@keyframes rwdcur84345 {
0%,31.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESklEQVRYhaXX32vVdRgH8NfODmvNNeaaYy0tLUsRC0szkUSDkMigqJCwLrpI6C/IP6C/oatuI+gi8SojKaKfIGSlo1aI2lBZOpYtO47jcXXxPF/O1+PZ2ZEe+HC2z4/38/48Pz/fHvyLl3FYd/IA9mMdFlDBIH5NjDNodIHzEj7qyT924Xu83+FAFTuwBdOYxdUSgRGsxyS+zbWl5HVsxVe9+AWr8BDGE6Cd7Mg9V3Ecv+EiZnJcxSjuRh8uYLENzqvYkHo+7M3Jk6l8H/7An6jnWiUJ7sVfOJp7bpRAb+TaNMbwIC7j7xKJQWzDAWGhD9rdcieuYXtpbkiYbD82tjvUIqvxPN4Wbilke2LvLG+utBw+id04hFdyfQhP5O3OdUFgBpewRlijL7EOJfbJ8ubelsN1Td9N4brw1woRpJe7ILCInjxzF66I+JjBMU3XtiVQyM95i3vxiAiY30XadSN14f+tIlAnE/MWaXVBqwwIP05ivkvlBNFpYf5qp43LERgUVmhon1L/Wzqya1E6igncl6NfXKAhTD4v3HZemL2e5wsrtK2OnQhUUskonkuwwhKzCaw0X8/9m7A559eUiLaVTgQmRN0fFYF4AadzzKWCwkKVJDSOh7FWpO944gwL63RNoF8UjN0ioN5NgOXiYE5EezWVv5PkZ0Q61lsPtKZhBStxMEEu5Z5juk9Bmta5X2TDSpGSp9xcwm/xzYQou5dEw5lCzdI3fzHHUiQqSWAq/z8gLNOWwIRotcM4IUw5IxrTkOUzphV3IM/MJ4FJUZrXK/WIaum3iN6PRc1fyMPnRRNaED4uy5ElCAyIVK0Jv18RPaCRemqJ3SgsMJYkzuTtazk/K/r+C8JC3cq4aN9TmtFfS+zF1DdC0wV7hOm/drO/a5rRP5w3W06qCb5OM2ULWcSXIrWfKQiszomG8LmWA3P4TLhhi5vjpl0QbhS14Lsk31oBL+bcGMYqwidXcqFdtNfwuSg0j4o4KUjsy1HI2lzvxyfavwsbqWseGyt54Jzw9VJSw6cJ/Jqw2KAwd1Wzaz6b88eFNZdK39MiPTf34g38gLNaikSLzIugvBNvCR8/lWSG8aYI4m/yMp2wrifhnUUa1rUpky3SSNZ1TXftEu74UdSNKZG2y2HVE2+oINBtr18Q7poWxWkuCRwXbrqdcl1FXyWV92u2125kUbPfN1Lx7SgfSJ0LFfHWGxFp0a0UwTuaY5PlX1dlGRPBeqpXBNbjwqRndf6uq2q++1eJr6URcft7RN/4R3xvLiX9eFp0yqO9IrpXJMBa8fFwPYn04I5k/BieFNE/m2S3pfLDmk/4DSIrriVGkQ19qWNPrp/GT1XhyxPChEVDmk/gRt56UDSXIVHdTogALMrsF0lyj+gZRScsnmpFnI3k+lRi1HtKpulLJXvFK6Zf87F5VrTTcnOB9/L3YGludekiG0rziyLejoh6UYf/AHmgMaTIuguOAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur84345 1.6s linear infinite forwards;
}
