source: trunk/MagicSoft/TDAS-Extractor/TDAS_ChargeRes_SlidW_NoNoise_LoGain.eps@ 6580

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%%Title: /home/Mars/Mars_cvs/TDAS_ChargeRes_SlidW_NoNoise_LoGain.eps: Charge noNoise & LoGain
%%Creator: ROOT Version 3.10/02
%%CreationDate: Mon Feb 14 19:30:37 2005
%%EndComments
%%BeginProlog
80 dict begin
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/m30 {mp gsave x w2 sub y w2 add w3 sub m currentpoint t
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/m2 {mp x y w2 sub m 0 w d x w2 sub y m w 0 d s} def
/m5 {mp x w2 sub y w2 sub m w w d x w2 sub y w2 add m w w neg d s} def
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{dup /Encoding eq {exch dup length array copy newfont 3 1 roll put} {exch 
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201 /adieresis 204 /Adieresis 209 /ccedilla 210 /Ccedilla 211 /eacute
212 /Eacute 213 /egrave 214 /Egrave 215 /ecircumflex 216 /Ecircumflex
217 /edieresis 218 /Edieresis 219 /icircumflex 220 /Icircumflex
221 /idieresis 222 /Idieresis 223 /ntilde 224 /Ntilde 226 /ocircumflex
228 /Ocircumflex 229 /odieresis 230 /Odieresis 231 /ucircumflex 236 /Ucircumflex
237 /udieresis 238 /Udieresis 239 /aring 242 /Aring 243 /ydieresis
244 /Ydieresis 246 /aacute 247 /Aacute 252 /ugrave 253 /Ugrave] def
/Times-Roman /Times-Roman accvec ReEncode
/Times-Italic /Times-Italic accvec ReEncode
/Times-Bold /Times-Bold accvec ReEncode
/Times-BoldItalic /Times-BoldItalic accvec ReEncode
/Helvetica /Helvetica accvec ReEncode
/Helvetica-Oblique /Helvetica-Oblique accvec ReEncode
/Helvetica-Bold /Helvetica-Bold accvec ReEncode
/Helvetica-BoldOblique /Helvetica-BoldOblique  accvec ReEncode
/Courier /Courier accvec ReEncode
/Courier-Oblique /Courier-Oblique accvec ReEncode
/Courier-Bold /Courier-Bold accvec ReEncode
/Courier-BoldOblique /Courier-BoldOblique accvec ReEncode
/oshow {gsave [] 0 sd true charpath stroke gr} def
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pop neg xs add /xs exch def} def
/accspe [ 65 /plusminus  66 /bar  67 /existential  68 /universal 
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74 /colon  75 /semicolon  76 /less  77 /bracketleft  78 /bracketright
79 /greaterequal 80 /braceleft 81 /braceright 82 /radical
83 /spade 84 /heart 85 /diamond 86 /club 87 /lessequal
88 /multiply 89 /percent 90 /infinity 48 /circlemultiply 49 /circleplus
50 /emptyset  51 /lozenge 52 /bullet 53 /arrowright 54 /arrowup
55 /arrowleft 56 /arrowdown 57 /arrowboth 48 /degree 44 /comma 43 /plus 45 /angle 42 /angleleft 47 /divide 61 /notequal 40 /equivalence 41 /second 97 /approxequal 98 /congruent 99 /perpendicular 100 /partialdiff 101 /florin 102 /intersection
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/Symbol /Special accspe ReEncode
%%EndProlog
%%BeginSetup
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%%EndSetup
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 1471 693 1476 703 1494 713 1493 724 1500 734 1494 744 1496 754 1483 764 1497 775 1501 785 1503 795 1499 805 1502 816 1503 826 1519 836 1508 846 1505 856 1516 867 1530 877 1534 887 1533 897 1550 907 1522 918 1539 928 1513 938 1543 948 1540 959 1539
 969 1545 979 1554 989 1541 999 1543 1010 1547 1020 1546 1030 1569 1040 1546 1051 1573 1061 1562 1071 1568 1081 1576 1091 1581 1102 1587 1112 1580 1122 1568 1132 1575 1143 1539 1153 1567 1163 1582 1173 1570 1183 1576 1194 1576 1204 1605 1214 1604
 1224 1582 1234 1583 1245 1600 1255 1602 1265 1601 1275 1598 1286 1610 1296 1612 100 { m20} R 1306 1605 1316 1609 1326 1618 1337 1602 1347 1619 1357 1626 1367 1628 1378 1621 1388 1606 1398 1624 1408 1611 1418 1620 1429 1628 1439 1633 1449 1620 1459
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 1690 1725 1677 1735 1681 1745 1677 1756 1677 1766 1644 1776 1686 1786 1672 1797 1679 1807 1683 1817 1681 1827 1676 1837 1676 1848 1681 1858 1692 1868 1693 1878 1692 1888 1683 1899 1686 1909 1696 1919 1701 1929 1696 1940 1695 1950 1688 1960 1680 1970
 1700 1980 1726 1991 1692 2001 1703 2011 1721 2021 1689 2032 1720 2042 1704 2052 1706 2062 1721 2072 1685 2083 1717 2093 1694 2103 1706 2113 1711 2124 1672 2134 1708 2144 1708 2154 1727 84 { m20} R black 0.72 0.72 0.08 c 243 747 264 802 284 824 305
 847 325 902 335 892 345 873 356 872 366 875 376 919 386 917 397 928 407 883 417 915 427 917 437 912 448 919 458 933 468 931 478 929 488 908 499 944 509 955 519 955 529 941 540 957 550 967 560 964 570 965 580 948 591 962 601 980 611 979 621 984 632
 977 642 981 652 981 662 974 672 991 683 978 693 972 703 988 713 978 724 1004 734 989 744 1002 754 1002 764 985 775 988 785 999 795 1006 805 1009 816 998 826 1001 836 1001 846 1008 856 1020 867 994 877 1014 887 996 897 1028 907 1029 918 1026 928 1037
 938 1033 948 1024 959 1028 969 1033 979 1038 989 1035 999 1040 1010 1049 1020 1046 1030 1048 1040 1041 1051 1052 1061 1046 1071 1044 1081 1047 1091 1045 1102 1058 1112 1053 1122 1072 1132 1068 1143 1062 1153 1069 1163 1043 1173 1074 1183 1066 1194
 1063 1204 1074 1214 1066 1224 1075 1234 1065 1245 1077 1255 1071 1265 1071 1275 1079 1286 1088 1296 1094 100 { m21} R 1306 1085 1316 1089 1326 1088 1337 1084 1347 1097 1357 1093 1367 1092 1378 1102 1388 1089 1398 1110 1408 1106 1418 1108 1429 1110
 1439 1107 1449 1118 1459 1101 1470 1115 1480 1118 1490 1110 1500 1124 1510 1124 1521 1121 1531 1121 1541 1124 1551 1116 1561 1116 1572 1119 1582 1125 1592 1122 1602 1137 1613 1134 1623 1137 1633 1131 1643 1128 1653 1134 1664 1133 1674 1142 1684 1136
 1694 1141 1705 1142 1715 1119 1725 1135 1735 1140 1745 1136 1756 1144 1766 1151 1776 1150 1786 1151 1797 1143 1807 1158 1817 1155 1827 1161 1837 1152 1848 1158 1858 1157 1868 1150 1878 1166 1888 1157 1899 1161 1909 1174 1919 1164 1929 1173 1940 1172
 1950 1164 1960 1171 1970 1168 1980 1169 1991 1186 2001 1189 2011 1162 2021 1186 2032 1186 2042 1177 2052 1167 2062 1168 2072 1198 2083 1176 2093 1171 2103 1201 2113 1194 2124 1192 2134 1179 2144 1160 2154 1203 84 { m21} R black 0.94 0.94 0.46 c 243
 739 264 809 284 883 305 907 325 954 335 942 345 939 356 944 366 934 376 964 386 968 397 981 407 953 417 974 427 955 437 931 448 901 458 902 468 908 478 905 488 880 499 909 509 924 519 926 529 913 540 917 550 917 560 918 570 911 580 887 591 904 601
 912 611 911 621 908 632 900 642 899 652 895 662 891 672 908 683 889 693 897 703 909 713 906 724 934 734 901 744 921 754 914 764 902 775 914 785 918 795 921 805 938 816 924 826 925 836 925 846 926 856 939 867 916 877 949 887 912 897 952 907 965 918
 944 928 956 938 957 948 955 959 953 969 956 979 968 989 965 999 977 1010 976 1020 987 1030 977 1040 978 1051 990 1061 987 1071 987 1081 993 1091 987 1102 997 1112 1003 1122 1010 1132 1016 1143 1013 1153 1025 1163 998 1173 1031 1183 1023 1194 1022
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 1107 1705 1103 1715 1078 1725 1089 1735 1100 1745 1101 1756 1103 1766 1109 1776 1107 1786 1110 1797 1098 1807 1111 1817 1104 1827 1106 1837 1111 1848 1102 1858 1115 1868 1102 1878 1118 1888 1107 1899 1112 1909 1124 1919 1105 1929 1121 1940 1128 1950
 1117 1960 1120 1970 1100 1980 1129 1991 1131 2001 1134 2011 1098 2021 1110 2032 1136 2042 1106 2052 1085 2062 1089 2072 1112 2083 1097 2093 1072 2103 1131 2113 1130 2124 1118 2134 1115 2144 1085 2154 1126 84 { m22} R black 1 0.653333 0 c 243 734 264
 805 284 879 305 903 325 949 335 938 345 935 356 940 366 930 376 960 386 964 397 977 407 949 417 970 427 951 437 927 448 920 458 918 468 913 478 925 488 909 499 915 509 936 519 931 529 929 540 931 550 925 560 927 570 917 580 892 591 908 601 910 611
 911 621 905 632 905 642 904 652 904 662 910 672 932 683 924 693 939 703 953 713 954 724 979 734 967 744 984 754 980 764 963 775 978 785 991 795 995 805 1002 816 991 826 996 836 999 846 1010 856 1022 867 1002 877 1031 887 1005 897 1036 907 1050 918
 1035 928 1048 938 1048 948 1046 959 1046 969 1047 979 1054 989 1053 999 1061 1010 1058 1020 1067 1030 1054 1040 1058 1051 1067 1061 1064 1071 1058 1081 1066 1091 1056 1102 1059 1112 1068 1122 1065 1132 1071 1143 1071 1153 1077 1163 1055 1173 1079
 1183 1068 1194 1065 1204 1057 1214 1056 1224 1059 1234 1070 1245 1076 1255 1065 1265 1055 1275 1068 1286 1072 1296 1071 100 { m23} R 1306 1054 1316 1072 1326 1055 1337 1067 1347 1068 1357 1062 1367 1057 1378 1062 1388 1054 1398 1070 1408 1072 1418
 1077 1429 1075 1439 1073 1449 1086 1459 1067 1470 1074 1480 1084 1490 1072 1500 1085 1510 1094 1521 1076 1531 1086 1541 1088 1551 1085 1561 1084 1572 1090 1582 1085 1592 1086 1602 1103 1613 1092 1623 1097 1633 1096 1643 1090 1653 1092 1664 1095 1674
 1099 1684 1097 1694 1103 1705 1099 1715 1074 1725 1084 1735 1096 1745 1097 1756 1099 1766 1105 1776 1103 1786 1106 1797 1094 1807 1107 1817 1100 1827 1102 1837 1107 1848 1098 1858 1111 1868 1098 1878 1114 1888 1103 1899 1108 1909 1120 1919 1101 1929
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 560 1587 570 1488 580 1400 591 1582 601 1390 611 1419 621 1508 632 1016 642 990 652 1419 662 910 672 932 683 924 693 1408 703 953 713 954 724 979 734 966 744 984 754 980 764 963 775 978 785 990 795 995 805 1002 816 990 826 995 836 998 846 1010 856
 1021 867 1002 877 1031 887 1005 897 1036 907 1050 918 1035 928 1048 938 1048 948 1046 959 1046 969 1047 979 1054 989 1053 999 1061 1010 1058 1020 1067 1030 1053 1040 1058 1051 1066 1061 1064 1071 1058 1081 1066 1091 1056 1102 1059 1112 1068 1122
 1064 1132 1071 1143 1071 1153 1077 1163 1055 1173 1079 1183 1068 1194 1065 1204 1057 1214 1056 1224 1059 1234 1069 1245 1076 1255 1064 1265 1055 1275 1068 1286 1072 1296 1070 100 { m24} R 1306 1053 1316 1072 1326 1055 1337 1067 1347 1068 1357 1060
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 1878 1123 1888 1114 1899 1121 1909 1135 1919 1116 1929 1127 1940 1132 1950 1134 1960 1131 1970 1120 1980 1136 1991 1152 2001 1155 2011 1123 2021 1135 2032 1153 2042 1137 2052 1113 2062 1121 2072 1144 2083 1112 2093 1109 2103 1161 2113 1140 2124 1139
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