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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 12 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhb2XXUyTVxjH/+f0vKVgqQVbbGsLtIXyIeUjkIIghDbplKDZ4mAfmmnm1mXJFpeYXSzZxS534aW7WNKEebEl2672vQtZjZuCTMc63CYCTpiMbsDUldq+pW/fswt0q1jlrYpPcm7OeZ7n/zvPOSfnHAKF1t7p13LwtnRKYgkxOXg+PCwpjb2XqZQ6mi1lh0pKjPuKi/Rd0aWov8zulGevTI8/KABV6hi7caPZ173dtW/v09V2u72FMaG6rcOreSQAdQ2e+np3ja7UVqrZvavHcuC5A+WUCX4QFDwSAAD99W63pbm5UccYQ12di3Z2dFgIofvXHaCuwcMIIa6ioqJim82qBYAtls3MYjYbBKZuaOvwVq8rAIDuba2eYoejTEMIQZpzUCag1dOiJ5S2g8PX2u5bV4DHq6pc1qbGBh0HAA4QALZSM32yr8/ABI2XUJjWBcDd6NEVFm4wabXaAqPRoOEr+pDBYdy0idZUVRZUVFZYCCGrl0Hx6VrLcVd7m6ek3l1TwDlfUcdKBWRwdHa2asrKyh3g3N/W0a3OyCk/LIAdttJyS01trf6nsTEkEnGcPBHC8NAQRFEEBYG3u12nydf6wPHMzRjF4rcmc5sFAgEEg0G4Gz1Wi8V8tKe3p+XqfMQamZtbCSAEnK+UwuVywWiySd+fDc+GR899zNPykeHh0GIuALdVIBAIUAA0EAgAwJ6mlmbL3wsL2mziADAxMYHT337DqmrrDJq8/BaiovpcxO8AWNW/zbh5c8nifEQHAOVOF57ofxZbGzwxEGE50/nC2Bl1eaXDkJbTux4IIBgMygDk8PmJRssWqyEeS6i1hYV0/8uvoNP7mPTesQ9n/xgfuipQOqfZaJ7dZLJeF9QaWW8ouZ5aTl5PJsXZXAHuuA1HR0fhcLg6BbW6qWprncFotkmRSOTa159+Emk0TUZ3eGJmgzCfOnk2MqcuKLphsVdI479c4JcmJ0NSKv3uX3/OpnIBuGMTAsD2Lj9Lc/lwMi56dXpdPClBfMmHrt29xKQrpCx1LSH/fJ7HPwjJo6empC83btSH44l4dOR06EyuFWDZOlVMJVGuel/QCV+kllNqQUXap+bSbVIsnwk6DsYkOrOQj/kYZ3n5wkQimTgzcjoUzVUcuMuDZObyFGamp5ZmpqcW7M7KqCiR0sUl1pxeRsK0YVlYWmQ4doJcvjgvjzOOwaFTg7/djzhwlwpkGpd5PI+Rz6KiXHr8BzSfu6hy/JOgsedrowU7rfJ3hTuOjPj9x7MupRJTFCgOOItlThZmrmmnPgoXh1/vvrKHEs4o4QAQI4D71WHf7zfd5WAwqBhA6aXxGiWc2ouXXG/4Zp5iVL4lDgBaAHsUK94nwKE1xve90xECcpw9oGAJxAFnNYALCpL05h289FVO6lBWgTfXcrj5TvhcHKhQ/A7IBWCv8nT88EMFEAecvrV8VuVqEgecax5tRQDT/X31XGZvK0lC/m97CZDTZyUrwHR/HyMC76JU8mQk/6+tFs40zsnkdH+f9oEAAOhKvL++cLegbMLAymYkhJtMO8cUf1iyrpe558dlACaebTAD4pbo7RAkDk4GlQJkrUDewUsxAEcJELtXcKY4AQBOY+DkLc2LFyeUAvwLBLyigPMXMFMAAAAASUVORK5CYII=) 12 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 12 1, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
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75%,79.066666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
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}
div.testarea{
animation:rwdcur132627 2.8s linear infinite forwards;
}
