@keyframes rwdcur136616 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 3 9, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 9, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 9, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGc0lEQVRYhbWWe2xT1x3Hv/f6+pnrZ5zEITwcColHQigpZJRBqrLSRqProomp07q1oy1oatciFVY2IcSmbcpWhkTWUqmUDVjblQGaWsorItCsoYM0gcwmOLZxEuzQPPyKH9f29X3ujy0SSqnjkPb317nnnN/39zm/e/Q7P+ArtLZ9f3h7pj7kVxXc8+GujYHhfsfXDnDj9CXD3eZVQnDXcIzPfK0Azn8et3r62t6fOn/16B+bh26N1UU5mZkpAFXoxndbWn80EbliGo54vrN/Z0vd2hVP9AGA1sqQlPjmS20XBNBGrfOeAEhAnrogAcTk2H3eozp27E+/MdM1zyRCg8lgrOsdl/eaqWH5ys21xcG1PvfIOveoKrO+aclfZwpA3PlBArI0ZW7Sdjz7k+5cNrMwmU5ZwikeagWwrHrpQZs8+HzHzTQqqha/9tr+AztmClDQHXB+3KurqWrs0JtNtIl24MHqJ5ATSHS7nc+3+xiISiUaH179+t18r58+OLfzvXcfmRVAaizqYFlpuyTPUz3+8A9BkDmoNQYoVBbwyjkwm6wdNUsfGpvq5zvrIyMjN/YkkXHPCsBspl1sJuPK5lRw+roQnJBgLm6Ajq4HqSqHQrPCxg/y0lQ/b/+fX/UHcXXDU1tGZgVQ07RKWPf9hy6ZLaWIZmg0NVegzDYIikrDTFeAEtWOs/++suVOn573X3754mc3WwhjWTKfdsF1IHDLb2GSXnyzsQo9Pd3odQ6C1pmhJdVYvtqOJfdXLAAA31kfvO1b97RfGGjlUhSQSGlmDXD5aLs18nl2dTKVBRNOQUeVwEw3gOBpLFhUjFwmi+CtXgsAKOcf2tj18c3t14cFSLKEbDJemU+7oEJ02XX1o7HxIoMgLUT7vwYhykaoKCMiCR/omB5glAiG/I032rpoZmBfq7NfBC+JYCBAPc0RC8oAqbD9JZzMmXiBhCiJEMUUeDEBJWVGeMQMu6EPoVjcQVKudcMDE3NuJ0WQMoG5KiXMSj6vdkEZaGpacjiV/mTeeIxrLDHrPsmw9CuxmERDToBSjIDnkgAoaCxDGwIDMiiCwAKdEosMBPRk/jMWBOD41koBwG4AGPjUaSDpc6/0XfLggw47HPYoPAMCLJaSHjDjjuAYYNWQmK8nUGI1+Iqs+k/zac/4OSapjhegStJcmoEsa1Fnz2FgQoFljprWTCS+Os4BZSZ9xr547vcqm5uXrt2+50Q+vYJfQwAYunx8PkpDW4Fy3FdPQOpS4mI3BUNJyd/Wb2DI4U6WImQC5fbK55p27zkJvDX9gWYCABuzFxBskNLQIQGCAELZRVi7atVuZAd/9Vm3AL1SgW/ULO+ZdHEe76bzSRacgSsnOhuQObcRyAJcBn6vGpIM5DgDltUNv9N/kakahaHDZCHawuGRDACc/N3WHwfCnWMA2mcNkIhmnitTl0pQxEiRy8DrqweBCUCS0d/1+RpZU7t57+GWg//bfQzdh3Y+etPrOsSrqh/Mp1vwLxCzpA5snMWIH1GXGTzHAZAhAzjdU4s4U++/c7/v9sK63nCpx2Yr8d9dcYYAiQlWx4aNOpTNQYwrRyIbhfx/BI5T4j9DY3t7j18nAeDUvg+bxyPZlvscVU8+9vQP4vcM8MGBI0dOvf52LQBIIo8zJ3MQbgQQu12KVG4CEjiI4MGCRSiZqu/oufbzf/z26NOBQPRImB0N/ewXO760D5i0vHcgnRbskdHghVNvfLQynWSE8KgWnT06EBIBhosDUEKtACSRhiRLuDbgafUQcXA8B9t83e+nCz5tBoS4uIvNmg1uf/CISqsOySAgyjqEE2PgJQU0RAA15fNQRCmhgRaSbEEKVslaYf1783cf31cIwLRN6ZuvHnorGI5tMeo0SGUkEMogZFEDhV4CmwyhqnQ9OvxeQNZArWKZqmpy2y9/vfNAIcGBu7Tlk+NJEIMFrUaBr7UWmQ0klSq1GJZ4/LfdaywoZlPiuM477oYkq2DUy6GltcXffnH7C32FBv9CBr7Mzr7R/tPIeHxvko27c7xwP1k0cVDLax9xBfy1OUkHpc5wYtWKsm3PvLQ5OJPgQAGF6Px7p54d8gT2RyMJlZEuXTMSu4Wqyorzppx2yBCKt6Zk5ty2F596srKh8gtNaSE2bR3wBVzW6gdMh+ctFttZjf9K8Zzspi1bN50x6Q1HbSWmMysfsG+61+AA8F+0+s/X2khGfwAAAABJRU5ErkJggg==) 3 9, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
}
div.testarea{
animation:rwdcur136616 1s linear infinite forwards;
}
