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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhcWXW3LDIAxFL53uy96Zxc7IytQPIyKEALmPqWYY45joHj0gTkLQGGCZv0px1xzn2eYJSBG/HxFhLS5Cx3miKJDjOG4wZrxKcb/n2ZIy4kBbJgIAnBXuqverbLgPngpHzQMZSvBX4jPrAKx4JqqVNCNgGXez6ob1gnObUISv60LOGUipG7Nd0FmtP4AtRHvQBrMX9/7Z7ZwBcCmFieg9H9cBqE3RUUmKU+rTnfbbOgM4VbRnPRcIwGXWdg3ZR/iel1KYmZmIltHDRF5KafebbDkZkCzYiJ3Pco0O6qrnu3ZNQPp0m2IQN8+ZkVMaxD2YnW2P4kZQeyIDSBXwrpcfp635yvWyTrr7qV6lNyB1rnNSI+LzEYA0FlVRuQqANKvARf3iAW3b10TE2gTO2++/AiBpbQLMXQnQAMesbUsQBdBpbzWn97yJSY+o3lkCrCC66BSAHLOhppsA0A6AJuIWatt0UQDyhMkXtuUYjmttE4jhOGjprJ2+Gm7atSDAzFKqTfQWAouoNcA01WprepEr373phgLNxZc7pssAD1mZinul8CDcyB2IWdq91HtvGUwtLQQQhX9ePctqTo7m7DWnQZD+8GfCrt7qPYstgNgVEI2I7wA6EMfh1MyapUboD6SFeGBb/1EAaxbou37+374Av1S8Q7OEEL4AAAAASUVORK5CYII=) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9klEQVRYhc2XSZLDIAxFRarvhW/mn5spJ1MvmEECOb1pqqjYsUGPrwFM5GgAhIgEuYuje+YlIgqOdwT54vbOOhrY2jgB/Mm4B+LHMkxEBOPh01ZcooG8tPdRjCMhgHy+SqOnaFBAtsORO4EkjWndE3xDL80ZnKbxkgVfQzgzJBkBGkgFaPfwGOpXrgBoEHXyWXbr2WmVPQAzPwOwQFQIEQFgggBwuWGocpYKQ5xk1+TZzcAD0AA3EItvQfbKFyU0n+dfTf4ZYBtcs0FmrrKjM15c0htM8q9zAhMANgAaRFk1KQCW3HNcAAlAq4RLmyOGmdP/IhRCqpGgVC3vXD3PLb3nAiAiuruyGmMcDL/fb7pF0rVzvuu66vU2BvrOzIv8/Xj06XmYR8TrgmnlRf7SoEh+UiHGOOxutgJ9SnWpVsYwc1WFaAzUXQB282wUmCMvhOFRWTkzD+cGIP1nqXBdF30+n3r/ok6McZA0oyEk/jCeCmKMNeoLRIUBTAhmXg4nixtKPheZ5/KqbTI5t6t75jIMtHk1sLUgSbebzRuKsc3qEPt9YAMgDUQJRjPQiqKGUoZnDIgub6s7HLleFHhi3ITwGlULzhRXHoAKcfL30+41vkB8q4Bn5cfjPjL5/RS/GXB/Uuya+6P0W7kftRmGiFxfPf+y/QKTFmzQEggIYwAAAABJRU5ErkJggg==) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8ElEQVRYhc1Wba7EIAicbvZez5t1ejP3ZLwfiouKH23ykkdCNBaZAZEK3BNZKUm54/DYBK2EG5u46X9lUMBpRxIAQUOFYFruiewEOQRPac0KM7ZzVWnU7HXFY9dFDQAngMtZt8JsNwFbZqOKmE5EcJT0o/e0BXzN2MyiqYS7hr3YlIj1NQKf5XD3/tmjqDKwArc2q7WZ2KN4fdfW4H8hJQN86ODpvrYg3YofVHF/CwY9YOdGvNDWjn7WORrXAJhbnohARPq9Iri8tiiCT4z9Mk0GSCYXIvWY5zHGZGuExgeZbGOMZZ+dW38uATVQR3mhACOv6Ugy2WZyLXGSZV59NyQKeDJAZ6RrHgEAAkOgRCtSB2GzNiJQfiDtRl03haeAJRPOcXXzNrARgZGx3oKSSpOJ1ZmP0t8T0MJiD06yOLK1w9aHs28UfbpWBrwuPumI2WJsSfRZ9CMfE9jQEThu+LAE3n23mMtp5jQqju1MusfJnSzAaGlMD6IHFg+SkTCPUduq13Yd0fbsvgd44/Wqx6AEuEnAkyoD18hqISv4iwREcJLrh+ntm0B+f2CO2vbs4XU1sPN0LmETCCG4nz8x4gCOEMLxE8LQ7xRsxFo/XhcBAGeugYtACLGYzIC3CCxJNKJVfjrV/pjAXTLbR/hf5Bc1K48dapFJegAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVRYhcVXUbLDIAhcerGXm4XcjJ6M91FJEDHSvs48ZpxEa9kFVmwJddM39tI3NyoA8GoXAzxuWvpfbaiB53xKOLMPUuB9AXoEcO59pFjZonrgFWiFhHsuS6LchsahOq4lA3Hw5ROJkB9+YmzPqJvbpwhAdMFMLA2PEdU5dTBGrqoiooPdRM5JFhhQ5jwL5MBr9bYM0BVv5SzzOCc/ySOPGvDRN8siPiPnfq7o9OCCWqTdyDBDmbkjMAXHCK6OBIzEEH1B9SKi3J4iMtY7zG80E6IvkPDOVVWZr6cHnwbW+3mPgIHE2sdyrMDrBLwmEoH1J7MvwdJvmUDMyNASjBCf573q7y0Cvr6+BD4TRuROwJFA14pXxu1JRMALGQDjOA4QEVQVO/PVtitWjb6rv42gAyvTWYZFJkoEZuD2rkDXNc8m5uZDV/UE7kic4PyqrSeBsLcDUR21ELJh2GQEYmn8BSMiAIBt29a/TFV7DdilZeuXfwKaCClcaAfjVBy3u7wE7klEcGceLz0F+w7IJk3lwCb34AfzlUOia2RkgnWrURjPpwAAfrbtBt72TygG4Jjtx/TD9lYCN6BsrL4WFzJBfsti9CmBSORoItyTvz1/BS/Z2RPsXNsZL3TQr2Zz6HTtmhaRlFDV70dpmQF8nOb/tF9ta8J87uxhxwAAAABJRU5ErkJggg==) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEklEQVRYhcVXUY7EIAh9bvZe7c3m9WZ4MvajpUVFRye7WRIzjFp44BPahAVRQAHg6KzzUdOszamN5ngkHtQKkOGGGcdQBdJj5lMgjePZISKqqs083cAgkAbZVNTFA4qcMwBg2/ciI0E2Gn/FxKrzLIJt2y5L6XGup5kjlf56IAoA08PE9GqebI8Db45jHUD1v+CDBzgD4uPoI1Cd9QjAlzn355oAHGQ3UzlnHEdVjsyC8SDFR+2sKnAR4gagQM4CEbk283yAwKtwprED1ctkvG6QHYhUAMiXYwDY972H/FwXgcj+gOuBCgA4eynVV8+n3kDIvjcAVBVHSve81FfyDQgDAAWUZEg20ipdQ6Cb9ab7eQwIzKo6fnWhAnjxjN4C4oMcx5GwbRtEBOnaYDpxMqHXNZ0orJ73shDV9jpiVW3mUV07durBnYGadF1h+deu48v1hGgrcWalevwqQFbF3hQgj3wUbTTqbMCT34i2UgkNhOlE2ILfgfEkbMtzV1KCXh3PCMgg5aFEC0UdD6Jtup3TSd7HhyB60uuMG9KoFtTAyKD9Bs8hGhy8IfVA+L5eENZ3vgnSkowJWBzDgHTh7+Sgi56V829TEtD0hVB0gayXvIABK2v7QQT1m6+RbqZ2BMdRSNi2wkxY5L7TTbRgoOiA898HwyvZeeVaifxzEKvk+w35S+dr32zo8KM0uGzzX+UHbCzUPnufhQQAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur21058 1.6s linear infinite forwards;
}
