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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnElEQVRYhe2W708TZwDHv1dKW7G/QcAWCoKVzVnKEGqRimi0cdg4HYnby/0BW+Ibs1d7se3t3m1m2Y9sifGFLplb9sJliUNnWLDOADJDsQVsodfSUnrt9Xp3vd719qLOkG3BA6dv5ufVJc/l7vPc93m+zwEv+L9T84RxDYAdAKwAZACl5y1Qf/7t8x92dXa9Qy6QNCuxKwC4RzLPRcDkP3j8jXMfnPPzNOd5MBsWOZEjARQBSM9DoNZmsblOngn0DJ8ertdpdd5EhOzM0JkIgByA8rMWkE0G8w7XKy7fy/v2GjwHPRpTg6lr6e5yP8Mwy4IsrKK6LrYcyZMEKpIkaZwOp99z2NOoVqnh7nETjbsbd64sJAfyVF7gylwCAAOg8iwE5AJbqHHanIeOBo44b47dRK2mFl6PF64BlzkZT/Yz8WJrTshFAOQBiP+1AADUttva+0+fPb3/t4lxXP76Mm80GIUDXm9t38G+bUStvDcVTrkLHB2TZInCJiNRIqDe5WjvDpwKDAgo1Vz95mriyy++uk5IhN4f8JuHjgypjM0mR2KRHCxlS0VWYkkALBRGokSA0G83OEZOjByzNFq0wfFgOXj/zifT09O/5tN5V9+BPqvX44XD6bAkYmQvv8qb80I+CqAABZEoEagwBcboP+Q/2bGv03gnGFST82QoQSW+m5qampgam7K/5Oqy+XyH1G6PW8+JrJtO5t0Zei2E6rrYsD2VCMiCKBh9+32v9wx0N0zenSRmp0NRiqV+FkRhPhwP/35vYrqu3lq/2zc0qH11f49apVW103G6v8SVKLbMrqLanv8aiRIBADD0dvSe8vg9tlAoRITuhBKpQvonAFkADLlKzo1dv5GiVqld7l632dXdTTR3NjcRJWKgmC0aqCK1iGok/2hPpQJ1TsfuYd9x355EMoF74/cokiKvAVC3NbcNNJgbfHXaOmdyNamzWC1NjjaH2r7TDnuHXV+pqbhKWb4rRaXnAdCotufjXaJWKMAuxZbD9FpBtFgsap1JZwXQ8Vrfid7jo8fe1ZsNerPJpDFYjGqr1QpREiGWRdhabDgzekbfZGsKNHxf35wIr7w3V5gbByBsWiCejj9IxZO8VqfV15nrzI761jdH3xodHhodahT5MjiOB52jEY/FEZwICtlMVmDWGJbiKEbOy6J2my6na9U2Yhaq9Q9WKiDyIpdOJVO8pdWi327abjw7evboYGCwZfzGOC5euHifzbCLaS6dk3iJQZlIFTXMClFRpfNsbkWUJBbVus7ib1tTqUAlw6yll5bjjH2PveHkqRGNvbWlZWZuBpc+vrR4O3T7fV4uTQLgH71ABAfh8fUGqDYaXC9AM3TmYXgxJ0kS3O4eyISMK59dyUQj0Qu8XLoFYAlA+tEs6XUyG6JUAABocoGczWVzlUwug2s/XOMnb01dXiw//BbVf4MtoTQCAGAzbGaepTkhHIvobly9eTfKRT8HsIItHsWbFRAKeWY5Fo2J13/8ZT6SinwEYB5bOILXo7SIAAA2404zn+f3zPwx8+kavzaGars9FcQm7zcC0KN63NJ4ik//ghf8xZ+crScUguoMYgAAAABJRU5ErkJggg==) 2 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhe3WyW7bRgDG8T8tWdRqSZYgxwlqWbKhxqkT9VCkqR2j7gIUfZPc+kJ9gQI5BAWKXvoCXVAk7SGJewgqqVpI0RSp4SIOSfXgnKvIjnKpP2DAwwDkb4iZDwPX+b8nsWA+DzSBm8Ac8F4/3xlg9+v7X32/ll57pAo1nMbiJSDeJiC5aH5zp8J6I1UdrQ+/kWdhT4/1J8DkbQEW/QGlSnX3wdH9D5XyWt6f+nds0/5dIgdA+C4AM83Upvfqd79stveKSpoKXeoDd/AzcA7EqwbEMpZBJswctj9pf1Cr1nAVcUN2wpQhjWfAlCtuykUAADlxLXdzY/OLk08f5pKZ9aQVWi3RFYaIxHMuTsZKAaEvfa/kF+9st24etO+1sT1LlaZsDbTB04ioD8hVAgBmjuuKcrb8Wf2gnj/YP2A800vBMDjUbP2XOXMdiFYJCJ3QmW2pWx8lS4n99t02ajLFJLZqYS+s6Z7+G2BxiU35pgCAQMym4fb29qklrMzD4xM8z1N8xdtxO05gSetPLlFSywCk8IS/k985TRQTt9KpNEcPjuiP++uzqd/UR+OzIA46wGxVAACZdJOJ5vuNk96ol7rduk1zt8nQHhYCMzg0z82ncr5cSS0N0FzNrqQqx5X3Krf+Ojvj+OgYJQahiGr0T1wfiOVKalnAHJhFQZTYazRPIiVO2ZZNc28PQx8TqvJGNIqzhm88A2zeoKSWBQBI0zFFI9P4fKOxseXYDmEYUsgVsJxJMpFO7Ae6nFiB9RxwVwGYA2E+ylfVkvqxbugJx3XI5DIEfoghxmoatTUxJ38EcdBjQUldBgAgx97YrmVrpy96L6qO5griuVsoF9L6UGM0HRarqUpraI1+AoxVAOIojrxsnC37+MfjV9rLV52/f9zcKNfypUKx2+0iY1kzzPPHQGcVAACpTbVOI2yEpmf+MHSG3/X7/V9V1EpOzRUG44EUQnwLDP/rJcoVAAApIM3FkfO5uGHVXg+fi9XbV/zGda5zndXmXy0geBz+Ceh1AAAAAElFTkSuQmCC) 2 4, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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}
div.testarea{
animation:rwdcur39944 0.6s linear infinite forwards;
}
