@keyframes rwdcur45407 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjUlEQVRYhe2VMU7DMBiFXyrG6s1VJG7A5EtQZaED9AAVCyoXIAdAHACq7oxMlRigAxILJ+iYqVwArO6PIXFx07SgtkmKxJMsRXbk9/n/f/8GUsmNMAyFCtVwHwIQRRFmsxmqhgAA6WMiAYqiSCSrjURmVi8EsvzXHokiCKQlUq6UmdQGIc8gDEPFcVwdhDP3IUjWA5GfrhSiSJVHokhFNYHv9l2NOsZLh7QH6agLYiEddUEAe5COf4g/C0FSbuwa8kcIktJ0JE1Heo6zRjZ5l1aNbSH8k5LUoIe5ecd4AEU7bQiw1KwcxKAH6a0/N59HZ9cAeYi15uuMtgFwEEXmyD1ijdVbbK+bU4uL8z7Gj3d4RYyXhG4pKBWApHzzqyeDJEnQbrdBEvCvXxlF6Ifd5dsYo263K2PMQg0cbGKyzvxzcg8AGA9PcHZLWGsBAEmSoNlsAgBarRYAwFq721vgGo1/cm9ZJGWMWWhEwSqzo8MgyM/9Qspy7E6e30Mk8XCZRuX4evmH0pVFBkAK+QV1lBj+ksnDUwAAAABJRU5ErkJggg==) 0 0, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABi0lEQVRYhe2VPU7DQBBGnxFlNHUUiRtQ7SWI3JACcoCIBoUL4AMgDgARPSVVJApIgUTDCVK6ChcAK/1Q2BvWjm2ixD8SMNJKltea7+03s2OIQ+3q9XpKg7FnHxTwfZ/lcknTEACqH3NVUN/3VUSadSIRaxeCpP6tO5EHQdwifwwiCIJ2IUSkfQigOQgtSNqYE0UAkN8TfI/v6sTLIAbGKYdq9U6UidtIlaMOiE0iVY62IKDmcvxD/GoIEVG7qob8EUJEVBdT1cVUn4NkkM3fVYvWrhDuSUVEJyNW4gPjAORl2hJgbVhZiMkI1bfxSnzlTtUAWYhS8TKhXQAsRJ44mZ/YXnGK3eP6JOL8bMzs8ZZXAl5CsVterQAioq745ZMhDEP6/T4iAu71q6MJXdttvY0xOhwO1RiT6oH9bUTKxD/n9wDM7o45vRGiKAIgDEM6nQ4A3W4XgCiKqr0FdtC4J3e2VUTUGJMaRF6R2OGB52XfbRCa1NiePJtDRYSHi9iVo6v1D2qPxBkghvwCYJAY/snu6kkAAAAASUVORK5CYII=) 0 0, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABi0lEQVRYheWVMU7DQBBFnyPKaOooEjeg2ksQuSEF5AARDQoXwAdAHACi9JRUkSggBRINJ0i5VbgAWOmHwt6wcZwQEscOYqSRLO96/tuZ2TEkps6bzaZSotXcgwJhGDKdTikbAkD1Y6wKGoahiki5mUjFqoUgrX/lmciDIGmRfwYRRVG1ECJSPQRQPcReZCKvJ/ge3+VY23jlUN2DchQNoWsGmStHkRDrArjthUI48b2A+O1nlTfmn4MQEXVeNOSPECKiOhmqTob6HKWDbPyuusy3hfBPKiLa7zITbxsPIC/ShgALw8pB9LuovvVm4rPsFA2QhVgpvkpoGwAHkSdO5idWWx5ie7s5jbk47zF6vOOViBcrbinYKYCIqC9+9WSw1tJqtRAR8K/fLprQT7urtzFGO52OGmPmeuBgE5FV4p/jewBGgxPOboU4jgGw1lKv1wFoNBoAxHFc7C1wg8Y/ubesIqLGmLlBFCwTOzoMguy7NUzTGruTZ2OoiPBwmWTl+Hpxw84tzQyQQH4BS4wY/la6j9MAAAAASUVORK5CYII=) 0 0, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,10.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfklEQVRYhe2XPU7DQBSExxxgDhCJNhXVO0BaIlcpUA4Q0aBwAXwAxAXIHRBVEAVQRKJBHCAVMk1yAWSlH4p4zcZxAkocOwietJLltTzfzvuxDMxDbjUaDaHCOHAXAhCGIWazGaqGAADpYywBCsNQJKt1IhWrFwJp/mt3oggC8xL5YxBRFNULQbJ+CAD1Q+yFE0U1ga/xXU10zEuHtAfpqAtiIR11QQB7kI5/iF8LQVJulQ35LQRJaTKUJkM9RukgG0+lVWtbCP+kJDXoIRPvmAdQ9KYNAZaGlYMY9CC99DPxzJ2yAfIQa8XXCW0D4CCKxJH7iGX/Be83o9Lb5uokwdlpH0/313hGhFFMtxUsAZQZJOWLXzwY4jhGu90GScBvv/FUcqf3XdimCH3bXb7NTN1uV2ZWXANvd68LgpsA5PvcExJJtVotmZmazeZuusAB5MRdiKTMbGEQBavEjg6DIH/vB6E0x0iSBPCKzd+/PU8AAMeXyw/sPFJnAMwhPwG0uilqSdIdXQAAAABJRU5ErkJggg==) 0 0, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgklEQVRYhe2VPU7DQBCFn3OAd4BIdFEqqj1AWiJXKeACEQ0KF8AHQBwAcgdElYgCKCLRINGkSoNkmuQCyEr/KOIN658EFCd2EIw0kuW19n37ZnYMLEI26/W6UGLU7IMA+L6P+XyOsiEAQPqYSIB83xfJcp2IxaqFQFz/yp3Ig8CiRf4YRBAE1UKQrB4CQPUQe+FEXk/ga3yXEx3jlEPag3JUBZEoR1UQwB6U4x/i10KQlM1tQ34LQVKaDqTpQI9BPMgmM2lVFoVwT0pS/S6W4h3jAOTttCFAZlhZiH4X0ktvKb50Z9sAaYi14uuEigBYiDxxpH5itdVbFI+r4whnpz083d/gGQFGIe2SlwF4vx1t7UqQlCt+8WAQhiHa7TZIArt0IC1+ck2Mx2OEYQgAaDQaSYjJTLKnd13YpAfS99xpNpFUq9WSMUbNZjN7C96GrwnBIgApcRsiKWNMYhB5q8QODzwv/e4HodheRFEEOM3mrt+dRwCAo8vsBzuP2BkAC8hP9IMdwqWidvkAAAAASUVORK5CYII=) 0 0, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe2VMUoDQRiFv4hl+ItUIeANrOYShm200Bwg2Ei8gHsA8QAq9pZWAQtNIdh4gpRb6QV0Sf8sdidOkk2UxOxG8IeBZWeZ9817M/9CVvKj1WqJEmvLPwiIoojRaETZEADS+1ACRVEkMyvXiVysWgjy/CuDUA5QBJFNlwAAWRylQ3jxECKO42ogfJlZ+RBFXJVDbIQTRWeCr/ZdTh24IA5pA+KoCmIijqogYAPi+If4sxBmJj9+G/JbCDOTXvvSa1+Pcd7Ihm/SvLEqRLhTM9N1l7H4gQsAilZaEmCmWXmI6y7SS28sPnbntwGmIRaKLxJaBcBDFIkz9RPbmr/E6nVxmHJy3GNwf8UzMU+J+anaWgHMTKH42YMjSRLa7TZmBuH1W8chDG33eTvn1Ol05JybOAPby4gsEv8Y3gIwuNnn6NJI0xSAJEmo1+sANJtNANI0zW6BGo2ZsYwDvtGEOw+mZWZyzk00ohoU2727U6tNv/tBKc/Y73x6DZkZd6eZK3vnsx+svXJngAzyEwAiI6iFJvjpAAAAAElFTkSuQmCC) 0 0, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe2VsUrDUBSGvxTHcoZOpeAbON2XsGSxg/YBiovUFzAPIIKrFndHp4KDFhFcnDvUQchUX0Av3Y9DcmuapFVamyh64EK4N9z/y/+fewNRqRuNRkMpsCruQQHf95lMJhQNAaD6OlIF9X1fRaRYJ2KxciGI8y/diTwIohb5YxBBEBQLoanNRaRYiDSAmy4EwonnQRTmxBwHgPye4OP6LqZaJhGHajmnYyaOsiBm4igLAn5AHP8QvxZCRNSN74b8FEJEVMd91XFfb4P4Ihu9qM4bq0Ikv1REtNdhKt4yCYC8nZYEyFxWDqLXQfWxOxWfuvPdAGmIheKLhFYBcBB54qR+YpX5W6xeJ7uWg/0ug+tzHgi4D8UteWsFEBFNih/dGMIwpNlsIiKQPH7raMKk7S5vY4y22201xsz0wAaA1moZsaclxd9GlwAMLnbYOxOstQCEYUi1WgWgXq8DYK3VtUSQEvcAz1rLcDgE4PnulKvDCMyDfLu3Nj0vPfeF0jjjpHhm3YlvH2dfWHvF+QMR5DsnfQ/Zwbeu+QAAAABJRU5ErkJggg==) 0 0, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe2Vv0rDUBTGfymO5QxOpeAbON2XsGSxg/YBiovUFzAPIIKrFndHp4KDFhFcnDvUQchUX0Av3Y9Dc2vaprG0+QPqBwdCbrjfL+c7uYGJ1FW9XlcKVMVdKOD7PuPxmKIhAFQ/hqqgvu+riBTbicisXAii/EvvRBIEkxH5YxBBEJQLISLlQwDFQeiSTQvrxDIASJ4Jvo/v7MzTIJomFodq9p1IM3eaiSMPiFU0E0dZEJBzHP8QvxpCRNRV1pA/QoiI6qinOurpQxAdZMN31WW1KUT8TUVEu22m5k0TA0jaaU2AhcPKQXTbqL50pubT7mQNMA+Rap5mtAmAg0gyZ+4nVlm+xeY6P7AcH3Xo313xTMBTKG7JyxVARDRufnpvCMOQRqOBiED888tjCONtd3kbY7TVaqkxZmYGtgB0e3vB7HVN88/hDQD9630OLwVrLQBhGFKtVgGo1WoAWGs1lwjmzD3As9YyGAwAeHu84PZkAuZBcrt3dzxv/t4K0ijjuPnCujPfO1t8IHdF+QMTyC8c+w/ZMsq8vQAAAABJRU5ErkJggg==) 0 0, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjUlEQVRYheWVsUrDUBSGvxTHcganUvANnO5LWLLYQfsAxUXqC5gHEMFVi7ujU8FBiwguzh3qIGSqL6CX7schuTVt06JNkxQ9cCDkhPt/Of/JCUShLuv1ulJgVNyFAr7vMx6PKRoCQPVjqArq+76KSLGdiMXKhSD2v/ROpEEQjcg/gwiCoFwIESkfAigfYiM6kTYTfK/vYqJpEnaoboAdZUFM2VEWBGyAHX8PQlcnXw9EBoBfQYiIupzUnXjeECKiOuqpjnr6EMSLbPiuuiizQiTfVES022Yi3jQJgLSTVgSYW1YOottG9aUzEZ90Z90AsxBLxZcJZQFwEGnizPzEKouPyB7nB5bjow79uyueCXgKxZW8XAFERJPip/eGMAxpNBqICCS/tjyGMNl257cxRlutlhpjpmZgC0C3t+fEXlcU/xzeANC/3ufwUrDWAhCGIdVqFYBarQaAtVZzsWBG3AM8ay2DwQCAt8cLbk8iMA/S272743mz934QGnucFJ+rO/G9s/kHco/YfyCC/AL8QA3bW8OFlQAAAABJRU5ErkJggg==) 0 0, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABc0lEQVRYhe2VsUrDUBSGvxTHcoZOpeAbON2XELLYxTxAV32C+wAurlLcncSpY0UcnTvUQahLfQG9dD8Oya1pkio0bW5FDxwIJOT7cv7DDaSlvnu9ntJgtfyFAnEcs1gsaFoCQPV9qgoax7GKSLOTyGBhJcjyDz6JKgnSFfljEtbasBIiEl4CCC+xF5Oo2gm+ju9mqm9ycajuQRyhJFbiCCUBexDHv8SvlRAR9b1tyR8lRER1PlKdj3Rss4Ns+qa6rutK5L9URHQ4YAnvm5wAwOvt4wpwQ4HSYeUlhgNUn86W8OV0ti1QlPgW7kEenpeoI+AlquAUf2K7mIAXyMOttdWbvw5UN4I83BijSZJokiRliW0LFOEe6CWMMSsSBwDa6ZRgzxvCP6Y3ANxfn3B6JTjnAJjNZrTbbQC63S4AzjltVb+qXhXgERA555hMJgC8PFxyd56KRVA97qPDKNqArSICkIeX7nv48UX5gZ1Xlj+QSn4C+lguQZhhgGUAAAAASUVORK5CYII=) 0 0, auto;}
34%,34.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeklEQVRYhe2VsUrDUBSGv4hjOUOnUvANnO5LCFnsYh6gqz5BHsDFVYq7kwhCR0WcxLlDHIS4tC+gl+7HIbn1tokKaZpU9MCFQML9vnv+ww1kpW71+32lwdpxDwqEYch8PqdpCQDVt0QVNAxDFZFmO5HD2pUgz7/1TpRJkI3IH5OI47hdCRFpXwJoX2IrOlE2E3xe383UwHhxqG5BHG1JLMXRlgRsQRz/Er9WQkTUrbolf5QQEdXpWHU61ts4v8iSmepXa10J/6QioqMhC/jAeAJlO1UUKFxWTmI0RPXpeAFfdMeBXq8eloBVBVYlvoX7oDoFnEQZnNWfWDJTdXBfog4BHx7HcfnkO1B681hrBD7cGKNRFGkURUWJTQyhD3dAJ2GMWZLYBdButwB7rgh/Ty4BuLs45OhcsNYCkKYpnU4HgF6vB4C1VnfKt1qvVuABEFhrmUwmALzcn3F9kokFUN7u/b0gqMBWEQHw4YX3Dn5wWvxg45XnD2SSH9/iLktW5bKQAAAAAElFTkSuQmCC) 0 0, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe2Vv0rDUBSHv5SO5QydSsEto1NfwpLFDvoCxUXqC5gHEMFVi7ujU8FBiwgujtKhDsKd6gvopftxSG6NaVqlf5IKHrgQckO+L+d3OYGo1K16va7kWCV3oUAQBIzHY/KWAFB9H6qCBkGgIpJvJ2JYsRLE+RcmobFAlkS0nYMARHHkLuHgSYkwDIuRcCUi+UtkeRUusRGdyDoTfI3vfKrVSMShugFxFCXxLY6iJGAD4viX+LMSIqJurVryRwkRUR31VEc9vQvjQTZ8U521lpVIfqmIaLfNBN5qJASy3rSgwNSwchLdNqpPnQl80p1VC6Ql5sLngZYRcBJZcFI/sdLsVyxfp3uWw4MO/ZsLHgl5MOK2vLUKiIgm4ce3DYwxNJtNRAQSHSgDaLU61e6XFcH3zwVrnwHwfR/f9zHGYK1VwCsvyJkJ/xheAdC/3I3hFgBjDJVKBYBarQaAtVbXEkEK7gGetZbBYADA6/0Z10eRmAfZJ357y/PS935RGmechE/tO/jOyfQDa694BgCR5Cdo6geUI6Eq6AAAAABJRU5ErkJggg==) 0 0, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYheWVsUrDUBRAT0rHcodOpeCW0ak/YcliB/2B4iL1B8wHiOCqxd3RqeCgRQQXR+lQB+FN9Qf00f06JKlpmpbSpEnBCw9CbvLOyb2PGwhCo9VsNpUCoxJdKOB5HtPplKIlAFS/x6qgnuepiBRbiRBWrgRh/0uvRJoEwRH5ZxK+75crISLlSwDlS+xEJdLOBH/ju5jotGLtUN2BdpQlMdeOsiRgB9qRu4Ru9mJ+EhsK5CMRwYuQEBGN1lw+A3xtCRFRnQxUJwN98sNBNv5SXbaySsS/VES032UG77RiAmk7bSiwMKwiiX4X1bfeDD6rTt4CSYmV8FWgLAKRRBqcxE+ssnyL7HF5ZDk96TF8uOEVnxcjUcrZqoCIaBx+/tjCGEO73UZEIFaBKoDW6wvl/sgJfnwtWPsOgOu6uK6LMQZrrQJOdUPOUvjP+A6A4e1hCLcAGGOo1WoANBoNAKy1upUWJOAO4FhrGY1GAHw+X3F/Fog5kH7i9/ccJ3lvjdCwx3H4Qj6CH1wsPrD1CGcAEEj+AineB5TSJV5WAAAAAElFTkSuQmCC) 0 0, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,45.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlElEQVRYhe2VsU7CUBSGvxJGcgYmQuLW0YmXkHSRQV+AuBh8AfsAxsRVibuTcSJxUGJIXBwNAw4m1wVfQG/YjwO9WCigoUIxepIbmt6m39fz3xxgWOpWuVxWVlg5d6FAEAQMBgNWLQGg+tZTBQ2CQEVktZ2IYNlKEOWfeSemSTA8In9MIgzDbCVEJHsJIHuJtejEtDPB5/heTdUqsThU1yCOrCTG4shKAtYgjn+JXyshIurW2L6mN/5SQkRU+y3Vfktvw2iQ9V5VZ620EvEvFRFt1hnBa5WYwMtlRwHcL8CCAolh5SSadVQfGiP4qDsOFIenEZiUmAufB0oj4CSmwZn4E8vNfkX6Ot6x7O81aF+fcU9Ix4jb8pYqICIahx/eVDDGUK1WERGIdSAPoMViot1PPwTfPRWsfQTA931838cYg7VWAS+/IGcm/L13AUD7fDuCWwCMMRQKBQBKpRIA1lpdSgQTcA/wrLV0u10Anu9OuDoYinkw/cRvbnje5L1vlEYZx+GJfQffOko+sPSKZgAwlPwAiSAJZcPP0oQAAAAASUVORK5CYII=) 0 0, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgklEQVRYhe2VsUrDYBCAvxTHckOnUnDr6NSXsGSxg32B4iL1BcwDiOBai7ujU8FBiwgujqVDF+Gf6gvoT/dzSFKTNK1i2qSiBwchf8j35e64gB8aZq1WU3KMUnihgOu6zGYz8pYAUH2bqIK6rqsikm8lAlixEgT9L7wSaRL4I/LHJDzPK1ZCRIqXAIqX2IpKpM0En+s7n2g1Iu1Q3YJ2FCURa0dRErAF7fiX+LUSIqJhrlvySwkRUZ0OVKcDvfeCRTZ5VV2WWSWiXyoi2u8wh7caEYG0N/1QYGFZhRL9DqrP3Tl8Xp11CyQlVsJXgbIIhBJpcBI/sdLyV2SP80PL8VGX4e0lT3g8GgmPnJiAViqazCxgEdEo/PSugTGGZrOJiMAmK5CEt3vCaDTCGANAvV6PSeysG/4+uQZgeHVAuydYawEwxlAulwGoVqsAWGt1IzOQgDuAY61lPB4D8PJwwc2JL+ZA+sTv7TpO8t43QoPyRuEL5yF8/2zxgY1HsAMAX/IDw1QB7nieTFgAAAAASUVORK5CYII=) 0 0, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,50.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe3VsU7CUBTG8X+NIzkDEyFxY3TiJSRdZJAXIC4GX8A+gDFxReLu6ETioMSYuDgSBhaTO+EL6A37cWgvllLQWGgx8SQ3Ib2k349zbi4QlrpVrVaVHGvHfVDA932m0yl5IwBU38eqoL7vq4jk24korFgE0fwLQ2gESEOE2zkAIBxH7ggXHkcEQVAMwpWI5I9IcxWO2IpOpJ0Jvq7vfKpZj41DdQvGURRibhxFIWALxvGP+LMIEVG31o38FiEiqpO+6qSvD0F0kY3fVJetrIj4LxUR7bWZhTfrMUDam34JWLisHKLXRvWlMwufdWfdgCRiZfiqoCwAh0gLJ/EntrP8Fdnr4shyctxhcHfFMwFPRtyWNwfQclmTK0uwiGg8/Oy+jjGGRqOBiMAmO5AMb3WF4XCIMQaAWq02h9hdd/jH+AaAwfUhra5grQXAGEOpVAKgUqkAYK3VjZyBRLgHeNZaRqMRAK+Pl9yehjAP0k/8/p7nJZ/9oDRqbzx8Yd+FH5wvfmHjFd0BQIj8BOAwC+RO/TP5AAAAAElFTkSuQmCC) 0 0, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
51%,51.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe2VsUrDUBSGv4hjOUOnEnDr6NSXsGSxg32B4iL1BcwDiOBai7ujU8FBiwgujqVDF+FO9QX00v04NKnJbVrFtomKPxwISbj/l/8cTmAqjcv3fSVHbcUXCgRBwGQyIW8IANXXkSpoEAQqIvkmEZkVC0HU/8KTyIJgOiJ/HEITBr7vaxiG+UKoc7iI5AcRm7sQQP4QrnJNYpGyZoKP9Z2PGrVEO1SLSSLVjqIgUu0oCgJ+QDv+IX4thIhoXOuG/BRCRFTHPdVxT+/CaJGNXlQX1aoQyS8VEe22mJk3agmArJO+CTC3rGKIbgvVp/bMfJbOugFciKXmy4xWAYghssxxfmJbi49YXWcHlqPDNv2bCx4JeTASP/JSAFouq1urGIuIJs1PbmsYY6jX64gIbDIB17zZEQaDAcYYAKrVagpie93mb6MrAPqX+zQ7grUWAGMMpVIJgEqlAoC1VjcyA465B3jWWobDIQDP9+dcH0/BPMie+N0dz3PvfUEaxZs0n3sem++dzr+wcUU7AJhCvgPVrgvkUWjJNAAAAABJRU5ErkJggg==) 0 0, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkklEQVRYhe2VsUrDUBSGv4hjOUOnUnDr6NSXsGSxg32B4iL1BcwDiOBai7ujU8FBiwgujqVDF+FO9QX00v04JLcmaVrFtomiBw6Ee8P9v/zn5FwIQ11Wq1Ulx9hyDwr4vs90OiVvCADV17EqqO/7KiL5OhGJFQtBVP/CnciCIGyRPwYRBEG+EJo6XETyhUgDuOVcIJx4FkRuTixwAMjuCT7Gdz7RrMfKoVrM35EoR1EQiXIUBQE/oBz/EL8WQkTU5bohP4UQEdVJX3XS17sgGmTjF9VFuSpE/EtFRHttZuLNegwg66RvAswNKwfRa6P61JmJz9xZN0AaYqn4MqFVABxEljipS2xr8RGrx9mB5eiww+DmgkcCHoy4LS8BoOWypnMVYRHRuPjJbR1jDI1GAxGBTTqQFm91heFwiDEGgFqtloDYXrf42/gKgMHlPq2uYK0FwBhDqVQCoFKpAGCt1Y30QErcAzxrLaPRCIDn+3Ouj0MwD7I7fnfH89JrXwiN7I2Lz+078b3T+Rc2HtEMAELId9BtC+R4uvGaAAAAAElFTkSuQmCC) 0 0, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABl0lEQVRYhe2VsUrDUBSGv0jHcoZOpeDW0akvYcliB/sCxUXqC5gHEMG1FncncSo4aJGCi2PpUAfhutQX0Ev345CkpklbStM2Bf3hQshN+L6cczkBPxquUqmkbDF74YUCrusyHo/ZtgSA6tdQFdR1XRWR7VYigGUrQdD/zCsxSwL/iPwxCc/zspUQkewlgOwldqISs84Ev+N7O6lVIu1Q3YF2ZCUx1Y6sJGAH2vEvsXYJTWe9tISIaLim9lMKLCUhIqqjjuqoo09eMMiGn6rzVlqJ6JeKiLYbTOC1SkQA4OOuNwVcUSAxrEKJdgPV1+YEPqnOPNCqAnGJhfBFoDQCocQsOLGfWA5AC4UE7C0NPcjlseX0pEn34ZoXPHqmBVgAJ3xmb+7bKSIiGoWfP1YwxlCtVhERiFRg7QJxeL0l9Pt9jDEAlMvlKYncuuHfw1sAujdH1FuCtRYAYwz5fB6AYrEIgLVWN9KCGNwBHGstg8EAgPfnK+7PfDEHZp/4g33Hid9bIhqUNwpP7Ifww4vkAxtPMAMAX/IHPqYC9M0BCUoAAAAASUVORK5CYII=) 0 0, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
73%,73.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgUlEQVRYhe2VsUrDUBSGv4hjOUOnUnDr6NSXsGSxg32B4iL1BcwDiOBai7ujU8FBiwgujqVDF+FO9QX00v04JLemSapi26SiPxwIueH+X/5zcwKh1FW1WlVy1Ja7UMD3fabTKXlDAKi+jlVBfd9XEck3icisWAii/heeRBYE4RH5YxBBEBQLISLFQwDFQ2xEEllngo/xnY+a9Vg7VDegHUVBzLWjKAjYgHb8Q/xaCBFRV6uG/BJCRFQnfdVJX++CaJCNX1QX1bIQ8TcVEe21mZk36zGArJ1+CJAaVg6i10b1qTMzn6WzaoAkxKfmzkjL5VQtA+AgssxJ/MS2Fm+xvM4OLEeHHQY3FzwS8GDELXlrBRARjZuf3NYxxtBoNBARWGcCSfNWVxgOhxhjAKjVanMQ26s2fxtfATC43KfVFay1ABhjKJVKAFQqFQCstbqWFiTMPcCz1jIajQB4vj/n+jgE8yD7k9vd8bzkvW9Io3jj5ql1Z753mn5g7YpmABBCvgODTQHu7l0I8QAAAABJRU5ErkJggg==) 0 0, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78%,78.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhe2VsU7CUBSGvxpHcgYmQuLG6MRLSLrIIC9AXAy+gH0AY+KKxN3RicRBiTFxcSQMLCZ3whfQG/bjQC+WUkChpYP8yUma3ub+X/9zewoTqatyuaxsUXvuQgHf9xmPx2wbAkD1c6gK6vu+ish2kwjN8oUg7H/uSSRBMDki/wwiCIJ8IUQkfwggf4itJaFLNkw6E/yM7+wBAOrVSDtU003Cma+CmGlHVhCrNNOOtCH+oB3EDmJtCBFRV2lDroQQEdVRV3XU1acgHGTDD9VFtSlE9E1FRDtNpub1agQgaac1AeaGlYPoNFF9a03Np+mkDRCHWGrujLRYnKtNABxEkjmxn9je4i0219WJ5ey0Re/hhlcCXoy4JS9TABHRqPnFYxVjDLVaDRGBLBOImzfaQr/fxxgDQKVSmYHYT9v8a3gHQO/2mEZbsNYCYIyhUCgAUCqVALDWaiYtiJl7gGetZTAYAPD+fM39+QTMg+RP7vDA8+L3fiEN442az60786PL+QcyVzgDgAnkN4CjC+R1am9TAAAAAElFTkSuQmCC) 0 0, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,80.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjUlEQVRYheWVsU7CUBSGvxJHcgYmQuLG6MRLSLrIIC9AXAy+gH0AY+KKxN3RicRBiTFxcSQMLCZ3whfQG/bjQC+WtqhAoST+yUma3ub8X885PYWp1EWlUlG2qIK7UMD3fSaTCduGAFD9GKmC+r6vIrLdSoRm+UIQ9j/3SqRBMB2RfwYRBEG+ECKSPwSQP8ROVCJtJvhe39tRoxZph+oOtCMviLl2ZAmhyyXIHmJJgGwhnPlOQKyg/AdzGQgRURdZQ/4KISKq457quKePQbjIRu+qi2JdiOibioh2W8zMG7UIQFqmFQESy8pBdFuovrZn5rPqZA0Qh/jR3BlpqZSIdQAcRJo5sZ9YYXGK9XV5bDk9adO/v+aFgGcj7sjbKICIaNT8/KGGMYZ6vY6IwCYrEDdvdoTBYIAxBoBqtToHsZe1+efoFoD+zRHNjmCtBcAYQ7FYBKBcLgNgrdWNtCBm7gGetZbhcAjA29MVd2dTMA/SP7mDfc+L3/uDNCxv1Dxx7swPL5IPbFzhDgCmkF9rnwvkZ7/SKQAAAABJRU5ErkJggg==) 0 0, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91%,91.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkUlEQVRYhe2VsUrDUBSGv4hjOYNTKbh1dOpLWLLoYF9AXKS+gHkAEVy1uDs6FRxURHBxLB2yCHdqX0Av3Y9DcmuaRFts0oh64EDIvZz/u/+5OYEo1GWj0VBWGGvuQQHf95lMJqwaAkD1NVQF9X1fRWS1TsRi1UIQ979yJ/IgiK7IH4MIgqBaCBGpHgKoHuJHOJF3J/gY38WEzim220q0Q7V4J+YBQKodRUI48UUgZtpRBsSi20ttxz/Er4YQEXVZNORcCBFRHfVVR329C+JBFo5VP8tlIZInFRHt7TMV320lAPIqfRMgM6wcRG8f1efuVHzqTjhW1Y2NTH4XIA3xpbg7adEADiJPnNRPbO3zEsvH6Z7l8KDL/c0FTwQ8GnFLXqkAIqJJ8ePbFsYY2u02IgJlOpAW75wLg8EAYwwAzWZzBmK9aPG38AqA+8sdOueCtRYAYwy1Wg2Aer0OgLVWS2lBStwDPGstw+EQgJeHM66PIjAP8r/5rU3PS79bIDS2NymeWXfi2yfZDaVHPAOACPIdQIsWjk4XduwAAAAASUVORK5CYII=) 0 0, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhe2VsUrDUBSGv4hjOYNTKbh1dOpLWLLoYF9AXKS+gHkAEVy1uDs6FRxURHBxLB2yCHdqX0Av3Y9Dc2uaRI1t0gj6w4GQG+7/3f8kJzCVumo0GsoKteYuFPB9n8lkwqohAFRfQ1VQ3/dVRFabRGRWLQRR/ytPIguC6SvyxyCCIKgWQkSqhwCqh/gVSWS9E3yM79VotxVrh2rxSWiOjebaUTREHgBItKMoCGeeFwJKaMcPzMuDWED/ED+GEBF1VTTktxAiojrqq476ehdEgywcq35Wy0LETyoi2ttnZr7bigFk7bQgQGpYOYjePqrP3Zn5LJ1wrKobG6laFCAJ8aW5O2nRAA4iy5zET2zt8y2W1+me5fCgy/3NBU8EPBpxS16pACKicfPj2xbGGNrtNiICZSaQNO+cC4PBAGMMAM1mcw5ivWjzt/AKgPvLHTrngrUWAGMMtVoNgHq9DoC1VktpQcLcAzxrLcPhEICXhzOuj6ZgHmR/81ubnpe8l0MaxRs3T6078+2T9AOlK5oBwBTyHTtKFo4EXrK3AAAAAElFTkSuQmCC) 0 0, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABf0lEQVRYhe2VsUrDUBSGv4hjOUOnUnDr6NSXsGSxg32B4iL1BcwDiOBai7ujU8FBiwgujqVDF+FO9QX00v04JLemSatim6SiPxwIueH+X/5zcwKh1FW1WlVy1Ja7UMD3fabTKXlDAKi+jlVBfd9XEck3icisWAii/heexCIIwiPyxyCCICgWQkSKhwCKh9iIJBadCT7Gdz5q1mPtUN2AdhQFMdeOoiBgA9rxD/FrIUREXa0b8ksIEVGd9FUnfb0LokE2flFdVqtCxN9URLTXZmberMcAtFxO1Q8BUsPKQfTaqD51ZuazdNYNkIT41BzIBMBBLDIn8RPbWr7F6jo7sBwddhjcXPBIwIMRt+RlCiAiGjc/ua1jjKHRaCAikGUCSfNWVxgOhxhjAKjVanMQ2+s2fxtfATC43KfVFay1ABhjKJVKAFQqFQCstZpJCxLmHuBZaxmNRgA8359zfRyCeRB+CclNdnc8L3nvG9Io3rh5at2Z752mH8hc0QwAQsh3bZQXQipla7gAAAAASUVORK5CYII=) 0 0, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur45407 16.666666666667s linear infinite forwards;
}