Chronology file name : SWED023W_CRNS.CRN Measurement file name : SWED023W_GAP.RWL Date checked : 06JUN05 Checked by : H. ADAMS AND J. LUKAS Beginning year : 1107 Ending year : 1827 Principal investigators: FRITZ SCHWEINGRUBER Site name : Jamtland, historisch Site location : Sweeden Species information : PISY SCOTS PINE Latitude : 6330 Longitude : -1530 Elevation : 500M Series intercorrelation: 0.442 Avg mean sensitivity : 0.196 Avg standard deviation : 0.362 Avg autocorrelation : 0.903 Number dated series : 118 Segment length tested : 50 Number problem segments: 108 Pct problem segments : 14.14 PART 5: CORRELATION OF SERIES BY SEGMENTS: swed023w_gap.rwl 16:29 Mon 06 Jun 2005 Page 5 ------------------------------------------------------------------------------------------------------------------------------------ Correlations of 50-year dated segments, lagged 25 years Flags: A = correlation under .3281 but highest as dated; B = correlation higher at other than dated position Seq Series Time_span 1300 1325 1350 1375 1400 1425 1450 1475 1500 1525 1550 1575 1600 1625 1650 1675 1700 1725 1750 1775 1349 1374 1399 1424 1449 1474 1499 1524 1549 1574 1599 1624 1649 1674 1699 1724 1749 1774 1799 1824 --- -------- --------- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- 1 940079 1359 1486 .21A .38B .38 .34 .41 2 940080 1341 1456 .64 .68 .54 .49 .43 3 940081 1339 1435 .58 .45 .33 .28A 4 940082 1343 1427 .59 .57 .53 .52 5 940083 1340 1485 .68 .69 .47 .42 .50 .51 6 940084 1343 1485 .60 .68 .65 .55 .49 .51 7 940085 1338 1411 .59 .53 .45 8 940086 1340 1481 .65 .72 .51 .20B .28A .37 9 940087 1352 1451 .66 .63 .51 .49 10 940088 1335 1486 .67 .60 .56 .54 .42 .40 11 940109 1471 1681 .34 .35 .34 .28B .46 .47 .37 .43 .33B 12 940110 1431 1681 .23B .41 .52 .56 .47 .39 .50 .39 .25A .32A 13 940111 1507 1661 .18B .20B .45 .58 .50 .46 14 940115 1467 1681 .55 .46 .25B .27A .49 .45 .51 .40B .37B 15 940116 1453 1679 .42 .57 .62 .39 .22B .32B .48 .49 .47 16 940117 1472 1681 .50 .57 .70 .57 .42 .45 .42 .42 .46 17 940118 1432 1681 .28A .16B .18B .25B .11B .17B .20B .25B .25B .27B 18 940119 1461 1681 .52 .55 .60 .49 .49 .50 .29B .26B .32A 19 940135 1469 1633 .48 .59 .54 .54 .65 .56 .53 20 940136 1396 1543 .50 .49 .64 .74 .62 .64 21 940137 1437 1541 .51 .45 .37B .37B 22 940138 1457 1634 .59 .60 .60 .36B .35 .76 .69 23 940139 1419 1617 .52 .53 .46 .54 .48 .42 .32B-.06B 24 940140 1535 1699 .55 .42 .60 .57 .38 .44 25 940142 1539 1670 .42 .41 .42B .48 .29A 26 940143 1536 1699 .62 .59 .61 .59 .43 .39 27 940144 1552 1698 .73 .73 .66 .40 .58 28 940145 1536 1699 .25B .32A .40 .41B .39 .46 29 940147 1524 1699 .32B .32B .34B .58 .71 .65 .49 30 940148 1527 1679 .58 .60 .67 .60 .40 .34 31 940149 1532 1651 .63 .52 .72 .77 .66 32 940151 1494 1544 .65 .62 33 940152 1488 1614 .43 .62 .78 .52 .55 34 940153 1524 1748 .36 .35 .48 .54 .60 .63 .73 .54 .37 35 940154 1485 1713 .24A .46 .60 .52 .45 .48 .50 .69 .61 36 940156 1564 1707 .17B .20B .32A .43 .62 .63 37 940157 1579 1751 .39 .45 .60 .63 .70 .58 .56 38 940160 1619 1752 .41 .42 .60 .51 .35 .36 39 940161 1433 1709 .40 .45 .52 .65 .68 .49 .48 .46 .34 .22B .27B 40 940183 1620 1818 .59 .58 .54 .71 .65 .64 .65 .53 41 940184 1648 1819 .58 .59 .71 .72 .70 .73 .76 42 940185 1636 1745 .29A .27B .30A .33B 43 940186 1646 1818 .51 .55 .59 .63 .79 .66 .42B 44 940187 1536 1745 .05B .25A .32B .32A .40 .43 .55 .59 45 940188 1657 1814 .64 .64 .58 .57 .55 .55 46 940189 1617 1818 .43 .48 .44 .57 .65 .68 .73 .76 47 940190 1663 1816 .41 .47 .40 .55 .68 .64 48 940191 1645 1818 .50 .57 .64 .53 .65 .67 .67 49 940192 1657 1817 .61 .62 .56 .64 .74 .78 50 940193 1609 1816 .48 .53 .55 .53 .44 .54 .68 .70 51 940209 1506 1631 .41 .48 .63 .47B .51 52 940210 1503 1631 .36 .38 .43 .49 .55 53 940211 1497 1625 .19B .16B .18B .52 .51 .50 54 940219 1394 1526 .48 .51 .41 .47 .58 .58 55 940220 1434 1557 .37 .39 .38 .64 .55 56 940221 1410 1558 .57 .52 .51 .65 .65 .60 57 940222 1423 1558 .18B .16B .24A .31A .11B .08B 58 940223 1386 1558 .46 .27B .22A .48 .46 .54 .51 59 940224 1394 1526 .48 .57 .43 .43 .29A .31A 60 940225 1425 1558 .30A .54 .66 .54 .40 61 940323 1585 1721 .45 .54 .53 .62 .67 62 940324 1623 1717 .52 .52 .44 .51 63 940325 1587 1713 .46 .54 .52 .55 .51 64 940326 1564 1722 .53 .49 .39 .34B .61 .75 65 940327 1622 1706 .30B .34B .45 .50 66 940329 1411 1545 .43 .33 .40 .46 .56 67 940332 1436 1561 .49 .46 .52 .76 .77 68 940333 1414 1654 .60 .70 .54 .53 .71 .55 .47 .48 .40 .38 69 940467 1472 1596 .50 .53 .61 .59 .70 70 940468 1356 1596 .57 .55 .58 .59 .57 .53 .41 .32A .44 71 940469 1382 1596 .46 .50 .47 .41 .62 .71 .61 .49 72 940470 1398 1557 .68 .72 .60 .64 .59 .65 .62 73 940471 1403 1595 .62 .47 .46 .51 .60 .65 .61 74 940472 1391 1595 .68 .70 .57 .51 .54 .62 .62 .68 75 940473 1404 1552 .64 .58 .67 .62 .64 .62 76 940474 1387 1594 .68 .77 .60 .49 .46 .58 .67 .45 77 940475 1414 1595 .61 .56 .58 .56 .59 .58 .58 78 940542 1323 1531 .55 .53 .66 .54 .48 .11B .00B .28A .34B 79 940543 1326 1455 .44 .60 .48 .47 .46 80 940544 1342 1528 .53 .61 .65 .54 .37 .30B .41 .46 81 940545 1339 1534 .75 .75 .52 .30B .23B .33 .42 .56 82 940546 1342 1532 .71 .71 .58 .48 .51 .41 .35B .42 83 940547 1366 1529 .36 .52 .46 .16B .26A .42B .39B 84 940548 1346 1488 .63 .69 .62 .57 .45 .39 85 940549 1447 1535 .57 .59 .57 .63 86 940550 1643 1755 .43 .54 .52 .42 .43 87 940730 1382 1609 .58 .49 .56 .62 .57 .49 .47 .48 .62 88 940731 1389 1595 .44 .43 .37 .54 .78 .67 .64 .44 89 940732 1428 1607 .51 .33 .41 .75 .70 .64 .80 90 940735 1372 1608 .32A .29A .33A .52 .51 .51 .68 .71 .69 .72 91 940739 1366 1569 .45 .43 .62 .62 .58 .69 .71 .71 92 940740 1372 1564 .44 .43 .49 .63 .59 .46 .54 .40B 93 940741 1416 1600 .26A .34 .47 .62 .71 .67 .63 .64 94 940742 1332 1600 .32A .37 .48 .54 .46 .49 .67 .70 .60 .41 .42 95 940743 1343 1480 .45 .42 .55 .51 .44 .41 96 940744 1376 1600 .70 .73 .59 .57 .55 .53 .57 .54 .53 97 940748 1582 1749 .58 .59 .60 .63 .48 .36 98 940749 1620 1727 .39 .40B .50 .47 .48 99 940750 1619 1747 .18B .17A .32A .49 .49 100 940751 1622 1749 .35 .33 .54 .51 .42 101 940752 1643 1744 .36 .67 .63 .70 102 940753 1619 1750 .55 .59 .57 .37 .39 .39 103 940754 1624 1746 .22A .27A .38 .49 .62 104 940755 1607 1749 .60 .75 .66 .69 .68 105 940756 1624 1749 .29A .32A .56 .54 .43 106 940801 1384 1633 .56 .70 .62 .57 .58 .65 .67 .68 .85 .85 107 940802 1316 1460 .60 .52 .63 .65 .59 .61 108 940804 1377 1574 .61 .62 .55 .60 .73 .75 .73 109 940806 1363 1635 .46 .45 .43 .53 .45 .31A .30B .39 .48 .65 .73 110 940817 1703 1822 .45 .47 .37 .58 111 940818 1700 1824 .48 .59 .38 .30A 112 940819 1693 1827 .39 .42 .56 .64 .62 113 940820 1681 1827 .36 .40 .30A .56 .59 114 940821 1684 1827 .35 .40 .55 .56 .61 115 940822 1720 1827 .41 .45 .44 .61 116 940823 1692 1826 .52 .59 .63 .58 .64 117 940824 1745 1827 .36 .34 .35 118 940825 1710 1827 .38 .40 .43 .60 Av segment correlation .57 .58 .55 .53 .51 .46 .47 .50 .53 .50 .48 .51 .48 .44 .50 .54 .50 .54 .58 .59 PART 5: CORRELATION OF SERIES BY SEGMENTS: swed023w_gap.rwl 16:29 Mon 06 Jun 2005 Page 6 ------------------------------------------------------------------------------------------------------------------------------------ Correlations of 50-year dated segments, lagged 25 years Flags: A = correlation under .3281 but highest as dated; B = correlation higher at other than dated position Seq Series Time_span 1800 1849 --- -------- --------- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- 112 940819 1693 1827 .62 113 940820 1681 1827 .63 114 940821 1684 1827 .61 115 940822 1720 1827 .58 116 940823 1692 1826 .65 117 940824 1745 1827 .34 118 940825 1710 1827 .60 Av segment correlation .58 PART 7: DESCRIPTIVE STATISTICS: swed023w_gap.rwl 16:29 Mon 06 Jun 2005 Page 10 ------------------------------------------------------------------------------------------------------------------------------------ Corr //-------- Unfiltered --------\\ //---- Filtered -----\\ No. No. No. with Mean Max Std Auto Mean Max Std Auto AR Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr () --- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- -- 1 940079 1359 1486 128 5 2 .329 .58 1.07 .213 .831 .176 2.68 .425 -.030 1 2 940080 1341 1456 116 5 0 .558 .55 1.54 .346 .943 .159 2.65 .477 .000 1 3 940081 1339 1435 97 4 1 .436 .46 1.99 .392 .949 .206 2.55 .445 .003 2 4 940082 1343 1427 85 4 0 .571 .72 2.59 .553 .941 .157 2.64 .441 .016 1 5 940083 1340 1485 146 6 0 .554 .47 2.71 .508 .968 .217 2.70 .488 .002 1 6 940084 1343 1485 143 6 0 .564 .60 2.10 .413 .948 .169 2.52 .390 -.039 1 7 940085 1338 1411 74 3 0 .450 .62 2.05 .500 .968 .169 2.63 .546 -.045 1 8 940086 1340 1481 142 6 2 .482 .62 1.99 .313 .897 .151 2.83 .478 -.044 2 9 940087 1352 1451 100 4 0 .571 .63 3.29 .561 .929 .153 2.79 .506 .025 1 10 940088 1335 1486 152 6 0 .517 .56 3.19 .630 .971 .207 2.47 .310 -.031 2 11 940109 1471 1681 211 9 2 .370 .39 1.68 .310 .946 .212 2.44 .328 -.041 1 12 940110 1431 1681 251 10 3 .395 .28 1.63 .253 .942 .209 2.71 .421 .012 1 13 940111 1507 1661 155 6 2 .399 .42 2.21 .335 .932 .168 2.52 .353 -.022 4 14 940115 1467 1681 215 9 4 .404 .41 1.26 .179 .815 .200 2.71 .454 -.014 2 15 940116 1453 1679 227 9 2 .424 .35 2.29 .367 .964 .215 2.67 .424 -.024 3 16 940117 1472 1681 210 9 0 .465 .39 2.13 .371 .967 .190 2.71 .310 -.041 2 17 940118 1432 1681 250 10 10 .204 .38 3.11 .408 .948 .206 2.42 .279 -.051 1 18 940119 1461 1681 221 9 3 .421 .39 1.62 .302 .956 .159 2.70 .434 -.036 1 19 940135 1469 1633 165 7 0 .526 .27 .81 .153 .860 .243 2.43 .326 -.023 2 20 940136 1396 1543 148 6 0 .583 .64 2.82 .500 .957 .188 2.50 .361 -.084 1 21 940137 1437 1541 105 4 2 .431 .72 2.13 .573 .963 .160 2.72 .603 .008 1 22 940138 1457 1634 178 7 1 .554 .60 1.27 .199 .692 .209 2.50 .329 -.062 1 23 940139 1419 1617 199 8 2 .342 .69 2.32 .430 .918 .227 2.69 .457 -.002 1 24 940140 1535 1699 165 6 0 .489 .61 3.29 .608 .955 .241 2.70 .409 -.030 1 25 940142 1539 1670 132 5 2 .366 .61 2.75 .439 .916 .217 2.58 .394 .004 1 26 940143 1536 1699 164 6 0 .522 .63 3.74 .710 .965 .219 2.75 .415 .000 1 27 940144 1552 1698 147 5 0 .608 .38 2.12 .414 .973 .202 2.49 .361 -.036 1 28 940145 1536 1699 164 6 3 .385 .51 2.23 .346 .898 .217 2.78 .422 -.042 2 29 940147 1524 1699 176 7 3 .492 .67 2.66 .586 .963 .171 2.41 .325 -.074 1 30 940148 1527 1679 153 6 0 .545 .69 2.80 .638 .967 .171 2.62 .423 -.012 1 31 940149 1532 1651 120 5 0 .653 .76 3.54 .768 .958 .233 2.73 .522 .002 1 32 940151 1494 1544 51 2 0 .641 .70 1.60 .296 .875 .158 2.56 .400 -.066 1 33 940152 1488 1614 127 5 0 .547 .57 1.06 .237 .854 .185 2.58 .410 .008 2 34 940153 1524 1748 225 9 0 .505 .35 1.81 .317 .952 .199 2.72 .433 -.018 1 35 940154 1485 1713 229 9 1 .490 .45 1.90 .424 .958 .219 2.62 .465 -.042 2 36 940156 1564 1707 144 6 3 .392 .45 .88 .144 .840 .147 2.64 .460 -.045 1 37 940157 1579 1751 173 7 0 .553 .75 1.73 .337 .888 .167 2.66 .420 -.007 1 38 940160 1619 1752 134 6 0 .447 .65 1.60 .304 .677 .269 2.69 .394 .025 1 39 940161 1433 1709 277 11 2 .453 .42 1.47 .284 .910 .215 2.70 .417 -.034 1 40 940183 1620 1818 199 8 0 .591 .46 1.25 .230 .830 .223 2.56 .314 -.041 2 41 940184 1648 1819 172 7 0 .678 .65 1.36 .275 .806 .229 2.53 .377 -.026 1 42 940185 1636 1745 110 4 4 .327 .62 1.55 .239 .783 .190 2.53 .403 -.033 2 43 940186 1646 1818 173 7 1 .550 .47 1.46 .231 .874 .196 2.66 .413 -.010 1 44 940187 1536 1745 210 8 4 .364 .56 3.13 .502 .926 .239 2.51 .334 -.027 4 45 940188 1657 1814 158 6 0 .563 .52 1.79 .465 .964 .194 2.51 .332 -.044 1 46 940189 1617 1818 202 8 0 .627 .38 1.10 .237 .916 .219 2.70 .430 -.026 2 47 940190 1663 1816 154 6 0 .540 .48 1.32 .299 .922 .236 2.48 .399 -.013 1 48 940191 1645 1818 174 7 0 .593 .69 1.55 .307 .714 .287 2.71 .397 -.012 1 PART 7: DESCRIPTIVE STATISTICS: swed023w_gap.rwl 16:29 Mon 06 Jun 2005 Page 11 ------------------------------------------------------------------------------------------------------------------------------------ Corr //-------- Unfiltered --------\\ //---- Filtered -----\\ No. No. No. with Mean Max Std Auto Mean Max Std Auto AR Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr () --- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- -- 49 940192 1657 1817 161 6 0 .666 .49 3.12 .517 .972 .224 2.60 .456 -.009 1 50 940193 1609 1816 208 8 0 .533 .50 1.05 .229 .850 .199 2.52 .300 -.050 2 51 940209 1506 1631 126 5 1 .470 .81 2.69 .565 .942 .177 2.61 .415 -.052 1 52 940210 1503 1631 129 5 0 .456 .89 2.18 .340 .775 .172 2.61 .421 -.095 3 53 940211 1497 1625 129 6 3 .315 .79 2.24 .395 .868 .199 2.62 .422 -.034 2 54 940219 1394 1526 133 6 0 .487 .51 1.72 .290 .893 .212 2.63 .401 .028 1 55 940220 1434 1557 124 5 0 .456 .71 1.21 .192 .772 .138 2.64 .456 -.018 1 56 940221 1410 1558 149 6 0 .569 .60 1.43 .232 .867 .142 2.57 .399 -.029 1 57 940222 1423 1558 136 6 6 .194 .66 1.42 .294 .892 .149 2.69 .404 .002 1 58 940223 1386 1558 173 7 2 .416 .49 1.52 .238 .875 .184 2.67 .398 .002 1 59 940224 1394 1526 133 6 2 .386 .63 2.09 .417 .950 .171 2.73 .449 -.013 1 60 940225 1425 1558 134 5 1 .419 .61 1.36 .287 .919 .151 2.55 .403 -.031 1 61 940323 1585 1721 137 5 0 .526 .58 1.61 .310 .899 .187 2.68 .336 .007 1 62 940324 1623 1717 95 4 0 .515 .72 2.24 .403 .875 .174 2.53 .397 .064 1 63 940325 1587 1713 127 5 0 .508 .66 1.33 .239 .855 .162 2.54 .393 -.029 2 64 940326 1564 1722 159 6 1 .522 .66 1.94 .321 .862 .190 2.68 .423 -.020 2 65 940327 1622 1706 85 4 2 .364 1.05 3.02 .623 .940 .163 2.61 .446 -.045 2 66 940329 1411 1545 135 5 0 .455 .39 1.26 .179 .826 .198 2.61 .368 -.016 1 67 940332 1436 1561 126 5 0 .572 .45 1.29 .283 .949 .143 2.52 .349 -.045 1 68 940333 1414 1654 241 10 0 .518 .51 2.50 .330 .920 .167 2.51 .329 -.053 1 69 940467 1472 1596 125 5 0 .609 .70 2.06 .362 .915 .158 2.56 .320 -.019 4 70 940468 1356 1596 241 9 1 .521 .42 2.42 .423 .957 .239 2.72 .460 -.002 1 71 940469 1382 1596 215 8 0 .514 .40 1.87 .347 .953 .262 2.50 .344 .007 1 72 940470 1398 1557 160 7 0 .648 .63 1.78 .376 .936 .152 2.60 .464 -.035 2 73 940471 1403 1595 193 7 0 .572 .65 1.59 .266 .812 .202 2.58 .368 -.025 2 74 940472 1391 1595 205 8 0 .607 .59 2.40 .390 .923 .216 2.54 .366 -.027 1 75 940473 1404 1552 149 6 0 .637 .59 1.72 .348 .922 .173 2.64 .370 -.090 1 76 940474 1387 1594 208 8 0 .553 .45 1.73 .308 .919 .227 2.64 .426 -.036 2 77 940475 1414 1595 182 7 0 .578 .60 2.51 .527 .952 .180 2.60 .420 -.032 1 78 940542 1323 1531 209 9 4 .413 .59 2.02 .383 .922 .191 2.65 .417 -.033 1 79 940543 1326 1455 130 5 0 .457 .69 2.33 .432 .946 .169 2.62 .403 -.005 1 80 940544 1342 1528 187 8 1 .482 .42 1.01 .249 .924 .199 2.76 .378 .018 1 81 940545 1339 1534 196 8 2 .513 .50 1.50 .260 .873 .193 2.68 .465 -.008 1 PART 7: DESCRIPTIVE STATISTICS: swed023w_gap.rwl 16:29 Mon 06 Jun 2005 Page 12 ------------------------------------------------------------------------------------------------------------------------------------ Corr //-------- Unfiltered --------\\ //---- Filtered -----\\ No. No. No. with Mean Max Std Auto Mean Max Std Auto AR Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr () --- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- -- 82 940546 1342 1532 191 8 1 .515 .57 1.86 .287 .821 .229 2.67 .400 -.025 2 83 940547 1366 1529 164 7 4 .309 .35 1.04 .199 .845 .246 2.78 .501 -.021 1 84 940548 1346 1488 143 6 0 .542 .45 .95 .181 .846 .183 2.65 .469 .000 1 85 940549 1447 1535 89 4 0 .577 1.05 2.34 .413 .881 .160 2.47 .424 .017 1 86 940550 1643 1755 113 5 0 .424 .68 2.18 .313 .863 .191 2.66 .434 .009 1 87 940730 1382 1609 228 9 0 .559 .42 1.33 .217 .889 .193 2.70 .417 -.026 1 88 940731 1389 1595 207 8 0 .522 .45 1.64 .250 .912 .186 2.60 .434 -.018 1 89 940732 1428 1607 180 7 0 .636 .52 1.38 .218 .875 .164 2.59 .304 -.044 1 90 940735 1372 1608 237 10 3 .508 .43 2.09 .311 .927 .185 2.59 .288 -.010 1 91 940739 1366 1569 204 8 0 .571 .52 1.72 .333 .960 .174 2.54 .396 .004 1 92 940740 1372 1564 193 8 1 .479 .50 2.35 .264 .831 .197 2.59 .406 -.015 1 93 940741 1416 1600 185 8 1 .524 .56 1.98 .271 .874 .183 2.67 .366 -.101 1 94 940742 1332 1600 269 11 1 .473 .44 1.34 .212 .885 .178 2.66 .372 -.014 1 95 940743 1343 1480 138 6 0 .477 .77 2.25 .574 .932 .200 2.57 .418 -.019 1 96 940744 1376 1600 225 9 0 .584 .37 1.43 .268 .939 .236 2.67 .436 -.007 1 97 940748 1582 1749 168 6 0 .535 .36 .85 .198 .919 .180 2.45 .408 -.020 1 98 940749 1620 1727 108 5 1 .446 .82 2.04 .500 .961 .174 2.54 .432 -.010 1 99 940750 1619 1747 129 5 3 .355 .81 1.48 .286 .766 .202 2.58 .398 .025 1 100 940751 1622 1749 128 5 0 .430 .82 2.82 .454 .918 .140 2.61 .384 .014 1 101 940752 1643 1744 102 4 0 .542 .89 1.70 .336 .825 .182 2.64 .489 -.029 1 102 940753 1619 1750 132 6 0 .456 .83 2.45 .516 .902 .191 2.49 .326 -.047 1 103 940754 1624 1746 123 5 2 .415 1.03 2.66 .630 .935 .194 2.65 .529 .021 1 104 940755 1607 1749 143 5 0 .643 .72 2.19 .342 .873 .196 2.59 .489 -.061 1 105 940756 1624 1749 126 5 2 .430 .82 1.30 .219 .768 .154 2.50 .382 .038 1 106 940801 1384 1633 250 10 0 .662 .53 1.13 .181 .764 .179 2.64 .354 -.007 1 107 940802 1316 1460 145 6 0 .577 .63 1.65 .235 .730 .195 2.57 .403 -.017 1 108 940804 1377 1574 198 7 0 .651 .50 2.09 .358 .949 .185 2.69 .499 -.038 1 109 940806 1363 1635 273 11 2 .494 .34 1.08 .178 .879 .214 2.59 .407 .006 1 110 940817 1703 1822 120 4 0 .483 .79 2.92 .671 .960 .180 2.52 .438 -.021 1 111 940818 1700 1824 125 4 1 .392 .72 2.71 .689 .972 .198 2.69 .440 -.039 1 112 940819 1693 1827 135 6 0 .527 .60 3.89 .552 .902 .224 2.83 .409 .032 1 113 940820 1681 1827 147 6 1 .459 .58 3.30 .529 .926 .256 2.47 .276 -.020 1 114 940821 1684 1827 144 6 0 .486 .73 2.40 .406 .903 .176 2.53 .331 -.012 1 115 940822 1720 1827 108 5 0 .486 .90 1.76 .334 .824 .192 2.61 .473 -.021 1 116 940823 1692 1826 135 6 0 .581 .71 3.83 .686 .941 .197 2.49 .421 .004 1 117 940824 1745 1827 83 4 0 .380 1.12 2.07 .358 .722 .194 2.72 .561 .075 1 118 940825 1710 1827 118 5 0 .497 .70 1.81 .415 .913 .188 2.62 .464 -.060 1 --- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- -- Total or mean: 21377 764 108 .442 .55 3.89 .362 .903 .196 2.83 .404 -.022