@keyframes rwdcur53137 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 8 23, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZ0lEQVRYhe2WzW4cRRDHf9Xd0zP76fVHyOI4lpWQHCLIgQMSypVDkLgFISFuXHgAHoB5AU5cOMILcEi4oByIULhEBoMVEBiTbELkOI5jW+v1enY+ejjMbOwE4njNDeUvlVazalX9uqq6VMIRlYdz00ALSIF1CTsb5f9I2CEP5wCqz3ETyxGDt4Gp8tOUECtAtO9YCqjSnqXIHAUAqANNYKIMYEu7B/QBV4IdpFTCjjsqgGUvAxZoAy8Bv5YAd4HuMBD/zEQsYSflEJTP0vCWw9tPALcoshIBMyUMgJKwE8Fef+zXUQFiYIm9MrSAM0AGdEqz5bnHejo4wJGa8Pql2h3PmO6p49WPpiasAnm/BImANeABcI0iU6vlbyphx+Xh3LAcqYSd0QE2P55+4+FG9Jn19HSeZYuzM422Olt5ndsDSPOb7NV/oQy+BCxSZLtKUbqheiOXIIrzc4FBjTW8KZeq8wJtEgdp7oA5YAJPpknyNvBjGbROUY7hUx2Wpq5HBXjvZP5Js2pmPSNVEYzxNG4zS9S5qmXWt5ywDRIHOw7gNDAJPKRozIQiO497Y+QMpEm/tRvTbDQ8EwReoI0YUQJG4JUAvNKrr+awCpajHnAB+J3iqW6x94oYKQM/XWJ2bKz2Qavpt72K9Yw1Ympa8WYD2h7M+vAohnEDbR9yoKpe5lF6GmhQPNVeafFIAL+8i9lO+Lx9rPVqveE3/Yo12noiUSYy7RWHtlK4nxajZ9yAUTDlgcWyllqKF1KjmJjbcPCcfkJbsQS+1UGcxhPa84zRRmlEia/g5z78OYDlAcz3HA8SOFOFGQsTHpzwoaLaQFACtEq30aEBLlzOe0abtlcJnFgPtEYGCWQ5DAQ6A1iNi0vdHcByD6yChwP4awC7bp2iOwYUT3NDwk730E34zUXuj9e8flCrKCOiVJyAL0UruRznebCdOBy4rZT8y/W+N+vX2Xawnf0GfE1xel7CzsrQ76EAlj6cqPd3BitBvXKuYpRBFJDBqQpsJLh1R5ZkjsSR41ycuF7mWPVvcz3w1RbFZFyjaLz5/b4PBdBq+G/VDUHVGqMEhcvgrA/jCh6BylJwkEK8G2UrqWPDGn1Fa7lGUe+4tLvDxeXQAHk4Fywub37abuiq5M5o55xOHUxWwQr0HVlGqq0Y2zJBtua+q3v6itZyg2LyWYpJGEnY6T3t/7kA8wsdU2uOxVqYweHiQeqsr9GrsWI7w3XTNE6yZS9XW/kgv2KM+kJrWZewM5x2EU9uSocH+P4dqjlcbFZ0P0uzNBFcEiWRF/iu+QdNNekZYE0bdVlruSoiNyS80z3I50gAOylzLc1r3e6GrWjWBrqWJjn3kt2sZ4xeCdaxRkvPKvmWYgEZKfhzARxMRxkz+S4qMyxan1tizA/HJ2vX6zVTp5jt90rr/9vC8Z8AjGIpz1lIHGtxxsJmd2f+5PSx1VbDOsBJ2Lk5csSndOBCcvVtlBZaAnYyYOP8V0+uWC/0Qi/0v9DfE6uvWHwV95AAAAAASUVORK5CYII=) 8 23, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeklEQVRYhe2Wy49TVRjAf+dxH70tpTNWHQZCKjGICaLBjSTqyoULEzcu/Edc251/hHsXmhgfuDO6AiWSkBhBJAHqMBlmJh0Yhva2vfc8XNwz6cAMY0dWJnzJyX303O/7fc9TwVOI73YAsvAYh3sJGMCF6xjIRbe3pw79FEaN6PYK3+0UwDzwQoAwQA4UwGb4LA0gu0Qc0HgWDMnwagwMgJeBN4AG0AeuA6sBIg9794yC3PXmycb1Y8ahisQpYJEqmuMAkQGtsHc7LXvaOkgKthURjBwHmuHdCeAVKq9vB72N8HsR1npY/xlgp3SABeAc8DHwTYA4FoAuAycD0Gaws+C7nXZ4LoCx6PYGBwHIqSpb/vn38PMX5yM914gG4miSslKcBa5RFSHA2+G+ESB6QJtpV8RA7LudeOYaEN2eAVb7m0VTYXuplqk4UTvOwAAsMS2408Bh4CXgTaoaafNoHcgAoQ+aguLO3QeNVAy31lYnRdvYQZxEJo6EE0IUVIU3YDoTCuBoiECfaUdsQ+iDdEEGtI3jkyiuL8QRzhoXTyalGY7sKe99CqwA3+7w9gRVseqwNh9TK2cC8N3Odj5RgraKWIhTHSeZyoSkJXDx1rA865zvhwjcDB7fCt5vT8XjVENrW9ysKcgA7q4Pj2UJslZLdNxItY81UexSa6zWVsiHefmRkvJ2I9M5cDXAEK7b07DFdIDN3AWyLJ1e28g/bc8li/V6msVZrLWUoARCWMnItJJINrznM2Pdr1rJJaqc36UK/WaIREyVnnXR7eWz1oAZjE18uJm061myGCeRVnGCsk4qnIxLqROlY31IZ1FdtaUU71nrT4IfB6MNqhowwBbTWTDzIMrnDsWns0SfiWOhrVROGSOpS3jrEOJIDGslrBYgBXKtTEe38w4lF2upzoPXmwEAQqf4bme2IgT09aXhD8li3BDnmugUKZyHkYBUwpEIahJGDoYWFCBord2fnPHe36MqyO0jep3pyTjbHLj/sJjX3q6Uq0Uz8kgKj1cKgYU7k0rt1Rw2DCQChg5r3VY91d8LIW7sMFrs8mwWgL9urjSPzh8243HpxIaUSkhsEjlVOCl+z2G5gIaCgWW8YfoOcinld426vEgV+q0nhnYWgLzgq3L8ILMTpX0tcUYJ7GhivLdSCbTol9AvjbV+yzm+ThJ1SUnxk+j2emGAPVH+FeC3D2kUliJS0QmsN6Nh4ZSWjEcTo2M9jrUySstCKTHwQnyZpuqCFGJJdHu9oMLsY8fsC3DhAzIP77dq3APhTFEYU7q89Ay8ZUWlLM81lZFS5EpySSG+BAbh4AIg/G3by1kjur1iX4ChodNSvGYd7bIs140pi8KJpTG1zeda2c9pLbqe1XSfqs1uiW7v8Vm/E8IwPQ2d6PbcXlSPiIPFseWYh1jg/wCuTaz/ZWSGP77+6vMtqrHqqKbansZ3QLiw9xHZF0BLbnjPldKxXliuDA2XpWD5nfMUnO/lVKffU8m+AN6zbOELZ4mbEffePb+7j5/JM3km/3v5B4mr5ovicXuvAAAAAElFTkSuQmCC) 8 23, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
}
div.testarea{
animation:rwdcur53137 2.0833333333333s linear infinite forwards;
}
