.ff0{font-family:sans-serif;visibility:hidden;}
@font-face{font-family:ff1;src:url('data:application/font-woff;base64,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')format("woff");}.ff1{font-family:ff1;line-height:0.765000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff2;src:url('data:application/font-woff;base64,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')format("woff");}.ff2{font-family:ff2;line-height:1.220000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff3;src:url('data:application/font-woff;base64,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')format("woff");}.ff3{font-family:ff3;line-height:1.212000;font-style:normal;font-weight:normal;visibility:visible;}
.m0{transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.250000,0.000000,0.000000,0.250000,0,0);}
.v0{vertical-align:0.000000px;}
.ls0{letter-spacing:0.000000px;}
.sc_{text-shadow:none;}
.sc0{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em  transparent;}
@media screen and (-webkit-min-device-pixel-ratio:0){
.sc_{-webkit-text-stroke:0px transparent;}
.sc0{-webkit-text-stroke:0.015em transparent;text-shadow:none;}
}
.ws0{word-spacing:0.000000px;}
.fc2{color:rgb(79,76,77);}
.fc0{color:rgb(126,67,152);}
.fc1{color:rgb(35,31,32);}
.fs3{font-size:32.000000px;}
.fs2{font-size:40.000000px;}
.fs5{font-size:53.200000px;}
.fs0{font-size:61.200000px;}
.fs4{font-size:85.120000px;}
.fs1{font-size:112.200000px;}
.y0{bottom:73.500000px;}
.y10{bottom:179.232700px;}
.y16{bottom:195.102700px;}
.yf{bottom:195.232700px;}
.y15{bottom:211.102700px;}
.ye{bottom:211.232700px;}
.y14{bottom:227.102700px;}
.yd{bottom:227.232700px;}
.y13{bottom:243.102700px;}
.yc{bottom:243.232700px;}
.y12{bottom:259.102700px;}
.yb{bottom:259.232700px;}
.y11{bottom:275.102700px;}
.ya{bottom:275.232700px;}
.y9{bottom:291.232700px;}
.y1b{bottom:319.350800px;}
.y8{bottom:319.995600px;}
.y1a{bottom:335.350800px;}
.y7{bottom:335.995600px;}
.y19{bottom:351.350800px;}
.y6{bottom:351.995600px;}
.y18{bottom:367.350800px;}
.y5{bottom:367.995600px;}
.y4{bottom:383.995600px;}
.y17{bottom:434.695600px;}
.y3{bottom:480.890700px;}
.y2{bottom:514.550800px;}
.y1{bottom:548.210800px;}
.h5{height:30.144000px;}
.h4{height:37.880000px;}
.h2{height:45.716400px;}
.h6{height:80.183040px;}
.h3{height:106.253400px;}
.h1{height:486.000000px;}
.h0{height:595.276000px;}
.w1{width:496.500000px;}
.w0{width:841.890000px;}
.x1{left:36.000000px;}
.x3{left:175.748000px;}
.x2{left:191.338600px;}
.x0{left:318.000000px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls0{letter-spacing:0.000000pt;}
.ws0{word-spacing:0.000000pt;}
.fs3{font-size:42.666667pt;}
.fs2{font-size:53.333333pt;}
.fs5{font-size:70.933333pt;}
.fs0{font-size:81.600000pt;}
.fs4{font-size:113.493333pt;}
.fs1{font-size:149.600000pt;}
.y0{bottom:98.000000pt;}
.y10{bottom:238.976933pt;}
.y16{bottom:260.136933pt;}
.yf{bottom:260.310267pt;}
.y15{bottom:281.470267pt;}
.ye{bottom:281.643600pt;}
.y14{bottom:302.803600pt;}
.yd{bottom:302.976933pt;}
.y13{bottom:324.136933pt;}
.yc{bottom:324.310267pt;}
.y12{bottom:345.470267pt;}
.yb{bottom:345.643600pt;}
.y11{bottom:366.803600pt;}
.ya{bottom:366.976933pt;}
.y9{bottom:388.310267pt;}
.y1b{bottom:425.801067pt;}
.y8{bottom:426.660800pt;}
.y1a{bottom:447.134400pt;}
.y7{bottom:447.994133pt;}
.y19{bottom:468.467733pt;}
.y6{bottom:469.327467pt;}
.y18{bottom:489.801067pt;}
.y5{bottom:490.660800pt;}
.y4{bottom:511.994133pt;}
.y17{bottom:579.594133pt;}
.y3{bottom:641.187600pt;}
.y2{bottom:686.067733pt;}
.y1{bottom:730.947733pt;}
.h5{height:40.192000pt;}
.h4{height:50.506667pt;}
.h2{height:60.955200pt;}
.h6{height:106.910720pt;}
.h3{height:141.671200pt;}
.h1{height:648.000000pt;}
.h0{height:793.701333pt;}
.w1{width:662.000000pt;}
.w0{width:1122.520000pt;}
.x1{left:48.000000pt;}
.x3{left:234.330667pt;}
.x2{left:255.118133pt;}
.x0{left:424.000000pt;}
}