3DJd3/rDJygWi0KYs0fgmE8NRMmoLFiho4ZepLw2sglibNYeTIREQSWWLeWiaWNlWyG3axaZmboAo92CZTUNwvhXqwdrGUWNlqMSKwXI8biiJ94Lsl7CtluxPTP8QQf8JgCUy+WDv9zA35m9ckXYMQx3hGVdNeCNe4Tdy7LWpI/2aSJpv7HbdPYkXjx85nzy5p2txvu/VtSP9aCX+WpxqTI9Pc1yHBcql8u7j3SE/0axWCRXk/SrlmO7/UFmrKYay4qGlU++/r5ykn6nUiqV+P98aE9PT0/PWfoTjsZpZPMmlN8AAAAASUVORK5CYII=) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2V3WtbdRzGn/OanJOcNE3SkyxN2zTL7Fa3WprCtOsg2BcWaEc7NtAxdzN24V/gjeAf4Y1eeKEXwpggilI2isS3iogirtRIl65N03VN2pPmnJOcl5yX3ajgxHV0Tm/yuX6+v+fh+8IPaNOmzf8M8SSi2dlZ/li842LYz2QU1fy1WNz58ObiovxvBKAPErx6fkJ8cST1nihGZliWBU1T6E/Xp0BR12/euiU9bQDyIEGsu/tcNCrOeDgOPpqGwLA4ERcvZM8Ov/G05gBAHSS4NPPym5FwcFBwHPR//jUisgY2IIAO8c/HiJrb29vbWi6Wtw4b4MAOuECTZRgwggBqYhzkfA5E5gUYFOPtYJpnhkKNtzOZDP/MAmxsVm9YtiOTPIfm0HHYkRAoAB1G7acdJ/JWLBIpjR7h0q+cyyYPE+CxI5jLZoMffPzpnb6+ZDkeFs63bNckdIWW7hXKZvlHX13aCdzZUrUevz7vpW3KE0vtJ5NHuXTvkd61jXIllzsduHLleiufz7v/5PGXM5yaOhNnLGPUdkhpMKaNp8XytR/WYp9FA2rwaEK8XDd8KyGvMVy+t2Fy0VFWdHfwRckE5zTUU6IgabYelEnG8pI1XuxKrBQ31iPhUPSBS3DLhVJTtcD+ptnMUs3k1xZ/P2NibnL0Ql+nfE3XzXhPlxPvjwtiuaI6Po9GZk70oVoHNK2G48kESttVEBqNb+820eLTOCvqkOvb2GuQkBQNhqODCvBgoODUcylUpAYqUg0DfVHUZA3beyoYmm1StEderxC/GI7vE9IlPDrAkD6OStRUUjRMB7FwB7lZpVCquPB7LEgKhc2KgT25gZ/v6jgWtNFtFbG9cx8MSWKhIGNLriMV7USYtyDwwGppFxxrgoCFwmbDIgkLHGtjVyFlwzSauuFKzRakP0cwPT0mciCTNFon4yHCbxqNCb8XJ/uj9EpdkYbrioZQgJY9phDgaVL6qigNVgwPffWlAXxXKCMR8WGv0VzbN5QSATcmG50fdfmki4rh+2a31XkjxDTGlJZ3RTK5PEVRej6fV/+2A4+Sy50OLCx8L89Pj4kPFNcSBEE3TZMdCWozAqO+tlmnCgPJHicm0JPr1ca7q5KxtGf7l227Hrx9e6nyR/3jPJ7oL3iUy5PjKY4nA0MR6/XVfc/7Ya858uV95p18Pm8d5r1DM5fNBv9TwzZt2rRp8yx4CCItfghlZ8o8AAAAAElFTkSuQmCC) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe3Vy2tcVRwH8O9933nduZnHTWYmnbwmzaPQ2IwFTdBWp9oqidCiSBHcuXDl0o1L/wN3gltBglTEog2pxKJCWmNAU0OaxsRpMpmZO+/JTO7zHHcFF3Y0LehiPusfv/Pld36HA3R1df3HmH9SND8/7x2NB18P+4V089Da2N4ufLqwtNR4EgH4TgVXX8toz0wPf6JpkTlRFMHzHIZS9ZfAce8s3LhRedwAbKeCvkTiUm+vNid6PfAJArx+P0ZHkleef2H6/cc9HAC4TgVvzL34QSSsTioEGLi9Dl80AkaLwMc4p2K0QpPJpL2+vbd/3AAdJ0CBtiAKkAUB8tAgYvkGoiaBRVm5RzLOjfvrH6XTae9xA3ScwGhq2Brqj817QqrEjqXAjQzCBUH597Xvf9utfNgbYFKKIOdOjSWltc0H5SceoD8SqLuU21JVZYqhJECo7egH2f07y9eqrBRI9Mj0nGtXT3CMYAUHT98dicWik1NRkoqPhSdOj3g3N3daj+r/8BnOzs7GKaVOImiPx33ld+uG706Pl3jPprbf29ODt9vuCTUZk5OcxUIvNhU9MC6PB4mo723h+ka+8WzMZAUhlNWNkhbXokXbqmmDiYhVbrA/50omJMlTrBmB67kqzTLwZL+8ebMIAMzlC2evRPzOmaFo++0ji8iKh8qTgwGl0abI6Q08PaFB5IFipYmBPgUH2UMU8jVQZQp+3oFe2EHR8IN1ylBVHvdKbTw1GoVpmWi2Wkj2hVFuEJSqJSS0MOqHJvSaXTSp8u19XfqctVzG4OBOG7bgT4RFudokSqkpIqx44BAWP/xSwJHpYL9k4u6Ojo1sEzUD+HVrF8X8H/AJDiTWhiqLECGDOiaK5Tp8oglCTORKLYhcG6Audg/aDds2cGTx9/JVkqeUkIdX8PLMjOYNwi9T5zwDMnEyIYBjjZO5fGEmqfFOs9VimwZDRlQfW2k6xndZVnk1JaqVlouvNtu4eiYGk9KlrfzesMP1LsaDh5fqR9JPbde/FpFrF3VD/axsexa9nJOih+yPX6+sNP6yA38nk8loABzRstiyKZJEAOj3GedVsfVmxMfG67a0DoYfpox07X6d/aZQN7B469ZuJpPRQqFQaWFhgaTTaX51ddV55BL+G2+98txkUGTUgaB72XD5TZFjQitZfPzF8nLtOP2OLZ1Od/xLurq6urr+9/4EIn5+mAjIHsoAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhe2VTW8bVRSG37njmfF8eDK2J7YTJ3bsJikJakkaASUSlUrdqkBciYos+AHdI7HohoV3rPgJCBYoArUbFKQolRdRlEWiChWqonyQhHzYNLbj2Bk7znwPG5BAUFIlBTZ+1q/ueXTPOfcCbdq0+Z+hnieUzWaFge6O98MSM9ZomssbG6Wpe/m89iIEfCcFPrh1LXL5UvqzSESdYFkWPh+NVP/hddD0nXuzswdnFSAnBWLx+M1oLDLBCjz8PA9BkjB4LnH7ytVLd89aHADokwKTE299rIaUYcWw0Pt4DWIsCiqoQCTOy11e3Uskeq0nG4XiaQVOvAEPaDEsA1YUoWgGQsEwZCUE0yVst9TIpvjDTzKZjPyvCWzvVr52bFfzgh1ovTkGT5bBOgYqW+v3xYC6wPDBhddV/dZpBf6xBZOTk+TzL79a60smtKjacc0QRNv0HHKw9eNPj+an6o/2mMJQlzyiMMeXB5I95vlUr6wmzx8Nn4t3pfpfMgZVle8bGuI2NzeNZ9X40xq+c318RKD1tOWyhQvR0kciZ/Wsl4Kzo32lt31svG+7KppvJJVESFLqK3VHKWg6ep0Clta23BBHEZsYrZrDl5MRSo11xgv7B08FF5JN2MBccZ8s11pe0/KYxZopbOZ/W2Pq5pVXb6fDtTsMsSKJTrs/rCjy06refGWgUwoIBCtbdcRCHHqiHdjeO0SroaNYdNEdTUHw2ShXDzD1XQEjPRLSYRZUwA+a6AjwNCSBxfLPZYQVCSIvYnWnDp51Wywrattl8rhp+7+hB9PxC1GZukoRRiSU19OlBmCYx+xG0YDEmQgGbPywacHPaCiWjtCs2qi0anj4iw8JmQPn1TGaDEIN8nAJQbGmwbZsNHQKfsYFTXTslj3QxAXrM1A6sKuWS1oVDeuGzX7/ewtINjvm91rcxSBPVNmv9zv28Xsc52NH0w5Z3ar0+Wi4HEthfcOW0yqEihlCUuEws1pHv+zhtXTnftVkzMVt7dsQ3xi3iDovMfpF22pKu42uT/2cw3qur75v+Odpmtbn5uaaf5mBP5LL5Ugul3MB4MaN8Yjj8DYAxJnjwTDnxYajzt29Q2vnSZl6OJoKveuAnl7cObo/nV/YyWQycj6f13K5HFlampFmZpae+Ww/11/wd3Jk9cGHLRvNkN/t3T0WZxsGvf/F9IOV05x3JrLZrPCfF23Tpk2bNi+SXwEjOmXl2CP0agAAAABJRU5ErkJggg==) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe3Uy08bVxQG8G/e43l4xniwwQZjTCApCQIlCmqDIKO2QYkCXbRh0Wy6qPo3dNNF9l2wzqLbSK3VXVUpUdRWlYpCVaU0iggSuAFTwNj4NX7MeJ7dZVMiItKoXfi3Prrn0z3nXqCrq+s/RrxK0eLiojCaUG5FJeZSo2k/y+UO72UfPjT+jQD0SQUff/Be7O2Lma9iMW2BZVnQNIXhM/VroKjPsvfvV143AHlSQV8yeT3eF1vgeB4Cx0KQJIyNpD6cu3rx89dtDgDUSQVLC+9+oUXVcdXsYGjlD4SGBkFGIgiR7vn+oBKkUinnae6vvdMGOPEGAqDNMCx4mkaY5KD0JyArKnwQgspa74wrjeWZmRnpjQXY2S197Xm+QXEc2lcvw9eiQBCANgrFcif0ZVgIPcmIlHZ7Ye7MaQKcOIJff3+yOXkuUxGi2vmOLETMVqNob/zMPVr5Yf1ZyTHrpqNcSnQ+iXH2pKmMrZzLDGQG0yPk5fG0tL653QQAXdfp7e1t/7jzXzxDXdc1wrUyPEse9UnWFU2q3ShWQ1uTafNCMhqMPT2I54d66bmOTT9yCz+93987hU03CbJdRISysV8rVRgqXCiYtbQsie0e2YcsSlu5Pc8QBVZqWPy3+w0y7zpEwQjEx4qiWNls1idu35y+JTOda5pkTMcjzFSxUmtOjESlSFjEn/tNRGQWZ4dU5AsWYgqJ8l4dv+TqECkZb/WrMFsHyD5uYXQggrOJEDaPShhLxXFYrmJkMArHY7BXbIImLVC0iHK9DdsmtgiSbj6vSsvUaCaZ1sL+lGn5k4leTgAIbrfkQgzx6JF9rG01EeJZtNot5PZLaJthdBwXhh+FxpOgiAABFcbOYRUxMcDzIwcJjQRJWDisBgixDnzPxF7Zb8shn0HguFVLWnE9Zrfp8GsvRjA7O6vJvDfQLwZpz2nfiIR5bajXQrFcm26aJJKab+QLRjjTE68Uy+XMcCwubRTa2G+RmJ8YRs0w7INGZS1fdSxVIGyOdgaOOto3CmvoTZPMHzrRuyLrq54T+N/9+Nv3/9iBl5mfvxIjGoEbyLLleR7veZ69mKrfhedqG2VqvepyOyMqm0yolLC64y/vtL0CwzAuy9rhBw9WiktLS2Q2mz12AV8pwHE+valfAOXTY2rwUckiVynPUkMTq/fu3MFLG70Ruq6f+gPq6urq6vrf+Buv5nPnxVeS2wAAAABJRU5ErkJggg==) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe3VyW8bZRgG8OebGc+esRPbU8cOzt4Et3WhSRtAQNM2JK1Uo24IceDAgb8BIXHwjVPFmQNXJNRTEa2IFFWRmkQiUhtUoiy0dlIrbhzHccbjsT22Z+EKCEiVUrj4d371vo++FWhpafmfkecpSiQS4mDYe8Mve0bKRmM1ldr59tbMjP5vBGAOKvjo/QvqG6f6vlHVwGWWZcEwNHoHSu+Bpj+9NT1dfNEA1EEFoUjkohoOXeYEARJNQ5RlHO2PXnv33KnPXnQ4ANAHFXw4dfaLnlotFv55FaFfUvCcjIFpa4NI7GOdbtGNRqPN5dRW9rABDlwBl1BV0u6Dc3wY9IW34Y28AsXrgwVK7OAqZwel8s2xsTHlpQXY2C58Z/gUvTLUByM+DCIKILaF5v5OjpeCd6Jd3emTfi76wdSbHYcJcOAWLC49etzfHW0EO5TXbQeeuq6V7ScLjcXF+bQqmMeWs+UsZRvxE0H7uhI5ui54g5WhoSF/PN4vrq9vVK6Mj/vWNjfNv+v/h2t48dyZSQLKEHlSfS2U+9xyWf7pnvDTSHTlE4qNVxsOp3TKrL76JOODOho97bdxe+kxtnbzzoBPzvukOvYtsQjXUEdjnY3MjrkMx4iJkv9hpkDfz+uu4bjUI6PGp+/OzuYAgFydOH0tIOgf+wRH7g275xmao3aKuj4y7FcUScbq030MddEQeAkFzUSjxOL+WgHeI69iWNShlQowHQ6ch0HTsbBn6WAoE2FVRZtA8HA9i5BfQZvIY7dkYU8zIPCili2yi8U6f5vu646cCMqNKYZhgrZtBXvDEjTD4vQqjSMdLJpNA5ldAoGnsbldQd0wEPAQBHmCWr0JiaPxw/I+8poGL09gOnWo7RSyuyYYBhBYG7taHQ2bgYdqIKfZzwjFb9QbVq5ksksEAJJJUA8ejPDNKheP+KgAS5oDtap+NRKgWb+Xp1ZSWz1Br2s5ttahFdUVYhuxTIUwqj/MjPdJ+Hr2V4z1BJ5JAmHSOn5UZW08r3vnRM6VeVo/XjDDN8s2m+HcZlcJwt179xYyf3kGfi+ZTFLJZNIBgMnJt1TbFiwfY4Yci1jvhCtfbpRI2nZo9kxv2+i2Aatd4gvTa/pXTHvnQnV/u+fOzFwaACYmJpSZf3i2n+sv+LNLl8aUPl6ODQbJ9XIdKcOiNlc3K3Pfz88bh+l3aIlEQvxPB7a0tLS0vAy/ARPEawnFg4mRAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur27184 1.3333333333333s linear infinite forwards;
}
