@keyframes rwdcur168800 {
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2.9411764705882%,5.7823529411765% {cursor:url(data:image/png;base64,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) 47 0, auto;}
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14.705882352941%,17.547058823529% {cursor:url(data:image/png;base64,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) 47 0, auto;}
17.647058823529%,20.488235294118% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGvklEQVRoge2ZXW8cVxnHf3NmdjzerNfr2HGM2YZVCG0EKEIIpKpXXKFe8iH4Gkj7fbjilpsikEBUaoVahEJVqdvYcRzXWa93vbvjeTmHi+c5zHhbnDjrRELyI41mztvM8z/P+xm4oRu6oRu6oRu6oRu6of9bCq77ha7fAzCADfqDq6wzQKxNCxRBf2Bftu5aACjTMRAtDFkESHbJ2gjoAG1db3RdAYyA0WVAlgagDMQvnQjpIiOu34uBXaB5yboz4JBKKhcGlwJwBeY9/ReEqswDZOfbQKJzMmU6RSTS0b4nOj5DpJItBUAZSF468ds00/t9vdrIJpjanIxKncbI7h8CQx23wHHQH8wWdfYqdJWd9/O9xJrAQ2BHx4qFuR1gC2HYILbQoQJggC3X7x28FoCap3kVihBJxXolevVqcyyy6x5IR++39R4jIKLaHAN0XlcCr8p8DGwrI5Ey2gZawPe1b1pjfqz3CFjRdd9T5p/p+i1EDZ8AgzcJoInscmuhrwv8ENH/M2V4qECaytwqAty7VC/F+8A6kDOzXQq7lA28jPmdGvNe91vKGNpuI7u+pX0psAb8Qp+9ao10/B2gx6To8Dz/FXvpa0vgsgjZRES/QyUp/50OsrsG2fkusuNnOidTUB6kN9pC570PvE8rhGkJw6K3jBtNuKhKiTLvo+oulcH63ewBP9GxrjI6BI6ppOXd6hZwBBwA/wBaZPbnZPY+xsBpDn969q3QfxUqqFxpiyqaJtreQSSxovN2FdwjZd4CY8KgR+kAujSCiCiAuR0pMP/egrNil07jPgW4AIKZBbt8JPa73tYuH13vIfrapPL7H9I0XeIQnAUHxAZyC4WDxEAJhIGMDXOLjwPWxbzIW9yNITFk45L4qxT20ld2h99JQX+QcjEat6mCk4+kEbBDFHSJDRgHKwbWIthswHoErRDiEHIncokNNI0BUpxrUop6zQ/O+fu/5wwnJZxbKIqlVMgnYz7TTBCdrgelyvcH2mpFwuBqKEyYAJqR7Pqq9rci0Y2o6HKcw8ySBvBZJi8trYV2BM+j5QBQeRfvPXwwagLPqexiRukqxgEaAbhQFNoBZwVsrQBOPExuoSHzixJGIYRZSTMMSDMH8wK24+VUiIteqFUDkCH66xO3J1iG2NoKA7Q886XseObg3IFzYguRmGjZCLhzK+RWHHBeOsZTq/by6inB/6J6PIhqfT4leA6cIoHozxxm8uHEiOE+y2GcCxe3Ilg3wnzmRL1GBZ8/O+ebWYkx8PWoZJZbjKm+tKwKZVRqYhf6R1S+fYa3lcfTX9OJmphASxQnsTcK5TkK4fQcNy85njummWMltOydwnlhOZmrYNISJuW1VGQdZCO8n69TgsSCpoJ5R/u3gQ9JzDaJgY0VMeAYkdBhCuOSk9OCL17kPB0XNIxhPYGnY8vqMOM3c0lKryMXGivjI8SQFwsTnyYUSEa5gUTeQ6zbJgDyUgw8CCAJYCeBJGcjt7zrGjzcbDAvLPvjEussk3Ehb55Ml7YBtEQcK6PjhWFfnKc65lOKbeCQzGXMLcxLme2T6A0DnQZEho1WyPrdBjudBj/abLDagJP9KXw+hcH1SICgPyiAoev3CiQKd6hS4TFiAy1lMadeaaW2TWoTHEAMdzU7WXWwHoo7NaLpYQCt2GDT6ttLS2AByBh4rNc+oiqpAvBSGgB7SJKmihyI95layEoxUJAAVyjnYUBWwsncYk+rb157PaDSOHb93pgqD/Lp8wHwrrabCvQRAQlBAA0gddAMZMZmJO2ihNJxPCv45GDGD7pA5xbsTa8fQA1IBmSu3/MnDCDS2Km1N4ExufsAwzazEqwDGrAVwkoIkYHDDArL8cyRRBH3Hq7L6u31NwegRnbh+QlVcf83xHsd8yL/Lc1QonLDQBxAaWFuNSobdtdCHt6JMZMMH9XfBoB63QBiCz7NiBBbaeKImJYfAPc4KRMKJ2lG6cSQw4C1CH652yCdGDhIwV6zEX8X6VFg/dzHF/Hexfqo/RfgU+CfTHI4ysSYM60XJgW3I4PNHem5VV9WvHkACiLjoiqdIeWiT8WN9n0E/IvMfsGsHHGUSWZ6VkLuCCYFDxy4bzL46BQ+nV7/8fplpPVDRHVMQu25q4A6wM+A95BjlB8DEYV7zOPZT1kzLQapZK9PT98uAAXh/wO0qFTYUtXJIGXpDlLYryAZ7T4nxS6fTX7HpGhzZwWOzt8+AE8qjfoPjS2q7NUfPS46mSF/PUn54+kfeMBtvnwDf2iuQgtHMwbJaKNa2x+7+5TkCNinP3gE/B74+D/PXK7YjGGpQgAAAABJRU5ErkJggg==) 47 0, auto;}
20.588235294118%,23.429411764706% {cursor:url(data:image/png;base64,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) 47 0, auto;}
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44.117647058824%,46.958823529412% {cursor:url(data:image/png;base64,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) 47 0, auto;}
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97.058823529412%,99.9% {cursor:url(data:image/png;base64,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) 47 0, auto;}
}
div.testarea{
animation:rwdcur168800 4.5333333333333s linear infinite forwards;
}
