@keyframes rwdcur40706 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMklEQVRYhe2WW2wUZRiGn52dLu1uu11Kty20TWmh2BYw1FYFQjxAiSiJVCXGBOECghBMUDnIhdHEeIMxIMYYIlFvTNUIqAiVIAU0ASJSSpfSFNva8267253udM+H2VkvbKV1G7rlIDe+l/98+d7nf+eb/x8NECNemgnW7omE+2k+EcB/av5vgITMW8/vnXUvABI1fww41Xp+79K7CZCo+XLgGLAgFFKOH/98++JblFcCOYn0FRM0XwbUAKb+ARfNN6wZV651HQZ+GlN2GjgCPFv7ya6alg5bw659X60EwncEMBL7aUDncAxzqb4dURthYaEpb8+Li1+Jqioul8yg7N2omz5ryevrn9luTteLv1taUhPZ3C0BRsy/BnSKEsXhGKbb6mBB4QzOXWgnFImiRBS00SAaELMzjDvyzOl8e+pi47uHal+YbPcA2luYLwPqABOALPv55UILxQUmLC02VlSWUf5AAQ8vKKLD7qG3x47BmIY/4OeN/YcfBbpvO4GRgasBdACqGqPXKqGqYSIRHaV5+RQX5CIIGrSCwIzp6TS4hhPxi1PcSTgS+1HGTLHL5aXtz35mZqVi7ZFZVFpEWqoBg16PghaH5I5rrLTvXKW075x0xsYBjOz8KCOxjyocVuixSSQBgmigdO5szGYzZrMZT9RHbv4VsnNgbVUF5sxk/qjbuDYUUt4ngSEfV9Debv0AyBy7FovFsFolFEUhqqho0CAIN7k7Bg+wcz3U6FbjSZrJ4gcjGA3SPsvJy3Ul6aoyGcC4Q+ijt6pNo1AXG7rKSouzThs0Gp3s9KJEVUStgKpCBBGb5EWJxlADNlJSDSyqqMbu6LRlCtb6TVsrTDpiH6dVHDwyJYAxmrd78xO1ZUVZc7taBwgHIv88CEWitPYN4Xa78YciRKIxtu1+mxOnWime1kROiodfr9t+qL0qeYFNTPIpTnQds7664nRZUdbctqa+ceYA05K0LCw0s3LtBr7/+QzrN6wj35zG08c/5cnVL9HU5UZRxOq8FF5mqjMwVi6nh85+mYIsIxpNfFCD9Ve5ocawXbZwvd5C6vISLEdrkH0RXMOByXwnBwDIKH0c84xknG2/xT3zN11l6OQZOufNJGtOJnIkgGwdxu704ZHdhNTEACZ6BVsNel0OQE93N9JAX1xBRFFZuO1VSs7+iCTGCPi8yN4wdsmH1elGCtM4GKICCN4OQH556Syd3xNkqOsafqkrrqCocgVVTy2nodnCoOSh3+XH7vThk92YkkCvJWOk96Q5iPk7sjMBBdCnDkWV4CV/XrOlF4OoZWlZLqJ2PONwUiXd9vlYDh3D23+NkNdHcyiKSb25Wa0GE1P4HzABW1Lc6rLkAaVDn5107vKNPsdDRTm7jPpp44pLHqkiOX8p+75rZbCtE3/TWQC8weAXgo6No3VyhEbgRCIAmvwd2XnAHk0Mf7JH/bD1s8EBQCjMSd+mxlgnCsLiFeUFADj9YA+mkGHMwaR28mVdYz1/X9cHgOQxfRUSuIpHEwB4L6bBGDAKQYB0fdLBUCicOb8wm+kpAt+cu447oJCZnsKaJcWkTeviSqutEXgOGJ1SfyKGcQC9++2jDRyji0VZBt2c7NTnRW0U1CjFWakMBlRWVRaRLIJTGqLP6RsYY37bmvAcuNolv+YPRTEIbAAEWdFQVT6bFBEkl0yf04fHHx66U3OY/I/4HcCwqqLgzTk5RpxDMv2Sn7Yeqa4/yBpuM/apAABQmmvcKmo1mwPhKF5vuGPAG94C3JUE/td9118WRzBYTm1zzwAAAABJRU5ErkJggg==) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur40706 0.4s linear infinite forwards;
}
