@keyframes rwdcur206982 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGmElEQVRYhe2Wb2xT5xXGf75xTGIcY4wTTAAnZMGk4IQshNChLAVKq5ICqrrBVoraiWkV0KmdBhpd1Wl8oEXtKlbRVtWqbhotrTaGVLR1LNsKGyFFEUpcGkIUkhDSNCGOSRyTOv8c3/fsw73WEDhk5et6pKt77yu973nec87znANf2/+7WaZYzwDigAI2AhuAMsAJRIFRoA2IAO3dkcgFn9vdae6JA25g2Nyv7gaA1XT4GFANLABsgJYxIx1QKpHQ4wkdZTq6BnQAZ4AG8zsOJMz3VwawFXgT8GR5IFBWhtOTjzc/gNPtxpZhBwXx0TjD0Qh1J49zpakpuTcEnAReB7qAmAkkpWm3LmQGXtOA7wGejZtmxQ+/8bh69JHFzM0eJBo6z8SXV7Hog2RmWigoKuTxp/eo2sZGdXVyUu3Ys0+lOZxeYAfwG6AQcHylCLgs6ZVRmXxrhsbS5o6XON9Qp10IhvH5lnL8+Lug2YkrDZvDh8vrJ8PhIVBSRdWDW/m214ZSSlWsXasFz55VwGHgt0AnRt1MH4E5uYv9QE75artWkOfXenpG6eu/TndPkKWBAlwuiMdixKMtaPEQidEwoe4L1Hz0Ae0WC29/+K+kcw0IAD6Mov7fUpCIDy8D7JWVpVgs87DZnKTPmGR4OIrdbsXlcuL22NA0GOhpIHKthebgvxkId3PoxdfZveUBfrnrFTxzFwNUAH4M9thSAbDeuvDF9b4cwBoI5GOxTBAKdeNb4MXtdhMOh/HlZ2C3WwkPRAmHY3S0dDCaAKvm4uLlG8wD9utN2i866tWS5fc5r3Q23w+cBwZIwYjbACh0D6BlZ89kLD6EUnF8vkKqqsqpq2ug7nQztR/3cC1kxG9k3Nh3qus06VYbCZub51uPceBygITSAPLNNHRhMOLOAEzTliwrZjgWZXR0lAy7lXN1zTz3zJ/pj0B2jp/11VWMx8fp6G7jSvN50oC8WbPpGOznyPWV6mD5cxowjlGANlKkmykWw56s9ET+/DLGxkbwuF1EwjGe3H6M/gjsyy+l7dXNnNgJJypDvFPoY4ujkB+7nLRf6eNb91bh1pR29MxnyfOdGGI1pRbcam8BIyIXZEI/JgdfXS3zvQggR+xu0UHEj9zYiMhu5HqZW77w+WXoB3ult0ckHWRZabkopeTF39cIoGNoQhEpNCFVBGKAit5IYMXBwLVxekPwbCE8oSKMAsE2CO18m+0dq1k37GDNaJj9nU2sKvYxCaTPtvDsodfYt329evnox5o9LWsbsJ47sOFmOwh8eamlRnS9RjZt9gkg8q7x9OYj7Yc+kA0bdwgge39eLJu+6xIwohRYOUdWVpdKyf3flANH/ijBibi+Ys1WwegTVbdG4bYiXBFY1N7YfDVWe7reUbRks+rpHtByMmdC+QgEIfGoA2t1BX/76TYefjCH+9YuQ5+c5DtbweHOIRpN0P55L5lZC7n46VmsmXNpPleDefsFQCs3seE2AI3NV08DbXW1Td4fPvU0jgwQi8A99XCPDWuJRiz3Gyzy+fnrP9ro6v4Dl1pN8OVRKtffSzSaIBztYv78TQz0tjERHwaDEdZbfaZkAXCqrrYWi8XF3heeZEJmKJEKRErx5HppbR2kJniZTRu3ket9hL98VM+lrhiNDdBwrhmHc5yh/gidrQ3q9In3NAwBimD0g/h0AOLAyc9DA+G0NEWR/2E1PDakTRq3wDYnB+3w85zwL+cpbwn711Tgu/AGS/NmcqlnnE9qYzTVh8lMg6G+FoJnzmKGvAdjmLnjfABGrpzAmVVlpaIZNLpeMG+h6Louuq7rCkRAOkHGQORniNQgPf/8tYBNcucju35SJCXFmTpGcV4EXgDKAft0AOwY3esJ4CrwGfA+8GlegV8uH/2d6BuK9cSqebpenCVq4SzpXYPsqTBYsLwMOVW3W3buWpd03ge8B3wfyMWogZSqmDQNg6s5/kV51cBuE8xD5kEj6Rl2WeZyygqPWwqys3VAZti9cuBXj8ng8Dv68Q9fSjofAf4O7AVKzMtNJf8pQXgwmkkuxqBZBDwDnAKuAGOA/GjHZlFKia7r8vIru5OaMAZ8gqEr6wBXKkdTzYQ3A0m+Exip8QAFgG+2ZdbyIblRbf4nh45xIJyOrW2SeBBDgIIYLLitAKcDkMpsGeAcNwo1AyM6pcADGGudGFNyO1to40+0TuX8bgHAfyNjM0G4AK/5YAIImY7HuUMnvFsASRDqpm8rRpEp0+m0fP/aAP4DOc++xIJiiLEAAAAASUVORK5CYII=) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur206982 1.3333333333333s linear infinite forwards;
}
