@keyframes rwdcur230432 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0UlEQVRYhbWXT4wTVRzHP102u5VszITsrhNBMyZGHobEWT0wXgwHD3OcBA+9mGwCh66ePFEvUjz1JiEBaoSkiR56MZkbPfbGI2gYjIEJQhhggYEt+jagDIqOh/nTTrtllzR8k0ln2tf3/b7f+/5+v3kwAWTVjGXVjCeZYyLyDC9VhG2JkckHyV+qCNsScdSy40yEbYn4h+reEfJJRExvRNqRfin/Qoe6WQZEfOiDaU7//Iy3V5bGTiirZmw1vdLYAUMoDLQtEbsdF8d2AHCrBggNlEJJH80QOM2AgsAJMRIB2XX7xAPQLJGLciAGCkI28spWhI4IsFR3hBxNw2v5vPvF1/xu/MfxpaecPHwE0u2yLRHXzTKmo3Pnasza5fv4UbJtmwkZEYA+Oshr+ez+vM7lb77KvztwcJkfz7TAEvHxb48mgtwQgF27d2DumaGChueGwJCvBjDqgboB2lAElCo+Sp+GLHPg4DKvvfMWJw8foWKUscr2CEFkegDU2gHHOqMiRiMwDmFKHvjJhFZE40wrv9eVkw+de1NnensZgLKXCqkAEA+LyAVk+zgCpSAEpxlQERq20f+pYpQxdIWuktk1YfDv0795dOMumkgG2tJNhOAgjRB/KM0LETB0RcEEA+Rux0UqA1piwwBlhNtmZwCwWseAvgFt3Li+wf8KArJU2wi1ikOj7eKFWio0ga4qaMLICTMMm64j/ZKsmvG+Uxc5v7KUF6tpSM1XNVIVQwZM4Rd9SBBqmJZOhIfTdEcytzNwn9WIuhfBh3s4e+4KkkTEtKyacTuIksiPIa8IjbavkMpApKs3dAV6sl1u3UBJPxeWsCakviL1TphXUoB9py4iWYo3zwIdbCNMzJfufxBqmI7eF6wUQbo12fbUBqykGRqg0e4OhRGYsppeyVckaTaY76kBs5VlyEJfgJYIylc/BBX4qMCn7SvOnrsCwPmVJaymV5qCxCBOM0hE+Cq5wn7OB6GWX6al9xNFqb7oIRGaUTT0hXBnfp+Rw0AWdKRfciCuCA1RjgBoB0ldqBiwY+VL4scRcu0eVtgFwJMhhq6S7Bn2jw4aIl/ECe8hn+2ZKZAXBGQisgYCSU8ydQ2z0UJ2k4Iyv7iIZD+W6mJaOp4EI23VngyJarJfK3QggE6gA4rF2SmG3xWe2y5tS8S12jKGEOh6P6T3bl/k5vWbWOUuUriUGxZRTVJuWElEDJFvk5I+y53y2I645V6QRSDDrjdeR97ej2ilZC2RFrIBj4Sbz7tlAdZ+p/Acra+xevsuQGHF8SvbKc3OJG9R6f5XhMa4lrzteaTXVntHNbVa141dPHrY48k/f7C+fp/19fv8duUX9r7/EZfjBXpdia7NwcIcpSd/QhChfu1n0MefzNPuKq6t9o6+cAR8BfMLO+mt3WH9Ua8QkVs3LyXRsCt4nTZICn0CGK0ZQ5jaTADAT9+dIH46hSFEfl2/eoG7N27w6vxCPq7uRYVipBmCx9ufpW9FG2NLHnjv00Nc+v40pdmiD+YXF+k9eEDgurT9KElbRwctyZjHt3rM/TVN3YvGZsGWXq+zblZrezQqZqHzDXbJWtvDCpeTB6Xw3PC55C8E2xL5CWnc0cy2RNwNosLnxMTjMO5wOniMe2nkgyImPZT+D2TZmqJ1ps3AAAAAAElFTkSuQmCC) 16 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEElEQVRYhbWXXWwUVRTHf/2SEbo6tRSHNMSpVJkGQ6dpImP0wTeXRE2BBxsTQw0kFHzBJ2sCsiQ+oC/Ag1BiiTUmuiYSN/Gj6xsPJgwfDVMVO0ZMNzSVsV3oJQUybanjw+zMznS3pbHlJJObuXfu+f/v+bjnDCxDzG7dM7t1bzk6lgUeyEMlkTS0EuVR8BUnEQVMGprn9ie9YC5paN6X+54rAV8Oier54MePpzhwIOVlTbsCAAUy3Sod4O1pr6Zv8D5P72tbUKHZrXtGr1XxvwgAqJrOoYN7aT3d5x3ZuQFkGRD0J11kVePS9VFSlktIcJkSU5I0NC/TrfovSmFSlv1RCH90wDKdFSNRWXZWKQAH4ICVcZhp2g8dx1EOpGhtqCIaG8FYLmgXkxIXhOARsfptNr2T4vdjH4RzO/bvhpNnwNC8Qwf3woenvU7N39fasNkbmpgDeKCVSl2QUksIhOYPXk2bY4Nr2LF/N3elf/n4/T5SuoSsrUOVK8ODpNOCtC0WJVJqgflSALcyDgCq4r+/236XYyfPAJDSJWY2NCDscSQpGW51Oy06HZn0OQFoXjkSixOIgKcsl05NRo0st9Qn0CQXWVuHsMcxCuB1jfV4iQRStkDkZauwo5RESCBpaF5Kl0pJOJCyXDLZDKZQoV8r+USVK5GkJLKmMjc9w+TI38haAlnz6UrWwiRiFtANJe5/WQbHt8Lht3Zy5IuzWI4cukGTXHRDQbL0EOzFr076e804ycN/VbG9scZfilxW1cHpM91qMffnybNPJhj6ZwpTqAQ2yjmyTxgw3Szf/jDrLzRUAfDRd1fj/ja0MDO2nrqCSZtn9FoV1Wa37qUst2z6BfLm+lnsOpma306Fp1cVAYpPQO9Q0B0QOZucI2O7Eu+9VkxFILxJD58dZdsLLQycH8akzYsHoRBxEkKA4oOpAJdPFE/focRuSct0UCPfJtWiGln148YyHYYm5hg4PxyuVQa+CNIMIYqP4+d8VKKmLyL4hHJOeQuKnI3I2dhuMcgv7GvD6LUqQj8FWRAoF7kicFRxCB7lELVExkFVBLKqxXQAdGUlBs4Ph+AQyQI/NTSvdWyUlvoEoDB8cwqA1/fuon7teirmphmcvEV7/qewKKmKQDa00vhRQFa00ILZnAKIGDjMK0ZZ067Y3lhD2vav0KGJOVrqE2zaspWb+RvkJ29Rl0gwuPaV0Bo5R/ZBbP/0bo8Zt0oBPG0LUrrE/F5h0UKRDAoNsGnLVmofewIAx7EZuzbCxssnsLtspKMGbo+JdNQIzY8mgxAI06YrKy2jFgCNzU388cuFknlZ1dD6NT8eCmPMHc6DdS+JAED7S9ti7+7tCQZ/hY052z9xISi9R1f7ZhUiDEK/TJcvRg/saAI3rJIS1NbWAnAzfwOAls1tDF+9QtX3n6MbCt5Tq6mYvuenbwE8SNuO3lxZNyzJAo/XreX2ZJ5p18+KxuYmFEVj9Nql8BvLdFBzomSvbiigybQ2VJEto7t8SzZPLn/6CTN3Z2lsbgrBB38eYNzJs0pKMPfqLi7erqErK8XuDFnVuLP6Pla/TfRajsqSLPD823u4+Fkfj6x5A4CxayM0Njcxe2eKcSfPn998zY8jU+x4JoHeUQ+yf/XeuZ6n9l71og3skrraoNHsSVsc7dRpLVQ8IHaynrSFca4jTMGgkVmRFj7a8Zb7NQvWz+Xc2Lhs4IVkoZ/T+a36Q5WV+D3/DyOXquBrt5xNAAAAAElFTkSuQmCC) 16 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEElEQVRYhbWXXWwUVRTHf/2SEbo6tRSHNMSpVJkGQ6dpImP0wTeXRE2BBxsTQw0kFHzBJ2sCsiQ+oC/Ag1BiiTUmuiYSN/Gj6xsPJgwfDVMVO0ZMNzSVsV3oJQUybanjw+zMznS3pbHlJJObuXfu+f/v+bjnDCxDzG7dM7t1bzk6lgUeyEMlkTS0EuVR8BUnEQVMGprn9ie9YC5paN6X+54rAV8Oier54MePpzhwIOVlTbsCAAUy3Sod4O1pr6Zv8D5P72tbUKHZrXtGr1XxvwgAqJrOoYN7aT3d5x3ZuQFkGRD0J11kVePS9VFSlktIcJkSU5I0NC/TrfovSmFSlv1RCH90wDKdFSNRWXZWKQAH4ICVcZhp2g8dx1EOpGhtqCIaG8FYLmgXkxIXhOARsfptNr2T4vdjH4RzO/bvhpNnwNC8Qwf3woenvU7N39fasNkbmpgDeKCVSl2QUksIhOYPXk2bY4Nr2LF/N3elf/n4/T5SuoSsrUOVK8ODpNOCtC0WJVJqgflSALcyDgCq4r+/236XYyfPAJDSJWY2NCDscSQpGW51Oy06HZn0OQFoXjkSixOIgKcsl05NRo0st9Qn0CQXWVuHsMcxCuB1jfV4iQRStkDkZauwo5RESCBpaF5Kl0pJOJCyXDLZDKZQoV8r+USVK5GkJLKmMjc9w+TI38haAlnz6UrWwiRiFtANJe5/WQbHt8Lht3Zy5IuzWI4cukGTXHRDQbL0EOzFr076e804ycN/VbG9scZfilxW1cHpM91qMffnybNPJhj6ZwpTqAQ2yjmyTxgw3Szf/jDrLzRUAfDRd1fj/ja0MDO2nrqCSZtn9FoV1Wa37qUst2z6BfLm+lnsOpma306Fp1cVAYpPQO9Q0B0QOZucI2O7Eu+9VkxFILxJD58dZdsLLQycH8akzYsHoRBxEkKA4oOpAJdPFE/focRuSct0UCPfJtWiGln148YyHYYm5hg4PxyuVQa+CNIMIYqP4+d8VKKmLyL4hHJOeQuKnI3I2dhuMcgv7GvD6LUqQj8FWRAoF7kicFRxCB7lELVExkFVBLKqxXQAdGUlBs4Ph+AQyQI/NTSvdWyUlvoEoDB8cwqA1/fuon7teirmphmcvEV7/qewKKmKQDa00vhRQFa00ILZnAKIGDjMK0ZZ067Y3lhD2vav0KGJOVrqE2zaspWb+RvkJ29Rl0gwuPaV0Bo5R/ZBbP/0bo8Zt0oBPG0LUrrE/F5h0UKRDAoNsGnLVmofewIAx7EZuzbCxssnsLtspKMGbo+JdNQIzY8mgxAI06YrKy2jFgCNzU388cuFknlZ1dD6NT8eCmPMHc6DdS+JAED7S9ti7+7tCQZ/hY052z9xISi9R1f7ZhUiDEK/TJcvRg/saAI3rJIS1NbWAnAzfwOAls1tDF+9QtX3n6MbCt5Tq6mYvuenbwE8SNuO3lxZNyzJAo/XreX2ZJ5p18+KxuYmFEVj9Nql8BvLdFBzomSvbiigybQ2VJEto7t8SzZPLn/6CTN3Z2lsbgrBB38eYNzJs0pKMPfqLi7erqErK8XuDFnVuLP6Pla/TfRajsqSLPD823u4+Fkfj6x5A4CxayM0Njcxe2eKcSfPn998zY8jU+x4JoHeUQ+yf/XeuZ6n9l71og3skrraoNHsSVsc7dRpLVQ8IHaynrSFca4jTMGgkVmRFj7a8Zb7NQvWz+Xc2Lhs4IVkoZ/T+a36Q5WV+D3/DyOXquBrt5xNAAAAAElFTkSuQmCC) 16 15, auto;}
}
div.testarea{
animation:rwdcur230432 1s linear infinite forwards;
}
