.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:0.945000;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:1.019000;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;}
._3{width:95.882635px;}
._4{width:107.122523px;}
._1{width:115.042444px;}
._0{width:136.962224px;}
._6{width:160.163728px;}
._2{width:193.561658px;}
._7{width:195.843371px;}
._5{width:401.921310px;}
.fc2{color:rgb(51,51,51);}
.fc1{color:rgb(0,0,0);}
.fc0{color:rgb(255,255,255);}
.fs3{font-size:32.000400px;}
.fs2{font-size:39.999600px;}
.fs1{font-size:44.000400px;}
.fs0{font-size:48.000000px;}
.fs4{font-size:95.244000px;}
.y12{bottom:6.990000px;}
.y11{bottom:17.610000px;}
.y13{bottom:29.670000px;}
.y10{bottom:30.840000px;}
.y0{bottom:46.000000px;}
.yf{bottom:244.170000px;}
.ye{bottom:256.170000px;}
.yd{bottom:268.170000px;}
.yc{bottom:280.170000px;}
.yb{bottom:292.170000px;}
.ya{bottom:304.170000px;}
.y9{bottom:320.790000px;}
.y8{bottom:361.200000px;}
.y7{bottom:374.430000px;}
.y6{bottom:387.660000px;}
.y5{bottom:400.890000px;}
.y4{bottom:414.120000px;}
.y3{bottom:427.350000px;}
.y2{bottom:450.840000px;}
.y1{bottom:767.910000px;}
.h7{height:25.376317px;}
.h6{height:28.759712px;}
.h5{height:31.719683px;}
.h3{height:34.512000px;}
.h4{height:34.892317px;}
.h2{height:38.064000px;}
.h8{height:75.528492px;}
.h1{height:782.000000px;}
.h0{height:841.890000px;}
.w1{width:595.000000px;}
.w0{width:595.290000px;}
.x0{left:0.000000px;}
.x1{left:36.000000px;}
.x2{left:61.020000px;}
.x3{left:311.790000px;}
.x4{left:367.140000px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls0{letter-spacing:0.000000pt;}
.ws0{word-spacing:0.000000pt;}
._3{width:127.843514pt;}
._4{width:142.830030pt;}
._1{width:153.389925pt;}
._0{width:182.616299pt;}
._6{width:213.551637pt;}
._2{width:258.082211pt;}
._7{width:261.124494pt;}
._5{width:535.895080pt;}
.fs3{font-size:42.667200pt;}
.fs2{font-size:53.332800pt;}
.fs1{font-size:58.667200pt;}
.fs0{font-size:64.000000pt;}
.fs4{font-size:126.992000pt;}
.y12{bottom:9.320000pt;}
.y11{bottom:23.480000pt;}
.y13{bottom:39.560000pt;}
.y10{bottom:41.120000pt;}
.y0{bottom:61.333333pt;}
.yf{bottom:325.560000pt;}
.ye{bottom:341.560000pt;}
.yd{bottom:357.560000pt;}
.yc{bottom:373.560000pt;}
.yb{bottom:389.560000pt;}
.ya{bottom:405.560000pt;}
.y9{bottom:427.720000pt;}
.y8{bottom:481.600000pt;}
.y7{bottom:499.240000pt;}
.y6{bottom:516.880000pt;}
.y5{bottom:534.520000pt;}
.y4{bottom:552.160000pt;}
.y3{bottom:569.800000pt;}
.y2{bottom:601.120000pt;}
.y1{bottom:1023.880000pt;}
.h7{height:33.835090pt;}
.h6{height:38.346283pt;}
.h5{height:42.292910pt;}
.h3{height:46.016000pt;}
.h4{height:46.523090pt;}
.h2{height:50.752000pt;}
.h8{height:100.704656pt;}
.h1{height:1042.666667pt;}
.h0{height:1122.520000pt;}
.w1{width:793.333333pt;}
.w0{width:793.720000pt;}
.x0{left:0.000000pt;}
.x1{left:48.000000pt;}
.x2{left:81.360000pt;}
.x3{left:415.720000pt;}
.x4{left:489.520000pt;}
}