@keyframes rwdcur73179 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 8, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
11%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhe2UTUhUURiGn3PvnZ/7Mz862kyamVptoj8kiKCfRW0iiJIW1SJctCiioF0t2toiCiFoEUEgtchFEVaaUGREBVlBlFFCmWVKDjPOXOd6dWZOi3JylmMhLeZZne/w8b7vOZzvQJkyZcr8j3TFV8mF8tLmFjuvrJbRXI5M1gtAf1+FbN6SEPMV7+8KyHxYQdZX8pZKOjsc7p5+V6RXVBzr2COHnDi667B90xRr41/RLAWyeUoN8qwnLL1ehZxX5ZGo5clLL8IyqDNN2vfdKWgVbuB8zyE5PiYwbRe7yuDai0neG3nWr1RZ7HOBREmnt9dEGZ1Uedgr+OQLY1l+AuMKET1W1FcIEMlX4SgOzb7VxBMpPlojvA74efkggeHNlmQOcLlX5VsugB4LEx21aJiqwWvmsaSH649PyAOb20VRAGM6iOkqeAYtljVBnQXdzhcyMYvv1ZMlB/iwVCOWCWH88NMSW479NkciruIJgp7WC33K7EI4AUQqjBVJUlsdZyQ9QdDUCZg+Xm0YKPkhhhtMPDMqRqVBls/Ur0tjiSge14dIB4sD9Ha2S3dSMuZLoGwc5n5cI6kZBIMWt7b2zGsKHtY/Fbd33xP+aY3ndiWDEzbupjfYNsw4fyQVAHsogzPmYKZVhgdW4OZ0orXVXNp2dd4jOMvllg7h1/yMTNSRGorgprJMj0/T3X5WFgKoycXkJkyMTATV0WlsaODMjra/Np+lbf8FEdBDaMkwWspApkKQqOFPgHSQoLIIX86iqb6Rw7uO/zPzWU62nhLVoShGPoQ+U4GatoDfUzA6lMGzxMvRi0f/ufFcWo8cFnfOdcvB/mGWi9pfm8/2vpM3Dz5asL8foO/UK3ljd++CepYpU6bM/8tPM/jfvMvQ8bcAAAAASUVORK5CYII=) 15 8, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2Vv2sTYRjHP/feXa75XattCfgDqqg4OAj+CQ4O4mIXly6dOrq4CCJdFKqDk1pdOijioFJUsCCIOBUKUkHwR6WNTZomTXrJ5S5317vXoRpNu5QmdMpne98Xnu/nfd4HXujSpUuXLcyNTsnZixNyr/LE1o2lcJVSwup40McL4/LDyL1tF2sReHf3sSwoVfz+cscFrAFYDIrb9lsEFt1lwkEXuz/Fq3s3OvoMbqaGE/d4MfGgpa72/6KsSjZ0gehR0ZJGx8KnH41Lq+ThqwE5r9Ry1uzArZf35VpokU8LahENz4h0TMBPGdRiOmuei6mFTE5PNbvQFCjUKjRiIeWTP2k4GlYYdkygLnTKIuDX8Rh2NCRn/5uxpoAZeNipBc4kkyQUk3xgcvPttY7MQTXwEY0e0pllViM5inWzVWD4/W3pxAUDR2v0ViPge6x6NYpuve3w6zNX5Upgosp1jokIyYMFHENjbG5Swp8hrFRM4koPX76nMT2BTEGp4ZN01bYFSg2LwDc4IHQMO0HfoQLLGxrl4uYzaENLd+T6V5fQFmjGKWqKhxQO0nXwPYWzM8Ny9twzZbcCdUehWrVw1CgiK6jk9uMnbepusCmwcPiKEnt4XvqDLioKgig+dVTNIJ+PMn/5+a7DAfKug6frVBNRiMQI9AECXVJPbpbVAD6PvlEufTsidV1SSiSoa4Jep8brzGJb4QDZbB7ttEVgWOi6jtAtNnSVoGQD0AwYmc9ILQY0QuyowZOhpbbD/zL8IyNXevvY53nEXZfQlTw9ke1Y/R0z9im9Z79sly5duuyY3zE+BdP2QVBPAAAAAElFTkSuQmCC) 15 8, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2VXWyTZRTHf8/79nv9WLvJWLMPIkPELYsIiILGEQ1g/AxiJCRgUC+IBG6UGBJjiDFRg8Y7w40XgokS42KCREJ0CTESYmQCythHy7Z23dau7dq+Xd+3a98+XhgR4li2Ge/6u33O//zPOTk5D1SpUqXKErhy8IDs271TAvTt3imvHDwgl5rLspjgcx9/IOPXB/h1JMS6Zh8As7UKl0ZCnHxtn1y25h62vXFELCbngoJPnvhMZsIhmE7jTqdpbK5j+/vHb2rPHtkvJ6Ip8oEA+APUrmxjz95XF5R73qCPvv1cagMRnKaJ367ilEW8Au5yltj8+oc3tT9/+pac0q3kJOjCznTRRFdVPKtbePP5l+f1mPPx8E/dUr82hLNk4rPbIZmlMp2kdUUDHlWyY//Rf+m6jx+VmikYHYmj+Ouh3ke2WES3qjjbV3Hs0R1zet22A7uufi+52k86EsMX8FOKjGO6Y8xsitLQ24FS40C4KnN3ErCjFBRqGmvpa1xOSQ3jj3qwNQRJR2Ls+uITSee9fNX55G2FCID20R9l3W8hfBJ8Tg9idIy20Vo21TRzeuNpcvkM62c24LWU2fvS4TuO9MSpYzJXtjAZNdHWTKO0/cJUvxeR3IhsbSKra2QFpNa2ca31cQGgACiDMSzBJioZHWO2yLPhTXRlH2YoViSZfoDGaDMOu4rpt9/JG4Cyz47DriKdKdbeEKwMr2JDpwPXth8wZotUMjqWYBPKYOymRgEoDXxJoT9MORjEkSgTatEJixhXV6exR0ewNngpVAz2bT0070K9sv2QKFQM1EY3w2UTEVJx/BHE9ft68jd6KQeD6EPDiHDPPwU8dt4vLc8NYso+ZibiZOodXFcG6e+aJe7KYbOVUGwqKX9h3u7/JuUvoNhUJh0VZnERMdyMDwosKx6kMJnAFMMoXT08cd4jAcT9oRZpuFygOHGdW4en1I7H40JGx/AGrHic4LOWOfbCuws+MIe/eUdmSxY0HUpxDePuNjTNQLNeRttyEVWqBHIJLnQkhHK5LSJ82jQu931YnlYwbEPkklOYDV6yEwlUq4WUz1yo919T8JmoVgvZiQT5pmVkU0k0ay/yGQObo4aAHudCR0LALXfgoeFmmXHZWGbfTf67SdzpAO7lXuqEzskX31vUeQXY8/XbMiWd5CdzTNeNY33KxszMRayzBnZR5NKKMQG33AF3IY+t4iBe6EZsNjBOrcPINZFcrizWG4ABpwGTBWb0BGzVyGUiWGw2WsdvcGazPndDW67XybWh4JJ/tvnYdqZGPtLj/V9yV6lSpcp/4k/HaowXlroKHgAAAABJRU5ErkJggg==) 15 8, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2VTWhcVRTHf+/Nm3nvTTJ9k5kkk06+aGKiEIOUBhWKioJpFYWqlQa0ohT8inZlEBdCwY0l3VnqBxXEZGERPxYKYtFSpC7EIgkkZjJJzCSNk2Q+MjOZ5H1kZq6LkrTSNCQRd/PbXe4553/PueeeC2XKlCmzC4bO9orR/qMCYLT/qBg62yt2G0vZifGPn70vFiYj/B6Z4ECHAYDjk7k6MsHAuy+J2tZ2Dr34jrSTmNsy/nzgU5GdmwAzTaWdZm9zkMOvfbTh+8OHr4p4LEVeDYAewKi/gxeOn9hW7C2Nznz7jViOjKEJm8AeF7pis0eFmuAaB584veF75bu3RSLlJmeDWVBJ54pYkorvzrt468hTW2psutl38RdhRkfQizaGqlBMLiBZSZpbQ/g0wdPHTt3i9/WFU2LZkohNLiC0alzVIbJ2AdOlord10P/oA5tqyTcvei4Ni57zgyI9O4PHCOA4DqO1eeIPduHy+ynIGqZH3TQT06NSkDVcfj8zjR1Eqxwcx8FjBEjPztBzflD0XBq+pVklgI7LMRGM/oGhCAxNR1qI4aoaQ+5Ios93oUYEjSEZVbF5/VjfbUt67kK/sAsqySmb5Xs0Iq0XqRxrwnutExFqJmuZZAsSqbb9jDzULG1UQJ4aR/GHKaUzWLZDS3iatgqHjt/8PD7u4FEyKCoUqvTbaQNQMLwoKpT2rNC1mOC+sUYC7UFST/6KZTuU0hkUfxh5avzfV1ByrmDGohSMMCSnWRONqPEK/IrGVdXCU1eLWSpysvuNLRvq5OFeySwVce+tZSxXoGZRZl/U5O7he1ldGqNghDFjUVRf5sYBGsafE2uHMtihDGZyAcvbxOSEyZLahC1VMVdUkD0KK1Xaltmvs1KlIXsUUm4fectLfrWRWNRCVttZTcxjBWJIDwvaZ94TANK+2PPCrdchFX0Efq7HMyvhM3xomSncdTX49BKG26L/mTe3PWD6vvpAZNc0lk2ZtfkElr+FXDpDonqI1W4LoavM1J273gN/NQ9K47VnpETiC3KPxDGbimSzCfLBBrLxOVxuhZTh3a42ACnDi8utkI3PkQ82kMkskg79idMtwFNkJTVMw7UT1ytws2PL368ID2EqfvJQsVhBZWOIoJRl4NmXdzReAY5/+YlICYP87AIZY4a5/d+jBuuRijqrmXGWDkRuvIJ1psIfS0WRpfhYkIQzTTK3RETfWfbrRHQvydwSWdmh8shBXLqGk49jri1uiG9KZ/z0rn+2rQhN3i8Cw53/S+wyZcqU+U/8A0oZjJ5HgPopAAAAAElFTkSuQmCC) 15 8, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
55%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2VXWhbZRjHf+ecJKdJc3qaNmmbtls7t7bUuqHIYAjOC6EtoiCz4kDGlF0obExBy9xuMkHmRoUhiAgibFRBEWWXoqCIXjhY2VrbrunHSJulSdokzXdOPl8vitPqVtqKd/ndvs//+fjz8LxQpUqVKjvg8vhJ4ZkeEgCe6SFxefyk2Gku03aCP/7+olgMe5m4MY/+uA5AoiCzNDbPmdFXxa6mbk4NnJW2k3NLwZ+NXhG+uJcUMQr2GLXuRkYGP7mnHf7udZEJRrGkG9BooLO+hxPHXtlS7k0d+OiDa2I15cUf8GNx2LFbzch1LvJaeUOcrDlwGk4qiowlp+IP+PF4LgmX1sOpt5/ftJH7Pn44/IsI5qZQrEVsukpeXiVSCtLcsQuhlTl/5Ny/dOe/vSCklEJ40Y/T5EatuMgm8pRzZtzWPt4YefK+tTY4cOnohFhhgnBsCbvewFp+idm1Forxwzzcd40aWaMime87iSq5kOUi9fZ2xFQHs4qJJusSuqWZcGyJt45+Lpo4wJkvD2xoRAJ4p29RZBtvYtEFum4lIS0i9Rpk23ZTmLejrvnZ+6hKSYPhl15+oKUjX30hTCko+IIE6GbmkX1oU7fZ44ugiw4SiRyFhIQt+hgXpzokABkgLc/iNLVSrsTJGwXMhwwMxzK6Ms7xp36itjmDYlNRza4H1V53QWlEsanEa8zoXTfpqplD6+/j94F+8kaBciWO09RKWp69p5EBruMjnPNSV2olgY+aZTsu1UmTXsv0ZA2qqRnDqHD6SP+mC3V6aFAyjApmxU0paEcOjOFavc3+hXFm0neoK7Wykpsjasv+1YDz/VsiefBZJosSa9kQ9cZuIneSWEJttBStjM04kBULmaxj0+n/JJNdj4/5LNgKKpZpg+T0Ar2mTmKZIL8ZBabbnqDtrFcASO3nZkVtrBHrqqA7+Csuc5RaTSNWu4hJdiJpVuxtZkY8L2z5wAy/+41IB4qIVI58MYzLeIhcKsX1pInkwacReRXvVdf6Dty90C2F9wbIucv4Gg4zkbUQTUYwJdxEE0EUxUx0Rd9qbQCiK/q6LhFETbcTSazyc0kht+8ZMnVFQp2TdLy5sO7A34WdJyLCnjYwL/xAtzWJTXNTaZS4Ovrits4rwPFjXws5KsilQ0ya6sgcGqAigEoJwxYn7NkvwT/uQHJPCCXkoOgc5NaPV+jKJ8lHWrZbG4BlrxWVENlCCXPvc5TUAupdhflP3ZsP0/Pa3I5/ts1wvjf7v+StUqVKlf/MHzRGfp/0d6g8AAAAAElFTkSuQmCC) 15 8, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2VW2ibZRjHf9+Xc3P4kh5M0qyN7WozqBur0itxN4Na70QrdtQOZCDCoAiz6O52JRt1IF554W6sxYkouxFFvBDGrtyYnWto2jRpmh6SJm1zavLl9L1eqJVhF9qCd/ndvs///3+fh/cATZo0aXIMpuYui4ngqACYCI6KqbnL4rhe+qMU3/j5ulhOhgjeD2N9sQOAcsVM8EGYd2feET3P9HP1lavSUTwPVXxr5ksRzoTYYYeMLY3L6+PzkU/3te/99L7Y3VzHWWinlVb6nAEuTVw8lHfDoluf3BHr+RCapYbOZaRsqYNDUO0wcuOlK/vaD+/dFIZUBXISppKO+m4FuaTHZw9w6YPXGmYcuDg7dVdES/NolipmxURBSpOup3H7/Qi7xLXXJ/+ju/b9Z0LKC5KxGO26dmyiHTVbRi4Z6LEMMD798oFZT5yB22OPRIRHbOysoiitJCtx4qET9LV4qQUWMcs2NMl8YCcmqQ1ZVnHafDiCXUSqOlqdK7iNbjZ2Vvl47CvRyxnGbp95YiMSwNcDMbHe9hBZEdgVCwkpxu+WdrRAH/5YHI8lhOlZDzWHnqnxt5460unZb4Q+V6MW32Sj0E/QexJbdIGzpTQe4SefLaFlJXzbg1yY90v7E9iSF/HqO4lp8xhVHenhfjw6FUn3AE93ksyclU6zCZ1wPC37rynUFTAX2NIbcAwt8FxNpSL6+K18muH5BVQtg18/wJa8uK+RAe6KGPHSEu5aJ2usoKxsY5VSyGqccsSBWfagFjUm3x5ueKAmL45IalHDhJdazICkLqH4opwuPyZcjeKudRIvLREypv/dQO/ZVTFvfJVwRSZVTOBXuyktx7Avl3FU7GQiGrJsZC/jatj9P+xlXMiykWJcT4tqxLaYoxyNEqj7SRUTzKkaYXmYoee3BIDUfX5NmItGqpUyfZVfOOeqY3U4iJkjWA1usFvQFAPXp9849APz0dR3Qs5WIV9ir5rEr/ZSyGe5kxKkHOfBAqLFwNoP3ZI+05VGr5qpSkm09XN0Ve7RkU3hqp1gXV7F6wyQ31YOmw1AeVvBbsqymY3g07pJ7qV4XGhh8+QLyFUNVVGhbAT+vgX28YdCLhSx1tpwJmycEr/is+1gs3motEncnHnzSM8rwJWJb4VxW1AoJAjnFe77TiFZrBgKVtZ/7Nn30wPkZwclgCzQOpQQe9IIi+kv8Ks5RNpz1GwAciELEgnSRZVO1wRCv0RJyUFLrrFwcHD32D9bIzpG/xAAbRdC/4t/kyZNmhybPwE3Q4yw1ZaFYQAAAABJRU5ErkJggg==) 15 8, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
63%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe2VXWibZRTHf8+bryZN8qZftk2/u67t1jGQCkXGLmTgVqcgWnEXFpRuoAyGFxbxZs5dKfXCG0FQQeguFFEEb0QFQR1McJO1tl3aJk3ShjZrEvP9Jnnf5PFirlrsSlvxLr/b5/zP/5zD4TxQpUqVKgfg4u1JOTY/IQHG5ifkxduT8qC5zPsJfvvb96Qv6mP51wDqcDcASsnD8s0AL02/IvsfGuCN06+K/eTcU/DH09NyOeknQYqEM0lDaycfnHlrS/vyN2/K+HqY+qyHelT6PIeYGB/fU+5dg669+5UMZnwY9jKmOjtFO+BW0JtqeefE+S3t69c/kpbNHKQr2DQo/6Fh1kx0uwZ44bWnd/XY8fHryZ+kT5vDsOtYVRtJYsQqSZq7epAuM1eeufAv3ZUvP5QiYxANrdCoePDQSClVxKxZGLAP8dTUyR29tu3AD+dm5DwzRBJh6tR6IqVVEottHLY1YPSHqFEcVIRzx05soh5FyeKxt+Bd6iVQqOCsW6HJ2kwkEeb9c9fkUY7z2KfHtxUiAH4ZCsk7Db8hVYlTtRMWIa4XGsm3DDIi/LhqfSheL4bLzOSLzz9wpFOffCbNGYNyZJ10vp9bll5sYR8namJ0yi6yKQ2REgzGH2ZkrktsTWBVWaTT7GWhMoe1YOLn5pM0tWewdMyCO0pszkprjQ2T4X6Q970p6CrUZLmLFeejfrqTScr1HcwV2mlZiJKvJDliHmJVWdzSKAC3LFH82hLthpc75RWG3Qu4O8IIsYYRkKiWVgrZCpfOP77rQl26cEYUshVUawt6wIRgHVfdOn3lVQIEaTe8+LUlbihrfxcwduyujIhRFnRJNL/BMb2LYiBIw1oGR8FEJWLCpFjRk3W7dn8fPVmHSbFSCgtqi1YaIjk0f4j+QifR/AYrhsJCeZRTg2sSQHgPBaWtVMQqbPQ4v+dsk8TlUvHVBHBbmsFlR1ctXJ56ds8H5urkF9KS0iGjkdajDBR6yabTfLcpCBVPo5MnWRFEgoeFudiUI18uY9V0ksYwXdkZeiqbtBrtBJQwbZ4B9Li6V+97xFXMthSRVIDeSicbuU2iJTc3tWHSrUGUUg2l2iwE/3EH2o8uS82UwpYSPNH4O63OJKqzhXyD4PL0c/s6rwBXxz+Xjrgkld0gka9nNnMKXzmBYSlQbJJkf3xEwF9LCLA23ydyjTnKjjJtjicJx/LEY2l0n32/3gDoPjvxWJrFzRxm0yiGkESXh0R8YVjcN9+GY+SGBGg+Mnvgn203zg7F/5e8VapUqfKf+RPAfJPTG8mC6wAAAABJRU5ErkJggg==) 15 8, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
75%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADw0lEQVRYhe2VS2xUZRiGn3ObWztzOjMdpowlpVAKpgQ0JupCVwZECdFgVRJstcLCBMNGWBgX0B0GlizcGKLVRGPi3aS4UgmJRJS0WOo01dKO7Uxh5jAz58w5czvzuyCgxNK0GHfzrP7k/973u+S/QJMmTZrcA4fGRkX/lbMCoP/KWXFobFTcq5e6muAT334hkosppi/+iv7QIwDI1QDTP19gaOS06F2zjjeffEZajeeKgt89MyKmLQMDF6NVJbq2m3d27bmtfW30K5FLzxCx6kRQ6GmNcGBoYEXey07g81MfiqSZIrUwT6AtjOL1EwuFqCmRO+J0JUJ7yAW3iLfikFqY5+1jJ8Tm4DqePbJ/2UKW3Dx39IyYcDLU/ApePcif1RtkqRPv6EIEgxwf2Psv3fGRT4VkmixmZmlHpdMTplIw0RyXPn8Hj58cWjLXHRMY33dajJNjzsgQ0VuYq+VJ5z0oxmO0dV7E58o0rKUb8loSsivTRiub5x00N0JKzxH3hJgzMnywb1hsI8q2j16/w0ACmO0bFpeiJkL349cDzEol7EcrGBuqdH/zFAuWxZrtFQquytEjL951pCdPfSx0pU7RnKQr+zCTkxsJhH4jGLhEl2jBKdhIBYcHc0G6Jo5JADLAlJwlofrINyyq5Qry0w5h2aX3/QwPGDJaPI2keIl7wnfLDUDcoyMpXlwnxtgWA2vT79i+bbiLB6mWK+QbFgnVx5Scva2RAZK1jUzZ10jUVdJulo4vAyijgqi7hcngVTq9cUS5weDhncseqMHDuyRRbtCprUVNXceJpqjdN0F732X+sBok6ipT9jWm691/F3BQPydUZw+uu5F06Qbxmo9Zs0CsJYaitWBQwiN7iJSW7/4WkVIYj+whaqgE5Co9mkNq4TzrVZuMnUe4G6hYu3lFPy8A5L5QO2v9XmL5l5BKW8mZJmvwMVXMstBwiQmdesmlf3jHiu51//AOqV66qdsyVSWd/IV1pQY500QqbSec38+mQICewM2rLKftOpOGxf0tOru1QTx2L7lCgUjdR7qQQ1M0YrnQirq/RSwXQlM00oXrdFoauUIBb2krO6X9dPlCjOerlOt14B/vwJmuWRHSNJ5I1Pja+gyjdYaO1gRStIPnR15e1fMK8MnAe0LkMmSsBSJWL3u8L/C9USVbqfHq1fW3/eRbiwvFIjO2zfmMS5v5HHZWpZg18Sed1eYGwJ90KGZNbEOmt7KXH40i5WqD77LG3UVvRCfEW9HL9/yzLcdg6AdxQP/pf/Fu0qRJk//EX389k1ST271BAAAAAElFTkSuQmCC) 15 8, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
80%,80.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2VXWhbZRjHf+ckOSdJm56mTdI07dq5da20bNipMKfuwoHWj4nYqWMwhwpiHfbKXgiCQxSUijeCiqAOKsMh6hDGRC9E1IJoZztou/RD+5GsSdbEnHyenKR5vRhOq11pK97ld/s+///zPg/P+7xQoUKFClvgxMiYOHxhQgAcvjAhToyMia16WTcT/Nq5r0QwFmXmx5/Rdt0MgBw3mZke4YkPh0S7x8cLh+6RNuO5oeD3PxgSM78nSZQhUV1NvdbIu0d7rmmfOf2liOtL1GUy1MnQ5q7lqSePbch73Q6cfeM9EUxfYTEUxlntxqI48Ko1FIVrVZwmXHhUA0wL6kqexVCY1196VXS4vDz0/NPrXmTNw+9eHBDjep6i3YeqaVw2s8QKJRp8rQiHi5PPPvwv3cm3PxNSPk00No9PtRJQqijoOjYjRpfm4M5XBtfMtaoDF/uOiIs5WIgnqHNpLBgF/GMNHCjWMNR5CbuQKefWLkjNScjIuC3VdMTHsWb2slBr0uBQWIgn+Oj4EbHHCXve+XiVgQQwf2+X+MVej3BqOGo15gsSKfct2HMt3GhaWFSDyDsDpEtWnht47LotfWvwjHBZSyznJmmPdmJeugnTNUnafZZWVZBP6kg5nW4jTuv5cQlABpgSMoEaK0nKmIbBkncfC3aFpZ1Zvjk+S6bKjmxRCaju6+UGIKBqyBYVa8bLTzcUmd41TdnVRdviy5iGQZIygRorU0K+ppEB5sJ3EEzmCagl5kzYJmfw1qi4AxqOiTR+VUMyyvT2373uQPX290iSUSZgc+OILXPZGSLinSS9e5hfwx4CaolpPU8u5fzrAqc9o+IBsx8pfCuRdI4W1SAVGqWtWMChpKgdkVBkBX9WW7f6P/FnNRRZwZXI4bSYNClJZkNfsL05xFIqizl/G/uzb/JDU1AASMPNU6KjSkU4wnzvPEW8MYirysV8oQqP3ILD5cOm+ekd3Ni7Bvh0YEgU9Qj5dIxo8Td2OA3S+TTWmW4O5vtQxQreYOfVGdgfapfORXVW8s0cKD2KsrCX5USKRlNnSU9gs1jR4pvbtFpcYLNYWdITNK9kuBLXsQTv4r7SUZJZhTORKBOts1c78Hfh8vY5YVRH+Nr2OanaYRod3Uj123hkaGBT6xXgk2ODQsQXiRij1MTu5/bs41CGEiWmjSQPRndL8I898G0qwz5LEz3FPk7l4qQ0Hf+ystncADiCUSLolMwAh2wHCZfAr+bxzexYv5jpjvEt/2zrcd4z9b/4VqhQocJ/5g9wwITPHl3cUQAAAABJRU5ErkJggg==) 15 8, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
85%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYhe2VW2hbdRzHP+ck5zRJk5y26SW9b5VuxblJGeiTk03d6pvopgOtsIkgTIsPLSII24MPjk6QzQfxyqigThTni0NExsoE0Vq32s6sly3pJZcmaW7NOT1Jz9+HjUqxK23Bt3we///f9/u78L9AiRIlSmyBExevicMXxgTA4Qtj4sTFa2KrXvbNBL/zxY8iMBdlYuh3tIa9AMhJk4m5IY69OyB21NXy5guHpM14bij4008GxHg0RXIJkjY3Pm89H7zetaJ95b1LIpEJU7Wco6oM2usqOP5S94a8153Ad++fEYH5LKHpWVyOSmwOJzVOLwXhWRWnCQ/VXgN0G2WSTmh6ltMnT4qdNR6eerV33ULW3Bw82ydGwzoF2UmZSyOyJBPJFKmrbkUoHk698fR/dKdOfyukQpZoPIjfa8dfZrGUT6NYOrvqnTzS079mrlUTuH7mqLgehVAsSZVHY3rBpCkkU98Q5A/XTtyKjGSt3ZDXkhCKDC43Hctj2G62cLvWpK5SJRRL8nnfUbGnDvb0frnKQAIIvrVLDC/6EKqG06sRTElUT+2jyXqI+earBKqD+D27yRcVXu577p4j/aj/K+GyFwjrY+yI1NMSOMCk+xfibVdorRDomTSSmaazPEHr26MSgAxwMyfTUG0nVbQwlwyazOPo/iZ+aBxm5MEalHwNdpuDlrLKe+UGoLlMw25zoGSrGGqs4HL7KNt9HewP9GEuGaSKFg3Vdm7m5BWNDBD8VTAe1WnQityOg14+SqR8nqTDwDsTw6+6kIwih3oOrnugunq6JMkoUq+40DJxJuUEv2kx/rp/kFuhAg1akfGoTnxK/beAUNt58WSqF3ncJLKQp6XWILgwiKYG8DlMrLnrqLKdysV1m1+hchFU2Y4S/5sKp4GqTnIrdYXWbctEFvJYfxocDHcTe+CcAJBmWi4J1ZFjqWDyk/t7lh+dw+v2MjXvoE5VcMoeFNdunul/bcMPzDd950QhP4JuZYmaBdpqDNK5LOLndh7LPgE4UYSHlpn9khxL+UnGtzERb2Rf5lnUSZP5WJomR45wMo1is6ElNtj+XbTEIorNRjh5x2c+lsZ+NcPDC0ewrAry+Vp0XQHu3oJhz5DIywl85RLuilkue86SvM+N3+lGsnwc+WxgU88rwNfHuoWQE0T0HNqNZjpmnqdc8lKuGGyffXzFzw7Qmd17ZyENkaoB0SVe5OMbH5JpNvCb8c3mBsAZDhBRwUjk6XYfYFwohHUZO671hQud57f8s63HSM2gAAj4hv4X/xIlSpTYMv8ANe6HiY9ZnTAAAAAASUVORK5CYII=) 15 8, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
97%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2VS0xcVRzGf/fOXO5cYLjzuDAw1QJJebSkTawuakgTVwpqk6bF2E01jRtjhcREYtx1qWLiQmPcuFBcaFTShVGoJhqNSaPWBgjQmSkM72Hgzpt5P44bJSFSAhh389ue//d95/E/50CVKlWqHIHrg5NiYGBWAAwMzIrrg5PiqF7WwxS/89YtMecLs+D/g2P6owA45AIL/jtcuzYqTnU2MfzmU9JhPA9U/OnHoyJwP04sCma0nofdLYx81LejHX55XKxEQhiubZwu6Djh4IWXrh7Ie9+im1+9K3z+FKWChmpxUslrSDRgKzYy+Hbvjvb9N34VOWULQRJZzZIvx7DWZOnqtHNx4PV9M/Yc/OmXYXFvOksxr6EqOuamRNQs0+ppxSLsvHLj0r90H94YE2UpxVJ4CZdhwWgS5IsJFDVL92mNJ86P7Jm1qwduT10RvilYWY7iNHRWgwU8JT/aSQXbdA91Npnayt4LcqkSGVnG66jn3NotFlabSXY6aDpWw8pylE8+uyK6zsC5M5/vMpAA/lzqEbN33ViEjqrpbCxJeO5k6A4mme8/yVSlgXbFjbVg8Pzwg8/2i5FRUaox0ROT2LBxt/w4FmUeW2OQ5lZBPpugLCU49UiEs60z0s4OBPwyTq+V4EwFw5KjfyJFsX6Auc4S96MadosP1a3ToFYelA2ArsbYRidY9rDVJpM68RiG2Y0tPE+hMEYkXqG9x0rAL+9oZIB8QGExkMXpLbExuc30+R5mPBCQK1TKi7QYCpWCyZNDL+7bUH1DQ1KlYOIxVJS4TLqYInZcI9cdYS2k4vSWCPozRL8p7Z5A7w8xjGSJzY0MDaetBEpr5LyLUFvAVheixirjVNP7rv4fnGqaGquMI22ipcMYW9+Tu3cHpydBOJTGvlbmYqrCz80OASBNd7iF4+kmyJf4sV1n06jDZbezGbDhcStoFTtKXufya3t38V58/d6wKKoJspYU61mJFm+SRCqFy8zwbDxDcbNMbjVD28SyJCtejcy4iTUHzyhlGufjxLcStLRuE1pPoCgWdFvkoNkA6LYIimIhtJbgISNKzExiRDJcaLKgeBRSv8dom1iW4O9bsN53XJSdCjUuK0qbhe/iElGPC4/DjpR089yro4d6XgG+/OCqEA0RNmLb6KksFzpUymMhonPbdE2Fd/xkAO/4srR68yzIMiVfjn5DkFmPkoyZaKrvsNkAaKqPZMwkHdyi9/YW6W/DRGZTu8L35Lfa2iP/bPuxfKntf/GtUqVKlf/MX+Y+iKhOjxZHAAAAAElFTkSuQmCC) 15 8, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
}
div.testarea{
animation:rwdcur73179 1.6666666666667s linear infinite forwards;
}
