source: trunk/MagicSoft/TDAS-Extractor/TDAS_ChargeRes_FixW_WithNoise_LoGain.eps@ 18481

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%%Title: /home/Mars/Mars_cvs/TDAS_ChargeRes_FixW_WithNoise_LoGain.eps: Charge withNoise & LoGain
%%Creator: ROOT Version 3.10/02
%%CreationDate: Mon Feb 14 20:09:38 2005
%%EndComments
%%BeginProlog
80 dict begin
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/mr {mp x y w2 0 360 arc} def /m24 {mr s} def /m20 {mr f} def
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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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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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/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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 118 /arrowdbldown 119 /ampersand 120 /omega1 121 /similar 122 /aleph ] def
/Symbol /Special accspe ReEncode
%%EndProlog
%%BeginSetup
newpath  gsave  .25 .25 scale 
%%EndSetup
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 gsave  1170 54
 t 0 r 0 0 m /Helvetica-Bold findfont 54.2084 sf 0 0 m (phe) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (100) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (120) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (140) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (160) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (180) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (200) show  gr 
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 t 0 r 0 0 m /Helvetica-Bold findfont 49.691 sf 0 0 m (220) show  gr 
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 [] 0 sd 284 1455 m -58 X s [4 8] 0 sd 2164 1455 m -1938 X s
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 380 560 390 593 401 588 412 588 422 604 433 583 443 569 454 540 465 573 475 573 486 607 497 634 507 517 518 566 528 586 539 560 550 626 560 570 571 580 581 532 592 609 603 573 613 553 624 551 634 581 645 588 656 582 666 628 677 559 688 634 698 596
 709 566 719 592 730 592 741 630 751 578 762 604 772 585 783 584 794 583 804 557 815 594 826 596 836 611 847 572 857 593 868 603 879 628 889 626 900 581 910 587 921 578 932 628 942 588 953 558 963 607 974 613 985 568 995 602 1006 610 1017 647 1027
 645 1038 603 1048 568 1059 562 1070 592 1080 641 1091 567 1101 597 1112 599 1123 565 1133 564 1144 541 1155 643 1165 575 1176 582 1186 634 1197 573 1208 579 1218 620 1229 636 1239 597 1250 674 1261 633 1271 657 1282 585 1292 630 1303 620 100 { m20
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 1600 607 1611 634 1621 653 1632 575 1643 638 1653 658 1664 625 1675 641 1685 679 1696 624 1706 637 1717 665 1728 668 1738 662 1749 617 1759 603 1770 658 1781 652 1791 614 1802 650 1813 668 1823 650 1834 654 1844 660 1855 679 1866 611 1876 647 1887
 659 1897 685 1908 646 1919 631 1929 581 1940 657 1950 647 1961 663 1972 640 1982 623 1993 655 2004 667 2014 704 2025 601 2035 670 2046 657 2057 705 2067 692 2078 708 2088 627 2099 655 2110 651 2120 703 2131 682 2142 652 2152 606 2163 670 81 { m20} R
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 550 795 560 733 571 710 581 689 592 773 603 736 613 700 624 714 634 722 645 751 656 745 666 770 677 750 688 779 698 746 709 750 719 731 730 734 741 784 751 751 762 770 772 686 783 747 794 756 804 724 815 760 826 782 836 738 847 733 857 760 868 756
 879 761 889 776 900 725 910 771 921 773 932 741 942 747 953 680 963 729 974 787 985 724 995 756 1006 724 1017 790 1027 789 1038 743 1048 768 1059 689 1070 760 1080 768 1091 700 1101 727 1112 770 1123 764 1133 724 1144 722 1155 793 1165 686 1176 729
 1186 780 1197 734 1208 723 1218 793 1229 777 1239 755 1250 825 1261 748 1271 788 1282 753 1292 790 1303 779 100 { m21} R 1314 803 1324 767 1335 751 1346 776 1356 771 1367 735 1377 780 1388 751 1399 827 1409 786 1420 830 1430 785 1441 827 1452 767
 1462 751 1473 792 1484 801 1494 827 1505 785 1515 755 1526 815 1537 768 1547 789 1558 834 1568 810 1579 793 1590 803 1600 777 1611 782 1621 831 1632 747 1643 770 1653 793 1664 806 1675 787 1685 841 1696 808 1706 845 1717 784 1728 822 1738 806 1749
 798 1759 824 1770 827 1781 790 1791 797 1802 780 1813 841 1823 770 1834 815 1844 841 1855 769 1866 832 1876 822 1887 787 1897 802 1908 796 1919 761 1929 766 1940 799 1950 771 1961 840 1972 818 1982 836 1993 819 2004 847 2014 808 2025 866 2035 902
 2046 849 2057 878 2067 809 2078 840 2088 809 2099 814 2110 791 2120 854 2131 633 2142 933 2152 857 2163 888 81 { m21} R black 0.84 0.84 0.84 c 242 757 252 835 274 832 284 850 295 867 305 814 316 845 327 799 337 827 348 852 359 847 369 812 380 815
 390 811 401 845 412 841 422 873 433 824 443 784 454 804 465 826 475 865 486 851 497 868 507 789 518 861 528 855 539 873 550 905 560 837 571 835 581 805 592 881 603 849 613 819 624 830 634 848 645 843 656 848 666 873 677 840 688 883 698 867 709 859
 719 834 730 854 741 879 751 834 762 872 772 798 783 862 794 873 804 840 815 871 826 879 836 859 847 853 857 859 868 890 879 856 889 897 900 856 910 869 921 893 932 869 942 843 953 840 963 864 974 892 985 848 995 850 1006 843 1017 897 1027 877 1038
 842 1048 894 1059 795 1070 861 1080 875 1091 817 1101 836 1112 880 1123 891 1133 850 1144 859 1155 894 1165 812 1176 831 1186 876 1197 818 1208 848 1218 908 1229 886 1239 874 1250 946 1261 862 1271 923 1282 867 1292 919 1303 876 100 { m22} R 1314
 901 1324 912 1335 896 1346 916 1356 885 1367 886 1377 892 1388 898 1399 929 1409 936 1420 937 1430 883 1441 922 1452 894 1462 874 1473 921 1484 940 1494 943 1505 916 1515 889 1526 946 1537 887 1547 891 1558 916 1568 906 1579 912 1590 881 1600 863
 1611 871 1621 952 1632 871 1643 878 1653 928 1664 901 1675 927 1685 960 1696 929 1706 963 1717 932 1728 910 1738 870 1749 918 1759 957 1770 937 1781 919 1791 900 1802 887 1813 945 1823 858 1834 937 1844 964 1855 897 1866 943 1876 954 1887 906 1897
 925 1908 885 1919 855 1929 900 1940 895 1950 881 1961 964 1972 932 1982 950 1993 944 2004 977 2014 919 2025 989 2035 995 2046 960 2057 979 2067 870 2078 942 2088 874 2099 928 2110 883 2120 898 2131 780 2142 1043 2152 980 2163 990 81 { m22} R black
 0.54 0.06 0.06 c 242 935 252 914 274 899 284 942 295 956 305 867 316 921 327 844 337 904 348 929 359 933 369 883 380 927 390 922 401 931 412 936 422 960 433 903 443 878 454 895 465 934 475 905 486 942 497 936 507 877 518 924 528 951 539 973 550 951
 560 931 571 934 581 892 592 953 603 937 613 901 624 902 634 910 645 924 656 908 666 942 677 918 688 959 698 969 709 930 719 905 730 958 741 924 751 930 762 953 772 894 783 945 794 926 804 929 815 952 826 953 836 936 847 945 857 934 868 966 879 937
 889 986 900 927 910 957 921 980 932 951 942 944 953 925 963 954 974 961 985 935 995 927 1006 950 1017 980 1027 965 1038 925 1048 981 1059 870 1070 940 1080 951 1091 925 1101 913 1112 938 1123 950 1133 923 1144 943 1155 941 1165 902 1176 911 1186 976
 1197 887 1208 935 1218 961 1229 963 1239 946 1250 1010 1261 956 1271 984 1282 930 1292 988 1303 948 100 { m23} R 1314 962 1324 971 1335 992 1346 976 1356 941 1367 971 1377 942 1388 978 1399 1003 1409 985 1420 997 1430 931 1441 986 1452 970 1462 955
 1473 995 1484 999 1494 998 1505 988 1515 949 1526 1012 1537 952 1547 945 1558 1001 1568 979 1579 989 1590 955 1600 927 1611 961 1621 1015 1632 912 1643 941 1653 1005 1664 980 1675 994 1685 1003 1696 1020 1706 1003 1717 988 1728 975 1738 956 1749 991
 1759 1034 1770 994 1781 999 1791 984 1802 933 1813 1005 1823 924 1834 1012 1844 1036 1855 982 1866 1040 1876 1001 1887 967 1897 969 1908 951 1919 934 1929 994 1940 965 1950 951 1961 1033 1972 962 1982 1004 1993 1026 2004 1059 2014 971 2025 1033 2035
 1056 2046 1051 2057 1076 2067 960 2078 999 2088 1002 2099 1031 2110 953 2120 971 2131 874 2142 1108 2152 1070 2163 1049 81 { m23} R black 0.72 0.08 0.08 c 242 731 252 720 274 732 284 752 295 732 305 747 316 777 327 809 337 786 348 833 359 875 369
 794 380 838 390 921 401 883 412 929 422 886 433 949 443 898 454 906 465 973 475 975 486 976 497 1002 507 958 518 1017 528 988 539 1014 550 1077 560 1049 571 1055 581 1016 592 1076 603 1109 613 1105 624 1056 634 1122 645 1103 656 1105 666 1129 677
 1165 688 1126 698 1123 709 1126 719 1164 730 1141 741 1193 751 1186 762 1213 772 1168 783 1182 794 1216 804 1187 815 1228 826 1217 836 1203 847 1192 857 1223 868 1251 879 1250 889 1268 900 1243 910 1301 921 1260 932 1263 942 1283 953 1190 963 1262
 974 1283 985 1299 995 1286 1006 1279 1017 1325 1027 1304 1038 1313 1048 1327 1059 1283 1070 1334 1080 1339 1091 1344 1101 1306 1112 1314 1123 1351 1133 1348 1144 1320 1155 1368 1165 1349 1176 1357 1186 1381 1197 1362 1208 1343 1218 1393 1229 1378
 1239 1397 1250 1435 1261 1362 1271 1404 1282 1420 1292 1406 1303 1434 100 { m24} R 1314 1452 1324 1369 1335 1447 1346 1443 1356 1427 1367 1424 1377 1466 1388 1464 1399 1460 1409 1453 1420 1484 1430 1469 1441 1457 1452 1471 1462 1472 1473 1475 1484
 1503 1494 1528 1505 1508 1515 1492 1526 1550 1537 1507 1547 1485 1558 1543 1568 1505 1579 1551 1590 1553 1600 1513 1611 1538 1621 1544 1632 1530 1643 1555 1653 1540 1664 1550 1675 1516 1685 1572 1696 1563 1706 1563 1717 1558 1728 1573 1738 1553 1749
 1567 1759 1600 1770 1605 1781 1604 1791 1589 1802 1582 1813 1595 1823 1591 1834 1582 1844 1616 1855 1588 1866 1601 1876 1624 1887 1634 1897 1591 1908 1649 1919 1615 1929 1603 1940 1631 1950 1625 1961 1634 1972 1659 1982 1646 1993 1619 2004 1684 2014
 1642 2025 1736 2035 1705 2046 1632 2057 1700 2067 1696 2078 1665 2088 1717 2099 1667 2110 1607 2120 1736 2131 1486 2142 1789 2152 1707 2163 1729 81 { m24} R black 0.94 0.46 0.46 c 242 758 252 709 274 791 284 766 295 796 305 719 316 820 327 792 337
 851 348 825 359 845 369 796 380 855 390 878 401 856 412 871 422 838 433 869 443 833 454 833 465 908 475 876 486 883 497 903 507 869 518 932 528 901 539 894 550 906 560 933 571 892 581 879 592 916 603 940 613 899 624 896 634 911 645 933 656 938 666
 941 677 939 688 960 698 981 709 951 719 936 730 963 741 954 751 998 762 996 772 954 783 1005 794 998 804 977 815 1010 826 973 836 960 847 997 857 999 868 1026 879 1023 889 1033 900 1016 910 1004 921 1054 932 1015 942 1009 953 1004 963 1040 974 1069
 985 1037 995 1056 1006 1053 1017 1084 1027 1088 1038 1051 1048 1102 1059 1019 1070 1049 1080 1102 1091 1123 1101 1065 1112 1107 1123 1067 1133 1067 1144 1078 1155 1104 1165 1032 1176 1126 1186 1125 1197 1098 1208 1095 1218 1123 1229 1137 1239 1120
 1250 1165 1261 1080 1271 1141 1282 1114 1292 1171 1303 1159 100 { m25} R 1314 1173 1324 1172 1335 1180 1346 1131 1356 1151 1367 1161 1377 1208 1388 1175 1399 1203 1409 1219 1420 1176 1430 1172 1441 1218 1452 1188 1462 1191 1473 1198 1484 1204 1494
 1214 1505 1244 1515 1190 1526 1236 1537 1206 1547 1206 1558 1239 1568 1252 1579 1261 1590 1233 1600 1235 1611 1234 1621 1285 1632 1200 1643 1244 1653 1276 1664 1287 1675 1234 1685 1255 1696 1295 1706 1326 1717 1293 1728 1272 1738 1279 1749 1298 1759
 1266 1770 1318 1781 1312 1791 1319 1802 1298 1813 1289 1823 1271 1834 1266 1844 1316 1855 1303 1866 1348 1876 1348 1887 1335 1897 1253 1908 1331 1919 1300 1929 1371 1940 1290 1950 1299 1961 1357 1972 1321 1982 1329 1993 1367 2004 1409 2014 1400 2025
 1356 2035 1425 2046 1395 2057 1401 2067 1393 2078 1407 2088 1400 2099 1435 2110 1416 2120 1413 2131 1280 2142 1450 2152 1408 2163 1340 81 { m25} R black 0.06 0.54 0.06 c 242 831 252 815 274 846 284 876 295 903 305 823 316 917 327 881 337 922 348 919
 359 918 369 905 380 939 390 957 401 956 412 967 422 963 433 946 443 909 454 936 465 980 475 994 486 977 497 1001 507 954 518 1017 528 1000 539 1002 550 1003 560 1016 571 1002 581 979 592 1012 603 1035 613 986 624 1007 634 1022 645 1018 656 1036 666
 1024 677 1030 688 1040 698 1074 709 1046 719 1015 730 1057 741 1039 751 1071 762 1082 772 1036 783 1092 794 1087 804 1075 815 1099 826 1067 836 1054 847 1086 857 1081 868 1117 879 1107 889 1120 900 1106 910 1093 921 1142 932 1098 942 1093 953 1101
 963 1119 974 1156 985 1120 995 1129 1006 1137 1017 1164 1027 1160 1038 1129 1048 1194 1059 1107 1070 1130 1080 1181 1091 1201 1101 1134 1112 1178 1123 1159 1133 1160 1144 1157 1155 1194 1165 1112 1176 1199 1186 1193 1197 1158 1208 1175 1218 1203
 1229 1232 1239 1198 1250 1253 1261 1175 1271 1237 1282 1198 1292 1260 1303 1238 100 { m26} R 1314 1251 1324 1255 1335 1273 1346 1229 1356 1234 1367 1247 1377 1279 1388 1275 1399 1285 1409 1305 1420 1263 1430 1244 1441 1291 1452 1270 1462 1275 1473
 1287 1484 1295 1494 1295 1505 1331 1515 1260 1526 1322 1537 1279 1547 1288 1558 1318 1568 1333 1579 1332 1590 1289 1600 1299 1611 1308 1621 1376 1632 1284 1643 1321 1653 1368 1664 1360 1675 1318 1685 1335 1696 1378 1706 1409 1717 1371 1728 1350 1738
 1339 1749 1374 1759 1352 1770 1401 1781 1395 1791 1408 1802 1376 1813 1363 1823 1348 1834 1352 1844 1389 1855 1390 1866 1432 1876 1423 1887 1414 1897 1339 1908 1391 1919 1379 1929 1451 1940 1359 1950 1382 1961 1445 1972 1403 1982 1407 1993 1446 2004
 1495 2014 1470 2025 1446 2035 1484 2046 1469 2057 1462 2067 1457 2078 1473 2088 1481 2099 1510 2110 1481 2120 1482 2131 1370 2142 1537 2152 1483 2163 1399 81 { m26} R black 1 1 1 c 556 555 289 1455 bf black 289 1455 m 556 X s 845 1455 m 555 Y s 845
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