@keyframes rwdcur189067 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLUlEQVRYhe2XsW7bMBRFD40CdoAMyZpm0pgp+Y+sBfIL7iLYgIRYGdrFGQO4S38hyNJ+kYZ0zNB0cGsVBdhBokI9krIk18jSCwiG6Kd7rx6f+Ej4jx5YJ5xo0NuudcLJPxUuMs6lyGbB2VPC4QcYPSUcbhacyZgi43wn4ccZE5vwccZkn881sE45NQTfY456EwDP1xzV05JyOkhcg+74mCYQ28uETF9HE0FxaUJOh/IFhkiUic87ZCUKcytLd2QHmKp9jjlWIXNdxAMmf1xzbOtUZtod+jKiciAqbpuC46wxlo8zwMmE1KgzsJ6Vi0caf2yK+TIRyREPjBmRiW8zDqBc1Cp+19k8Xuq71c2LcI72iSrEG8usmHFoZMLWGsl4Iz6Pl3oeL+s5V7lrQFORt8HORO7WUMOVeXuAOgPiAW8mPObasIm4H8OVAvXG/uPXJ74cXN6UN7G/2lXumtBRfxMGzhQ0EFWXx4REsDA9HJOcq5qrJgDdIJaEHUW7cujIU4Q1YfWbxVOyeOonk2I9OLLVtI5vnwJA6/aFr9d0VFiuPruDfxa8F6ueFlcrAg3My2E3uDoDxYavUHZD83IWv7MaSgR6hwh5wc+Et86grxf0hbd3BFZcEDXwO+MCyp3MUAPBLmrxGp0q3h+8SxZsnm0mna/AdKseW7GtIj7+Vth7wl1MQPPrGLwxHVoTg3fFBq96LrDhOxkVaXkyenhXnoyKdA8nI4lXOxvuE38BkTCCiKdeDE4AAAAASUVORK5CYII=) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACH0lEQVRYhe2XvU7cQBSFP2+zi0IBLaFySUUeBolXWBprkWztOkXSbFJDwyugNOGJXJCSIqTYZI0iTQp7JjPj6/HPgmg40sjy1Z1z7ty58wdvGIBNypEC1dU2KUfPKlzmnPoi2xUnDyn7n2DykLK/XXHi+5Q5p4OELpO1sv/vF8xswvsFsz48Y/s5gWwyjjXBz4SDQQQ1HpccmGnJOO7d0RZXoLp7AJWf6DsoCD99PYNoFfeDCE7HZbIOVrdxLFCdLRCEbZvYP1/fffwA8JhwGEEkEbSRNyD4/VpyCNWq0jZHREdni0vpjwogLr+4gtPcsRXTHIA4rGEysFlUm0eWfHbFpEzEvkWADsbLxI8Fe1BtajW/HJmDAiWJRngj9rOi7eBkwtaaNDrUMJtSPYKoaPooavIQ7EwIBepE1TZ6R1TKhBBcCNuY2ymcNzLw55rvXctJzESfmmhB6xQAENdtlyAEjlnBueEyBKAcYp+wp2hfDhULRWgI62+ezMmTuUzmiw3gyK/mxj88BYBS4Y1vTE2sr26axr8rLrxdT3ktiJazQ+SwzwSTgXLLHVSnoR6cxd9cnh5azg7P5T9+p7xvGIO7YU+IZ0dgx3Vq4CmnOg2X425Avpgvqnm1Tu0vO++SBZunK8jGKtCn1YCrWKeIxB+EfSfcJQhwV8foi+nYmhh9K9Z4tXeBD+llVGbVy+jbWfUyKrNneBl14dXehi+Jf0AxmtNLBjSNAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur189067 1.0666666666667s linear infinite forwards;
}
