@keyframes rwdcur59210 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhe2VS2wVZRiGn7mcOfdLhxbaQ2kPTaGFNG1pEKQShEqMUYObLkhw4YaNhp3RhZuJxrULTUxMdGMMsEFRF6gRBeUiWiRakJvpsRQ4vR3Pac9t5sz8v4vTRdOWQkwTNn2TSSb/fP/3vt+b98vAKlbxmKGsdENppQwgCQggo1hpZ7l6faUFAO1AbO7dAG4vV7yiDsg98QADda+ADIGSpebECcVKXweQVioB9AMF4KxipVfGgQI0BuFIVWNaH3eeUNb4thJUumXB+0RWxR6ZYoI0M64j2nVDDQEhwASyK+LACAQ2wJlcM+bE7gZ3S2+0E11BjldL4mbhRxnSYqpPnRJXCxfU3pihbvCfBs4/kgNzoUpQy0tJsdK5hTWpl8zGbIlLp2cir568Ou2+ntBFQ1BT83kvlIv4BnJVkd1VrNbHhoqmGCpePguX9s3dVR9hwHpqYVKBiLRSkUUV22KJ+BotuzmazzT6MI7+WVLP3bEZqQiEXw0MTTrJX/7INjtQkHB8b21DgIdsgbRS+hIijQXfQ0BCi+j/NP3rZXoMN2kN57k/GwbADMIWh7H9ZvhnkS5+bsDF+c2WdUCx0i5FoeLK+cfOPPIdQC9QEk3+bNRAJP165a2nTQba/NQFIeTT3WeDJBAIA84v4ljWAWjxmvhQtoYvyM7IF75UcIJaHrqp7fo2wBi57ctl72uDYbusro3P1v8U00J7W4Pqyb8K9JS94S5dGxZR7T3j+OSlhRzLOuD2hbuVPrO5GPcftq8V+rlrN85N3Azs9DyeK5XUg05FfUMK2tywbzSy1netM+6rnL9jc2fSnmqdcpOy7F2VTf6stFKL+JbMgLRShuuIrWqmemTIFY1jeXVtZ4zXNv1dMvX1/m/LZdomx31dmibbASpF5Z7mk+929ToT7ox2KJD3+soTFQ5LLsei+m9uT/SYkdBLipUWC7keFMJ2Ne8ewBZtW1r8puurcmvS7q6zEd735Y3jRt2gomF6VQjXeR/17Ky8qVjpnOxPtWgFngl54l53Oi/q+9f1yWz1YyOhl4DsUkSLMiCtlI6QO+SYczhji4NNvZFAOedyNl2B+xVnd9bNjW5sdkIxMRoKyXca1rnDgKNY6QmA2X3x+uCl/FeyyChwVD9gnlK+zFYeMOjiDChW2sWRh7yotn+kWDWKOZfr0w62EFz0ML6R6B0dZaM15WxtWOd2LnQx+kN+ShT5DHBduLIcOQsvA0jQvbu2m5ut8vWozbmiRzJqcHfWoeyB7AhFZnNVJ1ZvuEj5lOJTTgAz83sY8AG156FYJOAWqBs/Ha+8DZn3obkB2NUBQkBdIIxMGsaZmyVj+7SbaQyqIaUteE+x0u6jkD1UgATdhT0CBl6O02ZuDo9t+rXIjRvoLz5v5vI5OxnPOVfqJU9Gs05aXMw3yyKDwLEVEaCA68E+BbKdcZztpt91KI76WmhR1/tdGdRmvFOT3ylJ0vIWvwPrJWT+L/mSkJAsQ8qB3Tkwbegeh4j9gtklBxsCsvYfZxQCK0q8ilWs4nHhP3O57S4gbHslAAAAAElFTkSuQmCC) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhe2WTWhcVRzFf+8zb5LXmWQ6JnGcxiFNQ4w1C1uUlkjTUlxJ8QMUBbFLUcGFFqkizEYE0YVQNy7cuVDETbGtFUrF2lbbBj+gDYYm0+mYJpNkOpm+mXkz7917XWRKa0nSlmYj5sBbvI9zz7n///k/Lqzh/w7tXhdQmbQOxAEbaABFLZOVd8rX79VAU9xpruU07+8Y5ioYsJvi13ftqEzabT6raplsuBJ5NSrQCzwNPIoXLlZAqnYgCnSqTHrFTa5GBVzlS4erwZuiGJ7W9bqpHP1PVZFzWHiyLKIKCkB5HPT+xZysqoE/lKHpXKq/cq1Yf+mvjpbiQ4hdDYdEu2XY+mTxWB10A7JpuBLAhAWHrpPveQoA1O5Y6qpp7D+L++ol25N+CAMxy+xqgdmK9L8dnc2+e5FyF/gKRk/Avp0QwupkAIY7vOh9ltcT8eZshemYmOPlgCN/+3w9UXU+u8jAORhsgKfgq5EbgV2+BSqTdprv/ZWS3AxZjxHRL64vM/1Ih9UZj1vkFgQ/Xaqyu7eVvf1ucesvM4fkBAdtOH0zf0kDKpOOsphiqEpTvZ2a1j7O+0sItwJDQLvqbjHd+VD2xC0Zixr6g902V/2QeMSUAwau1htrtScWTt6qtVwFXAAmakkx5n2gXPNk8Frye7PTLgH55jfJpoHu/GVzZ/WasadVV2ZCBGEl0O1YXVKqCjYrslGNMdFuf2je4N7WAABiPuhD4lYMY29LMcB09FNEzU6gG2Dqspnwa9rrtqMG/IpGado+Es/NeYfbW0aOz9UTV85Vpp+CqEjxw3ye80tpLGeg3KjKhFESTxwQJOy61bOrFDy7qU2k9Kh5RgiekZLtxYLhhg2NaELM1RbY//i58W882JuksqcHeB9+jcHPs3k+vx+qd2xAy2S9xsM8RoWhUw3kRyMddLc5m0VdpWuFcLBYczZv6BOu0yaREb7o3RTs3/jleAEggFw3nH8Ool0wqODT5cRhmTFU7/TEjZ74jgutDCU3tPXnywI7amI9YLt2KIZqnlEeG7WPJrrki/2DwSeA3QwuFTi2EfyNcBbYZ8KJ5cRhiR+RyqSjeOFbwYJ4fj6i9Z+aCXTX1knFDGY8gVEIylss43hr0jpIl32UGzMtgSktk6UBb2iwLYT3IpBdycC/WqAy6XYasl0pRkJHS5YFerRFZ7IUsK5F5/fpgPURw9lkMayVgoZ1TZw3+yK5m6qpA9KGAyxet8WtLWhtBJhqNij/VhKlH3M+055EAzocjbmqIGJhT0rihbLYrk36L9/Erd7NQWRpAzUpjQveVjkT9HWVg3gbFNzx6lQ9Xy+MHZ4afdLG29Fp5brmG431IXl1eWFYfDe7m8VTUPFuxeHWKYjoRa1Y30ZAodPEe2GmUggmKFqQ0tKMErNDmfXPdkSMlPLEOXKsU7lKVjtTWTbldw2VIulvaetrwHAJ4nUYmgG3BmkFtoK4yqT13OLxaw1rWMN/H/8Af53Y+pajD7EAAAAASUVORK5CYII=) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur59210 2.6666666666667s linear infinite forwards;
}
