@keyframes rwdcur248334 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhe2WPUvDQBjHf2nqy2JEESxCOyglXRW/gYPYJSL9ECl20Q+iiyX5CA4W6iDFwU8glE6Cgw4O0UEaFESoL3FoEpso7V0V65AfBJIcd//n7rl7/gdgAV7PYzEcQ42jAF5mb43xxRkAbjaPAGygLClu5uolADrXLne7Z8H4fUkBdK5cNENn2ijgD2KKzqBXfNoooBk6nStXOPJU74eHh1bMywQRimvFPB6esHCACmSez29XX++fmCrmQVWYKMwxuTzPw+HFKpABTvqKGzqo3dV2Kg3a1SZ00/hdvwhBjizAnN1eYeFgI2x8PL4M9sR3ufRCcZ+YuNAeClJQBmzXbuFUGiL9vuBUGrh2S0ocIN3zXvbe3mlXm2bwY3xppm/nzrUbBiw7836Inuffqh8JCf+PPz0F8Qon42q/4aIRM7IUNRXWdhFXC1xUM3Ry9RKKmpJx0UgAFmBma1uR2i6DZuhka1sgZ+WoxF3NR8DVoi4Koi4aQSHuai/vODunorX900X312Gsu6ADXDRC5EKioMiI47fb7WoTZ+cUZbDeF9LwY1cr+/2EXTTOSG/FCQkJCSPnAwuJ1Hu4nOBXAAAAAElFTkSuQmCC) 8 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABs0lEQVRYhe2Xu0rDUACGv9PU6mJKRbAIdlBKuiq+gYPYJVL6EC12qQ+ii6V5BAcFHaQ4+ARC6SQ42MEhOkiDggj1Eoc2MW3TJr3YLvkgkNvJf26c8wWgDJiOo8xk8PVdAZjxox0i6zEAHvfPADQgP2Z4LnGRBaBZN3g+vLHyOggBNB8MZFUhqqZoF8r1q/Ew4VE1hawqNB+Mvi+HnBcmJnI6OU4l7HA5ncTE9CwgAfGP26ftr5d3FtNJkATzqWUWNld4Pb3bBuLA1VDhqgJSq7f1QoVGqQqtYe35jnAWXjrYYvVkz374dnlvzYmesXPBtMPbdIW7zilrCPKAZmg19ELFR5Y3eqGCodUGhgOEHed58/uHRqmas25ENmJDhTbrht0Ar5YPYtR14b/Wk4CAgIDpM9WVsHuX820yLoxkVk4hKQspZO/nXibjhmVWsqqQuMgipJCn1FgVKAO5tfNMx34+DrKqsHaeAQ+zkug2mTZeJuNCp1mBL7MSdJvM5w968XrU/fzPrI53Ya7VwYPMqkNKBWKccNrva41SFb14jfAxd8MwOZNxVGIos5rpn1FAwMz5BVi51Hs3xf7iAAAAAElFTkSuQmCC) 8 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhe2WPUvDQBjHf2nqy2JEESxCOyglXRW/gYPYJSL9ECl20Q+iiyX5CA4W6iDFwU8glE6Cgw4O0UEaFESoL3FoEpso7V0V65AfBJIcd//n7rl7/gdgAV7PYzEcQ42jAF5mb43xxRkAbjaPAGygLClu5uolADrXLne7Z8H4fUkBdK5cNENn2ijgD2KKzqBXfNoooBk6nStXOPJU74eHh1bMywQRimvFPB6esHCACmSez29XX++fmCrmQVWYKMwxuTzPw+HFKpABTvqKGzqo3dV2Kg3a1SZ00/hdvwhBjizAnN1eYeFgI2x8PL4M9sR3ufRCcZ+YuNAeClJQBmzXbuFUGiL9vuBUGrh2S0ocIN3zXvbe3mlXm2bwY3xppm/nzrUbBiw7836Inuffqh8JCf+PPz0F8Qon42q/4aIRM7IUNRXWdhFXC1xUM3Ry9RKKmpJx0UgAFmBma1uR2i6DZuhka1sgZ+WoxF3NR8DVoi4Koi4aQSHuai/vODunorX900X312Gsu6ADXDRC5EKioMiI47fb7WoTZ+cUZbDeF9LwY1cr+/2EXTTOSG/FCQkJCSPnAwuJ1Hu4nOBXAAAAAElFTkSuQmCC) 8 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe2WvWrCUACFvxixXRopFOqiQ0XiWvANSheXFPEhDAjFvkFfoJuYR+hQwaFiHfoEBXHqpkOHtEMxdCgF25oOmjTRa1AjuOSDQMjfOTf3npMANADbszUIZt3rA5EAO3VzRuLkEICXizsAA9CXiFcyrTIA46HF29Wj85yNiAGMBxaKppLU8sweXmFxZK54UsujaCrjgbWprt+Ag42NUsyJTLjiSjGHjR1a2EEGUl9Pr4Wf908OijmQJfbyR+yfHvNx+1wAUq64poI8fdtmtcOo3oPpdLXDGGgvmACfCVd8xpy4aK2sjDMFOmBYRh+z2gm8wax2sIz+VsQB4p593f6dMKr3Ks6BRHaajPHQco1ta+RBiHK+tdzPM59fYc7X6Im18cawIckxd7V7c+70hKKpZFplJDkm6olQBhpAJd0s+Va7CEVTSTdLIC6rtZHxlsySqAVFlGlPhOqBe5/49wTz8mF+tf/3xHlWVFbXmxrwVbGEhFnriqKmA8ao3sOsdZE2//YsEIeVc67Pzi/0RFh2+j8QERERERERsXP+AFZmzWcFDbr1AAAAAElFTkSuQmCC) 8 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
}
div.testarea{
animation:rwdcur248334 0.8s linear infinite forwards;
}