@keyframes rwdcur136928 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2WUUxTVxjHf+f2ih0riFBFERiGCtmcOBI2JQLZcCZosmVx82GZZhLnQxMSMTMx81VN9GkLC7kxjCnhxe3RhQcjM0rpXMZitkiIprWWFmmVQrAt0JZbzh4uTIY1Iu3DHvy93ZPzne9/vnP/3znwihVglzLLLmVWJtYSy0iWD7wFZANuYAS4ANQAn2tCDKYjQE2RMBs4eL25uT538+asJ253lVAUBWDy3r3R0r17v14LhycBCXV2KQc18cJ9LF8AoASdzmZLaWlRSVNT7nQwOGfKylJmxsf1qNdrCTgc31Nffwb4G/ACCjCXMQGaEN8C1uqTJ0v1qSn0WAzVbGbm0SOSiQSvFRZOAj2AD5jUhFhxcgBTirGPgbKg05l/r6uLwh07yKuspKKpCWk2/5W/deuPQAIY0oSYTic5pD6C/+Dv7WX68WNGb94cqTp27CKgA2bAAqQtQFk6UNfWZt1z+bJl4Tt0+zaxsTHCHk+xo6XlOPAG0Ay8nW7ylAISkYg+fudO4qPeXgCmRkbcQxcucKetjdlotCzq97cAE0DRQoxdSvNK+0Iq/3Swbt3768rKbGMDAz8ARwEXYCvbv5+aU6eYnZqaKGpoMAPfAdq8mDzgD02IyXQFGCIMji4aczVeumSL+HysysmhtrWVGDAHx4EQ841KE+J6JgQ8D1d9e7vNWl3NbDSKUJRQ8e7dnwLFgBX4E/jtZRrTC12whC3JWMwfefCgeKizkyder7W4ru5iY1fXlxiO0F+2K660h7oA23tnzlC6bx+KqoYLtm37AMOebiC03Ab1jAuWyRbAHezvZ2xgAO+VK7lDHR2/AFXAPqA0VVAqp6xUgCHCZPJEfD70mRmS8XiR/9q108C7QI1dyn/Xtkup2KWsAVrtUn6YKQH4enrKIz6fZ/rhQ/xXrzIdCFiHe3o+w7gncuendQSdTqcJBoDTwDuL13jZn/AZXN3d5YArv6rKpmZnM9rXt360r++n2vPnyzHs/FU8HA6Jp/n67FJaADQhoiu/yJewu7s78OuhQxsWDbnfPHLEVlBdzZry8lBWTo57w65dN4BOnlbHmzEB87gAG0Dhzp184nAQvn+fOV0PK6tWjeRVVHQCgxjvhwkgmPYRLGEL4Co/cMC2qbGRQH8/j27dwmy1Rgu2b48C1cDvGEcRAh6n9RM+B9uaigpWr11LMh5nfHCQqN+vK6qqAvkYN+mQJoRPE0LPaAXWVFbKooYGLJs2ERkeZri9ncDduxw8e9b6eklJERDDeE1ZMCqQvgsWs6G21mMpKVGllGrY40kEHA59+4kTavbGjesVk+lnDFeEgehCTEYFJOPx/tV5ebkymWQqEJgE9Npz5w4Lk0nRhPjCLqUKqJoQsYWYTLsAu5RmYE4TImGXMhdoBXKAbzQh9KXzM+0CFu8Oo9w3gESq5K/4X/AP736Sp0r3rdkAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur136928 2.6666666666667s linear infinite forwards;
}
