@keyframes rwdcur113149 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhbVXz2vcRhR+Gglr7IioNht7A5v1QlXHDSEEeuihUHpozrnkUIIhxWBC6bV/gI895JZDCD6FptBASgm5hIZSSOKU/roEhziOuuwoO/LG1o+VstJK0c4olyrZbFfyrpN+NzHfe997nwbmPQFGhK7rC7IsnxdF8bgoiiWEkBJF0SzGeIdz3mGMWYyxjTiOL2uatjVq3j1BCFkyTXPd932XMZb2o9Vquf3fjLHU933XNM11QsjSWwnX6/UFSul6t9sN0hwMFtCPbrcbUErX6/W6Nra4YRjLtm2TvOSjFJDBtm1iGMbyyOJb/2xd9Dxvz8SjFpCmaeq6rksIuThMD/V//LHx+/J9emfJ9VwpTdOxnRuGXq8HYRhKqqqeLXTi4eOH2rX735OPf4D0y5/OpA2j8Zxz/lYOJEmSUkpf5bFtmwzeiVcOWOHulUvN1SoAwKP4Oqz+/Y1iNI3OHk6gvINerwc7Ozudw4cPK4IgAADAzMxMVZblK/08AQDgr4d/Lt18+uPlW+1vp/oPP5TPwOpHFzrVSlURBAHSNAXP81pRFG0yxhqc8wghhEVRrGGMF1VVLQuCMFQ8QxRF4e7u7vlqtXoVAEACAPBi76tB8ddOgLIKFzqzpVnJcZx7URStaJrWGOTqul4LgmBtenr603a7/WKYOAAAxnhKkqTzAHAVAABtbT1e3PQ2juVZ+Si+Dtc2v5PodvPnSqVyapg4AICmaY1KpXLKsqxb09PT0jDxDIqiHNN1fQEAADmRs/Krc/O9PLKKTsInc5/d++D9hdO5GfswPz9/2nGce0V358CBAzOyLK8AAKCgFxx/mvySS/6i/HXr0OTsyijiGaIoWvE8r5V3jhACURRPAACgbi8sFSWrKrXNowtHG+MUoGlaI4qizSKOKIolAACU8ETJI00IR2BKmhpLPANjrDAOIaQAAEjzB2uzF47daQ8jCQDoID4Y7acAzvmLZ8+eDc0LAJAkySwAgHTkUHWnVCot5BEppXg/BSCEJubm5nIvt2VZWwAAiHPeKUokimJtPwXsFZfpIsaYVUTEGC/quj5WEbqu1zDGi0WcTBcxxjY457lEVVXLGOO1cQrAGK+pqlrOO+ecA2PsQVbtou/7ha9aGIYxIeTGKOKEkBtBEMRF+Xzft588efL63pmmuZ5HZoyllNLnQRB0m83m7bzfoet6rdls3g7DMKaUPh+cH/thmubdLE4CAEiS5FIURScxxm88SJxzaLVanXK5rCCEYHJy8nPP837b3t7OXsMXCKGJwddQluWJ/rh+dLvdMEmSS//pgFL6hgtZ50WdFA0kefGU0vV+3VflxXF8znEcY1jn+wFCCMrlstJqtTrZJXccx4jj+FxukGEYy+12296r81EcGHTCdV13pOmYEHLRdd13OhW32207byrOdcKyrHeyF1iWNd5ekKFer2tvsxmFYbj/zWjAjSXTNO/6vm+PuBvapmneJYScHSV//uA2gH+34xVRFE8UbMcP4jhee6fb8f+Nl1gTofw5sPGCAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhcVXPWzbRhQ+HiXzbAmmyqq0bDSqBsJWaiMo0HbJULRNhyzdMhkGDBgwgu4durlDhxatuxiFEXgoAnTo6q2A0MkxinZKUsNwJEYQKZKWZeqPpigy9B07OHRUWaRopUC/Tbr33ve9d4/v7igQEaIozjMMc5+m6SWaptMQwmT1VOYlo1KPw7g5GZvSE7HEwRuIe7Awv1CMGpcaZSBJ0ko8Hv8imUy+m0gkUhDCy7VHf++1vzz8KOX/vhG/Az7hPm/n2aVDlmG3P1j88JexBZTL5XmGYX7mOO49hNDUMJtBAf24m/rK+nTm7uP01FuriwuLYhAPHPanLMtrLMsW5ubmbgeRj8Jv7W+nNkrrtw8aT37/6+DPtcgCJEnaYll2k+O47DjE/eiREvhRXs4etg42i8+LWyMFyLK8Nj09vWKaZszzvNflBwAAcJO5Bz5+506Mf5NflmX5SiUuBZTLZSGRSGykUqkUz/PJ4+Nj83VF3GTuga/f/8HMvp1NsizLJRKJjXK5LAwVwDDMQ7/ssVgMRBFBAQAnqBsjySnqotc5jssyDPNwIMbFp8bz/IPBhjs/Pwf1et2cnZ1NUhQFPM8DnU6nZtv2Eca40rZatmEbyDq3crJZyf9a+ynTIY+Hkvuwbds6PT29n81mX32imqbtewFwXddTVfXMsqyeoigFURRzwzJ+VnyWe/Rkr/Bd4RunIlfOCCFBIT1N0/YuHUVRzBuG0Qq09jyv2+32JEnaDdyLPpSeF3cty+qFxTMMoyGK4jwAAIBqtbqJMQ40JoR4iqIUopD7UBSlEFYBjLFXrVa/BwAASNP0Uv94HcTLPV+/jgDbttc7nU4taB1CCGiavuULSI8IdiQIQuU6AgRBqNi2fRRm4/NCCGEyzBBjfC3yqH4+b8y2bf7k5KQdZEcIsccRQAh5ERIXuK7LAwBADCFUT6fT80GGqqqicQRACCdmZmaGnpQAAKDrehGAiwzNsEA0TefGETDKz+eFGGM9zBAhlA8aPkEQRTGHEMqH2fi8EGN8QAgJNGRZNoMQ2rmOAITQDsuymaB1QgjAGD/11Y6chJZlOVEnoSRJu91u1xk1CUul0qu+CzsLMMaeqqpn3W439CwQRTGnKErBsixHVdWzsOnafxbEAADAdd1t27av3P0IIaBWq5mZTCYJIQSTk5OfdTqdP46Pj48wxhVCyAsI4QRN0zmEUJ5l2QxFUYBhmIl+v370ej3Ldd3tKxmoqvqvKviZh2VSq9UCty7IX1XV/X7eS3mO46w2m015WObjAEIIMplMslarmX6TN5tN2XGc1UAnWZbX2u12Y1TmUSowWIlWq9Uadie8AkmStlqt1sjAUQV4nue12+2GJElDb8WBldB1XfovBOi6LkXKfBDlcllQVXW/1+t1xxFgWVZXVdX9wVvwtSHL8oqmaXuGYTQG+2JQAMbYMwyjoWnaniRJy1Hij3yc+nj5Ol6nafqW/zq2bZtHCNUJISbGWMcYP3UcZ0cQhMiv4/8d/wAWYQRH/lIYpgAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur113149 1.0666666666667s linear infinite forwards;
}
