@keyframes rwdcur260367 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEX0lEQVRYhe2XTWhcVRTHf/e95/RlGKfTyUwaQxKlSIypVpuKYJE0bWiU0AarQiilCrqUgJpFKeIqiAuNm9GFK23HLIooGkXESlo3ogujMeaDEGzSlDQ1k8lkmo/H9M27Lt578206U+wuBw7DzD33/P/n3HPvOSO4E4mgABqg5PxqAia9lbkSdwCu9SR6AsGN4EGBqFnVV/8YDA7OAgaQAlKVkFBub5IHrgCe8Hr4RVWqHQKxP2AEXj26cXQP4AM82JkpW8o3jtj2h4xDAWBvWknrlrA8AGEj/Dhe4rgZuCsEQDu5crJ2p7GzC6iTSMsSlgVY16uuxyiuif+RgBP9rs1dnQLxWFpJm1JIPaWmYokdiclLVZdigOXoXSBg2+mWsPyqVEOmYlrJHcmZC4ELvwJJYA3YwE5/RSRKE4hk1hRHPafip/apUn1USFGjStUY941fxK78hKNrRQQimf3u0VgUXNXiM7M36awQ4Au6gQAQ1E39yVvKLc24x4illFRKRVWcqJOObjjOrRw/HgY5RpIg4Me+KbqzViIDLvg6IaJ8wjL7eIHjgMe36XtDSOFHQMKb+GVUG4XstfM4zi0imQx4AC+TfMxNJniFM3gyZBNEMOjF0kqA1xDlHOu0UUUCaAE0Vaq1SBQkXPFdiQG1zhGYgF6UfpeUF40V2vmcj+ihH40FJ/NxIhiiCPwzomyKp2mVMMJa33N9vqJjqkAGvhxI8gR+RgTUywlO8C4q08ACEBf/CX5AwvvCooNF/qGOamAZqM46H07an0f8OYiuzTIQZIaf2MN7UuE7ASMC7pfTdPMOKlPAgl0oawSJci4PfAloRyFNXW5Ep9NZ8MNxW10i7lpGBA/SjsINoFFCq4Q50cQQb5GmGaizo/+UKIZoo1VCl4TdQLjA2TKclnB+vgSQA35+3rZhuWBxyfHXlUPia85i8oAG6MzRznEH3JXdxSBRATRAVIWoH4YpOIIGiCaK9xHO8dclAQHf0EwDJzRA4yF+ZkQcBJFPooSIe1/izVCIWCzGt432p/s9FArB7x9suT9TC4flAgcYVQCTlznDffJPRoRtAHCjYGN1oactpNB2yfHngu+VcZ7lBxTWBBECQB0mLQzRz1XRTKu0i2ZQQCcG8+ilbkFJyb0F9RhcROd1Cb854I/IBEf4EYUJYEwQQcd+butJ08wQbzMnmmiVMInZ90xfRQNGoQx8P2DSgpaJvIPLKEwB48BM9h2AoEPCviZTNOHH4DUuY7/zBtmX73Z938LpoHzI89xEZz+LdDKMwqwLDixo9GIRwQDiAKhAN/2kOcs1GoG/gFWybTdVJgH7KU5xjIe5RidfobAEXAX+JvMSupKfiVpM6pjmKVoYczKQ23LLEZvAGG20MIuK6QSx6Ggc3F5QTCKA3T69zspGjlZCwJujrp+kE4xBL1bxWO72cZuIW4ApsiN3eRNP1o+rYNePkeun9P+C/IkI3HmvXPB8EltORNuyLdvyL5nio3CCQlquAAAAAElFTkSuQmCC) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdUlEQVRYhe2XTUxcVRTHf/fO6+vLiFOEKRVCsWkMAhqM1Dba1EqrqUoQU+O2mrg1kxhZNI1x1RhjDG5GF67UTrsyGkViTDVNXfRjobSCUkqoKR8hEAYYhmFmwPfudfHemw9mWobGZf/JyWRyzzn//z3vvHPvE1SKKEZkOtIltXxOCWVqoSVAwkp8e7b27HUgC6wTQVWcE5AVkgMYkzsmR5RQdUKLDiVUXWZbJnm1+moCCFac654EgAFYN4M3pRKqSkkl02Y6MbBz4NJ4YNzw8tyTAGNTjyjywPoBq32pvdN0zFeklo1KKrmybSU5J+bMAmLl2f8owC29uX9+/xvAfgSNQAiwM0Zm3SO0cxbZKv3mFZDdqe4qqeWTdsC2bGmnpZRxjZapQGoZt/F8s7dOv7kAYzWwaimpTEc4phLKsqWdBpRA+MRpj3zL5b+zgGhuzYpviwc1OmQ6ZtuaWEs7wsna0k4MbR+a9cjXuVP5o7nmLOyTIt/SznWDLBJUc56e1lTrM450Qo50MBwjvLx9efbKQ1cuLYmllCegfPndPCbn6CZJDW7vVAGWt1amAj75KmFifMkS7amDqY/r1+oPBVSgBiCzI/P7LXnLjzVxZwBES0S4azf4ghVGeJuTmCSBJJAgSpYIKl+BPHkdMWKkOIqFcfmBy0FHOrnnawu7GqgFaoA6oAFoAvaUsb0EMViik2/4HJtmz7/Gr4QoIT9LjIw4RIeGa6R6X+utKinvFtD3XV+SpwkxKKBRj3CcjwgwBswAi+KO5Ps09AnFi8SZpY5aYMHbu4cLSff3aKiA0fdZAGoY5zf28omW/CRgUMAjeowePiTAKDDjNkqKGmJ8XUQ+DzyP5F/qCnd0wsmTH1l0zRfir+UgeJROJHNAk4YODROimX7ex6EFaHB3/xUxsuIwHRq6NOwCdm5ItgAnNJyZKkPkkZ+Zcn1Y2LA47+XrKhDxA6ew2WMAFhN08qpH7mNXKUlMALshFoBYCC6w4RHshliiNI6dBfm6NCDgR1rYzXEDMHiMywyKgyCKRZSBePBN3guHicfjDDS5v/7/cDgM1z69a3yuF47oGfbxpwRs3uIk9XqIQeE6AMxtCKzdmOku2Og77+XzyR/Xi7zMeSQpQZRqoAGbNvo5zaRooUO7TXNOwDGyTGGVewvKovAtaCTLL1i8q+EPj/wJneAovyIZAYYFUSygGmjEoYV+PmBCNNOh4QZ270u9m98Z7oK+n/ts2jByO3+Bi0hGgb+B8fwccKdTIw7uazJKMyGyvMNF8jPfn/ub3X4U3mHGZ7zOChZPMcsxLiC57ZMDMwYRFFGywCIAAaCH0zicYpom4C9gGXeGp3BPv0oEmEAV63TTyjTH+B7JPDAJ/ENuEvoorsTD2DQwxrO0MexVIFEgoBK4AoY5TBu3CWB7m5j1bBHIiqKQvIhq3OMz6K2kC2wrAoIF5udJepvJEkGJkjD/HHeF+A24nrNK7/35PL6B2z9F3w+lAtxgPPLiG+8WPzoquRHdx33cx3+Onb8H1+GHZAAAAABJRU5ErkJggg==) 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%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,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:rwdcur260367 2.6666666666667s linear infinite forwards;
}
