@keyframes rwdcur90721 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe3WP2wbZRjH8e+d7cSO7ahO2yQlIVRCCkunDkiUKAxFiLEDAulV5gqGLCAkJlBgYmCBKVMCSGFCIBBI/IdKpSKlBimAqEiNE6ev//ti+3w+353vZbi6f2iKQoO90N/06Lk7Px/d+94ra+lFkQAEsHbyrTWTAUcHxJvJ1WVgZdDDe4BPVzMRgKd+flE8MWiABvDba0LZJRg6ijV1mqnUo2u7gwLoAH4chmLglBmxa2woKY4MFBDSgbGgUTzHtNPiopJiZmAAXQMnBPEx8G3If89x4AclxYmBAQCcOOghqP0IZoFJ4LySYr7vgNA1gKtBciKoc5+D8hkFvlBSnOkrQNdvNFoRiMbBvgqVXxWWZQ8BHygpzvYN4Hg3Gp6C+HhQyy81zLpDo2kCLCsplvoCaHu3Ng0fDh0NNqS1kaRQKrPbaAK8rKRYVlLot//UAQC9TdiLryCUAj0MxiWNmHOEQrGEUW8AnAXeV1IM9Q0AUOvA+HRQN9cTaEqjWCqztSNRSp0BvlJSjP4ngPAeAKWgMwzRJHSkRrg0CUDbbrOVkziuO0fwmU4eGKDfYUWNNkxMBbW5HkN1IgDYHZvs9g4Ns3WC4MCaPRAg/A9byuhCagL8job9cXA6q66O7/vIfIFCqTKjlLqgpHi4LwBQGP729T8q1WoWy3DwPBeA3XqdrZwcc1z3OyXFk3cFCN0RoNiRV/zL2c2Ekc8CMPL1aZz0GJVamko1S8uqY1pN/tzKRWWh9ImSYuFfAyJ7AJTqUi784uWK63oq8uAt17rbELo4j9ct0jR/p1JNU6nuYLZsvWm231VSPL9fQBhuXwKlXK5u/2TXW5tRgEhVAWDks6SOHWc4lsTMWETyj6fnXh9/BPCvPeoDvnbf2n7nB4BI6Kbhnk0me8G0nXxCAxtYBZ4F0ENhlO8THo6i6TpO2zp57oX8xmPvffPQvif+LfrNgK7b4vIfn1kdJ29r8Apw/8IKz/Vu9rseLaMMQGz0MACe25n99pn5/N0Cgjegg2vvepns+YyvWm8A7yysYAOkF8VIbwMCuE4bq1EjfGgG4/ApNqPTvLQkjh0IUNxtfLSdu/R2169/uLByfT17mQOIxJK0YzMUkrNcSTzAq0tP73F+9iHpRXFqIIPu5V7+t/kLgN2QQPRMYpwAAAAASUVORK5CYII=) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhe3WSWwbVRzH8e+M7cSO4yhLSdJSQgVSEFJOOSBRRekBhDj2gEB6yoFTBIdcQEg9UYUbEkhIPeUUFtWcUBEIEPsihYpADVLYKtLg2M7z7ontsT2eGc/j4LgLTVFosC/0d/rPm+X/0bw3T6PFlsQgIIDo7LmoSY+j7zVfAVZ73bwD+FD3wWz+/BM/vSAe6zlg9lw01TcGT9/n4I9wwVgTwz0FAHjh9sHMr+cHrBIbSoojvQJoAL+9JlTLAnsH9CA8uEi8L8wp7Vg00W2ADqBrYPsgPAqeBelvOQF8p6SY6RkAwA6D7oPSD2BmmATWlBTzXQf49gCOBpGJdp38BJTHEPCpkuJ0VwG6fm2gFoBgGKwdKPyiqNetPuCCkmKxawDbvTbgKgiPt2v5mYZZtqlUTYAVJcVyVwAN98ZBw4Phu9oLsr4RIZPLs1upAryopFhRUug3P+oQgM4i7MRT4BsB3Q/GJY2QfYRMNodRrgAsAu8oKfq6BgAoNWH8eLuurg+iKY1sLs92SqKUOg18rqQY+k8A/n0ASkGzH4IRaEoNf24SgIbVYDspsR1njvZnOnlogH6LGTUaMHF3uzbXQ6hmAACraRFPpKiYtRnaG9b0oQD+f1hSRgtGJsBraljvTwGgWjqe5yHTGTK5wpRS6qKS4qGuAEBheImrPyrFYpy6YeO6DgC75TLbSTlqO87XSorHbwvguyVAkZJXvMvxzUEjHQdg4ItHsGOjFEoxCsU4tXoZs17lz+1kUGZyHygpFv41ILAPQKkW+czPbjK7ro8E7r/hXCsBvu/ncVtZqubvFIoxCsUUZs3Sq2bjLSXFcwcF+OHmKVDKYSfxo1WubQYBAkUFgJGOM3L0BP2hCOZWnUD60djcy+MPA97erR7gaceiB+3fBgR81zV3LbbiF03LTg9qYAGvA88A6D4/yvPw9wfRdB27UZ/95vn0xqm3v3zgwB3/Fv16QMupcfmPj+tNO21pcBa4Z2GVZzsXey2XmpEHIDQ0BoDrNKe/emo+fbuA9hvQwbF23a342panaq8Cby6sYgHElsRAZwECOHaDeqWEf3gKY+wkm8HjnFkWRw8FyO5W3kskL73R8srvLqxenc9O5gACoQiN0BSZyDRXBu/lpeUn99k/u5DYkjh59pWPVE+a3cmd/C/zF4oKk4ct24z/AAAAAElFTkSuQmCC) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90721 2.9333333333333s linear infinite forwards;
}
