diff options
| author | Jaron Kent-Dobias <jaron@kent-dobias.com> | 2018-04-27 14:20:03 -0400 |
|---|---|---|
| committer | Jaron Kent-Dobias <jaron@kent-dobias.com> | 2018-04-27 14:20:03 -0400 |
| commit | 7062cdc1982e580054b7c1c717342e4213d34d6a (patch) | |
| tree | d0864fd0d98a2d97c1ede9417b88ac8abef56d3c | |
| parent | 5a671ca50c2e6aa9ccc5705fca0668af944e41e7 (diff) | |
| download | PRE_98_063306-7062cdc1982e580054b7c1c717342e4213d34d6a.tar.gz PRE_98_063306-7062cdc1982e580054b7c1c717342e4213d34d6a.tar.bz2 PRE_98_063306-7062cdc1982e580054b7c1c717342e4213d34d6a.zip | |
new data, references
| -rw-r--r-- | data/cluster-size/cluster-size_2vector3d.dat | 216 | ||||
| -rw-r--r-- | data/cluster-size/cluster-size_3potts2d.dat | 310 | ||||
| -rw-r--r-- | data/cluster-size/cluster-size_3vector3d.dat | 184 | ||||
| -rw-r--r-- | data/cluster-size/cluster-size_4potts2d.dat | 301 | ||||
| -rw-r--r-- | data/cluster-size/cluster-size_ising2d.dat | 310 | ||||
| -rw-r--r-- | data/cluster-size/cluster-size_ising3d.dat | 237 | ||||
| -rw-r--r-- | fig_clusters_ising2d.eps | 10076 | ||||
| -rw-r--r-- | fig_correlation-temp.tex | 4 | ||||
| -rw-r--r-- | fig_correlation.tex | 4 | ||||
| -rw-r--r-- | fig_correlation_collapse-hL.tex | 4 | ||||
| -rw-r--r-- | fig_metastable.tex | 4 | ||||
| -rw-r--r-- | monte-carlo.bib | 563 | ||||
| -rw-r--r-- | monte-carlo.pdf | bin | 185499 -> 211006 bytes | |||
| -rw-r--r-- | monte-carlo.tex | 49 |
14 files changed, 9900 insertions, 2362 deletions
diff --git a/data/cluster-size/cluster-size_2vector3d.dat b/data/cluster-size/cluster-size_2vector3d.dat index 16e71a8..b1d07b7 100644 --- a/data/cluster-size/cluster-size_2vector3d.dat +++ b/data/cluster-size/cluster-size_2vector3d.dat @@ -1,54 +1,162 @@ -8 2.20167 1.e-7 63.59562043795609 2.164973893102592 -8 2.20167 1.e-6 64.87819548872191 2.212648436568576 -8 2.20167 0.00001 67.46940874035968 2.301616822709248 -8 2.20167 0.0001 67.44140423335065 2.30008894357248 -8 2.20167 0.001 71.32843137254912 2.398277793810432 -8 2.20167 0.01 67.9385416666665 2.299960087698432 -8 2.20167 0.1 105.92954363490816 3.86057588781312 -8 2.20167 1. 213.1218354430377 7.762196801047552 -8 2.20167 10. 368.2691292875991 10.105035534898688 -8 2.20167 100. 470.9830508474578 7.230626947020288 - -16 2.20167 1.e-7 286.2860304287703 8.98124531728384 -16 2.20167 1.e-6 274.4344131704709 8.678468826714113 -16 2.20167 0.00001 262.02001520141926 8.166182721142784 -16 2.20167 0.0001 233.82716329775104 7.156634142302208 -16 2.20167 0.001 234.45846572854887 7.287514589700096 -16 2.20167 0.01 391.3233532934144 13.354160729767935 -16 2.20167 0.1 822.6586126266573 29.32967370950656 -16 2.20167 1. 1872.1783216783197 65.73364751310439 -16 2.20167 10. 3098.8235294117644 78.5758652691415 -16 2.20167 100. 3722.8065573770486 60.9046991010857 - -32 2.20167 1.e-7 1048.580106979115 29.22072313312051 -32 2.20167 1.e-6 971.4170222854472 26.492627007799296 -32 2.20167 0.00001 987.9398532419093 27.91466354242355 -32 2.20167 0.0001 1083.3379648008356 31.228299422072833 -32 2.20167 0.001 1151.1507002801193 33.530449835229184 -32 2.20167 0.01 2611.275275590533 85.86586555583693 -32 2.20167 0.1 6339.86940298507 227.132753381163 -32 2.20167 1. 14823.10940170938 515.0581135403254 -32 2.20167 10. 22135.92249999999 669.8054971229799 -32 2.20167 100. 30417.365771812078 417.6834673476567 - -64 2.20167 1.e-7 4289.382018782331 113.41379059607142 -64 2.20167 1.e-6 4021.5975113958357 101.65684041993421 -64 2.20167 0.00001 4077.0909943129705 103.63447013697126 -64 2.20167 0.0001 4898.0003000525785 125.73227228305818 -64 2.20167 0.001 8836.591433942041 254.10948594506138 -64 2.20167 0.01 21022.64215218081 682.6924817920819 -64 2.20167 0.1 50597.72201630827 1842.307708405678 -64 2.20167 1. 114540.33772652397 4068.2195261694933 -64 2.20167 10. 201245.50704225348 4999.55582256939 -64 2.20167 100. 239130.41503267954 3687.9212448362005 - -128 2.20167 1.e-7 17409.28502540219 666.9019482318438 -128 2.20167 1.e-6 23689.046527859227 1093.5300645443338 -128 2.20167 0.00001 20089.293792012664 786.2899335338394 -128 2.20167 0.0001 38106.45479910696 1854.133959464583 -128 2.20167 0.001 72399.92470837763 3547.6496046148814 -128 2.20167 0.01 190290.0237010039 10030.696361468363 -128 2.20167 0.1 448240.2068230266 24526.873461304327 -128 2.20167 1. 849276.2519685049 50303.14845552824 -128 2.20167 10. 1.583249774647888e6 67273.13361722566 -128 2.20167 100. 1.7961472880000002e6 61619.78659707237 +8 2.20167 0.00001 64.34711510093926 0.642512063804416 +8 2.20167 0.0000199526 62.958934751413246 0.628436621865984 +8 2.20167 0.0000398107 63.91846160305562 0.638095744595456 +8 2.20167 0.0000794328 66.49236156708199 0.664849522863616 +8 2.20167 0.000158489 64.23076267212288 0.64215616731904 +8 2.20167 0.000316228 63.43043822048307 0.633213766898176 +8 2.20167 0.000630957 64.30047409558733 0.643003238060032 +8 2.20167 0.00125893 61.77718788884173 0.617351998568448 +8 2.20167 0.00251189 66.34295401199564 0.66263997231872 +8 2.20167 0.00501187 65.83620614226945 0.657353339836416 +8 2.20167 0.01 66.61609568036454 0.665747030715904 +8 2.20167 0.0199526 72.61335846281114 0.724902631066112 +8 2.20167 0.0398107 83.04874787884954 0.829709436667392 +8 2.20167 0.0794328 100.23332737350144 1.001081497657856 +8 2.20167 0.158489 125.9836161927849 1.25831117869568 +8 2.20167 0.316228 153.93530927835033 1.537340435948032 +8 2.20167 0.630957 193.17611447440947 1.930651398201856 +8 2.20167 1.25893 234.71404728789915 2.343463704685568 +8 2.20167 2.51189 284.6007060572247 2.841495348130304 +8 2.20167 5.01187 327.4607407407391 3.268970765721088 +8 2.20167 10. 367.4025178632187 3.662625983795712 +8 2.20167 19.9526 397.64438502673664 3.975462423776256 +8 2.20167 39.8107 428.96414852752844 4.261911444578816 +8 2.20167 79.4328 460.12814895947366 4.557434589174272 +8 2.20167 158.489 472.4084919472916 4.69570405902848 +8 2.20167 316.22800000000001 487.43518518518476 4.867775705334272 +8 2.20167 630.95699999999999 487.56 4.854823269999104 +8 2.20167 1258.93000000000006 499.04743083003956 4.863239498466304 +8 2.20167 2511.88999999999987 501.841463414634 4.319170260792832 +8 2.20167 5011.86999999999989 507.2258064516132 2.933977464671744 +8 2.20167 10000. 511.98755186721996 0.012448132782592 +16 2.20167 0.00001 243.1411744110428 2.431011634765824 +16 2.20167 0.0000199526 252.5322712418263 2.520912407564288 +16 2.20167 0.0000398107 253.76404465212622 2.537209270288384 +16 2.20167 0.0000794328 246.4048496315474 2.459453314756608 +16 2.20167 0.000158489 253.212619922432 2.52905513125888 +16 2.20167 0.000316228 248.07934774326068 2.478197899776 +16 2.20167 0.000630957 253.2120674584781 2.531070887374848 +16 2.20167 0.00125893 251.62104915197952 2.513115835588608 +16 2.20167 0.00251189 263.989485057708 2.63932209608704 +16 2.20167 0.00501187 310.58866835501874 3.101933556703232 +16 2.20167 0.01 362.10632829021387 3.619400289759232 +16 2.20167 0.0199526 451.94670070100375 4.513445487394816 +16 2.20167 0.0398107 577.8585142857114 5.775957672071168 +16 2.20167 0.0794328 740.6424753402716 7.401719896977408 +16 2.20167 0.158489 963.2802300602859 9.629850757787649 +16 2.20167 0.316228 1222.2192517936414 12.217774770966528 +16 2.20167 0.630957 1540.389254385959 15.39728969549824 +16 2.20167 1.25893 1882.800861589766 18.80422653820109 +16 2.20167 2.51189 2265.206041394733 22.651750875090944 +16 2.20167 5.01187 2596.588505191989 25.958085128495103 +16 2.20167 10. 2965.618596491227 29.65563780688691 +16 2.20167 19.9526 3192.4773960216985 31.880491410059264 +16 2.20167 39.8107 3448.0937081659968 34.39746678426829 +16 2.20167 79.4328 3571.6885665528994 35.710087698755586 +16 2.20167 158.489 3687.7395048439153 36.69506816500941 +16 2.20167 316.22800000000001 3846.9328493647913 38.018421819891714 +16 2.20167 630.95699999999999 3975.3837638376367 38.96180958455398 +16 2.20167 1258.93000000000006 3968.996183206105 39.22021592267571 +16 2.20167 2511.88999999999987 3997.2430278884435 39.557926898192385 +16 2.20167 5011.86999999999989 4058.5870445344112 22.549504065769472 +16 2.20167 10000. 4080.846774193549 13.085977988919296 +32 2.20167 0.00001 986.1265014644081 9.859696529113087 +32 2.20167 0.0000199526 984.3604448964771 9.837040297869311 +32 2.20167 0.0000398107 1006.0389259506484 10.0341567143936 +32 2.20167 0.0000794328 985.4115314612634 9.83291789000704 +32 2.20167 0.000158489 988.9584489809183 9.860558563180543 +32 2.20167 0.000316228 1053.2916794806108 10.522337285144577 +32 2.20167 0.000630957 1140.1444322337752 11.383942757711871 +32 2.20167 0.00125893 1374.3218044187443 13.724761323536384 +32 2.20167 0.00251189 1623.307196901458 16.213774402650113 +32 2.20167 0.00501187 2078.4767117464044 20.77531687665664 +32 2.20167 0.01 2665.160684721832 26.625608278441984 +32 2.20167 0.0199526 3382.701817001935 33.77019860720026 +32 2.20167 0.0398107 4508.303416714723 45.0304281240535 +32 2.20167 0.0794328 5811.758275638198 58.0361292899287 +32 2.20167 0.158489 7497.161990890488 74.85085514933863 +32 2.20167 0.316228 9626.83700367029 96.22968430893465 +32 2.20167 0.630957 12394.018575174861 123.77619739122073 +32 2.20167 1.25893 14952.520494028195 149.37678996088422 +32 2.20167 2.51189 18095.726160029157 180.90646710455502 +32 2.20167 5.01187 21214.461834016325 212.1106554100777 +32 2.20167 10. 23343.19253632752 233.14323590630605 +32 2.20167 19.9526 25547.907207207125 254.32534097618534 +32 2.20167 39.8107 26903.144736842154 268.5509894176113 +32 2.20167 79.4328 29022.12678741659 289.66482235313356 +32 2.20167 158.489 30089.771470160133 300.51542694189465 +32 2.20167 316.22800000000001 31006.274298056112 307.47057616807524 +32 2.20167 630.95699999999999 31952.087121212113 269.31031455645694 +32 2.20167 1258.93000000000006 32463.62698412697 145.24222038481307 +32 2.20167 2511.88999999999987 32104.675889328064 287.3561132376064 +32 2.20167 5011.86999999999989 32237.24899598392 234.80085736269413 +32 2.20167 10000. 32511.387096774182 150.84190567831962 +64 2.20167 0.00001 4064.1647201144015 40.60314739749683 +64 2.20167 0.0000199526 3831.507650574287 38.19021513785344 +64 2.20167 0.0000398107 4188.66782299095 41.814975126175746 +64 2.20167 0.0000794328 4385.068293367005 43.708769321877504 +64 2.20167 0.000158489 4853.758547166494 48.45095767559373 +64 2.20167 0.000316228 5695.764315307246 56.91348827452211 +64 2.20167 0.000630957 7144.635402364125 71.4056318124032 +64 2.20167 0.00125893 9289.727391777424 92.81228705733018 +64 2.20167 0.00251189 11912.868601447843 119.05548221834854 +64 2.20167 0.00501187 15788.644364845843 157.58883634334924 +64 2.20167 0.01 20856.08859245609 208.37557382152193 +64 2.20167 0.0199526 27440.490605042203 274.0263452816179 +64 2.20167 0.0398107 36016.82990342052 359.8593073760174 +64 2.20167 0.0794328 46818.270544934734 467.93899494473726 +64 2.20167 0.158489 60223.83839464863 602.0643708553134 +64 2.20167 0.316228 78153.57714285697 780.832040756183 +64 2.20167 0.630957 97889.77568585273 978.8299562107535 +64 2.20167 1.25893 122566.38974729179 1223.8866702359594 +64 2.20167 2.51189 144807.62783828724 1447.623980018303 +64 2.20167 5.01187 166689.4777162127 1664.0196485088543 +64 2.20167 10. 190408.43825838738 1903.4590165202371 +64 2.20167 19.9526 203667.23594024623 2030.6874611295846 +64 2.20167 39.8107 219313.16305732488 2181.9112891018117 +64 2.20167 79.4328 230769.68900804294 2288.632938228613 +64 2.20167 158.489 238446.67980295594 2356.119678719099 +64 2.20167 316.22800000000001 245372.58348294438 2452.5924606337353 +64 2.20167 630.95699999999999 250755.03309692678 2497.6294915229614 +64 2.20167 1258.93000000000006 256618.89062499988 2139.4119616928156 +64 2.20167 2511.88999999999987 257573.15748031496 2009.5231733897626 +64 2.20167 5011.86999999999989 256347.9367588931 2264.411607160324 +64 2.20167 10000. 261751.60245901643 261.52246707172145 +128 2.20167 0.00001 17218.50733331795 171.69256298001204 +128 2.20167 0.0000199526 18378.8810154216 182.93576751172813 +128 2.20167 0.0000398107 21719.71231105522 216.67560846000129 +128 2.20167 0.0000794328 26683.808660240466 265.9367352134533 +128 2.20167 0.000158489 31502.175400928216 314.121953048789 +128 2.20167 0.000316228 41137.77258249637 410.5978549779825 +128 2.20167 0.000630957 54511.753145356386 543.948611021439 +128 2.20167 0.00125893 72983.17728643809 729.3156350786273 +128 2.20167 0.00251189 95020.88666450547 949.4982691641098 +128 2.20167 0.00501187 122751.97786936312 1226.491100397568 +128 2.20167 0.01 167244.28117766464 1671.667449786794 +128 2.20167 0.0199526 221035.068781488 2208.1969578982767 +128 2.20167 0.0398107 288644.2276360668 2884.321869104677 +128 2.20167 0.0794328 382735.81321773963 3821.7739853795165 +128 2.20167 0.158489 485281.9972278547 4848.734316657639 +128 2.20167 0.316228 617907.4250249946 6175.500212568589 +128 2.20167 0.630957 776591.8059384936 7763.441724050899 +128 2.20167 1.25893 963972.454875157 9632.00129708956 +128 2.20167 2.51189 1.1542456370397205e6 11540.111169668777 +128 2.20167 5.01187 1.3537013042596304e6 13521.633736378024 +128 2.20167 10. 1.5028338273381284e6 14973.289338117293 +128 2.20167 19.9526 1.654947970966203e6 16522.802064462445 +128 2.20167 39.8107 1.752274694444438e6 17500.551042929 +128 2.20167 79.4328 1.863978727272723e6 18552.77605793143 +128 2.20167 158.489 1.9301799583975337e6 19226.42018855551 +128 2.20167 316.22800000000001 1.967007670710571e6 19624.701789927898 +128 2.20167 630.95699999999999 2.0089631904761905e6 19756.517740072926 +128 2.20167 1258.93000000000006 2.0473795642023352e6 18797.51845803878 +128 2.20167 2511.88999999999987 2.0513495555555564e6 17998.436177113254 +128 2.20167 5011.86999999999989 2.0773365813008118e6 12176.020058098631 +128 2.20167 10000. 2.0781455720000006e6 11877.88158764109 +256 2.20167 0.00001 99796.95495047965 993.0432408086118 +256 2.20167 0.0000199526 118960.46114502712 1183.6311268166205 +256 2.20167 0.0000398107 148297.9400047447 1477.7606331841905 +256 2.20167 0.0000794328 194551.36132918936 1937.9314215910113 +256 2.20167 0.000158489 251457.49189555127 2511.3250818634547 +256 2.20167 0.000316228 324895.6469723896 3238.5258641571186 +256 2.20167 0.000630957 433035.5322706618 4330.322589835591
\ No newline at end of file diff --git a/data/cluster-size/cluster-size_3potts2d.dat b/data/cluster-size/cluster-size_3potts2d.dat index 3b8319d..c205507 100644 --- a/data/cluster-size/cluster-size_3potts2d.dat +++ b/data/cluster-size/cluster-size_3potts2d.dat @@ -1,65 +1,255 @@ -8 0.994973 1.e-7 28.3823264201984 0.236138387891328 -8 0.994973 1.e-6 27.805823680823615 0.233244623238976 -8 0.994973 0.00001 28.043619527251906 0.23433663419584 -8 0.994973 0.0001 27.385046581398974 0.230684992491712 -8 0.994973 0.001 27.58528428093645 0.231563393720128 -8 0.994973 0.01 28.17325524646157 0.236158926337664 -8 0.994973 0.1 34.48330078124999 0.275121977917568 -8 0.994973 1. 41.996052631579005 0.322332521883392 -8 0.994973 10. 43.341899892357375 0.343088948340544 -8 0.994973 100. 43.08706700548358 0.343120888099008 +8 0.994973 0.00001 28.833012743447934 0.288131927793536 +8 0.994973 0.0000199526 27.48737907261216 0.274842722428992 +8 0.994973 0.0000398107 28.446481024556544 0.284238439891776 +8 0.994973 0.0000794328 27.76965015901869 0.277689465616896 +8 0.994973 0.000158489 27.665012406947778 0.276560979408256 +8 0.994973 0.000316228 28.309865732632833 0.28292581749408 +8 0.994973 0.000630957 27.86446092413011 0.278622382564608 +8 0.994973 0.00125893 28.420530973451264 0.284015913825664 +8 0.994973 0.00251189 26.920056558625088 0.26919250102016 +8 0.994973 0.00501187 28.21133659902029 0.281917763344704 +8 0.994973 0.01 28.00799725808301 0.280038481945472 +8 0.994973 0.0199526 28.08527310440192 0.28067583974048 +8 0.994973 0.0398107 31.555782590927553 0.31547426636736 +8 0.994973 0.0794328 33.66313309776224 0.336390629694528 +8 0.994973 0.158489 36.821011673151745 0.36795765297856 +8 0.994973 0.316228 38.65329512893984 0.386371781754368 +8 0.994973 0.630957 40.63896848137536 0.405952844084992 +8 0.994973 1.25893 42.62735257214553 0.426191084222208 +8 0.994973 2.51189 42.18561208267085 0.421788754870528 +8 0.994973 5.01187 43.22913117546861 0.432178645222272 +8 0.994973 10. 42.6731517509728 0.426670508650432 +8 0.994973 19.9526 42.94740137758317 0.429375865062336 +8 0.994973 39.8107 42.36936936936941 0.423301465396608 +8 0.994973 79.4328 42.903970068592834 0.42870190536256 +8 0.994973 158.489 42.9386477462439 0.429375492005568 +8 0.994973 316.22800000000001 44.00607287449395 0.439823128119168 +8 0.994973 630.95699999999999 42.69022741241568 0.426674441408768 +8 0.994973 1258.93000000000006 43.2234042553191 0.4320769463744 +8 0.994973 2511.88999999999987 43.20063694267514 0.431737900811392 +8 0.994973 5011.86999999999989 44.13010899182586 0.441177827270976 +8 0.994973 10000. 42.28062139016134 0.422615043679104 -16 0.994973 1.e-7 89.29277492358682 0.771637147299328 -16 0.994973 1.e-6 94.07098723053645 0.807376643724288 -16 0.994973 0.00001 94.24580121145267 0.80744921509248 -16 0.994973 0.0001 91.6403508771927 0.79496752019712 -16 0.994973 0.001 91.13449052603623 0.78649727606528 -16 0.994973 0.01 101.76133669235277 0.872308584550144 -16 0.994973 0.1 136.38096649866546 1.111759974312704 -16 0.994973 1. 165.2677242888389 1.251915123006976 -16 0.994973 10. 172.59167452512435 1.388648509539584 -16 0.994973 100. 168.46318695766527 1.388370676203264 +16 0.994973 0.00001 91.09908781971046 0.910460797085696 +16 0.994973 0.0000199526 91.18808525818291 0.911458977042432 +16 0.994973 0.0000398107 91.22478823004903 0.911908127049984 +16 0.994973 0.0000794328 89.99407407407436 0.899521703839232 +16 0.994973 0.000158489 92.8070815842304 0.927893210236928 +16 0.994973 0.000316228 92.99036276025113 0.929745043264768 +16 0.994973 0.000630957 95.0095327102802 0.94995494724608 +16 0.994973 0.00125893 91.00369523139175 0.909851172566272 +16 0.994973 0.00251189 94.01645782681882 0.940133150783232 +16 0.994973 0.00501187 95.22191858273689 0.952017455209728 +16 0.994973 0.01 104.03229177552487 1.04029044810624 +16 0.994973 0.0199526 112.10511033681792 1.1207270615232 +16 0.994973 0.0398107 120.82793780270183 1.207768638556928 +16 0.994973 0.0794328 132.37219858156007 1.323547470340864 +16 0.994973 0.158489 142.93164001254272 1.428594765233152 +16 0.994973 0.316228 153.39476421636556 1.533699866755584 +16 0.994973 0.630957 161.2613573661934 1.610810115358208 +16 0.994973 1.25893 166.86006168080127 1.667277533021952 +16 0.994973 2.51189 168.1641877535245 1.681223733228288 +16 0.994973 5.01187 170.99352750809038 1.709708926687232 +16 0.994973 10. 172.3001240181888 1.72168304364928 +16 0.994973 19.9526 168.70448805129138 1.68668277504256 +16 0.994973 39.8107 169.50994681898752 1.694474533424896 +16 0.994973 79.4328 169.6907582938391 1.69578321412224 +16 0.994973 158.489 173.10228463634405 1.729439640056576 +16 0.994973 316.22800000000001 171.17241379310337 1.711329847824896 +16 0.994973 630.95699999999999 169.85408406027034 1.698355676258816 +16 0.994973 1258.93000000000006 171.45037701243083 1.713921981836544 +16 0.994973 2511.88999999999987 174.52719845194522 1.743667313307648 +16 0.994973 5011.86999999999989 173.21754681253938 1.732086709773568 +16 0.994973 10000. 170.3717538953257 1.702264239653888 -32 0.994973 1.e-7 308.8067591965655 2.657940580622336 -32 0.994973 1.e-6 311.22099948947454 2.685346518641664 -32 0.994973 0.00001 306.9843078125906 2.652692697684992 -32 0.994973 0.0001 299.0313012127119 2.595835539974144 -32 0.994973 0.001 330.0585442086902 2.831122416274432 -32 0.994973 0.01 409.085369443626 3.420774081614848 -32 0.994973 0.1 543.6338461538417 4.462358771792896 -32 0.994973 1. 664.04034203025 5.015368884472832 -32 0.994973 10. 681.0485759914834 5.571595495469056 -32 0.994973 100. 685.512391158741 5.571552525910016 +32 0.994973 0.00001 309.3142601698693 3.091668122892288 +32 0.994973 0.0000199526 314.0329790559529 3.139283638365184 +32 0.994973 0.0000398107 310.2897774424719 3.10136490466304 +32 0.994973 0.0000794328 316.6773016612311 3.165423952454656 +32 0.994973 0.000158489 311.51582839097136 3.114685189248 +32 0.994973 0.000316228 309.286374658985 3.09138648654848 +32 0.994973 0.000630957 306.1337473492869 3.059201496964096 +32 0.994973 0.00125893 313.3962465669806 3.132917361970176 +32 0.994973 0.00251189 341.98871829671936 3.418580991229952 +32 0.994973 0.00501187 370.59924741298175 3.705079805151232 +32 0.994973 0.01 415.1488412577505 4.149477550140416 +32 0.994973 0.0199526 444.2140298162473 4.43901446332416 +32 0.994973 0.0398107 490.2842931937147 4.90206750802432 +32 0.994973 0.0794328 524.0263669164565 5.239602040992768 +32 0.994973 0.158489 576.5298161470802 5.760765314721792 +32 0.994973 0.316228 616.5428471493468 6.160860266236928 +32 0.994973 0.630957 653.1450541104998 6.522156341197824 +32 0.994973 1.25893 666.8351226993848 6.664658718680064 +32 0.994973 2.51189 685.136474411047 6.849564750328832 +32 0.994973 5.01187 688.9435981885512 6.888573953772544 +32 0.994973 10. 679.6337611056292 6.793305817452544 +32 0.994973 19.9526 688.6693349753672 6.880458813983744 +32 0.994973 39.8107 681.9790419161682 6.81895331019264 +32 0.994973 79.4328 687.3878676470589 6.870262542690304 +32 0.994973 158.489 684.0973451327417 6.834341808161792 +32 0.994973 316.22800000000001 687.1075949367091 6.870315346255872 +32 0.994973 630.95699999999999 680.431007137194 6.803543693545472 +32 0.994973 1258.93000000000006 675.3311360992625 6.752189528706048 +32 0.994973 2511.88999999999987 683.0683777822352 6.829225651899392 +32 0.994973 5011.86999999999989 685.7667342799197 6.85488348775936 +32 0.994973 10000. 680.0359541683129 6.7933617373952 -64 0.994973 1.e-7 1045.320553473614 8.963296885243905 -64 0.994973 1.e-6 1014.882108700717 8.67390104844288 -64 0.994973 0.00001 1015.2398430933033 8.73498768896 -64 0.994973 0.0001 1007.5999535855084 8.654159380598784 -64 0.994973 0.001 1210.7716902581003 10.254569083936769 -64 0.994973 0.01 1635.5552682133791 13.576588168851456 -64 0.994973 0.1 2161.249827331027 17.837539231420415 -64 0.994973 1. 2670.878363475968 20.079606759276544 -64 0.994973 10. 2726.4530313124455 22.30290342632243 -64 0.994973 100. 2724.6384820239687 22.302813764513793 +64 0.994973 0.00001 1024.90749206349 10.247639806558208 +64 0.994973 0.0000199526 992.61233263727 9.92318250807296 +64 0.994973 0.0000398107 980.8252963941212 9.804242949210112 +64 0.994973 0.0000794328 1008.2775627419074 10.0821987918848 +64 0.994973 0.000158489 1028.9815147625104 10.287003746021377 +64 0.994973 0.000316228 1064.3997979797955 10.637328322281473 +64 0.994973 0.000630957 1112.8207237988925 11.128078403203071 +64 0.994973 0.00125893 1254.7343146718085 12.538382842994688 +64 0.994973 0.00251189 1399.128603910869 13.982334390419457 +64 0.994973 0.00501187 1494.5921218589247 14.938288729882624 +64 0.994973 0.01 1625.4463140182959 16.248757159415806 +64 0.994973 0.0199526 1765.7471422039246 17.65712296037581 +64 0.994973 0.0398107 1950.8596809752248 19.506186346512383 +64 0.994973 0.0794328 2133.947322594685 21.330797572542465 +64 0.994973 0.158489 2286.3103394337545 22.85427755383603 +64 0.994973 0.316228 2439.3489989820005 24.388853657100288 +64 0.994973 0.630957 2613.3575227963515 26.11137835541299 +64 0.994973 1.25893 2676.5019342359633 26.758170033430527 +64 0.994973 2.51189 2733.1189710610925 27.307238220607488 +64 0.994973 5.01187 2714.036709854724 27.131255221878785 +64 0.994973 10. 2701.130712625873 27.0089740645376 +64 0.994973 19.9526 2740.3795472918323 27.398337148817408 +64 0.994973 39.8107 2747.9513436482234 27.45954269478912 +64 0.994973 79.4328 2767.661461586522 27.664404037750785 +64 0.994973 158.489 2712.28305582762 27.111636100911102 +64 0.994973 316.22800000000001 2749.9389920424346 27.48000976755507 +64 0.994973 630.95699999999999 2732.0935309433326 27.316389276172288 +64 0.994973 1258.93000000000006 2750.5 27.479890214432768 +64 0.994973 2511.88999999999987 2735.111445783134 27.336840829607937 +64 0.994973 5011.86999999999989 2763.533678756479 27.62347182630912 +64 0.994973 10000. 2691.7758620689615 26.90687927615488 -128 0.994973 1.e-7 3538.730470981927 29.814243053223937 -128 0.994973 1.e-6 3483.9675201993605 29.319961695010814 -128 0.994973 0.00001 3429.912134387319 28.99572400950477 -128 0.994973 0.0001 3630.212132598497 30.704791192567807 -128 0.994973 0.001 4715.700264108196 39.40942045064397 -128 0.994973 0.01 6600.033674307486 54.57252040849818 -128 0.994973 0.1 8546.844884810596 71.10215711311463 -128 0.994973 1. 10624.082364553462 80.31972694956441 -128 0.994973 10. 10974.995574627894 89.225318947029 -128 0.994973 100. 10864.279569892507 89.224446664704 +128 0.994973 0.00001 3534.3677531006074 35.332091119648766 +128 0.994973 0.0000199526 3603.9425105485006 36.0361511986135 +128 0.994973 0.0000398107 3394.664077353435 33.93136186233651 +128 0.994973 0.0000794328 3468.813092874486 34.66826763488461 +128 0.994973 0.000158489 3851.0130636854888 38.49814623225446 +128 0.994973 0.000316228 4171.584429824574 41.71275685809357 +128 0.994973 0.000630957 4465.079529787392 44.63087113309389 +128 0.994973 0.00125893 5029.063815735165 50.284000586612734 +128 0.994973 0.00251189 5436.593093093114 54.33873724574925 +128 0.994973 0.00501187 5942.226028726665 59.4129609878569 +128 0.994973 0.01 6539.906023067058 65.38685399470899 +128 0.994973 0.0199526 7185.313790648009 71.80225094806732 +128 0.994973 0.0398107 7607.125719182262 76.05192419527884 +128 0.994973 0.0794328 8509.232132564795 85.06012612847206 +128 0.994973 0.158489 9084.459018914366 90.79843219664077 +128 0.994973 0.316228 9699.224482988639 96.93695628589465 +128 0.994973 0.630957 10242.548682087121 102.35615435821875 +128 0.994973 1.25893 10690.10528338133 106.77443078466764 +128 0.994973 2.51189 10813.915158591177 108.07136709364941 +128 0.994973 5.01187 11044.638751033934 110.4290307919872 +128 0.994973 10. 10904.528054118613 109.03974017019085 +128 0.994973 19.9526 10876.674689287847 108.71267105333249 +128 0.994973 39.8107 11069.672704559662 110.67788311366861 +128 0.994973 79.4328 10826.279291553137 108.22139588019814 +128 0.994973 158.489 10838.68907563026 108.38421256993178 +128 0.994973 316.22800000000001 10797.59301428024 107.89538156763545 +128 0.994973 630.95699999999999 11011.260842880532 110.0209809042473 +128 0.994973 1258.93000000000006 10700.983060417888 106.99216784757556 +128 0.994973 2511.88999999999987 10879.830039525703 108.79393222693683 +128 0.994973 5011.86999999999989 10937.25276048987 109.36748095443764 +128 0.994973 10000. 10921.908454927025 109.20361795821567 -256 0.994973 1.e-7 10948.04919614151 286.9151418115031 -256 0.994973 1.e-6 10144.75468889555 266.11003730886654 -256 0.994973 0.00001 11373.025692359 302.0328836857856 -256 0.994973 0.0001 14407.5266470835 378.75374401919385 -256 0.994973 0.001 19704.837992013694 512.2242250181837 -256 0.994973 0.01 25847.14064801176 687.3836664888361 -256 0.994973 0.1 36241.574112735005 917.0604850607555 -256 0.994973 1. 41424.834951456294 1019.2338743602709 -256 0.994973 10. 42021.48963730574 1132.0645859317515 -256 0.994973 100. 42350.64099216714 1132.9247419503083 +256 0.994973 0.00001 10953.420499403212 109.45036259616359 +256 0.994973 0.0000199526 11386.535417753896 113.80166594337177 +256 0.994973 0.0000398107 12453.908170795909 124.51335670942925 +256 0.994973 0.0000794328 13567.249005568721 135.65466160267263 +256 0.994973 0.000158489 14986.289531593884 149.84005456737074 +256 0.994973 0.000316228 16201.677942070051 161.91190549672754 +256 0.994973 0.000630957 18040.082412211275 180.34508376716084 +256 0.994973 0.00125893 20076.20780201358 200.69447368494284 +256 0.994973 0.00251189 21589.75180553106 215.7534527101993 +256 0.994973 0.00501187 24276.46968781472 242.62861154883993 +256 0.994973 0.01 26045.6209094772 260.33795196315236 +256 0.994973 0.0199526 27898.692659017546 278.90199092455015 +256 0.994973 0.0398107 30889.615335948223 308.77765244898507 +256 0.994973 0.0794328 34071.31984975423 340.5800793824297 +256 0.994973 0.158489 36511.37978822794 364.9669325681459 +256 0.994973 0.316228 38736.09344398328 387.07550684020737 +256 0.994973 0.630957 41944.16238003834 419.3609795167191 +256 0.994973 1.25893 42418.70357142851 423.96810755538945 +256 0.994973 2.51189 43602.368546940255 435.83846058367385 +256 0.994973 5.01187 43668.05640821205 436.2994766466253 +256 0.994973 10. 43608.58141382043 435.78773340369713 +256 0.994973 19.9526 43561.3560830859 435.2001285881856 +256 0.994973 39.8107 44314.622629714526 442.7160733078651 +256 0.994973 79.4328 43467.43377287938 434.54244928546404 +256 0.994973 158.489 44012.053276178776 439.7769317378949 +256 0.994973 316.22800000000001 43916.89111922154 438.79557867726436 +256 0.994973 630.95699999999999 43827.61387936259 438.1442118457754 +256 0.994973 1258.93000000000006 44871.42643229157 448.62576939925503 +256 0.994973 2511.88999999999987 44387.25498007958 443.7091953455268 +256 0.994973 5011.86999999999989 43899.089785164135 438.79823795401524 +256 0.994973 10000. 43774.37786259522 437.4887027385303 + +512 0.994973 0.00001 42107.256470588094 420.96461915252326 +512 0.994973 0.0000199526 42805.41860897882 427.67550151602995 +512 0.994973 0.0000398107 48148.95278174791 481.3812869743247 +512 0.994973 0.0000794328 56113.774279486344 560.9570724148674 +512 0.994973 0.000158489 60196.56486295647 601.8788987675607 +512 0.994973 0.000316228 65558.08106238706 655.3162719014421 +512 0.994973 0.000630957 70177.62179579904 701.1276496560456 +512 0.994973 0.00125893 78465.03109643102 784.344282162004 +512 0.994973 0.00251189 86796.96013849448 867.4894132941947 +512 0.994973 0.00501187 96263.31579469844 962.5551448204902 +512 0.994973 0.01 104483.84595662891 1044.4566863932293 +512 0.994973 0.0199526 113221.7126767037 1131.6768558200913 +512 0.994973 0.0398107 122819.73338330838 1228.1672966461194 +512 0.994973 0.0794328 133604.185032329 1335.0986690162852 +512 0.994973 0.158489 146896.89313338615 1467.208737108263 +512 0.994973 0.316228 158896.8027392377 1588.3459441629593 +512 0.994973 0.630957 164849.992334367 1648.4000939159062 +512 0.994973 1.25893 171638.86792452735 1716.1112920022058 +512 0.994973 2.51189 172692.9679289014 1724.5991117680803 +512 0.994973 5.01187 177390.98388784166 1773.7820501764998 +512 0.994973 10. 176561.70008233824 1763.822727866876 +512 0.994973 19.9526 175398.88356579817 1753.9113376200785 +512 0.994973 39.8107 176714.43672456575 1767.0166448043458 +512 0.994973 79.4328 171918.50142775613 1718.5506322570282 +512 0.994973 158.489 176656.70588235251 1765.6822570467984 +512 0.994973 316.22800000000001 176047.2278015919 1759.1278586489734 +512 0.994973 630.95699999999999 177051.03117206972 1769.6083683943384 +512 0.994973 1258.93000000000006 175149.87502515625 1751.2890998060482 +512 0.994973 2511.88999999999987 173133.51748251735 1730.3454510434221 +512 0.994973 5011.86999999999989 175848.14678338752 1757.833186969387 +512 0.994973 10000. 174519.88910969795 1743.435453876142 + +1024 0.994973 0.00001 163089.7179487172 1630.4036735247973 +1024 0.994973 0.0000199526 174560.44623076104 1745.4479533964002 +1024 0.994973 0.0000398107 190433.27823705642 1903.122096450437 +1024 0.994973 0.0000794328 214057.25213675172 2140.5538196274547 +1024 0.994973 0.000158489 235146.69677257896 2349.882128993354 +1024 0.994973 0.000316228 255624.37879694413 2554.5700820207535 +1024 0.994973 0.000630957 290214.4516816298 2900.3486986072226 +1024 0.994973 0.00125893 311560.98059178976 3113.7958850818213 +1024 0.994973 0.00251189 346328.08076787007 3461.760675130376 +1024 0.994973 0.00501187 378941.4040812399 3789.1978618701087 +1024 0.994973 0.01 410211.89490445645 4100.327491302851 +1024 0.994973 0.0199526 455793.8473193471 4555.927138141733 +1024 0.994973 0.0398107 496729.08733512415 4966.135583728468 +1024 0.994973 0.0794328 540002.7931180311 5395.646331066778 +1024 0.994973 0.158489 587199.0733554172 5867.909570968421 +1024 0.994973 0.316228 624502.688463492 6240.738537572925 +1024 0.994973 0.630957 661338.4471021114 6611.897730461597 +1024 0.994973 1.25893 696978.4716520996 6964.191934196744 +1024 0.994973 2.51189 684887.8519705802 6841.911589449236 +1024 0.994973 5.01187 693710.81498829 6931.7095812329635 +1024 0.994973 10. 708273.8595470592 7077.336106711122 +1024 0.994973 19.9526 698772.0494812432 6984.215084786516 +1024 0.994973 39.8107 686485.2951750242 6858.7123116815155 +1024 0.994973 79.4328 692725.6789258611 6926.549800535982 +1024 0.994973 158.489 697385.6039309095 6973.722026386129 +1024 0.994973 316.22800000000001 700739.5265700492 7005.166747435139 +1024 0.994973 630.95699999999999 700598.504528074 7005.176441214075 +1024 0.994973 1258.93000000000006 699400.5249999986 6989.449388319834 +1024 0.994973 2511.88999999999987 693189.2312792524 6931.776621952106 +1024 0.994973 5011.86999999999989 719252.5539803723 7188.353489985077 +1024 0.994973 10000. 678671.654565454 6785.1039128200155 diff --git a/data/cluster-size/cluster-size_3vector3d.dat b/data/cluster-size/cluster-size_3vector3d.dat index 2467b0e..bcbdc89 100644 --- a/data/cluster-size/cluster-size_3vector3d.dat +++ b/data/cluster-size/cluster-size_3vector3d.dat @@ -1,23 +1,161 @@ -8 1.44325 0.00001 55.5139971969664 0.554903213121536 -8 1.44325 0.0000199526 56.027379494199806 0.559909155830272 -8 1.44325 0.0000398107 56.192946736956415 0.56169179990272 -8 1.44325 0.0000794328 54.5194957803648 0.544726918441472 -8 1.44325 0.000158489 54.597054353332226 0.545821297943552 -8 1.44325 0.000316228 55.4369717283584 0.5542436232704 -8 1.44325 0.000630957 55.07394505297152 0.55047552796416 -8 1.44325 0.00125893 55.21150950161306 0.551854558490112 -8 1.44325 0.00251189 53.847208515437565 0.53806267020288 -8 1.44325 0.00501187 56.394869546151426 0.563462774585344 -8 1.44325 0.01 58.60907046476697 0.58596544898048 -8 1.44325 0.0199526 60.544246945532414 0.605157448036352 -8 1.44325 0.0398107 69.25171956575693 0.69234327766272 -8 1.44325 0.0794328 82.73071667530547 0.826681271223296 -8 1.44325 0.158489 100.86688560481588 1.007812401429504 -8 1.44325 0.316228 126.55678979886899 1.26487036726528 -8 1.44325 0.630957 161.53304886211532 1.615101040502784 -8 1.44325 1.25893 196.9797927992617 1.969288721453568 -8 1.44325 2.51189 243.51881051175528 2.433779871054848 -8 1.44325 5.01187 284.1764088204406 2.841037843352576 -8 1.44325 10. 331.5890990542551 3.315775558490112 -8 1.44325 19.9526 373.07874564459826 3.727468875063808 -8 1.44325 39.8107 407.2365374937083 4.07083755410944
\ No newline at end of file +8 1.44325 0.00001 55.81130087209267 0.557214466195456 +8 1.44325 0.0000199526 53.62058906227968 0.535732751508992 +8 1.44325 0.0000398107 54.70620958710989 0.54678464494336 +8 1.44325 0.0000794328 55.14115757973811 0.551397629613056 +8 1.44325 0.000158489 54.839998574280195 0.547984963964928 +8 1.44325 0.000316228 55.89314160089344 0.558226670396416 +8 1.44325 0.000630957 55.12730239303782 0.551143283449856 +8 1.44325 0.00125893 54.0407507850409 0.54021822469376 +8 1.44325 0.00251189 56.069402247519236 0.560309421954048 +8 1.44325 0.00501187 57.36534285398784 0.573296458243584 +8 1.44325 0.01 57.27478312448973 0.572603675111424 +8 1.44325 0.0199526 59.583690503044096 0.59514237305344 +8 1.44325 0.0398107 69.7206322444672 0.696694249043968 +8 1.44325 0.0794328 82.50037782185626 0.823941888035328 +8 1.44325 0.158489 102.7730270511954 1.02649059163904 +8 1.44325 0.316228 125.58241258286746 1.255740953616896 +8 1.44325 0.630957 158.91085334198476 1.588666745647104 +8 1.44325 1.25893 194.15716994311936 1.941313509882368 +8 1.44325 2.51189 242.19761129207347 2.420640297524736 +8 1.44325 5.01187 293.95650492944026 2.936847927885824 +8 1.44325 10. 334.2793253258363 3.33871800349696 +8 1.44325 19.9526 370.4099864130432 3.6968355138304 +8 1.44325 39.8107 414.059902860225 4.137564691658752 +8 1.44325 79.4328 450.53396226415055 4.470518956215296 +8 1.44325 158.489 462.66426858513205 4.5961874610816 +8 1.44325 316.22800000000001 468.2688741721856 4.658564465517056 +8 1.44325 630.95699999999999 475.97045101088617 4.75738222816512 +8 1.44325 1258.93000000000006 503.4782608695654 4.02023149634304 +8 1.44325 2511.88999999999987 497.873517786561 4.809981675440128 +8 1.44325 5011.86999999999989 504.82995951416984 3.678634721823232 +8 1.44325 10000. 507.7768595041316 2.980009383246336 +16 1.44325 0.00001 216.68961952935527 2.166391254450176 +16 1.44325 0.0000199526 219.48383212166758 2.192636421758976 +16 1.44325 0.0000398107 219.69445132802866 2.195624944164864 +16 1.44325 0.0000794328 207.3719521300439 2.07189012180992 +16 1.44325 0.000158489 213.09244515598337 2.126807796084736 +16 1.44325 0.000316228 214.80851579364966 2.146319774621696 +16 1.44325 0.000630957 221.20437595471464 2.208254695305216 +16 1.44325 0.00125893 220.38449678226638 2.202008003620864 +16 1.44325 0.00251189 233.63249752480564 2.333563373309952 +16 1.44325 0.00501187 254.60623852324045 2.54505817270272 +16 1.44325 0.01 296.7577439235809 2.96735501049856 +16 1.44325 0.0199526 357.74946313528113 3.573894095527936 +16 1.44325 0.0398107 457.24490868939984 4.565981681516544 +16 1.44325 0.0794328 592.7510935396925 5.926483699884032 +16 1.44325 0.158489 768.7330862392894 7.683517441982464 +16 1.44325 0.316228 980.0146958092042 9.789691941810176 +16 1.44325 0.630957 1241.9940865234944 12.41178962624512 +16 1.44325 1.25893 1543.0591891091988 15.424424763748352 +16 1.44325 2.51189 1935.6924635332157 19.344082219495423 +16 1.44325 5.01187 2346.6508058326876 23.451901389889535 +16 1.44325 10. 2600.26948203452 25.95666223970304 +16 1.44325 19.9526 2923.2526724975737 29.209281257910273 +16 1.44325 39.8107 3323.7350663716784 33.18404056016896 +16 1.44325 79.4328 3579.0596885813125 35.75909292801229 +16 1.44325 158.489 3706.8177278402027 37.04638557018112 +16 1.44325 316.22800000000001 3815.5721476510066 37.97264932295066 +16 1.44325 630.95699999999999 3912.4402332361524 39.07718882961817 +16 1.44325 1258.93000000000006 4049.916 25.030593083994113 +16 1.44325 2511.88999999999987 3962.0758620689653 38.27452665491456 +16 1.44325 5011.86999999999989 4046.096 25.382901526335488 +16 1.44325 10000. 4072.6788617886186 17.727087666458623 +32 1.44325 0.00001 826.8353329757553 8.262531302096896 +32 1.44325 0.0000199526 837.3603080731689 8.368123500691455 +32 1.44325 0.0000398107 806.5711674789724 8.05936187572224 +32 1.44325 0.0000794328 837.9071874911436 8.37094818070528 +32 1.44325 0.000158489 849.7355777460798 8.4866005966848 +32 1.44325 0.000316228 853.7443451490141 8.518134632513537 +32 1.44325 0.000630957 934.5505519409234 9.329928573026304 +32 1.44325 0.00125893 1065.9385065176104 10.634770183684097 +32 1.44325 0.00251189 1282.8385029023334 12.810478395686912 +32 1.44325 0.00501187 1636.1877375433114 16.327539234963456 +32 1.44325 0.01 2028.3773902329283 20.277564206219264 +32 1.44325 0.0199526 2725.3914697406217 27.253844727267328 +32 1.44325 0.0398107 3514.783899166507 35.131946704699395 +32 1.44325 0.0794328 4600.096219931246 45.930387735904254 +32 1.44325 0.158489 6182.131688096203 61.75979040473088 +32 1.44325 0.316228 7845.159882079863 78.40590406647809 +32 1.44325 0.630957 10021.836257776336 100.20852809587097 +32 1.44325 1.25893 12289.941632332726 122.86471170962227 +32 1.44325 2.51189 15415.096795907326 154.0501585586094 +32 1.44325 5.01187 18059.611139941237 180.52103880717107 +32 1.44325 10. 21844.195376994976 218.41339794204262 +32 1.44325 19.9526 23864.580251221196 238.6133592013865 +32 1.44325 39.8107 26374.49180327864 263.1416526900101 +32 1.44325 79.4328 28043.984732824436 280.12983698168216 +32 1.44325 158.489 29164.13021868789 289.38032773470616 +32 1.44325 316.22800000000001 30769.52407407408 304.04950856391065 +32 1.44325 630.95699999999999 32042.702290076337 241.8829374440407 +32 1.44325 1258.93000000000006 31629.085106382994 309.2597323064279 +32 1.44325 2511.88999999999987 31823.757462686564 309.3486080652411 +32 1.44325 5011.86999999999989 32246.916996047406 235.3584664114299 +32 1.44325 10000. 32426.70967741933 195.48239847224116 +64 1.44325 0.00001 3300.994286090191 32.9843773669376 +64 1.44325 0.0000199526 3377.702937935479 33.7408356099031 +64 1.44325 0.0000398107 3339.950045898211 33.335401827794946 +64 1.44325 0.0000794328 3537.8711074247803 35.37355216283238 +64 1.44325 0.000158489 3872.5213592530454 38.69335717753651 +64 1.44325 0.000316228 4523.050705073733 45.155471501033475 +64 1.44325 0.000630957 5515.1843117307 55.07258313867264 +64 1.44325 0.00125893 7008.252247981687 70.05435759427584 +64 1.44325 0.00251189 9266.499958254863 92.49353771542118 +64 1.44325 0.00501187 12147.985882446561 121.25879129787597 +64 1.44325 0.01 16149.5786445013 161.48723610550272 +64 1.44325 0.0199526 21035.680370762188 210.34847805164748 +64 1.44325 0.0398107 27803.270114559393 277.609305611436 +64 1.44325 0.0794328 37450.61152525281 374.3674879846646 +64 1.44325 0.158489 47130.287475032324 471.0838494478991 +64 1.44325 0.316228 62842.05246252686 628.2525826875392 +64 1.44325 0.630957 80061.18342305277 799.86642977135 +64 1.44325 1.25893 100607.76826636547 1005.6383283831767 +64 1.44325 2.51189 125018.04712548316 1249.0572543400347 +64 1.44325 5.01187 147010.23750449292 1469.4669948378153 +64 1.44325 10. 170604.78062892993 1704.8755877395824 +64 1.44325 19.9526 193489.64506517662 1933.055062889988 +64 1.44325 39.8107 206860.98484130768 2064.7185874734287 +64 1.44325 79.4328 218762.13551980242 2179.340273488757 +64 1.44325 158.489 229526.21422450783 2291.830052710515 +64 1.44325 316.22800000000001 240450.48966408227 2393.311407052161 +64 1.44325 630.95699999999999 252791.9033457249 2508.2291341636405 +64 1.44325 1258.93000000000006 256438.45801526716 2077.378434800288 +64 1.44325 2511.88999999999987 258340.48031496076 1803.419695280816 +64 1.44325 5011.86999999999989 260464.34136546188 1137.2822096961863 +64 1.44325 10000. 258819.8306451612 1828.5416650933535 +128 1.44325 0.00001 12447.981724311225 124.36513455760998 +128 1.44325 0.0000199526 12928.512209922817 128.95709454925824 +128 1.44325 0.0000398107 15446.982934044607 154.19837102476492 +128 1.44325 0.0000794328 18723.387728006743 186.4972777941893 +128 1.44325 0.000158489 24067.23991135217 240.1114416952115 +128 1.44325 0.000316228 32147.504988407465 321.1080393251881 +128 1.44325 0.000630957 41276.80306787385 412.0312102571213 +128 1.44325 0.00125893 55635.55789200478 555.2782020108616 +128 1.44325 0.00251189 72435.43994505888 723.7103402142925 +128 1.44325 0.00501187 99127.43294941318 989.5056029064888 +128 1.44325 0.01 129184.33519009949 1290.1024164437033 +128 1.44325 0.0199526 172544.06964546582 1725.0577879159275 +128 1.44325 0.0398107 224498.93260092716 2244.0856013745683 +128 1.44325 0.0794328 299333.69277614023 2989.785121346814 +128 1.44325 0.158489 384845.94819198037 3847.190257390846 +128 1.44325 0.316228 499028.85033293854 4984.909193319285 +128 1.44325 0.630957 640348.0006330113 6397.964748603786 +128 1.44325 1.25893 797571.7261513966 7970.513596377465 +128 1.44325 2.51189 988341.2840429839 9877.616729461359 +128 1.44325 5.01187 1.1794070305274446e6 11769.679540515766 +128 1.44325 10. 1.344149819236341e6 13419.115977767911 +128 1.44325 19.9526 1.5098397271214565e6 15049.139124162266 +128 1.44325 39.8107 1.6702249990128297e6 16675.311749852823 +128 1.44325 79.4328 1.7727286959142652e6 17720.191950478376 +128 1.44325 158.489 1.8664157684529847e6 18651.09757449837 +128 1.44325 316.22800000000001 1.9332806260504187e6 19051.286129998298 +128 1.44325 630.95699999999999 1.980097142023344e6 19540.927657961063 +128 1.44325 1258.93000000000006 2.02198996039604e6 19857.524576760105 +128 1.44325 2511.88999999999987 2.0259372646048097e6 19879.654187178392 +128 1.44325 5011.86999999999989 2.0418392758620698e6 19846.025820302737 +128 1.44325 10000. 2.0769803904382477e6 9952.510969695437 +256 1.44325 0.00001 60161.45099983107 599.3263746074542 +256 1.44325 0.0000199526 77901.23797637496 777.8785821259203 +256 1.44325 0.0000398107 101219.99686797833 1009.7149891387064 +256 1.44325 0.0000794328 136260.0666018779 1358.5048457738978 +256 1.44325 0.000158489 180213.0812666957 1798.52251791727 +256 1.44325 0.000316228 244606.69981441813 2439.4315712125995
\ No newline at end of file diff --git a/data/cluster-size/cluster-size_4potts2d.dat b/data/cluster-size/cluster-size_4potts2d.dat index 4c36fd5..566bc7a 100644 --- a/data/cluster-size/cluster-size_4potts2d.dat +++ b/data/cluster-size/cluster-size_4potts2d.dat @@ -1,54 +1,255 @@ -8 0.910239 1.e-7 31.25128528907744 0.246253494231872 -8 0.910239 1.e-6 30.78990703851277 0.244874662488896 -8 0.910239 0.00001 32.308278361051585 0.25217886251904 -8 0.910239 0.0001 31.30189867722483 0.246826664226944 -8 0.910239 0.001 32.18340571006183 0.251616343170432 -8 0.910239 0.01 32.33067211288518 0.251779013153728 -8 0.910239 0.1 38.88447177685043 0.280855693400128 -8 0.910239 1. 47.08413939313638 0.313063502786432 -8 0.910239 10. 47.468546958062845 0.336828361986496 -8 0.910239 100. 48.136758538046976 0.334695743642496 +8 0.910239 0.00001 31.432848837209217 0.314280438098624 +8 0.910239 0.0000199526 32.11704986563174 0.320821499650752 +8 0.910239 0.0000398107 31.281828703703745 0.312529607784768 +8 0.910239 0.0000794328 30.940461038042688 0.309210662568576 +8 0.910239 0.000158489 30.855609616485182 0.308474085554688 +8 0.910239 0.000316228 31.697890544327937 0.3168689951696 +8 0.910239 0.000630957 32.79947229551469 0.327873865176256 +8 0.910239 0.00125893 31.990652796622847 0.319865270956416 +8 0.910239 0.00251189 32.072675293409475 0.320712001989888 +8 0.910239 0.00501187 31.41784105767827 0.314164658889408 +8 0.910239 0.01 31.769997026464385 0.3175444081168 +8 0.910239 0.0199526 33.63267952666528 0.336063451390208 +8 0.910239 0.0398107 35.85845083318067 0.358573520468224 +8 0.910239 0.0794328 38.7738672286615 0.387649415647232 +8 0.910239 0.158489 41.37350246652569 0.413375529648192 +8 0.910239 0.316228 43.55513016845318 0.435529514015552 +8 0.910239 0.630957 46.3732826658871 0.463204274454336 +8 0.910239 1.25893 47.440529960855166 0.473950423824576 +8 0.910239 2.51189 47.70498199279706 0.47658438088032 +8 0.910239 5.01187 48.92821700297728 0.4888217927328 +8 0.910239 10. 47.88238860260691 0.478663023576064 +8 0.910239 19.9526 48.04671173939763 0.48033884766304 +8 0.910239 39.8107 48.46026700572153 0.484257705475008 +8 0.910239 79.4328 48.023554603854336 0.479464860193856 +8 0.910239 158.489 48.31929604022637 0.48296991743584 +8 0.910239 316.22800000000001 48.113720642769024 0.481002857475264 +8 0.910239 630.95699999999999 48.51677852349011 0.484976601107648 +8 0.910239 1258.93000000000006 48.279549718574145 0.482167394061312 +8 0.910239 2511.88999999999987 48.109158186864 0.480529018028672 +8 0.910239 5011.86999999999989 47.846153846153854 0.477857811013696 +8 0.910239 10000. 47.7859290438967 0.47764786263648 + +16 0.910239 0.00001 103.07123864391731 1.03018230361856 +16 0.910239 0.0000199526 111.08872068494823 1.110534698961408 +16 0.910239 0.0000398107 102.88175638025139 1.028345367021824 +16 0.910239 0.0000794328 102.80335382895437 1.027743569497344 +16 0.910239 0.000158489 107.91411764705869 1.078650938484992 +16 0.910239 0.000316228 108.00804008389606 1.079150501961472 +16 0.910239 0.000630957 105.70444927370471 1.057042964103936 +16 0.910239 0.00125893 107.84390758766233 1.077654397364224 +16 0.910239 0.00251189 106.8666974702551 1.06790111979392 +16 0.910239 0.00501187 107.70296801016192 1.076376090057984 +16 0.910239 0.01 116.34358569926323 1.162735778264576 +16 0.910239 0.0199526 131.75405844155802 1.316270395971328 +16 0.910239 0.0398107 141.60528649990962 1.414302862990592 +16 0.910239 0.0794328 151.6009101701619 1.515512563454208 +16 0.910239 0.158489 163.50892655367142 1.632993473065472 +16 0.910239 0.316228 173.5311028500613 1.733349066343936 +16 0.910239 0.630957 180.88215133139968 1.808815641104384 +16 0.910239 1.25893 188.04036644718002 1.877426468159232 +16 0.910239 2.51189 191.47660467906456 1.913268931482624 +16 0.910239 5.01187 191.6557083084275 1.914607355067392 +16 0.910239 10. 190.97349823321497 1.907531929330432 +16 0.910239 19.9526 188.8492802709568 1.887147409360896 +16 0.910239 39.8107 188.55253572429183 1.882919966158336 +16 0.910239 79.4328 192.0198555956672 1.917770763701504 +16 0.910239 158.489 195.87263226649242 1.956500020390656 +16 0.910239 316.22800000000001 189.73958033917748 1.89624214501632 +16 0.910239 630.95699999999999 193.84374999999923 1.935700072866816 +16 0.910239 1258.93000000000006 195.47053108808242 1.95272918462208 +16 0.910239 2511.88999999999987 191.24770097893733 1.91193161464192 +16 0.910239 5011.86999999999989 192.17291414752128 1.92087272934016 +16 0.910239 10000. 190.7343704138537 1.906746462583552 -16 0.910239 1.e-7 109.95747918001254 0.887640019863296 -16 0.910239 1.e-6 109.3095789725975 0.893187923640576 -16 0.910239 0.00001 108.40977651425408 0.88709965624064 -16 0.910239 0.0001 106.5304030441874 0.872532765732608 -16 0.910239 0.001 104.64525502791116 0.866529850325248 -16 0.910239 0.01 121.32530973451341 0.954942818574848 -16 0.910239 0.1 156.60729154945435 1.142645834240256 -16 0.910239 1. 187.6613283674729 1.225325583072256 -16 0.910239 10. 189.83988139362458 1.36108803505792 -16 0.910239 100. 195.52122785583435 1.340490724936448 +32 0.910239 0.00001 338.98045886765976 3.388748954128384 +32 0.910239 0.0000199526 375.62373814622106 3.753008998633472 +32 0.910239 0.0000398107 379.2683706070282 3.789157770430464 +32 0.910239 0.0000794328 349.63348500324867 3.494537037748224 +32 0.910239 0.000158489 367.8889777155963 3.678738631561216 +32 0.910239 0.000316228 344.50550328421684 3.444614152491008 +32 0.910239 0.000630957 350.39089394780774 3.502878145327104 +32 0.910239 0.00125893 381.68531395951925 3.813824449511424 +32 0.910239 0.00251189 410.3125795625503 4.10268889426944 +32 0.910239 0.00501187 457.0678474114427 4.569752166326272 +32 0.910239 0.01 473.02891326021734 4.728260780192768 +32 0.910239 0.0199526 529.5244168484608 5.295048966936576 +32 0.910239 0.0398107 558.854207263063 5.588449934611456 +32 0.910239 0.0794328 599.2322978969693 5.9897576337408 +32 0.910239 0.158489 660.751975825193 6.60715358863872 +32 0.910239 0.316228 700.9327170005105 7.004184835277824 +32 0.910239 0.630957 714.181043129387 7.137508153601024 +32 0.910239 1.25893 765.4799264480532 7.647534732604416 +32 0.910239 2.51189 769.3036203224842 7.689547000967168 +32 0.910239 5.01187 766.8022632519352 7.658251913443328 +32 0.910239 10. 769.6435493640233 7.695917824848896 +32 0.910239 19.9526 751.2187671986791 7.505307786697728 +32 0.910239 39.8107 760.1426512968304 7.598784765359104 +32 0.910239 79.4328 756.0508044030454 7.557706767608832 +32 0.910239 158.489 775.5160786762414 7.752712897012736 +32 0.910239 316.22800000000001 780.7256097560976 7.803511418340352 +32 0.910239 630.95699999999999 773.6109741060424 7.723508115730432 +32 0.910239 1258.93000000000006 770.0330403152476 7.695481240174592 +32 0.910239 2511.88999999999987 780.8654708520181 7.794464471867392 +32 0.910239 5011.86999999999989 765.746366063484 7.655384018681856 +32 0.910239 10000. 774.9383561643838 7.747943724430336 -32 0.910239 1.e-7 381.88485016647985 3.121002356892672 -32 0.910239 1.e-6 351.6929717976576 2.948493945322496 -32 0.910239 0.00001 363.32742894910666 2.9950692129536 -32 0.910239 0.0001 351.5059971928033 2.93354506405888 -32 0.910239 0.001 374.4909486865367 3.059559813685248 -32 0.910239 0.01 467.12224194775655 3.664210409629696 -32 0.910239 0.1 613.5265147304018 4.56898404578816 -32 0.910239 1. 745.8312184304507 4.920557932276736 -32 0.910239 10. 761.7391692719933 5.450411114161152 -32 0.910239 100. 772.769370185771 5.411916259948544 +64 0.910239 0.00001 1137.2326370949816 11.370350809387007 +64 0.910239 0.0000199526 1164.6215320591812 11.644336130174976 +64 0.910239 0.0000398107 1419.4940617577226 14.1926285687808 +64 0.910239 0.0000794328 1244.5850038386075 12.443048847265793 +64 0.910239 0.000158489 1134.1061803145626 11.337052515524608 +64 0.910239 0.000316228 1254.273865153536 12.536610970820607 +64 0.910239 0.000630957 1447.8265919510898 14.476436913844225 +64 0.910239 0.00125893 1445.5062893081804 14.44959317653504 +64 0.910239 0.00251189 1583.6382420091372 15.826257681289215 +64 0.910239 0.00501187 1728.6228722733547 17.281799645134846 +64 0.910239 0.01 1873.2562793265192 18.72734745972736 +64 0.910239 0.0199526 2069.501358044414 20.68057601302528 +64 0.910239 0.0398107 2309.2614793467783 23.08096129113293 +64 0.910239 0.0794328 2446.3229508196555 24.430519579070463 +64 0.910239 0.158489 2621.241778180985 26.20543708674867 +64 0.910239 0.316228 2770.798967805358 27.705013436084226 +64 0.910239 0.630957 2881.16434108527 28.809327640948737 +64 0.910239 1.25893 3078.9978104472902 30.746139861385217 +64 0.910239 2.51189 3037.8767676767643 30.357988788957183 +64 0.910239 5.01187 3016.61810584959 30.109564604551167 +64 0.910239 10. 3065.260314633421 30.623238628835328 +64 0.910239 19.9526 3101.5363805970146 30.9686573664256 +64 0.910239 39.8107 3117.8949044585966 31.164357834059775 +64 0.910239 79.4328 3059.5813199764275 30.565795422445568 +64 0.910239 158.489 3079.0626134301247 30.775144448475135 +64 0.910239 316.22800000000001 3078.73920917597 30.74587784060928 +64 0.910239 630.95699999999999 3045.5434782608672 30.45113845372109 +64 0.910239 1258.93000000000006 3043.30380842471 30.401932956430336 +64 0.910239 2511.88999999999987 3109.330708661416 31.084648021921794 +64 0.910239 5011.86999999999989 3092.7565485362134 30.92184427557683 +64 0.910239 10000. 3082.5217391304377 30.819382454157314 -64 0.910239 1.e-7 1227.513492153086 10.14512468025344 -64 0.910239 1.e-6 1150.0090557644266 9.624002896257023 -64 0.910239 0.00001 1279.3070283600364 10.607897199747072 -64 0.910239 0.0001 1214.0060714086728 10.08866700275712 -64 0.910239 0.001 1337.2163799963198 11.074506984640513 -64 0.910239 0.01 1887.081062899421 14.627000031576063 -64 0.910239 0.1 2472.9367996414157 18.29732088777933 -64 0.910239 1. 3002.5375837261045 19.63658623008768 -64 0.910239 10. 3070.5594541910427 21.72675771574272 -64 0.910239 100. 3070.4065126050405 21.73601502843699 +128 0.910239 0.00001 3544.5260643697297 35.43167540109312 +128 0.910239 0.0000199526 3676.1041120925943 36.74312845405389 +128 0.910239 0.0000398107 4331.444044134219 43.30760598934323 +128 0.910239 0.0000794328 4414.404439714185 44.126800714907645 +128 0.910239 0.000158489 4807.494938229261 48.071437482033154 +128 0.910239 0.000316228 4199.19529673692 41.973753164251136 +128 0.910239 0.000630957 5343.94836570343 53.41626251359027 +128 0.910239 0.00125893 5835.499371727766 58.33191107931341 +128 0.910239 0.00251189 6406.238425381896 64.04800711519437 +128 0.910239 0.00501187 7142.716072629436 71.38793380500275 +128 0.910239 0.01 7667.648900538794 76.6757722754089 +128 0.910239 0.0199526 8329.059851180802 83.27687780915609 +128 0.910239 0.0398107 8945.39883884585 89.42809443631104 +128 0.910239 0.0794328 9882.597894736838 98.75078638772224 +128 0.910239 0.158489 10426.620605251486 104.19299114640998 +128 0.910239 0.316228 11159.393809763451 111.58863797909913 +128 0.910239 0.630957 11707.498224528834 116.9094778886062 +128 0.910239 1.25893 12024.595393801486 120.06743580681831 +128 0.910239 2.51189 12110.439579186806 120.92458282699981 +128 0.910239 5.01187 12284.585774058585 122.67032203744051 +128 0.910239 10. 12141.763948497846 121.41126175345869 +128 0.910239 19.9526 12333.09397810217 123.28057313936998 +128 0.910239 39.8107 12580.41710700131 125.72466615155098 +128 0.910239 79.4328 12179.471420323349 121.59866285855539 +128 0.910239 158.489 12208.222222222246 121.94295307691623 +128 0.910239 316.22800000000001 12224.610378188227 122.10610038068019 +128 0.910239 630.95699999999999 12160.994246260065 121.56263822491648 +128 0.910239 1258.93000000000006 12345.725442342928 123.3389986898903 +128 0.910239 2511.88999999999987 12424.006566604145 124.04785875894272 +128 0.910239 5011.86999999999989 12259.064133016649 122.54567455791513 +128 0.910239 10000. 12436.600000000017 124.36136472359732 -128 0.910239 1.e-7 3899.50608578483 32.27619359540839 -128 0.910239 1.e-6 3777.1591532732086 31.121395790168062 -128 0.910239 0.00001 4074.4429495593367 33.50122426553139 -128 0.910239 0.0001 4724.828190248927 38.30069089855078 -128 0.910239 0.001 5624.484330850222 44.74178843721728 -128 0.910239 0.01 7617.330488423236 58.28087792766157 -128 0.910239 0.1 9930.301271234133 73.19535506664653 -128 0.910239 1. 11948.685548562318 78.73371439859302 -128 0.910239 10. 12201.149739776967 87.1172777734144 -128 0.910239 100. 12356.893854748623 86.68401818232422 +256 0.910239 0.00001 13617.086122134733 136.1109487723479 +256 0.910239 0.0000199526 16904.150817407368 169.02663904611532 +256 0.910239 0.0000398107 11888.922322200035 118.85293354359193 +256 0.910239 0.0000794328 17235.886376085815 172.27065264164045 +256 0.910239 0.000158489 17745.52428043082 177.38895932142387 +256 0.910239 0.000316228 19349.29793814423 193.3433413166039 +256 0.910239 0.000630957 21685.780089596938 216.8525124867195 +256 0.910239 0.00125893 23535.739242132277 235.20536627668582 +256 0.910239 0.00251189 25155.800250398344 251.40966692657562 +256 0.910239 0.00501187 27605.082795290393 275.90780399478376 +256 0.910239 0.01 30185.288032740442 301.74738103985766 +256 0.910239 0.0199526 33173.91409762383 331.521567924224 +256 0.910239 0.0398107 35882.12982393733 358.73775333743004 +256 0.910239 0.0794328 39469.635753251896 394.6713441147945 +256 0.910239 0.158489 42058.61922196764 420.41130688302286 +256 0.910239 0.316228 44929.053741321484 448.7829606887588 +256 0.910239 0.630957 45983.32453893433 459.8314569779773 +256 0.910239 1.25893 48914.939532057186 488.46047644804713 +256 0.910239 2.51189 49589.55534709188 495.58064199775026 +256 0.910239 5.01187 49281.17590069628 492.43608674729984 +256 0.910239 10. 48025.25733077556 480.12558465492583 +256 0.910239 19.9526 50158.596685082855 500.74508643703194 +256 0.910239 39.8107 48378.214566928975 483.2048039171195 +256 0.910239 79.4328 49221.29650812774 491.73063700086783 +256 0.910239 158.489 50437.78631051752 504.32510691940763 +256 0.910239 316.22800000000001 49382.16229408165 493.378580183253 +256 0.910239 630.95699999999999 48594.086172344716 485.547092429439 +256 0.910239 1258.93000000000006 48832.124234470655 487.79414209213235 +256 0.910239 2511.88999999999987 49495.68249075217 494.78016066899147 +256 0.910239 5011.86999999999989 48803.659574468016 487.9249552987914 +256 0.910239 10000. 50046.29383274136 500.3832176543662 + +512 0.910239 0.00001 51352.81883541301 513.4341118060134 +512 0.910239 0.0000199526 58794.387439875 587.6151317149778 +512 0.910239 0.0000398107 63519.538844548464 635.0194370181857 +512 0.910239 0.0000794328 68172.96613623883 681.3005681034526 +512 0.910239 0.000158489 71704.33087209865 716.8848531035259 +512 0.910239 0.000316228 75469.6185935642 754.6637605753324 +512 0.910239 0.000630957 84031.91784729477 839.9054336950272 +512 0.910239 0.00125893 93598.11866952755 935.6671409782784 +512 0.910239 0.00251189 103176.48563562374 1031.7268234629285 +512 0.910239 0.00501187 112751.37061083833 1126.7659256047862 +512 0.910239 0.01 122447.33411010727 1224.211561649537 +512 0.910239 0.0199526 133004.8511222355 1329.493017619071 +512 0.910239 0.0398107 142991.55094869953 1428.5924780453397 +512 0.910239 0.0794328 156509.11310372877 1563.6138095964325 +512 0.910239 0.158489 167671.84891598942 1674.2628010345104 +512 0.910239 0.316228 175236.08805476848 1752.1183144515994 +512 0.910239 0.630957 186994.44163952116 1867.8604628489666 +512 0.910239 1.25893 191978.04733727794 1916.3774658635366 +512 0.910239 2.51189 197662.8228941687 1976.428846763737 +512 0.910239 5.01187 199399.4918970445 1993.7831694966455 +512 0.910239 10. 196218.54013079606 1961.2443789549895 +512 0.910239 19.9526 200664.20846905498 2004.941128684536 +512 0.910239 39.8107 195872.76314235135 1958.2544309227355 +512 0.910239 79.4328 198127.62596599688 1980.3727866563133 +512 0.910239 158.489 196686.92436974804 1965.973337529647 +512 0.910239 316.22800000000001 195532.6339390387 1954.0776844428574 +512 0.910239 630.95699999999999 196686.9243697483 1965.973337529647 +512 0.910239 1258.93000000000006 199259.50663716844 1990.355360320848 +512 0.910239 2511.88999999999987 196122.80000000008 1958.9894766078198 +512 0.910239 5011.86999999999989 197814.42944785318 1976.0186171381515 +512 0.910239 10000. 200857.12966601172 2007.996099990913 + +1024 0.910239 0.00001 216436.1186505151 2163.6638802255543 +1024 0.910239 0.0000199526 230061.59459640674 2299.7477482613963 +1024 0.910239 0.0000398107 238721.43134822184 2386.52609462272 +1024 0.910239 0.0000794328 261908.8704931753 2617.4599245101795 +1024 0.910239 0.000158489 289231.4757949502 2891.3249117662085 +1024 0.910239 0.000316228 308959.1590075142 3086.666870150922 +1024 0.910239 0.000630957 348074.1134445335 3480.2399535987424 +1024 0.910239 0.00125893 379961.4232333218 3799.1275059761642 +1024 0.910239 0.00251189 407781.2774472065 4076.0217639027996 +1024 0.910239 0.00501187 450612.88560836477 4505.483875153084 +1024 0.910239 0.01 481374.28125873813 4813.017118025974 +1024 0.910239 0.0199526 535746.9331246914 5357.233948253487 +1024 0.910239 0.0398107 579492.6898688033 5789.464045561053 +1024 0.910239 0.0794328 617660.6694117632 6175.833455289434 +1024 0.910239 0.158489 669889.1204601829 6697.627369668084 +1024 0.910239 0.316228 706109.4957698808 7055.191985813979 +1024 0.910239 0.630957 738813.9511180416 7387.642187486331 +1024 0.910239 1.25893 793357.4705314005 7930.069926399705 +1024 0.910239 2.51189 790156.5598277419 7898.830651595424 +1024 0.910239 5.01187 787539.225037708 7874.494631677788 +1024 0.910239 10. 790771.5012262395 7906.689629795909 +1024 0.910239 19.9526 791927.2484586925 7916.59581862314 +1024 0.910239 39.8107 782427.7038777908 7822.628442168361 +1024 0.910239 79.4328 781604.697749199 7811.1061476062005 +1024 0.910239 158.489 788977.3349514552 7884.161401445417 +1024 0.910239 316.22800000000001 808218.9959785538 8069.860409971048 +1024 0.910239 630.95699999999999 779757.2934027801 7789.062022702826 +1024 0.910239 1258.93000000000006 780045.9173433873 7795.350315909251 +1024 0.910239 2511.88999999999987 786353.927995219 7850.194337560265 +1024 0.910239 5011.86999999999989 791591.2905904074 7910.344293819089 +1024 0.910239 10000. 776501.9968669881 7758.200048510304 diff --git a/data/cluster-size/cluster-size_ising2d.dat b/data/cluster-size/cluster-size_ising2d.dat index 8d790cc..5c6dcf5 100644 --- a/data/cluster-size/cluster-size_ising2d.dat +++ b/data/cluster-size/cluster-size_ising2d.dat @@ -1,65 +1,255 @@ -8 2.26918531421 1.e-7 41.76061921842541 0.291820060441472 -8 2.26918531421 1.e-6 41.77551405395194 0.291912174276736 -8 2.26918531421 0.00001 40.99311243484749 0.29380210922656 -8 2.26918531421 0.0001 41.4345943911159 0.29368346942368 -8 2.26918531421 0.001 41.57769376181453 0.292287093854272 -8 2.26918531421 0.01 41.4138449962375 0.294463837488192 -8 2.26918531421 0.1 47.3735872750103 0.288410474637952 -8 2.26918531421 1. 60.359498031495875 0.159130800346688 -8 2.26918531421 10. 63.998666222073986 0.00066655521088 -8 2.26918531421 100. 64. 0. +8 2.26918531421 0.00001 40.95158354568633 0.408918011526784 +8 2.26918531421 0.0000199526 41.9761532447225 0.419616766014208 +8 2.26918531421 0.0000398107 42.533772652388606 0.425179879374336 +8 2.26918531421 0.0000794328 41.257281553398016 0.41198814637408 +8 2.26918531421 0.000158489 41.657904618850814 0.416404626310912 +8 2.26918531421 0.000316228 41.23597175771085 0.412353590435968 +8 2.26918531421 0.000630957 42.20859621451104 0.421543671269952 +8 2.26918531421 0.00125893 40.14367816091955 0.401353487384704 +8 2.26918531421 0.00251189 41.11929693343296 0.411116209718336 +8 2.26918531421 0.00501187 40.91538736165664 0.409010836264448 +8 2.26918531421 0.01 41.89064914992269 0.418675444107904 +8 2.26918531421 0.0199526 41.98722415795578 0.419842354242368 +8 2.26918531421 0.0398107 43.42215568862279 0.433596000178816 +8 2.26918531421 0.0794328 47.047897196261566 0.470142606568064 +8 2.26918531421 0.158489 49.35065789473677 0.493260466979072 +8 2.26918531421 0.316228 55.21771771771763 0.549990159444544 +8 2.26918531421 0.630957 58.174291938997825 0.577012598604864 +8 2.26918531421 1.25893 62.11650485436896 0.613215237919808 +8 2.26918531421 2.51189 63.454545454545475 0.083842370432128 +8 2.26918531421 5.01187 63.92 0.031537193829184 +8 2.26918531421 10. 64. 0. +8 2.26918531421 19.9526 64. 0. +8 2.26918531421 39.8107 64. 0. +8 2.26918531421 79.4328 64. 0. +8 2.26918531421 158.489 64. 0. +8 2.26918531421 316.22800000000001 64. 0. +8 2.26918531421 630.95699999999999 64. 0. +8 2.26918531421 1258.93000000000006 64. 0. +8 2.26918531421 2511.88999999999987 64. 0. +8 2.26918531421 5011.86999999999989 64. 0. +8 2.26918531421 10000. 64. 0. -16 2.26918531421 1.e-7 137.932397547595 1.106213393458432 -16 2.26918531421 1.e-6 142.46250000000077 1.125068889773824 -16 2.26918531421 0.00001 140.3548493331131 1.115093465484288 -16 2.26918531421 0.0001 139.34766263484826 1.108180257185024 -16 2.26918531421 0.001 137.0819803890043 1.118227366096896 -16 2.26918531421 0.01 144.9197824609111 1.131159252833024 -16 2.26918531421 0.1 189.35795332905036 1.12545593303808 -16 2.26918531421 1. 239.10810810810855 0.713258980592128 -16 2.26918531421 10. 255.99733422192614 0.000941394606592 -16 2.26918531421 100. 256. 0. +16 2.26918531421 0.00001 143.3326021387438 1.432899137403392 +16 2.26918531421 0.0000199526 139.48981696313473 1.393519381031936 +16 2.26918531421 0.0000398107 135.65400142483944 1.355872310102784 +16 2.26918531421 0.0000794328 140.83280922431845 1.408323343266048 +16 2.26918531421 0.000158489 138.06205368135912 1.379968633595904 +16 2.26918531421 0.000316228 140.3021920668055 1.402944172300032 +16 2.26918531421 0.000630957 143.3935643564352 1.43315699404288 +16 2.26918531421 0.00125893 139.3133265513733 1.391198967284736 +16 2.26918531421 0.00251189 142.5186170212764 1.42442775682304 +16 2.26918531421 0.00501187 143.4846407021381 1.434489437876224 +16 2.26918531421 0.01 148.96875947831347 1.488247715812608 +16 2.26918531421 0.0199526 160.65907365223936 1.606120647446784 +16 2.26918531421 0.0398107 169.84416118421018 1.697249070271232 +16 2.26918531421 0.0794328 183.2189027702336 1.83090370803584 +16 2.26918531421 0.158489 196.42394179894194 1.963353069354752 +16 2.26918531421 0.316228 212.3920233463035 2.119871153463808 +16 2.26918531421 0.630957 227.83055975794252 2.271912165280256 +16 2.26918531421 1.25893 242.09439528023603 2.40661760699264 +16 2.26918531421 2.51189 254.2 0.146324892771072 +16 2.26918531421 5.01187 255.84415584415564 0.04160540751232 +16 2.26918531421 10. 256. 0. +16 2.26918531421 19.9526 256. 0. +16 2.26918531421 39.8107 256. 0. +16 2.26918531421 79.4328 256. 0. +16 2.26918531421 158.489 256. 0. +16 2.26918531421 316.22800000000001 256. 0. +16 2.26918531421 630.95699999999999 256. 0. +16 2.26918531421 1258.93000000000006 256. 0. +16 2.26918531421 2511.88999999999987 256. 0. +16 2.26918531421 5011.86999999999989 256. 0. +16 2.26918531421 10000. 256. 0. -32 2.26918531421 1.e-7 469.2808416999045 3.978161278931968 -32 2.26918531421 1.e-6 476.9635445877719 4.006802403949568 -32 2.26918531421 0.00001 471.95928859246897 4.013438472597504 -32 2.26918531421 0.0001 474.04209059233176 3.997975009974272 -32 2.26918531421 0.001 475.964300713984 4.011499718957056 -32 2.26918531421 0.01 556.6740131578941 4.384194386656256 -32 2.26918531421 0.1 761.5676438653594 4.378279243981824 -32 2.26918531421 1. 961.2782629791334 2.657521403249664 -32 2.26918531421 10. 1023.9900398406369 0.001809689582592 -32 2.26918531421 100. 1024. 0. +32 2.26918531421 0.00001 459.0816102470246 4.589868377216 +32 2.26918531421 0.0000199526 448.60634920634675 4.482689064465408 +32 2.26918531421 0.0000398107 469.43442001516235 4.689771822436352 +32 2.26918531421 0.0000794328 474.8125990491269 4.745916826464256 +32 2.26918531421 0.000158489 476.48006285601997 4.762803094450176 +32 2.26918531421 0.000316228 471.4595802565089 4.712475201762304 +32 2.26918531421 0.000630957 492.6496774193531 4.926392201248768 +32 2.26918531421 0.00125893 476.2494581280768 4.76117106575872 +32 2.26918531421 0.00251189 492.11122618060904 4.91531876553216 +32 2.26918531421 0.00501187 521.2722574583009 5.21185124403712 +32 2.26918531421 0.01 566.0813008130078 5.660725820189696 +32 2.26918531421 0.0199526 607.2290249433098 6.07017983451136 +32 2.26918531421 0.0398107 658.1166538756701 6.577623465320448 +32 2.26918531421 0.0794328 740.1215116279071 7.393681297477632 +32 2.26918531421 0.158489 808.5806722689075 8.069917653712896 +32 2.26918531421 0.316228 858.0854700854702 8.571613320630272 +32 2.26918531421 0.630957 942.9130434782618 9.419894105428993 +32 2.26918531421 1.25893 1000.010416666666 0.487000934772736 +32 2.26918531421 2.51189 1006.821782178218 10.060513893922815 +32 2.26918531421 5.01187 1023.4157303370793 0.081182823611392 +32 2.26918531421 10. 1024. 0. +32 2.26918531421 19.9526 1024. 0. +32 2.26918531421 39.8107 1024. 0. +32 2.26918531421 79.4328 1024. 0. +32 2.26918531421 158.489 1024. 0. +32 2.26918531421 316.22800000000001 1024. 0. +32 2.26918531421 630.95699999999999 1024. 0. +32 2.26918531421 1258.93000000000006 1024. 0. +32 2.26918531421 2511.88999999999987 1024. 0. +32 2.26918531421 5011.86999999999989 1024. 0. +32 2.26918531421 10000. 1024. 0. -64 2.26918531421 1.e-7 1570.8025878850315 13.706002600996865 -64 2.26918531421 1.e-6 1581.3969843462185 13.77466029387776 -64 2.26918531421 0.00001 1544.7042285200139 13.588822664761343 -64 2.26918531421 0.0001 1598.8295016921456 13.89995014995968 -64 2.26918531421 0.001 1689.6245875595714 14.541027542421505 -64 2.26918531421 0.01 2254.9670741646255 16.92120407414784 -64 2.26918531421 0.1 3003.7852852852693 17.958166634876928 -64 2.26918531421 1. 3834.397774014026 11.043643994599424 -64 2.26918531421 10. 4095.971062150611 0.003040322813952 -64 2.26918531421 100. 4096. 0. +64 2.26918531421 0.00001 1574.9585080886764 15.74014443829248 +64 2.26918531421 0.0000199526 1569.336835785044 15.685939798929407 +64 2.26918531421 0.0000398107 1573.5304583835934 15.734104475017215 +64 2.26918531421 0.0000794328 1596.9605873261157 15.959760703807488 +64 2.26918531421 0.000158489 1567.1523140011705 15.661382851833856 +64 2.26918531421 0.000316228 1623.552502763299 16.2317372556288 +64 2.26918531421 0.000630957 1642.5819698427986 16.419687954313215 +64 2.26918531421 0.00125893 1746.6869718309806 17.462359486951424 +64 2.26918531421 0.00251189 1859.8369224745493 18.596510918385665 +64 2.26918531421 0.00501187 2014.254065040646 20.137605335339007 +64 2.26918531421 0.01 2223.847439057789 22.223901679263744 +64 2.26918531421 0.0199526 2438.250579278381 24.34602598293504 +64 2.26918531421 0.0398107 2674.6144578313256 26.715485523423233 +64 2.26918531421 0.0794328 2965.621556886221 29.58861088621773 +64 2.26918531421 0.158489 3128.709340300456 31.267177113612288 +64 2.26918531421 0.316228 3425.310629514969 34.13116304837837 +64 2.26918531421 0.630957 3671.9966273187183 36.627993351770115 +64 2.26918531421 1.25893 3874.6273291925463 38.708552508469246 +64 2.26918531421 2.51189 4012.3424657534238 39.26109137579623 +64 2.26918531421 5.01187 4092.708333333332 0.173278921916416 +64 2.26918531421 10. 4095.972602739724 0.019237785874432 +64 2.26918531421 19.9526 4096. 0. +64 2.26918531421 39.8107 4096. 0. +64 2.26918531421 79.4328 4096. 0. +64 2.26918531421 158.489 4096. 0. +64 2.26918531421 316.22800000000001 4096. 0. +64 2.26918531421 630.95699999999999 4096. 0. +64 2.26918531421 1258.93000000000006 4096. 0. +64 2.26918531421 2511.88999999999987 4096. 0. +64 2.26918531421 5011.86999999999989 4096. 0. +64 2.26918531421 10000. 4096. 0. -128 2.26918531421 1.e-7 5299.307137208402 47.51847479618765 -128 2.26918531421 1.e-6 5474.731573045101 48.452848092217344 -128 2.26918531421 0.00001 5285.679952644047 47.52304728240947 -128 2.26918531421 0.0001 5336.082437275975 47.71602755731456 -128 2.26918531421 0.001 6743.665753083364 56.418302394712065 -128 2.26918531421 0.01 8980.760119234363 66.36232167764787 -128 2.26918531421 0.1 11921.790682833387 73.03769794432205 -128 2.26918531421 1. 15397.143794024743 41.76063549517005 -128 2.26918531421 10. 16383.850513858626 0.006840073846784 -128 2.26918531421 100. 16384. 0. +128 2.26918531421 0.00001 5304.573233562288 53.00242812769075 +128 2.26918531421 0.0000199526 5367.414933135213 53.65593542841139 +128 2.26918531421 0.0000398107 5181.37581972095 51.803493663522815 +128 2.26918531421 0.0000794328 5239.249483031233 52.3684239696855 +128 2.26918531421 0.000158489 5518.460117978956 55.16011135229952 +128 2.26918531421 0.000316228 5681.995599999992 56.783666434736126 +128 2.26918531421 0.000630957 6195.317605741314 61.93151889660314 +128 2.26918531421 0.00125893 6866.653264478028 68.66414386931302 +128 2.26918531421 0.00251189 7204.736428303974 72.02721859295642 +128 2.26918531421 0.00501187 8040.46525885558 80.37920160846643 +128 2.26918531421 0.01 8981.840068787635 89.76855348448461 +128 2.26918531421 0.0199526 9729.190682196278 97.27960766406656 +128 2.26918531421 0.0398107 10626.783872288146 106.19876067254272 +128 2.26918531421 0.0794328 11642.282828282807 116.26110572045927 +128 2.26918531421 0.158489 12589.511324639658 125.81797945699533 +128 2.26918531421 0.316228 14037.14305949008 139.56858033750015 +128 2.26918531421 0.630957 15050.471976401175 149.91254874798489 +128 2.26918531421 1.25893 15994.718750000005 2.190024388706304 +128 2.26918531421 2.51189 16111.752475247526 161.11137123670426 +128 2.26918531421 5.01187 16372.822916666672 0.287149781991424 +128 2.26918531421 10. 16383.92 0.031537186193408 +128 2.26918531421 19.9526 16384. 0. +128 2.26918531421 39.8107 16384. 0. +128 2.26918531421 79.4328 16384. 0. +128 2.26918531421 158.489 16384. 0. +128 2.26918531421 316.22800000000001 16384. 0. +128 2.26918531421 630.95699999999999 16384. 0. +128 2.26918531421 1258.93000000000006 16384. 0. +128 2.26918531421 2511.88999999999987 16384. 0. +128 2.26918531421 5011.86999999999989 16384. 0. +128 2.26918531421 10000. 16384. 0. -256 2.26918531421 1.e-7 17879.91062394608 511.74814417577574 -256 2.26918531421 1.e-6 18694.640819964345 522.3761014470083 -256 2.26918531421 0.00001 17007.07661290327 496.8401853373481 -256 2.26918531421 0.0001 19807.73778195487 573.3320913521213 -256 2.26918531421 0.001 26287.16876574307 722.2194761116549 -256 2.26918531421 0.01 36718.14664586592 816.2841517634355 -256 2.26918531421 0.1 46974.64904862584 953.4233012200407 -256 2.26918531421 1. 61288.79512195125 569.8120035412869 -256 2.26918531421 10. 65535.44044321329 0.037929899982848 -256 2.26918531421 100. 65536. 0. +256 2.26918531421 0.00001 17714.973321067104 177.0604268173394 +256 2.26918531421 0.0000199526 17695.107723169367 176.81683204118937 +256 2.26918531421 0.0000398107 18517.080335087438 185.03669456712498 +256 2.26918531421 0.0000794328 19039.121751631003 190.27625143527015 +256 2.26918531421 0.000158489 20857.66499561341 208.52006651415758 +256 2.26918531421 0.000316228 22817.265329189093 228.043900772352 +256 2.26918531421 0.000630957 25382.50932616364 253.59504303305522 +256 2.26918531421 0.00125893 27135.31584582425 271.31535292189903 +256 2.26918531421 0.00251189 29644.544376278023 296.4155008472187 +256 2.26918531421 0.00501187 32302.218160651893 323.01095059442895 +256 2.26918531421 0.01 36162.95242343134 361.3279904889569 +256 2.26918531421 0.0199526 38951.215844242884 389.29516798817076 +256 2.26918531421 0.0398107 42983.944660613924 429.0262113761362 +256 2.26918531421 0.0794328 47075.739155250936 469.6208910328791 +256 2.26918531421 0.158489 50976.680030257216 509.2815184917299 +256 2.26918531421 0.316228 55041.11943539635 548.1023883785011 +256 2.26918531421 0.630957 59448.88794926003 589.8072829722624 +256 2.26918531421 1.25893 63367.476190476176 609.308339347456 +256 2.26918531421 2.51189 64442.376237623736 644.4183411313213 +256 2.26918531421 5.01187 65489.53125 0.614687420055552 +256 2.26918531421 10. 65535.41860465115 0.089786474233856 +256 2.26918531421 19.9526 65536. 0. +256 2.26918531421 39.8107 65536. 0. +256 2.26918531421 79.4328 65536. 0. +256 2.26918531421 158.489 65536. 0. +256 2.26918531421 316.22800000000001 65536. 0. +256 2.26918531421 630.95699999999999 65536. 0. +256 2.26918531421 1258.93000000000006 65536. 0. +256 2.26918531421 2511.88999999999987 65536. 0. +256 2.26918531421 5011.86999999999989 65536. 0. +256 2.26918531421 10000. 65536. 0. + +512 2.26918531421 0.00001 61387.891918295005 613.604432727507 +512 2.26918531421 0.0000199526 66834.47124395767 668.0631724015616 +512 2.26918531421 0.0000398107 70195.11559251559 701.8605247552553 +512 2.26918531421 0.0000794328 74626.57764317174 745.9168336808509 +512 2.26918531421 0.000158489 81729.8802528821 817.2503512171152 +512 2.26918531421 0.000316228 91024.60933660921 909.9572391397294 +512 2.26918531421 0.000630957 99198.42781265055 991.744469270528 +512 2.26918531421 0.00125893 110201.44881740729 1101.2099128636212 +512 2.26918531421 0.00251189 119435.69993709387 1194.012420771152 +512 2.26918531421 0.00501187 129269.67722403273 1292.1823718067405 +512 2.26918531421 0.01 141709.8296235228 1416.3919545352846 +512 2.26918531421 0.0199526 157326.01783840513 1572.5174448038872 +512 2.26918531421 0.0398107 173006.13497757813 1728.8594390518333 +512 2.26918531421 0.0794328 186629.28386400375 1864.1826683357758 +512 2.26918531421 0.158489 206606.2902127661 2061.835020486836 +512 2.26918531421 0.316228 224650.68436154956 2237.099751014924 +512 2.26918531421 0.630957 233868.39567233372 2330.421084206662 +512 2.26918531421 1.25893 246901.09756097588 2459.4856805177756 +512 2.26918531421 2.51189 256784.397260274 2513.1425233934747 +512 2.26918531421 5.01187 261959.14583333326 1.236770166407168 +512 2.26918531421 10. 262141.68749999994 0.158331631304704 +512 2.26918531421 19.9526 262144. 0. +512 2.26918531421 39.8107 262144. 0. +512 2.26918531421 79.4328 262144. 0. +512 2.26918531421 158.489 262144. 0. +512 2.26918531421 316.22800000000001 262144. 0. +512 2.26918531421 630.95699999999999 262144. 0. +512 2.26918531421 1258.93000000000006 262144. 0. +512 2.26918531421 2511.88999999999987 262144. 0. +512 2.26918531421 5011.86999999999989 262144. 0. +512 2.26918531421 10000. 262144. 0. + +1024 2.26918531421 0.00001 229802.31860720133 2297.732482935554 +1024 2.26918531421 0.0000199526 257636.53807995302 2575.8121690902035 +1024 2.26918531421 0.0000398107 270167.95909999876 2700.9147893626964 +1024 2.26918531421 0.0000794328 300537.92708814074 3005.29652176257 +1024 2.26918531421 0.000158489 327817.91568084544 3275.136393023586 +1024 2.26918531421 0.000316228 365803.441672781 3655.453607240663 +1024 2.26918531421 0.000630957 396529.13683704473 3964.2946878276894 +1024 2.26918531421 0.00125893 434885.4806398821 4347.366214450807 +1024 2.26918531421 0.00251189 467479.0327965408 4673.205545262383 +1024 2.26918531421 0.00501187 520134.1851499275 5198.245851309277 +1024 2.26918531421 0.01 570998.9248587572 5708.650713817547 +1024 2.26918531421 0.0199526 618810.1443902462 6188.085677644579 +1024 2.26918531421 0.0398107 689480.9031975444 6883.003147428561 +1024 2.26918531421 0.0794328 744377.8659247467 7437.597713410031 +1024 2.26918531421 0.158489 813575.8827893167 8135.155829595701 +1024 2.26918531421 0.316228 890588.2770780843 8878.003551295504 +1024 2.26918531421 0.630957 946255.551330798 9417.38282816268 +1024 2.26918531421 1.25893 1.0139082761904765e6 9749.12381634111 +1024 2.26918531421 2.51189 1.0186675851528378e6 10079.191820898664 +1024 2.26918531421 5.01187 1.0478290104166666e6 2.8013730463744 +1024 2.26918531421 10. 1.048567020833333e6 0.324767439650816 +1024 2.26918531421 19.9526 1.048576e6 0. +1024 2.26918531421 39.8107 1.048576e6 0. +1024 2.26918531421 79.4328 1.048576e6 0. +1024 2.26918531421 158.489 1.048576e6 0. +1024 2.26918531421 316.22800000000001 1.048576e6 0. +1024 2.26918531421 630.95699999999999 1.048576e6 0. +1024 2.26918531421 1258.93000000000006 1.048576e6 0. +1024 2.26918531421 2511.88999999999987 1.048576e6 0. +1024 2.26918531421 5011.86999999999989 1.048576e6 0. +1024 2.26918531421 10000. 1.048576e6 0. diff --git a/data/cluster-size/cluster-size_ising3d.dat b/data/cluster-size/cluster-size_ising3d.dat index bc3e920..881ba9a 100644 --- a/data/cluster-size/cluster-size_ising3d.dat +++ b/data/cluster-size/cluster-size_ising3d.dat @@ -1,54 +1,191 @@ -8 4.511527855977594 1.e-7 84.98632812499967 2.774881631416832 -8 4.511527855977594 1.e-6 91.2788595271209 3.063975461702656 -8 4.511527855977594 0.00001 91.37640449438209 3.003099722837504 -8 4.511527855977594 0.0001 95.36516034985421 3.212265024465408 -8 4.511527855977594 0.001 81.05142503097908 2.708653345806848 -8 4.511527855977594 0.01 90.88218988218982 3.04356333501184 -8 4.511527855977594 0.1 176.40951122853377 5.617079659119104 -8 4.511527855977594 1. 370.0455840455844 8.516837340213248 -8 4.511527855977594 10. 509.31271477663233 1.753714061782016 -8 4.511527855977594 100. 512. 0. +8 4.511527855977594 0.00001 88.13804527885158 0.881334043741184 +8 4.511527855977594 0.0000199526 87.02652295022388 0.870158948998144 +8 4.511527855977594 0.0000398107 86.1716108069079 0.8616948793728 +8 4.511527855977594 0.0000794328 85.5152069922642 0.85496452957952 +8 4.511527855977594 0.000158489 89.44429930957261 0.894194809970176 +8 4.511527855977594 0.000316228 87.23874954998067 0.87193030946304 +8 4.511527855977594 0.000630957 88.52180080172647 0.884862835743232 +8 4.511527855977594 0.00125893 85.8198866377221 0.85817500613632 +8 4.511527855977594 0.00251189 88.6774412855378 0.886674879717376 +8 4.511527855977594 0.00501187 91.37098714620365 0.913490523702784 +8 4.511527855977594 0.01 92.82119078104883 0.92781020784384 +8 4.511527855977594 0.0199526 105.30375501276058 1.053013250404352 +8 4.511527855977594 0.0398107 126.87818471337523 1.267970126806528 +8 4.511527855977594 0.0794328 167.46277614608437 1.6740414437248 +8 4.511527855977594 0.158489 218.66792310591745 2.185781792436224 +8 4.511527855977594 0.316228 269.68346456692836 2.696787121069568 +8 4.511527855977594 0.630957 330.8457189014533 3.30706620917504 +8 4.511527855977594 1.25893 401.81142857142834 4.004689248167936 +8 4.511527855977594 2.51189 455.91860465116264 4.545131977892352 +8 4.511527855977594 5.01187 503.3333333333335 0.300462606282752 +8 4.511527855977594 10. 511.19565217391306 0.093044192704 +8 4.511527855977594 19.9526 511.9726027397258 0.019237784899072 +8 4.511527855977594 39.8107 512. 0. +8 4.511527855977594 79.4328 512. 0. +8 4.511527855977594 158.489 512. 0. +8 4.511527855977594 316.22800000000001 512. 0. +8 4.511527855977594 630.95699999999999 512. 0. +8 4.511527855977594 1258.93000000000006 512. 0. +8 4.511527855977594 2511.88999999999987 512. 0. +8 4.511527855977594 5011.86999999999989 512. 0. +8 4.511527855977594 10000. 512. 0. -16 4.511527855977594 1.e-7 319.21340333538916 9.880740427952128 -16 4.511527855977594 1.e-6 377.79694323143883 11.602959309398017 -16 4.511527855977594 0.00001 309.61178922298166 9.408273173041152 -16 4.511527855977594 0.0001 349.08252264340683 10.66877924145152 -16 4.511527855977594 0.001 410.72211273157427 12.690140079222784 -16 4.511527855977594 0.01 610.5329024676864 19.152933500084224 -16 4.511527855977594 0.1 1407.8833551769353 43.43628689054925 -16 4.511527855977594 1. 3001.734693877547 66.25569846017639 -16 4.511527855977594 10. 4089.3027210884343 0.146549781696512 -16 4.511527855977594 100. 4096. 0. +16 4.511527855977594 0.00001 347.3675471169249 3.472914039996416 +16 4.511527855977594 0.0000199526 348.5038111107113 3.484322642014208 +16 4.511527855977594 0.0000398107 353.30727963903183 3.531633801289728 +16 4.511527855977594 0.0000794328 355.12577511738573 3.550256440385536 +16 4.511527855977594 0.000158489 350.624854983295 3.504879271235584 +16 4.511527855977594 0.000316228 365.2260327070024 3.650585156022272 +16 4.511527855977594 0.000630957 352.90215565008486 3.52855465715712 +16 4.511527855977594 0.00125893 354.5040273718682 3.544220578537472 +16 4.511527855977594 0.00251189 387.0964318671135 3.87048591917056 +16 4.511527855977594 0.00501187 453.94630813698456 4.538937607327744 +16 4.511527855977594 0.01 606.3630420825211 6.06169183735808 +16 4.511527855977594 0.0199526 780.655856121475 7.802014042861568 +16 4.511527855977594 0.0398107 1019.2188290215936 10.190103741177856 +16 4.511527855977594 0.0794328 1320.0103254476471 13.19266324617216 +16 4.511527855977594 0.158489 1717.1298409728738 17.1702198418432 +16 4.511527855977594 0.316228 2137.1510903426824 21.35435431006208 +16 4.511527855977594 0.630957 2623.372901210464 26.198212093202432 +16 4.511527855977594 1.25893 3153.1625172890663 31.46957008009216 +16 4.511527855977594 2.51189 3623.9293078056016 36.182806145232895 +16 4.511527855977594 5.01187 4031.4375000000023 0.83807586902016 +16 4.511527855977594 10. 4088.635416666665 0.2686547842048 +16 4.511527855977594 19.9526 4095.945945945944 0.032721164181504 +16 4.511527855977594 39.8107 4096. 0. +16 4.511527855977594 79.4328 4096. 0. +16 4.511527855977594 158.489 4096. 0. +16 4.511527855977594 316.22800000000001 4096. 0. +16 4.511527855977594 630.95699999999999 4096. 0. +16 4.511527855977594 1258.93000000000006 4096. 0. +16 4.511527855977594 2511.88999999999987 4096. 0. +16 4.511527855977594 5011.86999999999989 4096. 0. +16 4.511527855977594 10000. 4096. 0. -32 4.511527855977594 1.e-7 1407.7967758531952 38.859770907426814 -32 4.511527855977594 1.e-6 1494.4061705988997 41.208889711591425 -32 4.511527855977594 0.00001 1228.4071685662966 33.419335411499006 -32 4.511527855977594 0.0001 1508.9976186114538 41.54084190994432 -32 4.511527855977594 0.001 2004.8671226184663 57.71263776597606 -32 4.511527855977594 0.01 4593.510976948404 140.2976285201531 -32 4.511527855977594 0.1 11995.235211267638 351.8790231277568 -32 4.511527855977594 1. 23487.601139601113 552.7908093873357 -32 4.511527855977594 10. 32603.077966101675 110.89225786215628 -32 4.511527855977594 100. 32768. 0. +32 4.511527855977594 0.00001 1414.3570982839256 14.135535741861888 +32 4.511527855977594 0.0000199526 1364.3981212452454 13.642365886038016 +32 4.511527855977594 0.0000398107 1330.0173469605234 13.295641743949824 +32 4.511527855977594 0.0000794328 1408.9517132551946 14.080327132643328 +32 4.511527855977594 0.000158489 1388.184571210662 13.881000860352511 +32 4.511527855977594 0.000316228 1444.9865472900465 14.444961072381952 +32 4.511527855977594 0.000630957 1584.733864734294 15.841358953873408 +32 4.511527855977594 0.00125893 2103.88288037598 21.032379996110848 +32 4.511527855977594 0.00251189 2732.2079941355437 27.306454259073025 +32 4.511527855977594 0.00501187 3541.9882609106944 35.41985007026176 +32 4.511527855977594 0.01 4701.690321415667 47.004816054943745 +32 4.511527855977594 0.0199526 6250.810382343799 62.47414335664947 +32 4.511527855977594 0.0398107 8058.600837471994 80.57558984219034 +32 4.511527855977594 0.0794328 10462.86813896419 104.53327375011021 +32 4.511527855977594 0.158489 13436.39578537273 134.3254899952517 +32 4.511527855977594 0.316228 16851.208725830336 168.4746916767662 +32 4.511527855977594 0.630957 21318.362478777664 212.86375180353537 +32 4.511527855977594 1.25893 25307.19233498933 252.31877348091496 +32 4.511527855977594 2.51189 29021.084210526322 288.6836030074389 +32 4.511527855977594 5.01187 31917.326732673286 319.1717545968599 +32 4.511527855977594 10. 32712.541666666675 0.914061291225088 +32 4.511527855977594 19.9526 32767.4 0.077088107954176 +32 4.511527855977594 39.8107 32768. 0. +32 4.511527855977594 79.4328 32768. 0. +32 4.511527855977594 158.489 32768. 0. +32 4.511527855977594 316.22800000000001 32768. 0. +32 4.511527855977594 630.95699999999999 32768. 0. +32 4.511527855977594 1258.93000000000006 32768. 0. +32 4.511527855977594 2511.88999999999987 32768. 0. +32 4.511527855977594 5011.86999999999989 32768. 0. +32 4.511527855977594 10000. 32768. 0. -64 4.511527855977594 1.e-7 5945.734762467164 144.54505386960486 -64 4.511527855977594 1.e-6 5697.391137473692 137.7135413053358 -64 4.511527855977594 0.00001 5556.127733809938 135.9447378391204 -64 4.511527855977594 0.0001 6951.001919385764 171.27163613570661 -64 4.511527855977594 0.001 14643.054391439917 400.9559971250831 -64 4.511527855977594 0.01 38490.21923297067 1158.4124811959337 -64 4.511527855977594 0.1 93846.97111416773 2804.9013180029992 -64 4.511527855977594 1. 184264.9804469274 4550.1308373895745 -64 4.511527855977594 10. 261705.9455782313 1.243175188430848 -64 4.511527855977594 100. 262144. 0. +64 4.511527855977594 0.00001 5656.334647595107 56.54237574725632 +64 4.511527855977594 0.0000199526 5376.567461275238 53.71514429872538 +64 4.511527855977594 0.0000398107 5432.846621359473 54.3037098861527 +64 4.511527855977594 0.0000794328 6082.333255093453 60.78710065502617 +64 4.511527855977594 0.000158489 7260.196885843935 72.5412348118958 +64 4.511527855977594 0.000316228 9802.940279057286 97.9647147367465 +64 4.511527855977594 0.000630957 12961.442351042266 129.60846703178547 +64 4.511527855977594 0.00125893 16763.13849914589 167.5827495703675 +64 4.511527855977594 0.00251189 21552.573769841114 215.44757256047822 +64 4.511527855977594 0.00501187 28465.902005983116 284.56216739132213 +64 4.511527855977594 0.01 37713.20757363225 376.9461075489587 +64 4.511527855977594 0.0199526 49926.409649805326 499.00044601078577 +64 4.511527855977594 0.0398107 65109.49860251586 650.9561306362675 +64 4.511527855977594 0.0794328 83679.46056374446 836.6659856003236 +64 4.511527855977594 0.158489 107305.62552891416 1072.8205957608243 +64 4.511527855977594 0.316228 137761.02543507298 1377.1690560302613 +64 4.511527855977594 0.630957 170865.41985388848 1708.3605755953151 +64 4.511527855977594 1.25893 206259.39163179882 2058.3876672668302 +64 4.511527855977594 2.51189 231086.50632911414 2307.3277093384027 +64 4.511527855977594 5.01187 255480.09523809538 2456.540496081191 +64 4.511527855977594 10. 261706.9687499999 2.253041385865216 +64 4.511527855977594 19.9526 262138.72916666672 0.223352371544064 +64 4.511527855977594 39.8107 262144. 0. +64 4.511527855977594 79.4328 262144. 0. +64 4.511527855977594 158.489 262144. 0. +64 4.511527855977594 316.22800000000001 262144. 0. +64 4.511527855977594 630.95699999999999 262144. 0. +64 4.511527855977594 1258.93000000000006 262144. 0. +64 4.511527855977594 2511.88999999999987 262144. 0. +64 4.511527855977594 5011.86999999999989 262144. 0. +64 4.511527855977594 10000. 262144. 0. -128 4.511527855977594 1.e-7 24470.86901121358 1287.7629684438793 -128 4.511527855977594 1.e-6 23702.422810490043 1173.25908905925 -128 4.511527855977594 0.00001 16956.188134687636 802.3047981383024 -128 4.511527855977594 0.0001 52885.800882515476 2914.905805473972 -128 4.511527855977594 0.001 125744.8424479161 7901.3857130551705 -128 4.511527855977594 0.01 268062.06417112297 19472.321407338153 -128 4.511527855977594 0.1 705318.5985915493 51546.39422965573 -128 4.511527855977594 1. 1.6708501379310326e6 60232.83617364024 -128 4.511527855977594 10. 2.0936304259259265e6 7.816312159993856 -128 4.511527855977594 100. 2.097152e6 0. +128 4.511527855977594 0.00001 21922.624242483987 219.0235702216622 +128 4.511527855977594 0.0000199526 26821.047231325407 268.0374872621711 +128 4.511527855977594 0.0000398107 33021.26187601671 329.9045427642368 +128 4.511527855977594 0.0000794328 42455.65124802459 424.29822419337216 +128 4.511527855977594 0.000158489 56471.06257986991 564.5377880268472 +128 4.511527855977594 0.000316228 74930.308556792 749.0074530786836 +128 4.511527855977594 0.000630957 98715.62363721745 986.2339272114176 +128 4.511527855977594 0.00125893 129657.60047870326 1296.1971150404977 +128 4.511527855977594 0.00251189 171930.0527511946 1718.634651238531 +128 4.511527855977594 0.00501187 228088.75636310095 2279.3058765693254 +128 4.511527855977594 0.01 301398.72854181885 3012.5192061523067 +128 4.511527855977594 0.0199526 390292.344016772 3901.98056607495 +128 4.511527855977594 0.0398107 510164.6885607451 5099.95906465425 +128 4.511527855977594 0.0794328 676976.7813867121 6766.054126758396 +128 4.511527855977594 0.158489 852329.1072168492 8516.679030548727 +128 4.511527855977594 0.316228 1.0754681016200285e6 10754.067962227851 +128 4.511527855977594 0.630957 1.3674591840068782e6 13659.62747036251 +128 4.511527855977594 1.25893 1.601180175130207e6 15993.69547616564 +128 4.511527855977594 2.51189 1.8693808802698131e6 18650.89973757988 +128 4.511527855977594 5.01187 2.063452010416668e6 21.413772449021952 +128 4.511527855977594 10. 2.0936538645833335e6 5.855992224940032 +128 4.511527855977594 19.9526 2.0971100208333335e6 0.627212367691776 +128 4.511527855977594 39.8107 2.097152e6 0. +128 4.511527855977594 79.4328 2.097152e6 0. +128 4.511527855977594 158.489 2.097152e6 0. +128 4.511527855977594 316.22800000000001 2.097152e6 0. +128 4.511527855977594 630.95699999999999 2.097152e6 0. +128 4.511527855977594 1258.93000000000006 2.097152e6 0. +128 4.511527855977594 2511.88999999999987 2.097152e6 0. +128 4.511527855977594 5011.86999999999989 2.097152e6 0. +128 4.511527855977594 10000. 2.097152e6 0. + +256 4.511527855977594 0.00001 140342.56072242785 1401.231606642901 +256 4.511527855977594 0.0000199526 187000.324318835 1867.2447944518533 +256 4.511527855977594 0.0000398107 255264.34338278108 2552.3141545138587 +256 4.511527855977594 0.0000794328 336657.5040349361 3363.812950375662 +256 4.511527855977594 0.000158489 436940.98221407144 4369.35789075497 +256 4.511527855977594 0.000316228 581065.6227015493 5807.9173411990405 +256 4.511527855977594 0.000630957 781782.08593749 7816.829681809752 +256 4.511527855977594 0.00125893 1.0455130679908426e6 10447.601263871788 +256 4.511527855977594 0.00251189 1.376543276214824e6 13762.457930991402 +256 4.511527855977594 0.00501187 1.8383286615102205e6 18370.685864889023 +256 4.511527855977594 0.01 2.3980640136547354e6 23962.125055222088 +256 4.511527855977594 0.0199526 3.1554596746207085e6 31542.122818559805 +256 4.511527855977594 0.0398107 4.142299764839508e6 41417.37342134544 +256 4.511527855977594 0.0794328 5.323314550101999e6 53207.28942950429 +256 4.511527855977594 0.158489 6.869077003174033e6 68664.9963433018 +256 4.511527855977594 0.316228 8.824802782013455e6 88201.49310837909 +256 4.511527855977594 0.630957 1.090535472873463e7 108979.33685525316 +256 4.511527855977594 1.25893 1.317880592098764e7 131488.48161811123 +256 4.511527855977594 2.51189 1.5221309616504868e7 150918.85370440155 +256 4.511527855977594 5.01187 1.6080716771217726e7 159356.7847637215 +256 4.511527855977594 10. 1.6749193822916653e7 18.871518507302913 +256 4.511527855977594 19.9526 1.6776875427083334e7 1.82336805142528 +256 4.511527855977594 39.8107 1.6777216e7 0. +256 4.511527855977594 79.4328 1.6777216e7 0. +256 4.511527855977594 158.489 1.6777216e7 0. +256 4.511527855977594 316.22800000000001 1.6777216e7 0. +256 4.511527855977594 630.95699999999999 1.6777216e7 0. +256 4.511527855977594 1258.93000000000006 1.6777216e7 0. +256 4.511527855977594 2511.88999999999987 1.6777216e7 0. +256 4.511527855977594 5011.86999999999989 1.6777216e7 0. +256 4.511527855977594 10000. 1.6777216e7 0. diff --git a/fig_clusters_ising2d.eps b/fig_clusters_ising2d.eps index 376cc4c..829e12c 100644 --- a/fig_clusters_ising2d.eps +++ b/fig_clusters_ising2d.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-2.0 %%Title: fig_clusters_ising2d.tex %%Creator: gnuplot 5.2 patchlevel 2 -%%CreationDate: Thu Apr 19 16:11:44 2018 +%%CreationDate: Thu Apr 26 20:22:42 2018 %%DocumentFonts: %%BoundingBox: 50 50 542 252 %%EndComments @@ -441,7 +441,7 @@ SDict begin [ /Creator (gnuplot 5.2 patchlevel 2) % /Producer (gnuplot) % /Keywords () - /CreationDate (Thu Apr 19 16:11:44 2018) + /CreationDate (Thu Apr 26 20:22:42 2018) /DOCINFO pdfmark end } ifelse @@ -827,408 +827,1530 @@ LTb 1.000 UP 2.000 UL LTb -0 g 809 2651 M -0 8 V --31 -8 R +0 g 1008 2637 M +0 12 V +-31 -12 R 62 0 V --62 8 R +-62 12 R 62 0 V -168 -20 R -0 9 V --31 -9 R +29 3 R +0 11 V +-31 -11 R 62 0 V --62 9 R +-62 11 R 62 0 V -168 -2 R -0 8 V --31 -8 R +29 -4 R +0 12 V +-31 -12 R 62 0 V --62 8 R +-62 12 R 62 0 V -168 -6 R -0 8 V --31 -8 R +28 -30 R +0 12 V +-31 -12 R 62 0 V --62 8 R +-62 12 R 62 0 V -168 -11 R -0 9 V --31 -9 R +29 -6 R +0 12 V +-31 -12 R 62 0 V --62 9 R +-62 12 R 62 0 V -168 72 R -0 7 V --31 -7 R +29 -18 R +0 12 V +-31 -12 R 62 0 V --62 7 R +-62 12 R 62 0 V -168 138 R -0 4 V --31 -4 R +28 2 R +0 12 V +-31 -12 R 62 0 V --62 4 R +-62 12 R +62 0 V +29 -42 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 2 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 -15 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 2 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -10 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 8 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 35 R +0 12 V +-31 -12 R 62 0 V -168 33 R +-62 12 R +62 0 V +29 17 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +29 55 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 19 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 27 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 6 R +0 1 V +-31 -1 R +62 0 V +-62 1 R +62 0 V +29 4 R -31 0 R 62 0 V -62 0 R 62 0 V -168 0 R +28 1 R -31 0 R 62 0 V -62 0 R 62 0 V -.0323 g 722 2639 M -0 9 V --31 -9 R +29 0 R +-31 0 R 62 0 V --62 9 R +-62 0 R 62 0 V -168 10 R -0 10 V --31 -10 R +29 0 R +-31 0 R 62 0 V --62 10 R +-62 0 R 62 0 V -168 -19 R -0 10 V --31 -10 R +28 0 R +-31 0 R 62 0 V --62 10 R +-62 0 R 62 0 V -168 -14 R -0 9 V --31 -9 R +29 0 R +-31 0 R 62 0 V --62 9 R +-62 0 R 62 0 V -168 -19 R -0 10 V --31 -10 R +29 0 R +-31 0 R 62 0 V --62 10 R +-62 0 R 62 0 V -169 23 R -0 10 V --31 -10 R +29 0 R +-31 0 R 62 0 V --62 10 R +-62 0 R 62 0 V -168 150 R -0 7 V --31 -7 R +28 0 R +-31 0 R 62 0 V --62 7 R +-62 0 R 62 0 V -168 133 R -0 4 V --31 -4 R +29 0 R +-31 0 R 62 0 V --62 4 R +-62 0 R 62 0 V -168 39 R +29 0 R -31 0 R 62 0 V -62 0 R 62 0 V -168 0 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -.0968 g 835 2645 M +.0079 g 1120 2661 M 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 -1 R -0 10 V --31 -10 R +29 -28 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 -16 R -0 10 V --31 -10 R +29 -28 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 -8 R -0 10 V --31 -10 R +29 10 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 -7 R -0 10 V --31 -10 R +28 -24 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 83 R -0 9 V --31 -9 R +29 -2 R +0 12 V +-31 -12 R 62 0 V --62 9 R +-62 12 R 62 0 V -168 178 R -0 7 V --31 -7 R +29 1 R +0 12 V +-31 -12 R 62 0 V --62 7 R +-62 12 R 62 0 V -168 133 R -0 4 V --31 -4 R +28 -29 R +0 12 V +-31 -12 R 62 0 V --62 4 R +-62 12 R +62 0 V +29 1 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -8 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 10 R +0 12 V +-31 -12 R 62 0 V -168 35 R +-62 12 R +62 0 V +28 33 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 21 R +0 12 V +-31 -12 R +62 0 V +stroke 1868 2761 M +-62 12 R +62 0 V +29 33 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 29 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 35 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 29 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 25 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +29 23 R +0 1 V +-31 -1 R +62 0 V +-62 1 R +62 0 V +29 3 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 1 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R -31 0 R 62 0 V -62 0 R 62 0 V -168 0 R +29 0 R -31 0 R 62 0 V -62 0 R 62 0 V -.2258 g 947 2642 M +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +.0236 g 1233 2631 M +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 -25 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 15 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -6 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -9 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 -7 R +28 -18 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 14 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -32 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 8 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 22 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 37 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 29 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 36 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 58 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 40 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 24 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 -25 R +29 44 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 29 R +0 1 V +-31 -1 R +62 0 V +-62 1 R +62 0 V +29 -3 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 4 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +stroke 2816 3113 M +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +.0551 g 1345 2643 M +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -14 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -10 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 -4 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -23 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 9 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 -5 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 25 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 10 R -0 10 V --31 -10 R +29 26 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 23 R -0 10 V --31 -10 R +28 35 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 162 R -0 9 V --31 -9 R +29 47 R +0 12 V +-31 -12 R 62 0 V --62 9 R +-62 12 R 62 0 V -168 162 R -0 7 V --31 -7 R +29 43 R +0 11 V +-31 -11 R 62 0 V --62 7 R +-62 11 R 62 0 V -168 139 R -0 4 V --31 -4 R +29 43 R +0 12 V +-31 -12 R 62 0 V --62 4 R +-62 12 R +62 0 V +28 50 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 19 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 42 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 29 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 20 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 9 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 6 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +41 0 V +-41 0 R +41 0 V +.1181 g 1457 2644 M +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -5 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -33 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 -5 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 18 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 6 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 39 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 49 R +0 12 V +-31 -12 R +62 0 V +-62 12 R 62 0 V -168 37 R +29 17 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +stroke 1966 2838 M +29 53 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 53 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 36 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 40 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 42 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 35 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 52 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 30 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 30 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 -2 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 4 R -31 0 R 62 0 V -62 0 R 62 0 V -168 0 R +29 0 R -31 0 R 62 0 V -62 0 R 62 0 V -.4839 g 1059 2644 M +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +48 0 V +-48 0 R +48 0 V +.2441 g 1570 2640 M +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 -13 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 15 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 5 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 8 R +29 43 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 -32 R +28 42 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 51 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 28 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 40 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 39 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 55 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 32 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 47 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 -5 R +29 43 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -stroke 1687 2659 M -169 128 R -0 10 V --31 -10 R +29 36 R +0 12 V +-31 -12 R 62 0 V --62 10 R +-62 12 R 62 0 V -168 161 R -0 9 V --31 -9 R +28 33 R +0 12 V +-31 -12 R 62 0 V --62 9 R +-62 12 R 62 0 V -168 160 R -0 7 V --31 -7 R +29 34 R +0 12 V +-31 -12 R 62 0 V --62 7 R +-62 12 R 62 0 V -168 147 R -0 3 V --31 -3 R +29 26 R +0 12 V +-31 -12 R 62 0 V --62 3 R +-62 12 R +62 0 V +29 -2 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 3 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 1 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R 62 0 V -168 35 R +29 0 R -31 0 R 62 0 V +stroke 3034 3422 M -62 0 R 62 0 V -168 0 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -1 g 1172 2634 M -0 34 V --31 -34 R +29 0 R +-31 0 R +55 0 V +-55 0 R +55 0 V +.4961 g 1682 2657 M +0 12 V +-31 -12 R 62 0 V --62 34 R +-62 12 R 62 0 V -168 -7 R -0 33 V --31 -33 R +29 39 R +0 12 V +-31 -12 R 62 0 V --62 33 R +-62 12 R 62 0 V -168 -90 R -0 35 V --31 -35 R +29 17 R +0 12 V +-31 -12 R 62 0 V --62 35 R +-62 12 R 62 0 V -168 56 R -0 34 V --31 -34 R +28 24 R +0 12 V +-31 -12 R 62 0 V --62 34 R +-62 12 R 62 0 V -168 134 R -0 33 V --31 -33 R +29 42 R +0 12 V +-31 -12 R 62 0 V --62 33 R +-62 12 R 62 0 V -168 169 R -0 26 V --31 -26 R +29 52 R +0 12 V +-31 -12 R 62 0 V --62 26 R +-62 12 R 62 0 V -168 121 R -0 24 V --31 -24 R +28 39 R +0 12 V +-31 -12 R 62 0 V --62 24 R +-62 12 R 62 0 V -168 141 R +29 51 R 0 11 V -31 -11 R 62 0 V -62 11 R 62 0 V -168 34 R +29 36 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 35 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 43 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 50 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 44 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 33 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 48 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 38 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 12 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 20 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 12 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +29 6 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 1 R -31 0 R 62 0 V -62 0 R 62 0 V -168 0 R +29 0 R -31 0 R 62 0 V -62 0 R 62 0 V -0 g 809 2655 Pnt -1008 2644 Pnt -1207 2650 Pnt -1406 2652 Pnt -1605 2650 Pnt -1804 2729 Pnt -2003 2873 Pnt +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +1 g 1794 2721 M +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 56 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 16 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 51 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 40 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 53 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 36 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +28 43 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 31 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 52 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +29 44 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 36 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +29 53 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 33 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +28 41 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 42 R +0 11 V +-31 -11 R +62 0 V +stroke 2721 3525 M +-62 11 R +62 0 V +29 25 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +28 30 R +0 11 V +-31 -11 R +62 0 V +-62 11 R +62 0 V +29 -9 R +0 12 V +-31 -12 R +62 0 V +-62 12 R +62 0 V +29 11 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +0 g 1008 2643 Pnt +1068 2658 Pnt +1128 2665 Pnt +1187 2647 Pnt +1247 2653 Pnt +1307 2647 Pnt +1366 2661 Pnt +1426 2631 Pnt +1486 2645 Pnt +1545 2642 Pnt +1605 2656 Pnt +1665 2658 Pnt +1725 2678 Pnt +1784 2725 Pnt +1844 2754 Pnt +1904 2820 Pnt +1963 2851 Pnt +2023 2890 Pnt +2083 2903 Pnt +2143 2907 Pnt 2202 2908 Pnt -2401 2908 Pnt -.0323 g 722 2644 Pnt -921 2663 Pnt -1120 2654 Pnt -1319 2650 Pnt -1518 2640 Pnt -1718 2673 Pnt -1917 2832 Pnt -2116 2970 Pnt +2262 2908 Pnt +2322 2908 Pnt +2381 2908 Pnt +2441 2908 Pnt +2501 2908 Pnt +2561 2908 Pnt +2620 2908 Pnt +2680 2908 Pnt +2740 2908 Pnt +2799 2908 Pnt +.0079 g 1120 2666 Pnt +1180 2650 Pnt +1240 2634 Pnt +1300 2656 Pnt +1359 2644 Pnt +1419 2654 Pnt +1479 2667 Pnt +1538 2650 Pnt +1598 2663 Pnt +1658 2667 Pnt +1718 2689 Pnt +1777 2734 Pnt +1837 2767 Pnt +1897 2812 Pnt +1956 2853 Pnt +2016 2900 Pnt +2076 2941 Pnt +2135 2977 Pnt +2195 3006 Pnt +2255 3010 Pnt 2315 3011 Pnt -2514 3011 Pnt -.0968 g 835 2650 Pnt -1034 2660 Pnt -1233 2654 Pnt -1432 2656 Pnt -1631 2659 Pnt -1830 2752 Pnt -2029 2938 Pnt -2228 3076 Pnt +2374 3011 Pnt +2434 3011 Pnt +2494 3011 Pnt +2553 3011 Pnt +2613 3011 Pnt +2673 3011 Pnt +2733 3011 Pnt +2792 3011 Pnt +2852 3011 Pnt +2912 3011 Pnt +.0236 g 1233 2637 Pnt +1292 2624 Pnt +1352 2651 Pnt +1412 2657 Pnt +1472 2660 Pnt +1531 2653 Pnt +1591 2679 Pnt +1651 2659 Pnt +1710 2679 Pnt +1770 2713 Pnt +1830 2762 Pnt +1890 2803 Pnt +1949 2851 Pnt +2009 2921 Pnt +2069 2973 Pnt +2128 3009 Pnt +2188 3064 Pnt +2248 3099 Pnt +2308 3103 Pnt +2367 3113 Pnt 2427 3113 Pnt -2626 3113 Pnt -.2258 g 947 2648 Pnt -1146 2652 Pnt -1345 2638 Pnt -1544 2658 Pnt -1743 2691 Pnt -1942 2862 Pnt -2141 3032 Pnt -2340 3177 Pnt +2487 3113 Pnt +2546 3113 Pnt +2606 3113 Pnt +2666 3113 Pnt +2725 3113 Pnt +2785 3113 Pnt +2845 3113 Pnt +2905 3113 Pnt +2964 3113 Pnt +3024 3113 Pnt +.0551 g 1345 2649 Pnt +1405 2647 Pnt +1465 2649 Pnt +1524 2657 Pnt +1584 2646 Pnt +1644 2667 Pnt +1703 2674 Pnt +1763 2711 Pnt +1823 2748 Pnt +1882 2795 Pnt +1942 2854 Pnt +2002 2908 Pnt +2062 2963 Pnt +2121 3025 Pnt +2181 3056 Pnt +2241 3110 Pnt +2300 3151 Pnt +2360 3183 Pnt +2420 3204 Pnt +2480 3216 Pnt 2539 3216 Pnt -2738 3216 Pnt -.4839 g 1059 2649 Pnt -1258 2669 Pnt -1457 2648 Pnt -1656 2653 Pnt -1856 2792 Pnt +2599 3216 Pnt +2659 3216 Pnt +2718 3216 Pnt +2778 3216 Pnt +2838 3216 Pnt +2898 3216 Pnt +2957 3216 Pnt +3017 3216 Pnt +3077 3216 Pnt +3136 3216 Pnt +.1181 g 1457 2650 Pnt +1517 2657 Pnt +1577 2636 Pnt +1637 2643 Pnt +1696 2673 Pnt +1756 2691 Pnt +1816 2742 Pnt +1875 2803 Pnt +1935 2832 Pnt +1995 2897 Pnt 2055 2962 Pnt -2254 3130 Pnt -2453 3282 Pnt +2114 3010 Pnt +2174 3062 Pnt +2234 3116 Pnt +2293 3163 Pnt +2353 3227 Pnt +2413 3269 Pnt +2472 3305 Pnt +2532 3309 Pnt +2592 3319 Pnt 2652 3319 Pnt -2851 3319 Pnt -1 g 1172 2651 Pnt -1371 2678 Pnt -1570 2622 Pnt -1769 2712 Pnt -1968 2880 Pnt -2167 3078 Pnt -2366 3224 Pnt -2565 3382 Pnt +2711 3319 Pnt +2771 3319 Pnt +2831 3319 Pnt +2890 3319 Pnt +2950 3319 Pnt +3010 3319 Pnt +3070 3319 Pnt +3129 3319 Pnt +.2441 g 1570 2646 Pnt +1629 2645 Pnt +1689 2672 Pnt +1749 2688 Pnt +1809 2743 Pnt +1868 2796 Pnt +1928 2859 Pnt +1988 2899 Pnt +2047 2951 Pnt +2107 3002 Pnt +2167 3069 Pnt +2227 3113 Pnt +2286 3172 Pnt +2346 3226 Pnt +2406 3273 Pnt +2465 3318 Pnt +2525 3364 Pnt +2585 3402 Pnt +2645 3412 Pnt +2704 3421 Pnt 2764 3422 Pnt -2963 3422 Pnt +2824 3422 Pnt +2883 3422 Pnt +2943 3422 Pnt +3003 3422 Pnt +3062 3422 Pnt +3122 3422 Pnt +.4961 g 1682 2663 Pnt +1742 2714 Pnt +1802 2743 Pnt +1861 2779 Pnt +1921 2833 Pnt +1981 2897 Pnt +2040 2948 Pnt +2100 3010 Pnt +2160 3058 Pnt +2219 3105 Pnt +2279 3160 Pnt +2339 3222 Pnt +2399 3278 Pnt +2458 3323 Pnt +2518 3383 Pnt +2578 3433 Pnt +2637 3457 Pnt +2697 3489 Pnt +2757 3512 Pnt +2817 3524 Pnt +2876 3525 Pnt +2936 3525 Pnt +2996 3525 Pnt +3055 3525 Pnt +3115 3525 Pnt +1 g 1794 2727 Pnt +1854 2795 Pnt +1914 2823 Pnt +1974 2886 Pnt +2033 2938 Pnt +2093 3003 Pnt +2153 3051 Pnt +2212 3105 Pnt +2272 3148 Pnt +2332 3211 Pnt +2392 3267 Pnt +2451 3315 Pnt +2511 3379 Pnt +2571 3424 Pnt +2630 3477 Pnt +2690 3531 Pnt +2750 3566 Pnt +2809 3607 Pnt +2869 3610 Pnt +2929 3627 Pnt +2989 3627 Pnt +3048 3627 Pnt +3108 3627 Pnt LTw % End plot #1 % Begin plot #2 @@ -1236,66 +2358,238 @@ LTw LTb LCb setrgbcolor [] 0 setdash -0 g 682 2655 M -127 0 V -199 -11 V -199 6 V -199 2 V -199 -2 V -199 79 V -199 144 V -199 35 V -199 0 V -.0323 g 722 2644 M -199 19 V -199 -9 V -199 -4 V -199 -10 V -200 33 V -199 159 V -199 138 V -199 41 V -199 0 V -0 g .0968 g 835 2650 M -199 10 V -199 -6 V -199 2 V -199 3 V -199 93 V -199 186 V -199 138 V -199 37 V -199 0 V -0 g .2258 g 947 2648 M -199 4 V -199 -14 V -199 20 V -199 33 V -199 171 V -199 170 V -199 145 V -199 39 V -199 0 V -0 g .4839 g 1059 2649 M -199 20 V -199 -21 V -199 5 V -200 139 V -199 170 V -199 168 V -199 152 V -199 37 V -199 0 V -0 g 1 g 1172 2651 M -199 27 V -199 -56 V -199 90 V -199 168 V -199 198 V -199 146 V -199 158 V -199 40 V -199 0 V +0 g 1008 2643 M +60 15 V +60 7 V +59 -18 V +60 6 V +60 -6 V +59 14 V +60 -30 V +60 14 V +59 -3 V +60 14 V +60 2 V +60 20 V +59 47 V +60 29 V +60 66 V +59 31 V +60 39 V +60 13 V +60 4 V +59 1 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +59 0 V +.0079 g 1120 2666 M +60 -16 V +60 -16 V +60 22 V +59 -12 V +60 10 V +60 13 V +59 -17 V +60 13 V +60 4 V +60 22 V +59 45 V +60 33 V +60 45 V +59 41 V +60 47 V +60 41 V +59 36 V +60 29 V +60 4 V +60 1 V +59 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +0 g .0236 g 1233 2637 M +59 -13 V +60 27 V +60 6 V +60 3 V +59 -7 V +60 26 V +60 -20 V +59 20 V +60 34 V +60 49 V +60 41 V +59 48 V +60 70 V +60 52 V +59 36 V +60 55 V +60 35 V +60 4 V +59 10 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +60 0 V +59 0 V +60 0 V +0 g .0551 g 1345 2649 M +60 -2 V +60 2 V +59 8 V +60 -11 V +60 21 V +59 7 V +60 37 V +60 37 V +59 47 V +60 59 V +60 54 V +60 55 V +59 62 V +60 31 V +60 54 V +59 41 V +60 32 V +60 21 V +60 12 V +59 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +59 0 V +0 g .1181 g 1457 2650 M +60 7 V +60 -21 V +60 7 V +59 30 V +60 18 V +60 51 V +59 61 V +60 29 V +60 65 V +60 65 V +59 48 V +60 52 V +60 54 V +59 47 V +60 64 V +60 42 V +59 36 V +60 4 V +60 10 V +60 0 V +59 0 V +60 0 V +60 0 V +59 0 V +60 0 V +60 0 V +60 0 V +59 0 V +17 0 V +0 g .2441 g 1570 2646 M +59 -1 V +60 27 V +60 16 V +60 55 V +59 53 V +60 63 V +60 40 V +59 52 V +60 51 V +60 67 V +60 44 V +59 59 V +60 54 V +60 47 V +59 45 V +60 46 V +60 38 V +60 10 V +59 9 V +60 1 V +60 0 V +59 0 V +60 0 V +60 0 V +59 0 V +60 0 V +24 0 V +0 g .4961 g 1682 2663 M +60 51 V +60 29 V +59 36 V +60 54 V +60 64 V +59 51 V +60 62 V +60 48 V +59 47 V +60 55 V +60 62 V +60 56 V +59 45 V +60 60 V +60 50 V +59 24 V +60 32 V +60 23 V +60 12 V +59 1 V +60 0 V +60 0 V +59 0 V +60 0 V +31 0 V +0 g 1 g 1794 2727 M +60 68 V +60 28 V +60 63 V +59 52 V +60 65 V +60 48 V +59 54 V +60 43 V +60 63 V +60 56 V +59 48 V +60 64 V +60 45 V +59 53 V +60 54 V +60 35 V +59 41 V +60 3 V +60 17 V +60 0 V +59 0 V +60 0 V +38 0 V stroke LTw % End plot #2 @@ -1734,420 +3028,1544 @@ LTb 1.000 UP 2.000 UL LTb -0 g 3937 2767 M -0 8 V --31 -8 R +0 g 4135 2784 M +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 -4 R -0 8 V --31 -8 R +28 -32 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -166 -19 R -0 8 V --31 -8 R +28 7 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 -5 R -0 8 V --31 -8 R +29 -21 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 2 R -0 8 V --31 -8 R +28 -11 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -166 89 R -0 8 V --31 -8 R +28 2 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 86 R -0 8 V --31 -8 R +29 -17 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -166 7 R -0 8 V --31 -8 R +28 0 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 -11 R -0 8 V --31 -8 R +28 -35 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -.0323 g 3851 2750 M +28 13 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -13 R 0 9 V -31 -9 R 62 0 V -62 9 R 62 0 V -166 16 R -0 8 V --31 -8 R +28 -8 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 -7 R -0 8 V --31 -8 R +28 46 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -166 -21 R -0 8 V --31 -8 R +28 22 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 -11 R -0 8 V --31 -8 R +29 33 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 45 R -0 8 V --31 -8 R +28 13 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 14 R +0 10 V +-31 -10 R +62 0 V +-62 10 R 62 0 V --62 8 R +28 13 R +0 10 V +-31 -10 R 62 0 V -166 132 R -0 8 V --31 -8 R +-62 10 R 62 0 V --62 8 R +29 -15 R +0 10 V +-31 -10 R 62 0 V -167 84 R -0 7 V --31 -7 R +-62 10 R +62 0 V +28 2 R +0 9 V +-31 -9 R 62 0 V --62 7 R +-62 9 R 62 0 V -166 13 R -0 8 V --31 -8 R +28 -15 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 -19 R -0 7 V --31 -7 R +28 -6 R +0 9 V +-31 -9 R 62 0 V --62 7 R +-62 9 R 62 0 V -.0968 g 3962 2769 M -0 8 V --31 -8 R +29 -16 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -166 -4 R -0 8 V --31 -8 R +28 -4 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 -15 R +28 -9 R 0 9 V -31 -9 R 62 0 V -62 9 R 62 0 V -166 -21 R -0 8 V --31 -8 R +29 2 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 39 R -0 8 V --31 -8 R +28 -24 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R +62 0 V +28 -3 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -9 R +0 9 V +-31 -9 R 62 0 V -167 94 R -0 8 V --31 -8 R +-62 9 R 62 0 V --62 8 R +29 1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R 62 0 V -166 128 R -0 8 V --31 -8 R +28 -30 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +.0079 g 4246 2759 M +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -9 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -9 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 -16 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 88 R -0 7 V --31 -7 R +28 5 R +0 10 V +-31 -10 R 62 0 V --62 7 R +-62 10 R 62 0 V -166 5 R -0 8 V --31 -8 R +28 -9 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 -5 R -0 8 V --31 -8 R +29 0 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -.2258 g 4073 2778 M -0 8 V --31 -8 R +28 -30 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -166 -22 R -0 8 V --31 -8 R +28 6 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 -8 R -0 8 V --31 -8 R +28 -4 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -166 -12 R -0 8 V --31 -8 R +29 33 R +0 9 V +-31 -9 R 62 0 V --62 8 R +stroke 4870 2823 M +-62 9 R 62 0 V -167 80 R -0 8 V --31 -8 R +28 26 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 135 R -0 8 V --31 -8 R +28 26 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -166 126 R -0 7 V --31 -7 R +28 34 R +0 9 V +-31 -9 R 62 0 V --62 7 R +-62 9 R 62 0 V -167 94 R -0 7 V --31 -7 R +29 27 R +0 10 V +-31 -10 R 62 0 V --62 7 R +-62 10 R 62 0 V -166 2 R -0 8 V --31 -8 R +28 24 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 -8 R -0 8 V --31 -8 R +28 15 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -.4839 g 4184 2786 M -0 8 V --31 -8 R +28 7 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -166 -15 R -0 8 V --31 -8 R +29 -6 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -167 -16 R +28 -1 R 0 9 V -31 -9 R 62 0 V -stroke 4610 2771 M -62 9 R 62 0 V -166 19 R -0 8 V --31 -8 R +28 -6 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 116 R -0 8 V --31 -8 R +28 -20 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 153 R -0 8 V --31 -8 R +29 -7 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -166 115 R -0 8 V --31 -8 R +28 -9 R +0 10 V +-31 -10 R 62 0 V --62 8 R +-62 10 R 62 0 V -167 96 R -0 8 V --31 -8 R +28 0 R +0 9 V +-31 -9 R 62 0 V --62 8 R +-62 9 R 62 0 V -166 8 R -0 7 V --31 -7 R +29 -15 R +0 10 V +-31 -10 R +62 0 V +-62 10 R 62 0 V --62 7 R +28 -13 R +0 9 V +-31 -9 R 62 0 V -167 -12 R -0 8 V --31 -8 R +-62 9 R 62 0 V --62 8 R +28 -5 R +0 10 V +-31 -10 R 62 0 V -1 g 4295 2743 M -0 25 V --31 -25 R -62 0 V --62 25 R -62 0 V -166 -61 R -0 25 V --31 -25 R -62 0 V --62 25 R -62 0 V -167 29 R -0 26 V --31 -26 R -62 0 V --62 26 R -62 0 V -166 87 R -0 25 V --31 -25 R -62 0 V --62 25 R -62 0 V -167 125 R -0 25 V --31 -25 R -62 0 V --62 25 R -62 0 V -167 104 R -0 26 V --31 -26 R -62 0 V --62 26 R -62 0 V -166 136 R -0 24 V --31 -24 R -62 0 V --62 24 R -62 0 V -167 40 R -0 24 V --31 -24 R -62 0 V --62 24 R -62 0 V -166 -18 R -0 26 V --31 -26 R -62 0 V --62 26 R -62 0 V -167 -22 R -0 25 V --31 -25 R -62 0 V --62 25 R -62 0 V -0 g 3937 2771 Pnt -4135 2775 Pnt -4332 2764 Pnt -4530 2767 Pnt -4728 2777 Pnt -4925 2874 Pnt -5123 2968 Pnt -5320 2983 Pnt -5518 2980 Pnt -.0323 g 3851 2754 Pnt -4048 2779 Pnt -4246 2780 Pnt -4443 2767 Pnt -4641 2764 Pnt -4839 2817 Pnt -5036 2957 Pnt -5234 3048 Pnt -5431 3069 Pnt -5629 3057 Pnt -.0968 g 3962 2773 Pnt -4159 2777 Pnt -4357 2770 Pnt -4554 2758 Pnt -4752 2805 Pnt -4950 2907 Pnt -5147 3043 Pnt -5345 3139 Pnt -5542 3151 Pnt -5740 3154 Pnt -.2258 g 4073 2782 Pnt -4270 2768 Pnt -4468 2768 Pnt -4665 2764 Pnt -4863 2852 Pnt -5061 2995 Pnt -5258 3128 Pnt -5456 3230 Pnt -5653 3239 Pnt -5851 3239 Pnt -.4839 g 4184 2790 Pnt -4381 2783 Pnt -4579 2775 Pnt -4776 2803 Pnt -4974 2927 Pnt -5172 3088 Pnt -5369 3211 Pnt -5567 3315 Pnt -5764 3331 Pnt -5962 3326 Pnt -1 g 4295 2756 Pnt -4492 2720 Pnt -4690 2774 Pnt -4887 2887 Pnt -5085 3036 Pnt -5283 3166 Pnt -5480 3327 Pnt -5678 3391 Pnt -5875 3398 Pnt -6073 3402 Pnt +-62 10 R +62 0 V +28 -1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 -13 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -17 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +.0236 g 4357 2769 M +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -3 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -15 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 0 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -17 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -13 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -15 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 2 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 32 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 29 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 45 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 23 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 37 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 22 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 36 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 22 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 18 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 0 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 4 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -7 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -16 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -3 R +0 10 V +stroke 5601 3161 M +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -14 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -6 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -12 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -8 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -14 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -13 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -4 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -8 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -14 R +0 10 V +-31 -10 R +59 0 V +-59 10 R +59 0 V +.0551 g 4468 2768 M +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -25 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -15 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 4 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 7 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 12 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 48 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 42 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 22 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 31 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 30 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 38 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 34 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 24 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 21 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 23 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 2 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -13 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -12 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -3 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -9 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -6 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -19 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -3 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -12 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -6 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -12 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +.1181 g 4579 2785 M +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -1 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -38 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +stroke 4728 2775 M +29 1 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 40 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 28 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 23 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 47 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 28 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 33 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 36 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 36 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 18 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 44 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 22 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 22 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 17 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 11 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -4 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -15 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -11 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -20 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -9 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 -11 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -1 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +.2441 g 4690 2751 M +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 9 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 34 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 32 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 38 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 27 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 42 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 42 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 25 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 46 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 24 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 24 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 39 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 37 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 23 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 18 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 28 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -4 R +0 9 V +-31 -9 R +62 0 V +stroke 5728 3398 M +-62 9 R +62 0 V +29 4 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -9 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -10 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 -10 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -2 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -19 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -4 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +.4961 g 4801 2821 M +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -1 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 47 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 64 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 24 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 31 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 22 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 44 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 39 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 40 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 29 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 29 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 30 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 31 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 36 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 28 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 8 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 9 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -7 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 3 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -12 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 -12 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 -6 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +1 g 4912 2894 M +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 23 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 32 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 46 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 35 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 30 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 51 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 24 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 41 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 33 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 29 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 41 R +0 10 V +stroke 5564 3394 M +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 31 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 30 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 31 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 20 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 18 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +28 16 R +0 9 V +-31 -9 R +62 0 V +-62 9 R +62 0 V +29 -18 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 -4 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +28 0 R +0 10 V +-31 -10 R +62 0 V +-62 10 R +62 0 V +29 -16 R +0 10 V +-31 -10 R +37 0 V +-37 10 R +37 0 V +0 g 4135 2788 Pnt +4194 2766 Pnt +4253 2782 Pnt +4313 2770 Pnt +4372 2769 Pnt +4431 2780 Pnt +4491 2772 Pnt +4550 2782 Pnt +4609 2756 Pnt +4668 2778 Pnt +4728 2775 Pnt +4787 2776 Pnt +4846 2831 Pnt +4905 2862 Pnt +4965 2905 Pnt +5024 2928 Pnt +5083 2952 Pnt +5142 2975 Pnt +5202 2970 Pnt +5261 2982 Pnt +5320 2976 Pnt +5379 2979 Pnt +5439 2972 Pnt +5498 2978 Pnt +5557 2978 Pnt +5617 2990 Pnt +5676 2976 Pnt +5735 2982 Pnt +5794 2981 Pnt +5854 2992 Pnt +5913 2971 Pnt +.0079 g 4246 2764 Pnt +4305 2765 Pnt +4364 2765 Pnt +4424 2758 Pnt +4483 2773 Pnt +4542 2774 Pnt +4602 2784 Pnt +4661 2764 Pnt +4720 2779 Pnt +4779 2785 Pnt +4839 2827 Pnt +4898 2863 Pnt +4957 2899 Pnt +5016 2942 Pnt +5076 2979 Pnt +5135 3013 Pnt +5194 3037 Pnt +5253 3053 Pnt +5313 3057 Pnt +5372 3065 Pnt +5431 3068 Pnt +5490 3058 Pnt +5550 3060 Pnt +5609 3061 Pnt +5668 3070 Pnt +5728 3065 Pnt +5787 3061 Pnt +5846 3066 Pnt +5905 3074 Pnt +5965 3071 Pnt +6024 3063 Pnt +.0236 g 4357 2774 Pnt +4416 2781 Pnt +4475 2776 Pnt +4535 2785 Pnt +4594 2777 Pnt +4653 2774 Pnt +4713 2769 Pnt +4772 2780 Pnt +4831 2822 Pnt +4890 2860 Pnt +4950 2914 Pnt +5009 2947 Pnt +5068 2994 Pnt +5127 3026 Pnt +5187 3071 Pnt +5246 3103 Pnt +5305 3131 Pnt +5364 3141 Pnt +5424 3154 Pnt +5483 3156 Pnt +5542 3150 Pnt +5601 3156 Pnt +5661 3151 Pnt +5720 3155 Pnt +5779 3153 Pnt +5839 3155 Pnt +5898 3150 Pnt +5957 3147 Pnt +6016 3152 Pnt +6076 3154 Pnt +6135 3150 Pnt +.0551 g 4468 2772 Pnt +4527 2757 Pnt +4586 2751 Pnt +4646 2765 Pnt +4705 2774 Pnt +4764 2790 Pnt +4824 2812 Pnt +4883 2869 Pnt +4942 2921 Pnt +5001 2952 Pnt +5061 2993 Pnt +5120 3032 Pnt +5179 3080 Pnt +5238 3122 Pnt +5298 3155 Pnt +5357 3186 Pnt +5416 3219 Pnt +5475 3231 Pnt +5535 3241 Pnt +5594 3237 Pnt +5653 3235 Pnt +5712 3242 Pnt +5772 3243 Pnt +5831 3247 Pnt +5890 3237 Pnt +5950 3243 Pnt +6009 3240 Pnt +6068 3244 Pnt +6127 3241 Pnt +.1181 g 4579 2790 Pnt +4638 2799 Pnt +4697 2771 Pnt +4757 2781 Pnt +4816 2831 Pnt +4875 2869 Pnt +4935 2901 Pnt +4994 2958 Pnt +5053 2995 Pnt +5112 3038 Pnt +5172 3084 Pnt +5231 3128 Pnt +5290 3156 Pnt +5349 3209 Pnt +5409 3240 Pnt +5468 3272 Pnt +5527 3298 Pnt +5586 3318 Pnt +5646 3324 Pnt +5705 3334 Pnt +5764 3328 Pnt +5823 3326 Pnt +5883 3335 Pnt +5942 3324 Pnt +6001 3325 Pnt +6061 3323 Pnt +6120 3332 Pnt +.2441 g 4690 2756 Pnt +4749 2775 Pnt +4808 2818 Pnt +4868 2858 Pnt +4927 2906 Pnt +4986 2943 Pnt +5046 2994 Pnt +5105 3045 Pnt +5164 3080 Pnt +5223 3136 Pnt +5283 3170 Pnt +5342 3202 Pnt +5401 3251 Pnt +5460 3298 Pnt +5520 3331 Pnt +5579 3359 Pnt +5638 3397 Pnt +5697 3402 Pnt +5757 3416 Pnt +5816 3416 Pnt +5875 3416 Pnt +5935 3415 Pnt +5994 3423 Pnt +6053 3414 Pnt +6112 3420 Pnt +.4961 g 4801 2825 Pnt +4860 2833 Pnt +4919 2889 Pnt +4979 2963 Pnt +5038 2996 Pnt +5097 3037 Pnt +5157 3069 Pnt +5216 3123 Pnt +5275 3171 Pnt +5334 3220 Pnt +5394 3259 Pnt +5453 3298 Pnt +5512 3336 Pnt +5571 3377 Pnt +5631 3422 Pnt +5690 3459 Pnt +5749 3477 Pnt +5808 3496 Pnt +5868 3499 Pnt +5927 3512 Pnt +5986 3510 Pnt +6046 3506 Pnt +6105 3510 Pnt +1 g 4912 2898 Pnt +4971 2931 Pnt +5030 2972 Pnt +5090 3028 Pnt +5149 3073 Pnt +5208 3113 Pnt +5268 3173 Pnt +5327 3207 Pnt +5386 3258 Pnt +5445 3301 Pnt +5505 3339 Pnt +5564 3389 Pnt +5623 3430 Pnt +5682 3470 Pnt +5742 3510 Pnt +5801 3539 Pnt +5860 3566 Pnt +5919 3592 Pnt +5979 3583 Pnt +6038 3589 Pnt +6097 3599 Pnt +6157 3593 Pnt LTw % End plot #1 % Begin plot #2 @@ -2155,66 +4573,230 @@ LTw LTb LCb setrgbcolor [] 0 setdash -0 g 3742 2781 M -195 -10 V -198 4 V -197 -11 V -198 3 V -198 10 V -197 97 V -198 94 V -197 15 V -198 -3 V -.0323 g 3851 2754 M -197 25 V -198 1 V -197 -13 V -198 -3 V -198 53 V -197 140 V -198 91 V -197 21 V -198 -12 V -0 g .0968 g 3962 2773 M -197 4 V -198 -7 V -197 -12 V -198 47 V -198 102 V -197 136 V -198 96 V -197 12 V -198 3 V -0 g .2258 g 4073 2782 M -197 -14 V -198 0 V -197 -4 V -198 88 V -198 143 V -197 133 V -198 102 V -197 9 V -198 0 V -0 g .4839 g 4184 2790 M -197 -7 V -198 -8 V -197 28 V -198 124 V -198 161 V -197 123 V -198 104 V -197 16 V -198 -5 V -0 g 1 g 4295 2756 M -197 -36 V -198 54 V -197 113 V -198 149 V -198 130 V -197 161 V -198 64 V -197 7 V -198 4 V +0 g 4135 2788 M +59 -22 V +59 16 V +60 -12 V +59 -1 V +59 11 V +60 -8 V +59 10 V +59 -26 V +59 22 V +60 -3 V +59 1 V +59 55 V +59 31 V +60 43 V +59 23 V +59 24 V +59 23 V +60 -5 V +59 12 V +59 -6 V +59 3 V +60 -7 V +59 6 V +59 0 V +60 12 V +59 -14 V +59 6 V +59 -1 V +60 11 V +59 -21 V +.0079 g 4246 2764 M +59 1 V +59 0 V +60 -7 V +59 15 V +59 1 V +60 10 V +59 -20 V +59 15 V +59 6 V +60 42 V +59 36 V +59 36 V +59 43 V +60 37 V +59 34 V +59 24 V +59 16 V +60 4 V +59 8 V +59 3 V +59 -10 V +60 2 V +59 1 V +59 9 V +60 -5 V +59 -4 V +59 5 V +59 8 V +60 -3 V +59 -8 V +0 g .0236 g 4357 2774 M +59 7 V +59 -5 V +60 9 V +59 -8 V +59 -3 V +60 -5 V +59 11 V +59 42 V +59 38 V +60 54 V +59 33 V +59 47 V +59 32 V +60 45 V +59 32 V +59 28 V +59 10 V +60 13 V +59 2 V +59 -6 V +59 6 V +60 -5 V +59 4 V +59 -2 V +60 2 V +59 -5 V +59 -3 V +59 5 V +60 2 V +59 -4 V +0 g .0551 g 4468 2772 M +59 -15 V +59 -6 V +60 14 V +59 9 V +59 16 V +60 22 V +59 57 V +59 52 V +59 31 V +60 41 V +59 39 V +59 48 V +59 42 V +60 33 V +59 31 V +59 33 V +59 12 V +60 10 V +59 -4 V +59 -2 V +59 7 V +60 1 V +59 4 V +59 -10 V +60 6 V +59 -3 V +59 4 V +59 -3 V +36 2 V +0 g .1181 g 4579 2790 M +59 9 V +59 -28 V +60 10 V +59 50 V +59 38 V +60 32 V +59 57 V +59 37 V +59 43 V +60 46 V +59 44 V +59 28 V +59 53 V +60 31 V +59 32 V +59 26 V +59 20 V +60 6 V +59 10 V +59 -6 V +59 -2 V +60 9 V +59 -11 V +59 1 V +60 -2 V +59 9 V +43 -9 V +0 g .2441 g 4690 2756 M +59 19 V +59 43 V +60 40 V +59 48 V +59 37 V +60 51 V +59 51 V +59 35 V +59 56 V +60 34 V +59 32 V +59 49 V +59 47 V +60 33 V +59 28 V +59 38 V +59 5 V +60 14 V +59 0 V +59 0 V +60 -1 V +59 8 V +59 -9 V +59 6 V +51 -1 V +0 g .4961 g 4801 2825 M +59 8 V +59 56 V +60 74 V +59 33 V +59 41 V +60 32 V +59 54 V +59 48 V +59 49 V +60 39 V +59 39 V +59 38 V +59 41 V +60 45 V +59 37 V +59 18 V +59 19 V +60 3 V +59 13 V +59 -2 V +60 -4 V +59 4 V +58 -13 V +0 g 1 g 4912 2898 M +59 33 V +59 41 V +60 56 V +59 45 V +59 40 V +60 60 V +59 34 V +59 51 V +59 43 V +60 38 V +59 50 V +59 41 V +59 40 V +60 40 V +59 29 V +59 27 V +59 26 V +60 -9 V +59 6 V +59 10 V +60 -6 V +6 -1 V stroke LTw % End plot #2 @@ -2711,357 +5293,1051 @@ LTb 1.000 UP 2.000 UL LTb -0 g 7326 2595 M -0 16 V --31 -16 R +0 g 7720 2603 M +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 -12 R -0 16 V --31 -16 R +28 -10 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 -6 R -0 16 V --31 -16 R +29 -1 R +0 4 V +-31 -4 R 62 0 V --62 16 R +-62 4 R 62 0 V -167 -16 R -0 16 V --31 -16 R +28 5 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 -3 R -0 16 V --31 -16 R +28 -13 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 -28 R -0 16 V --31 -16 R +28 -8 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -167 88 R -0 17 V --31 -17 R +29 -2 R +0 5 V +-31 -5 R 62 0 V --62 17 R +-62 5 R 62 0 V -166 148 R -0 17 V --31 -17 R +28 -14 R +0 4 V +-31 -4 R 62 0 V --62 17 R +-62 4 R 62 0 V -167 113 R -0 13 V --31 -13 R +28 13 R +0 4 V +-31 -4 R 62 0 V --62 13 R +-62 4 R 62 0 V -166 48 R -0 7 V --31 -7 R +28 -6 R +0 4 V +-31 -4 R 62 0 V --62 7 R +-62 4 R 62 0 V -.0667 g 7473 2629 M -0 15 V --31 -15 R +28 -2 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 -25 R -0 15 V --31 -15 R +29 16 R +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -167 -26 R -0 15 V --31 -15 R +28 27 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 -41 R -0 14 V --31 -14 R +28 40 R +0 4 V +-31 -4 R 62 0 V --62 14 R +-62 4 R 62 0 V -167 -14 R -0 15 V --31 -15 R +28 49 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 105 R -0 16 V --31 -16 R +29 42 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 158 R -0 17 V --31 -17 R +28 49 R +0 5 V +-31 -5 R 62 0 V --62 17 R +-62 5 R 62 0 V -167 177 R -0 16 V --31 -16 R +28 41 R +0 4 V +-31 -4 R 62 0 V --62 16 R +-62 4 R 62 0 V -166 104 R -0 12 V --31 -12 R +28 41 R +0 5 V +-31 -5 R 62 0 V --62 12 R +-62 5 R 62 0 V -166 34 R -0 7 V --31 -7 R +28 28 R +0 5 V +-31 -5 R 62 0 V --62 7 R +-62 5 R 62 0 V -.2 g 7621 2615 M -0 13 V --31 -13 R +29 22 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -166 -31 R -0 13 V --31 -13 R +28 14 R +0 4 V +-31 -4 R 62 0 V --62 13 R +-62 4 R 62 0 V -166 -9 R -0 13 V --31 -13 R +28 13 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -167 8 R -0 14 V --31 -14 R +28 12 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -166 1 R -0 13 V --31 -13 R +28 1 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -166 178 R -0 16 V --31 -16 R +29 2 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -167 192 R -0 17 V --31 -17 R +28 -4 R +0 4 V +-31 -4 R 62 0 V --62 17 R +-62 4 R 62 0 V -166 183 R -0 16 V --31 -16 R +28 1 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -167 79 R -0 15 V --31 -15 R +28 -3 R +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -166 64 R -0 7 V --31 -7 R +29 -1 R +0 3 V +-31 -3 R 62 0 V --62 7 R +-62 3 R 62 0 V -.4667 g 7768 2626 M -0 13 V --31 -13 R +28 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -166 -28 R -0 12 V --31 -12 R +.0323 g 7868 2596 M +0 4 V +-31 -4 R 62 0 V --62 12 R +-62 4 R 62 0 V -167 -8 R -0 12 V --31 -12 R +28 5 R +0 4 V +-31 -4 R 62 0 V --62 12 R +-62 4 R 62 0 V -166 31 R -0 12 V --31 -12 R +28 -3 R +0 4 V +-31 -4 R 62 0 V --62 12 R +-62 4 R 62 0 V -167 126 R -0 13 V --31 -13 R +28 -11 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -166 190 R -0 15 V --31 -15 R +29 1 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 190 R -0 17 V --31 -17 R +28 -10 R +0 5 V +-31 -5 R 62 0 V --62 17 R +-62 5 R 62 0 V -167 175 R -0 17 V --31 -17 R +28 0 R +0 5 V +-31 -5 R 62 0 V --62 17 R +-62 5 R 62 0 V -166 119 R -0 11 V --31 -11 R +28 -6 R +0 4 V +-31 -4 R 62 0 V --62 11 R +-62 4 R +62 0 V +29 7 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 33 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 31 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +stroke 8491 2694 M +28 47 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 53 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 57 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 51 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 50 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 42 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 38 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 28 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 27 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 12 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 13 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 4 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 3 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 5 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 3 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 -5 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 -3 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 0 R +0 2 V +-31 -2 R +62 0 V +-62 2 R +62 0 V +28 0 R +0 1 V +-31 -1 R +62 0 V +-62 1 R +62 0 V +.0968 g 8015 2605 M +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 -5 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 0 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 -9 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -4 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 10 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 14 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 39 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 35 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 53 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 63 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 55 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 54 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 39 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 40 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 32 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 18 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 17 R +0 5 V +-31 -5 R +62 0 V +stroke 9290 3370 M +-62 5 R +62 0 V +28 7 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 13 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 3 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 3 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 3 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 1 R +0 2 V +-31 -2 R +62 0 V +-62 2 R +62 0 V +28 -6 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +.2258 g 8163 2618 M +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -18 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 17 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 6 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 19 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 33 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 48 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 57 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 53 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 62 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 61 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 60 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 60 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 57 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 54 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 49 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 49 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 35 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 29 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 26 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 11 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 12 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 7 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 3 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 2 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 1 R +0 5 V +-31 -5 R +34 0 V +-34 5 R +34 0 V +.4839 g 8310 2637 M +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 11 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 34 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 44 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 35 R +0 5 V +-31 -5 R +62 0 V +-62 5 R 62 0 V -166 31 R -0 8 V --31 -8 R -62 0 V --62 8 R -62 0 V -1 g 7916 2633 M -0 18 V --31 -18 R -62 0 V --62 18 R -62 0 V -166 52 R -0 22 V --31 -22 R -62 0 V -stroke 8144 2703 M --62 22 R -62 0 V -166 -59 R -0 18 V --31 -18 R -62 0 V --62 18 R -62 0 V -167 130 R -0 23 V --31 -23 R -62 0 V --62 23 R -62 0 V -166 128 R -0 23 V --31 -23 R -62 0 V --62 23 R -62 0 V -166 203 R -0 25 V --31 -25 R -62 0 V --62 25 R -62 0 V -167 176 R -0 26 V --31 -26 R -62 0 V --62 26 R -62 0 V -166 123 R -0 28 V --31 -28 R -62 0 V --62 28 R -62 0 V -167 123 R -0 20 V --31 -20 R -62 0 V --62 20 R -62 0 V -166 12 R -0 16 V --31 -16 R -44 0 V --44 16 R -44 0 V -0 g 7326 2603 Pnt -7523 2608 Pnt -7720 2617 Pnt -7918 2617 Pnt -8115 2630 Pnt -8312 2618 Pnt -8510 2723 Pnt -8707 2887 Pnt -8905 3016 Pnt -9102 3074 Pnt -.0667 g 7473 2636 Pnt -7670 2627 Pnt -7868 2616 Pnt -8065 2589 Pnt -8263 2590 Pnt -8460 2710 Pnt -8657 2885 Pnt -8855 3078 Pnt -9052 3197 Pnt -9249 3240 Pnt -.2 g 7621 2622 Pnt -7818 2604 Pnt -8015 2608 Pnt -8213 2629 Pnt -8410 2643 Pnt -8607 2836 Pnt -8805 3045 Pnt -9002 3244 Pnt -9200 3339 Pnt -9397 3413 Pnt -.4667 g 7768 2633 Pnt -7965 2617 Pnt -8163 2621 Pnt -8360 2664 Pnt -8558 2802 Pnt -8755 3006 Pnt -8952 3213 Pnt -9150 3405 Pnt -9347 3537 Pnt -9544 3578 Pnt -1 g 7916 2642 Pnt -8113 2714 Pnt -8310 2675 Pnt -8508 2826 Pnt -8705 2977 Pnt -8902 3204 Pnt -9100 3406 Pnt -9297 3556 Pnt -9495 3702 Pnt -9692 3732 Pnt +28 58 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 62 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 64 R +0 5 V +stroke 8725 2981 M +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 57 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 68 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 61 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 58 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 62 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 51 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 49 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 46 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 38 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 33 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 20 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 18 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 9 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 10 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +1 g 8458 2730 M +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 37 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 47 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 59 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 56 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 63 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +0 g 7720 2606 Pnt +7779 2601 Pnt +7839 2604 Pnt +7898 2613 Pnt +7957 2605 Pnt +8016 2602 Pnt +8076 2606 Pnt +8135 2596 Pnt +8194 2613 Pnt +8253 2611 Pnt +8312 2614 Pnt +8372 2634 Pnt +8431 2666 Pnt +8490 2710 Pnt +8549 2764 Pnt +8609 2811 Pnt +8668 2864 Pnt +8727 2910 Pnt +8786 2955 Pnt +8845 2988 Pnt +8905 3015 Pnt +8964 3034 Pnt +9023 3052 Pnt +9082 3068 Pnt +9141 3074 Pnt +9201 3082 Pnt +9260 3082 Pnt +9319 3087 Pnt +9378 3089 Pnt +9438 3091 Pnt +9497 3093 Pnt +.0323 g 7868 2598 Pnt +7927 2607 Pnt +7986 2608 Pnt +8045 2601 Pnt +8105 2608 Pnt +8164 2603 Pnt +8223 2608 Pnt +8282 2606 Pnt +8342 2617 Pnt +8401 2656 Pnt +8460 2692 Pnt +8519 2744 Pnt +8578 2802 Pnt +8638 2860 Pnt +8697 2922 Pnt +8756 2978 Pnt +8815 3032 Pnt +8874 3079 Pnt +8934 3123 Pnt +8993 3155 Pnt +9052 3186 Pnt +9111 3204 Pnt +9171 3222 Pnt +9230 3230 Pnt +9289 3237 Pnt +9348 3247 Pnt +9407 3255 Pnt +9467 3255 Pnt +9526 3256 Pnt +9585 3260 Pnt +9644 3261 Pnt +.0968 g 8015 2607 Pnt +8075 2607 Pnt +8134 2612 Pnt +8193 2607 Pnt +8252 2608 Pnt +8311 2623 Pnt +8371 2641 Pnt +8430 2685 Pnt +8489 2724 Pnt +8548 2782 Pnt +8607 2841 Pnt +8667 2897 Pnt +8726 2964 Pnt +8785 3024 Pnt +8844 3084 Pnt +8904 3143 Pnt +8963 3202 Pnt +9022 3246 Pnt +9081 3291 Pnt +9140 3329 Pnt +9200 3351 Pnt +9259 3372 Pnt +9318 3385 Pnt +9377 3402 Pnt +9436 3411 Pnt +9496 3418 Pnt +9555 3425 Pnt +9614 3429 Pnt +9673 3426 Pnt +.2258 g 8163 2620 Pnt +8222 2606 Pnt +8281 2627 Pnt +8340 2638 Pnt +8400 2662 Pnt +8459 2699 Pnt +8518 2753 Pnt +8577 2814 Pnt +8637 2873 Pnt +8696 2939 Pnt +8755 3004 Pnt +8814 3069 Pnt +8873 3133 Pnt +8933 3195 Pnt +8992 3254 Pnt +9051 3315 Pnt +9110 3368 Pnt +9169 3421 Pnt +9229 3460 Pnt +9288 3493 Pnt +9347 3524 Pnt +9406 3540 Pnt +9466 3558 Pnt +9525 3570 Pnt +9584 3577 Pnt +9643 3584 Pnt +9702 3589 Pnt +.4839 g 8310 2639 Pnt +8370 2654 Pnt +8429 2694 Pnt +8488 2742 Pnt +8547 2781 Pnt +8606 2844 Pnt +8666 2910 Pnt +8725 2979 Pnt +8784 3041 Pnt +8843 3101 Pnt +8902 3174 Pnt +8962 3239 Pnt +9021 3302 Pnt +9080 3368 Pnt +9139 3424 Pnt +9199 3481 Pnt +9258 3535 Pnt +9317 3586 Pnt +9376 3628 Pnt +9435 3665 Pnt +9495 3690 Pnt +9554 3713 Pnt +9613 3726 Pnt +9672 3741 Pnt +1 g 8458 2732 Pnt +8517 2773 Pnt +8576 2825 Pnt +8635 2889 Pnt +8695 2949 Pnt +8754 3010 Pnt +8813 3077 Pnt LTw % End plot #1 % Begin plot #2 @@ -3069,56 +6345,163 @@ LTw LTb LCb setrgbcolor [] 0 setdash -0 g 7326 2603 M -197 5 V -197 9 V -198 0 V -197 13 V -197 -12 V -198 105 V -197 164 V -198 129 V -197 58 V -.0667 g 7473 2636 M -197 -9 V -198 -11 V -197 -27 V -198 1 V -197 120 V -197 175 V -198 193 V -197 119 V -197 43 V -0 g .2 g 7621 2622 M -197 -18 V -197 4 V -198 21 V -197 14 V -197 193 V -198 209 V -197 199 V -198 95 V -197 74 V -0 g .4667 g 7768 2633 M -197 -16 V -198 4 V -197 43 V -198 138 V -197 204 V -197 207 V -198 192 V -197 132 V -197 41 V -0 g 1 g 7916 2642 M -197 72 V -197 -39 V -198 151 V -197 151 V -197 227 V -198 202 V -197 150 V -198 146 V -197 30 V +0 g 7720 2606 M +59 -5 V +60 3 V +59 9 V +59 -8 V +59 -3 V +60 4 V +59 -10 V +59 17 V +59 -2 V +59 3 V +60 20 V +59 32 V +59 44 V +59 54 V +60 47 V +59 53 V +59 46 V +59 45 V +59 33 V +60 27 V +59 19 V +59 18 V +59 16 V +59 6 V +60 8 V +59 0 V +59 5 V +59 2 V +60 2 V +59 2 V +.0323 g 9497 3093 M +7868 2598 L +59 9 V +59 1 V +59 -7 V +60 7 V +59 -5 V +59 5 V +59 -2 V +60 11 V +59 39 V +59 36 V +59 52 V +59 58 V +60 58 V +59 62 V +59 56 V +59 54 V +59 47 V +60 44 V +59 32 V +59 31 V +59 18 V +60 18 V +59 8 V +59 7 V +59 10 V +59 8 V +60 0 V +59 1 V +59 4 V +59 1 V +.0968 g 9644 3261 M +8015 2607 L +60 0 V +59 5 V +59 -5 V +59 1 V +59 15 V +60 18 V +59 44 V +59 39 V +59 58 V +59 59 V +60 56 V +59 67 V +59 60 V +59 60 V +60 59 V +59 59 V +59 44 V +59 45 V +59 38 V +60 22 V +59 21 V +59 13 V +59 17 V +59 9 V +60 7 V +59 7 V +59 4 V +59 -3 V +32 1 V +.2258 g 9705 3204 M +8163 2620 L +59 -14 V +59 21 V +59 11 V +60 24 V +59 37 V +59 54 V +59 61 V +60 59 V +59 66 V +59 65 V +59 65 V +59 64 V +60 62 V +59 59 V +59 61 V +59 53 V +59 53 V +60 39 V +59 33 V +59 31 V +59 16 V +60 18 V +59 12 V +59 7 V +59 7 V +59 5 V +3 0 V +.4839 g 9705 3008 M +8310 2639 L +60 15 V +59 40 V +59 48 V +59 39 V +59 63 V +60 66 V +59 69 V +59 62 V +59 60 V +59 73 V +60 65 V +59 63 V +59 66 V +59 56 V +60 57 V +59 54 V +59 51 V +59 42 V +59 37 V +60 25 V +59 23 V +59 13 V +59 15 V +33 4 V +1 g 9705 2887 M +8458 2732 L +59 41 V +59 52 V +59 64 V +60 60 V +59 61 V +59 67 V stroke LTw % End plot #2 @@ -3589,342 +6972,1135 @@ LTb 1.000 UP 2.000 UL LTb -0 g 901 811 M -0 15 V -870 811 M +0 g 1099 809 M +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -167 -14 R -0 14 V --31 -14 R +28 -7 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -166 -5 R -0 14 V --31 -14 R +28 -7 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -167 -49 R -0 14 V --31 -14 R +29 -6 R +0 4 V +-31 -4 R 62 0 V --62 14 R +-62 4 R 62 0 V -166 10 R -0 15 V --31 -15 R +28 5 R +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -167 128 R -0 13 V --31 -13 R +28 -9 R +0 4 V +-31 -4 R 62 0 V --62 13 R +-62 4 R 62 0 V -166 147 R -0 10 V --31 -10 R +28 -1 R +0 4 V +-31 -4 R 62 0 V --62 10 R +-62 4 R +62 0 V +29 -11 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 2 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 2 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -1 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 23 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 36 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 53 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 40 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 39 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 38 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 23 R +0 4 V +-31 -4 R 62 0 V -167 63 R +-62 4 R +62 0 V +28 19 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 3 R 0 1 V -31 -1 R 62 0 V -62 1 R 62 0 V -166 1 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -.0667 g 851 789 M -0 13 V -820 789 M +28 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -167 23 R -0 13 V --31 -13 R +28 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -166 -56 R -0 13 V --31 -13 R +29 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -167 13 R -0 13 V --31 -13 R +28 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -166 22 R -0 13 V --31 -13 R +28 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -167 71 R -0 14 V --31 -14 R +28 0 R +-31 0 R 62 0 V --62 14 R +-62 0 R 62 0 V -166 165 R -0 13 V --31 -13 R +29 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -167 151 R -0 10 V --31 -10 R +28 0 R +-31 0 R 62 0 V --62 10 R +-62 0 R 62 0 V -166 61 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -167 1 R +.0323 g 1246 811 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 -4 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -1 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -3 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -7 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 4 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -11 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -3 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 14 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 30 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 58 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 50 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 53 R +0 4 V +-31 -4 R +62 0 V +stroke 1988 1042 M +-62 4 R +62 0 V +28 51 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 52 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 42 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 40 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 35 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 25 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 21 R -31 0 R 62 0 V -62 0 R 62 0 V -.2 g 999 816 M -0 11 V -968 816 M +28 3 R +-31 0 R 62 0 V --62 11 R +-62 0 R 62 0 V -166 1 R -0 12 V --31 -12 R +28 1 R +-31 0 R 62 0 V --62 12 R +-62 0 R 62 0 V -167 -53 R -0 11 V --31 -11 R +29 0 R +-31 0 R 62 0 V --62 11 R +-62 0 R 62 0 V -166 32 R -0 12 V --31 -12 R +28 0 R +-31 0 R 62 0 V --62 12 R +-62 0 R 62 0 V -167 49 R -0 12 V --31 -12 R +28 0 R +-31 0 R 62 0 V --62 12 R +-62 0 R 62 0 V -166 165 R -0 13 V --31 -13 R +28 0 R +-31 0 R 62 0 V --62 13 R +-62 0 R 62 0 V -167 193 R -0 12 V --31 -12 R +29 0 R +-31 0 R 62 0 V --62 12 R +-62 0 R 62 0 V -166 133 R -0 10 V --31 -10 R +28 0 R +-31 0 R 62 0 V --62 10 R +-62 0 R 62 0 V -167 64 R -0 2 V --31 -2 R +28 0 R +-31 0 R 62 0 V --62 2 R +-62 0 R 62 0 V -166 0 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -.4667 g 1146 833 M -0 11 V --31 -11 R +29 0 R +-31 0 R 62 0 V --62 11 R +-62 0 R 62 0 V -167 -20 R -0 11 V --31 -11 R +.0968 g 1394 820 M +0 5 V +-31 -5 R 62 0 V --62 11 R +-62 5 R 62 0 V -166 -16 R -0 10 V --31 -10 R +28 -12 R +0 4 V +-31 -4 R 62 0 V --62 10 R +-62 4 R 62 0 V -167 38 R -0 10 V --31 -10 R +28 -10 R +0 5 V +-31 -5 R 62 0 V --62 10 R +-62 5 R 62 0 V -166 149 R -0 11 V --31 -11 R +29 8 R +0 4 V +-31 -4 R 62 0 V --62 11 R +-62 4 R 62 0 V -167 195 R -0 13 V --31 -13 R +28 -8 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -166 178 R -0 12 V --31 -12 R +28 4 R +0 4 V +-31 -4 R 62 0 V --62 12 R +-62 4 R 62 0 V -167 133 R -0 11 V --31 -11 R +28 16 R +0 4 V +-31 -4 R 62 0 V --62 11 R +-62 4 R +62 0 V +29 56 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 51 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 51 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 57 R +0 4 V +-31 -4 R 62 0 V -166 70 R +-62 4 R +62 0 V +28 50 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 49 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 44 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 46 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 33 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 25 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 17 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 3 R -31 0 R 62 0 V -62 0 R 62 0 V -167 0 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -1 g 1294 839 M -0 22 V --31 -22 R +28 0 R +-31 0 R 62 0 V --62 22 R +-62 0 R 62 0 V -166 -29 R -0 22 V --31 -22 R +28 0 R +-31 0 R 62 0 V --62 22 R +-62 0 R 62 0 V -167 -93 R -0 20 V --31 -20 R +29 0 R +-31 0 R 62 0 V --62 20 R +-62 0 R 62 0 V -166 222 R -0 24 V --31 -24 R +28 0 R +-31 0 R 62 0 V -stroke 1917 1003 M --62 24 R +-62 0 R 62 0 V -167 160 R -0 27 V --31 -27 R +28 0 R +-31 0 R 62 0 V --62 27 R +stroke 2965 1495 M +-62 0 R 62 0 V -166 132 R -0 31 V --31 -31 R +28 0 R +-31 0 R 62 0 V --62 31 R +-62 0 R 62 0 V -167 176 R -0 32 V --31 -32 R +29 0 R +-31 0 R 62 0 V --62 32 R +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +.2258 g 1541 826 M +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 -15 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -2 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 20 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 33 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 60 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 50 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 49 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 53 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 49 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 49 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 49 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 42 R +0 5 V +-31 -5 R 62 0 V -166 161 R -0 16 V --31 -16 R +-62 5 R 62 0 V --62 16 R +28 36 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 20 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 17 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 3 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R 62 0 V -167 40 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -166 1 R +28 0 R -31 0 R 62 0 V -62 0 R 62 0 V -0 g 901 819 Pnt -1099 819 Pnt -1296 828 Pnt -1494 793 Pnt -1691 818 Pnt -1889 960 Pnt -2086 1118 Pnt +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +36 0 V +-36 0 R +36 0 V +.4839 g 1689 824 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 39 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 40 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 50 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 56 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 51 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +stroke 2372 1445 M +28 53 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 45 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 46 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 47 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 30 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 29 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 19 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 3 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 1 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 0 R +-31 0 R +62 0 V +-62 0 R +62 0 V +1 g 1836 930 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 63 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 57 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 59 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 58 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 58 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 53 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 50 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 50 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 49 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 41 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 37 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 27 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 7 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 6 R +-31 0 R +62 0 V +-62 0 R +62 0 V +29 1 R +-31 0 R +62 0 V +-62 0 R +62 0 V +28 0 R +-31 0 R +37 0 V +-37 0 R +37 0 V +0 g 1099 811 Pnt +1158 808 Pnt +1217 806 Pnt +1277 805 Pnt +1336 814 Pnt +1395 809 Pnt +1454 812 Pnt +1514 806 Pnt +1573 813 Pnt +1632 819 Pnt +1691 822 Pnt +1750 849 Pnt +1810 889 Pnt +1869 949 Pnt +1928 1006 Pnt +1987 1051 Pnt +2047 1094 Pnt +2106 1136 Pnt +2165 1163 Pnt +2224 1184 Pnt 2284 1187 Pnt -2481 1188 Pnt -.0667 g 851 795 Pnt -1049 831 Pnt -1246 789 Pnt -1444 814 Pnt -1641 849 Pnt -1839 934 Pnt -2036 1113 Pnt -2234 1275 Pnt +2343 1188 Pnt +2402 1188 Pnt +2461 1188 Pnt +2521 1188 Pnt +2580 1188 Pnt +2639 1188 Pnt +2698 1188 Pnt +2758 1188 Pnt +2817 1188 Pnt +2876 1188 Pnt +.0323 g 1246 813 Pnt +1306 814 Pnt +1365 817 Pnt +1424 818 Pnt +1483 815 Pnt +1543 824 Pnt +1602 817 Pnt +1661 818 Pnt +1720 837 Pnt +1780 871 Pnt +1839 933 Pnt +1898 987 Pnt +1957 1044 Pnt +2016 1099 Pnt +2076 1155 Pnt +2135 1202 Pnt +2194 1246 Pnt +2253 1286 Pnt +2313 1315 Pnt +2372 1338 Pnt 2431 1341 Pnt -2629 1342 Pnt -.2 g 999 822 Pnt -1196 834 Pnt -1394 792 Pnt -1591 836 Pnt -1789 897 Pnt -1986 1075 Pnt -2184 1280 Pnt -2381 1424 Pnt -2579 1494 Pnt -2776 1495 Pnt -.4667 g 1146 839 Pnt -1344 829 Pnt -1541 824 Pnt -1739 872 Pnt -1936 1032 Pnt -2134 1238 Pnt -2331 1429 Pnt -2529 1574 Pnt +2490 1342 Pnt +2550 1342 Pnt +2609 1342 Pnt +2668 1342 Pnt +2727 1342 Pnt +2787 1342 Pnt +2846 1342 Pnt +2905 1342 Pnt +2964 1342 Pnt +3024 1342 Pnt +.0968 g 1394 823 Pnt +1453 815 Pnt +1512 809 Pnt +1572 822 Pnt +1631 819 Pnt +1690 827 Pnt +1749 847 Pnt +1809 908 Pnt +1868 964 Pnt +1927 1019 Pnt +1986 1080 Pnt +2046 1141 Pnt +2105 1195 Pnt +2164 1251 Pnt +2223 1304 Pnt +2282 1353 Pnt +2342 1403 Pnt +2401 1440 Pnt +2460 1469 Pnt +2519 1490 Pnt +2579 1495 Pnt +2638 1495 Pnt +2697 1495 Pnt +2756 1495 Pnt +2816 1495 Pnt +2875 1495 Pnt +2934 1495 Pnt +2993 1495 Pnt +3053 1495 Pnt +3112 1495 Pnt +.2258 g 1541 828 Pnt +1601 817 Pnt +1660 819 Pnt +1719 843 Pnt +1778 881 Pnt +1838 946 Pnt +1897 1005 Pnt +1956 1060 Pnt +2015 1114 Pnt +2075 1174 Pnt +2134 1234 Pnt +2193 1294 Pnt +2252 1351 Pnt +2312 1405 Pnt +2371 1458 Pnt +2430 1511 Pnt +2489 1557 Pnt +2548 1598 Pnt +2608 1622 Pnt +2667 1644 Pnt 2726 1649 Pnt -2924 1649 Pnt -1 g 1294 850 Pnt -1491 843 Pnt -1689 772 Pnt -1886 1015 Pnt -2084 1200 Pnt -2281 1362 Pnt -2479 1570 Pnt -2676 1754 Pnt +2785 1649 Pnt +2845 1649 Pnt +2904 1649 Pnt +2963 1649 Pnt +3022 1649 Pnt +3082 1649 Pnt +3141 1649 Pnt +.4839 g 1689 827 Pnt +1748 870 Pnt +1807 914 Pnt +1867 968 Pnt +1926 1029 Pnt +1985 1090 Pnt +2044 1149 Pnt +2104 1207 Pnt +2163 1267 Pnt +2222 1328 Pnt +2281 1388 Pnt +2341 1443 Pnt +2400 1500 Pnt +2459 1561 Pnt +2518 1610 Pnt +2578 1660 Pnt +2637 1711 Pnt +2696 1745 Pnt +2755 1778 Pnt +2814 1799 Pnt 2874 1802 Pnt -3071 1803 Pnt +2933 1803 Pnt +2992 1803 Pnt +3051 1803 Pnt +3111 1803 Pnt +1 g 1836 933 Pnt +1896 994 Pnt +1955 1061 Pnt +2014 1120 Pnt +2073 1176 Pnt +2133 1237 Pnt +2192 1300 Pnt +2251 1362 Pnt +2310 1421 Pnt +2370 1483 Pnt +2429 1540 Pnt +2488 1599 Pnt +2547 1657 Pnt +2607 1711 Pnt +2666 1765 Pnt +2725 1819 Pnt +2784 1864 Pnt +2844 1905 Pnt +2903 1936 Pnt +2962 1947 Pnt +3021 1956 Pnt +3081 1957 Pnt +3140 1957 Pnt LTw % End plot #1 % Begin plot #2 @@ -3932,56 +8108,178 @@ LTw LTb LCb setrgbcolor [] 0 setdash -0 g 726 804 M -175 15 V -198 0 V -197 9 V -198 -35 V -197 25 V -198 142 V -197 158 V -198 69 V -197 1 V -.0667 g 851 795 M -198 36 V -197 -42 V -198 25 V -197 35 V -198 85 V -197 179 V -198 162 V -197 66 V -198 1 V -0 g .2 g 999 822 M -197 12 V -198 -42 V -197 44 V -198 61 V -197 178 V -198 205 V -197 144 V -198 70 V -197 1 V -0 g .4667 g 1146 839 M -198 -10 V -197 -5 V -198 48 V -197 160 V -198 206 V -197 191 V -198 145 V -197 75 V -198 0 V -0 g 1 g 1294 850 M -197 -7 V -198 -71 V -197 243 V -198 185 V -197 162 V -198 208 V -197 184 V -198 48 V -197 1 V +0 g 1099 811 M +59 -3 V +59 -2 V +60 -1 V +59 9 V +59 -5 V +59 3 V +60 -6 V +59 7 V +59 6 V +59 3 V +59 27 V +60 40 V +59 60 V +59 57 V +59 45 V +60 43 V +59 42 V +59 27 V +59 21 V +60 3 V +59 1 V +59 0 V +59 0 V +60 0 V +59 0 V +59 0 V +59 0 V +60 0 V +59 0 V +59 0 V +.0323 g 1246 813 M +60 1 V +59 3 V +59 1 V +59 -3 V +60 9 V +59 -7 V +59 1 V +59 19 V +60 34 V +59 62 V +59 54 V +59 57 V +59 55 V +60 56 V +59 47 V +59 44 V +59 40 V +60 29 V +59 23 V +59 3 V +59 1 V +60 0 V +59 0 V +59 0 V +59 0 V +60 0 V +59 0 V +59 0 V +59 0 V +60 0 V +.0968 g 1394 823 M +59 -8 V +59 -6 V +60 13 V +59 -3 V +59 8 V +59 20 V +60 61 V +59 56 V +59 55 V +59 61 V +60 61 V +59 54 V +59 56 V +59 53 V +59 49 V +60 50 V +59 37 V +59 29 V +59 21 V +60 5 V +59 0 V +59 0 V +59 0 V +60 0 V +59 0 V +59 0 V +59 0 V +60 0 V +59 0 V +34 0 V +.2258 g 1541 828 M +60 -11 V +59 2 V +59 24 V +59 38 V +60 65 V +59 59 V +59 55 V +59 54 V +60 60 V +59 60 V +59 60 V +59 57 V +60 54 V +59 53 V +59 53 V +59 46 V +59 41 V +60 24 V +59 22 V +59 5 V +59 0 V +60 0 V +59 0 V +59 0 V +59 0 V +60 0 V +59 0 V +5 0 V +.017 g .4839 g 1689 827 M +59 43 V +59 44 V +60 54 V +59 61 V +59 61 V +59 59 V +60 58 V +59 60 V +59 61 V +59 60 V +60 55 V +59 57 V +59 61 V +59 49 V +60 50 V +59 51 V +59 34 V +59 33 V +59 21 V +60 3 V +59 1 V +59 0 V +59 0 V +60 0 V +35 0 V +.7486 g 1 g 1836 933 M +60 61 V +59 67 V +59 59 V +59 56 V +60 61 V +59 63 V +59 62 V +59 59 V +60 62 V +59 57 V +59 59 V +59 58 V +60 54 V +59 54 V +59 54 V +59 45 V +60 41 V +59 31 V +59 11 V +59 9 V +60 1 V +59 0 V +6 0 V stroke LTw % End plot #2 @@ -4392,357 +8690,1507 @@ LTb 1.000 UP 2.000 UL LTb -0 g 3749 914 M -0 11 V --7 -11 R -38 0 V --38 11 R -38 0 V -166 -21 R -0 11 V --31 -11 R +0 g 4144 917 M +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -167 22 R -0 11 V --31 -11 R +28 1 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 -32 R -0 10 V --31 -10 R +28 -32 R +0 13 V +-31 -13 R 62 0 V --62 10 R +-62 13 R 62 0 V -166 9 R -0 10 V --31 -10 R +28 -21 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -166 -7 R -0 11 V --31 -11 R +28 -16 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -167 116 R -0 10 V --31 -10 R +28 5 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -166 122 R -0 9 V --31 -9 R +29 9 R +0 14 V +-31 -14 R 62 0 V --62 9 R +-62 14 R 62 0 V -166 -3 R -0 9 V --31 -9 R +28 -31 R +0 14 V +-31 -14 R 62 0 V --62 9 R +-62 14 R 62 0 V -167 0 R -0 10 V --31 -10 R +28 -12 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -.0667 g 3860 945 M -0 11 V --31 -11 R +28 -28 R +0 13 V +-31 -13 R 62 0 V --62 11 R +-62 13 R 62 0 V -167 -15 R -0 11 V --31 -11 R +28 -6 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 -17 R -0 12 V --31 -12 R +29 26 R +0 13 V +-31 -13 R 62 0 V --62 12 R +-62 13 R 62 0 V -166 -24 R -0 12 V --31 -12 R +28 31 R +0 13 V +-31 -13 R 62 0 V --62 12 R +-62 13 R 62 0 V -167 -24 R -0 11 V --31 -11 R +28 40 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 91 R -0 11 V --31 -11 R +28 31 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 165 R -0 10 V --31 -10 R +28 21 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -166 115 R -0 9 V --31 -9 R +29 29 R +0 14 V +-31 -14 R 62 0 V --62 9 R +-62 14 R 62 0 V -167 -1 R -0 9 V --31 -9 R +28 2 R +0 14 V +-31 -14 R 62 0 V --62 9 R +-62 14 R 62 0 V -166 11 R -0 10 V --31 -10 R +28 -10 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -.2 g 3972 967 M -0 11 V --31 -11 R +28 3 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 -68 R -0 12 V --31 -12 R +28 -28 R +0 13 V +-31 -13 R 62 0 V --62 12 R +-62 13 R 62 0 V -166 11 R -0 11 V --31 -11 R +29 -11 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -167 -34 R -0 12 V --31 -12 R +28 -8 R +0 14 V +-31 -14 R 62 0 V --62 12 R +-62 14 R 62 0 V -166 32 R -0 11 V --31 -11 R +28 -20 R +0 13 V +-31 -13 R 62 0 V --62 11 R +-62 13 R 62 0 V -166 141 R -0 11 V --31 -11 R +28 -9 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 177 R -0 10 V --31 -10 R +28 -17 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -167 125 R -0 9 V --31 -9 R +29 -8 R +0 13 V +-31 -13 R 62 0 V --62 9 R +-62 13 R 62 0 V -166 5 R -0 10 V --31 -10 R +28 -17 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -166 0 R -0 10 V --31 -10 R +28 -16 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -.4667 g 4083 936 M -0 11 V --31 -11 R +28 -18 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 -56 R -0 12 V --31 -12 R +28 -15 R +0 14 V +-31 -14 R 62 0 V --62 12 R +-62 14 R 62 0 V -167 61 R -0 12 V --31 -12 R +.0079 g 4255 899 M +0 14 V +-31 -14 R 62 0 V --62 12 R +-62 14 R 62 0 V -166 -48 R -0 12 V --31 -12 R +28 38 R +0 14 V +-31 -14 R 62 0 V --62 12 R +-62 14 R 62 0 V -166 55 R -0 11 V --31 -11 R +28 -67 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -167 226 R -0 11 V --31 -11 R +28 -14 R +0 13 V +-31 -13 R 62 0 V --62 11 R +-62 13 R 62 0 V -166 175 R -0 11 V --31 -11 R +29 20 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 123 R -0 9 V --31 -9 R +28 -13 R +0 13 V +-31 -13 R 62 0 V --62 9 R +-62 13 R 62 0 V -166 6 R -0 10 V --31 -10 R +28 -28 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -167 -10 R -0 10 V --31 -10 R +28 0 R +0 13 V +-31 -13 R 62 0 V --62 10 R +-62 13 R 62 0 V -1 g 4194 897 M -0 11 V --31 -11 R +28 -20 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -167 -33 R -0 11 V --31 -11 R +29 -8 R +0 13 V +-31 -13 R 62 0 V -stroke 4423 875 M --62 11 R +-62 13 R 62 0 V -166 41 R -0 11 V --31 -11 R +28 40 R +0 14 V +-31 -14 R 62 0 V --62 11 R +stroke 4878 983 M +-62 14 R 62 0 V -166 91 R -0 11 V --31 -11 R +28 71 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -167 109 R -0 11 V --31 -11 R +28 36 R +0 14 V +-31 -14 R 62 0 V --62 11 R +-62 14 R 62 0 V -166 198 R -0 10 V --31 -10 R +28 33 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -166 172 R -0 10 V --31 -10 R +29 38 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -167 118 R -0 9 V --31 -9 R +28 27 R +0 14 V +-31 -14 R 62 0 V --62 9 R +-62 14 R 62 0 V -166 5 R -0 10 V --31 -10 R +28 14 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R 62 0 V -166 -1 R -0 10 V --31 -10 R +28 13 R +0 14 V +-31 -14 R 62 0 V --62 10 R +-62 14 R +62 0 V +28 -1 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +29 -13 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -16 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -21 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -15 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -2 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 0 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -36 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 1 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -8 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -28 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -10 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -19 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +.0236 g 4366 884 M +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 57 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +29 -7 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -70 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 21 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -59 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -2 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 45 R +0 13 V +-31 -13 R +62 0 V +-62 13 R 62 0 V -0 g 3749 920 Pnt -3946 910 Pnt -4144 943 Pnt -4341 921 Pnt -4538 940 Pnt -4735 943 Pnt -4933 1070 Pnt -5130 1202 Pnt -5327 1207 Pnt -5525 1217 Pnt -.0667 g 3860 951 Pnt -4058 947 Pnt -4255 941 Pnt -4452 929 Pnt -4650 917 Pnt -4847 1019 Pnt -5044 1194 Pnt -5241 1319 Pnt -5439 1327 Pnt -5636 1347 Pnt -.2 g 3972 973 Pnt -4169 916 Pnt -4366 939 Pnt -4564 916 Pnt -4761 959 Pnt -4958 1111 Pnt -5155 1299 Pnt -5353 1433 Pnt -5550 1448 Pnt -5747 1458 Pnt -.4667 g 4083 942 Pnt -4280 897 Pnt -4478 970 Pnt -4675 934 Pnt -4872 1001 Pnt -5070 1238 Pnt -5267 1423 Pnt -5464 1557 Pnt -5661 1572 Pnt -5859 1572 Pnt -1 g 4194 902 Pnt -4392 880 Pnt -4589 933 Pnt -4786 1034 Pnt -4984 1154 Pnt -5181 1363 Pnt -5378 1545 Pnt -5576 1673 Pnt -5773 1687 Pnt -5970 1696 Pnt +28 36 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 61 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 10 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 64 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 23 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 34 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 53 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 27 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 0 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +29 34 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -10 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -16 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -11 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -31 R +0 14 V +stroke 5609 1445 M +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -5 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +29 -17 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 3 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -9 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -20 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -17 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -4 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -27 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -5 R +0 14 V +-31 -14 R +49 0 V +-49 14 R +49 0 V +.0551 g 4478 882 M +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 3 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 123 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -104 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -78 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 56 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 85 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -15 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 49 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 46 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 42 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 55 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 61 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 26 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 34 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 25 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 13 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 32 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -23 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -19 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -3 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -6 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -10 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -27 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -10 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -14 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -21 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -15 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 1 R +0 14 V +-31 -14 R +56 0 V +-56 14 R +56 0 V +.1181 g 4589 830 M +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 11 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 99 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +stroke 4738 981 M +29 0 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 44 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -107 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 152 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 47 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 50 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 61 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 35 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 43 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 36 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 55 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 23 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 33 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 20 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 5 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -9 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -4 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -22 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -3 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 0 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -36 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -12 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 -13 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -17 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +.2441 g 4700 921 M +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 135 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -256 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 241 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 6 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 46 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 64 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 43 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 32 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 50 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 48 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 51 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 40 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 52 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 30 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 31 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 2 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 29 R +0 14 V +-31 -14 R +62 0 V +stroke 5738 1801 M +-62 14 R +62 0 V +28 -5 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -18 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -32 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 16 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -39 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -2 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 3 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +.4961 g 4812 1000 M +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 79 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 39 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 35 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 21 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +29 22 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 60 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 61 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 53 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 47 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 43 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 44 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 36 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 48 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 34 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 16 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 31 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 4 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 6 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -8 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 -25 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 1 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 -30 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +1 g 4923 1155 M +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 28 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 11 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 50 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 55 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 32 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 68 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 46 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +29 35 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 55 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 32 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 60 R +0 13 V +stroke 5574 1792 M +-31 -13 R +62 0 V +-62 13 R +62 0 V +28 41 R +0 13 V +-31 -13 R +62 0 V +-62 13 R +62 0 V +29 30 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 42 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 22 R +0 14 V +-31 -14 R +62 0 V +-62 14 R +62 0 V +28 18 R +0 9 V +-31 -9 R +62 0 V +0 g 4144 924 Pnt +4203 939 Pnt +4262 921 Pnt +4321 913 Pnt +4380 911 Pnt +4439 930 Pnt +4499 953 Pnt +4558 936 Pnt +4617 938 Pnt +4676 924 Pnt +4735 931 Pnt +4795 970 Pnt +4854 1014 Pnt +4913 1068 Pnt +4972 1113 Pnt +5031 1148 Pnt +5091 1191 Pnt +5150 1207 Pnt +5209 1211 Pnt +5268 1228 Pnt +5327 1213 Pnt +5387 1216 Pnt +5446 1222 Pnt +5505 1215 Pnt +5564 1220 Pnt +5623 1217 Pnt +5683 1222 Pnt +5742 1219 Pnt +5801 1217 Pnt +5860 1213 Pnt +5919 1212 Pnt +.0079 g 4255 906 Pnt +4314 958 Pnt +4373 905 Pnt +4432 905 Pnt +4492 938 Pnt +4551 939 Pnt +4610 924 Pnt +4669 938 Pnt +4728 931 Pnt +4788 937 Pnt +4847 990 Pnt +4906 1075 Pnt +4965 1125 Pnt +5024 1172 Pnt +5084 1224 Pnt +5143 1265 Pnt +5202 1293 Pnt +5261 1320 Pnt +5320 1332 Pnt +5380 1333 Pnt +5439 1331 Pnt +5498 1323 Pnt +5557 1322 Pnt +5616 1334 Pnt +5675 1348 Pnt +5735 1326 Pnt +5794 1341 Pnt +5853 1347 Pnt +5912 1332 Pnt +5971 1335 Pnt +6031 1330 Pnt +.0236 g 4366 891 Pnt +4425 962 Pnt +4485 968 Pnt +4544 912 Pnt +4603 947 Pnt +4662 902 Pnt +4721 914 Pnt +4781 973 Pnt +4840 1022 Pnt +4899 1097 Pnt +4958 1120 Pnt +5017 1198 Pnt +5077 1235 Pnt +5136 1283 Pnt +5195 1350 Pnt +5254 1391 Pnt +5313 1404 Pnt +5373 1451 Pnt +5432 1455 Pnt +5491 1452 Pnt +5550 1455 Pnt +5609 1438 Pnt +5668 1446 Pnt +5728 1443 Pnt +5787 1460 Pnt +5846 1465 Pnt +5905 1459 Pnt +5964 1455 Pnt +6024 1465 Pnt +6083 1451 Pnt +6142 1460 Pnt +.0551 g 4478 889 Pnt +4537 906 Pnt +4596 1042 Pnt +4655 951 Pnt +4714 887 Pnt +4774 957 Pnt +4833 1055 Pnt +4892 1054 Pnt +4951 1117 Pnt +5010 1177 Pnt +5070 1232 Pnt +5129 1301 Pnt +5188 1376 Pnt +5247 1416 Pnt +5306 1464 Pnt +5365 1502 Pnt +5425 1529 Pnt +5484 1574 Pnt +5543 1565 Pnt +5602 1560 Pnt +5661 1571 Pnt +5721 1579 Pnt +5780 1583 Pnt +5839 1570 Pnt +5898 1574 Pnt +5957 1574 Pnt +6017 1567 Pnt +6076 1566 Pnt +6135 1581 Pnt +.1181 g 4589 837 Pnt +4648 862 Pnt +4707 975 Pnt +4767 988 Pnt +4826 1046 Pnt +4885 953 Pnt +4944 1119 Pnt +5003 1180 Pnt +5063 1244 Pnt +5122 1319 Pnt +5181 1367 Pnt +5240 1424 Pnt +5299 1474 Pnt +5358 1542 Pnt +5418 1579 Pnt +5477 1626 Pnt +5536 1659 Pnt +5595 1677 Pnt +5654 1682 Pnt +5714 1692 Pnt +5773 1684 Pnt +5832 1694 Pnt +5891 1708 Pnt +5950 1686 Pnt +6010 1687 Pnt +6069 1688 Pnt +6128 1685 Pnt +.2441 g 4700 928 Pnt +4760 1077 Pnt +4819 835 Pnt +4878 1090 Pnt +4937 1110 Pnt +4996 1170 Pnt +5056 1248 Pnt +5115 1305 Pnt +5174 1350 Pnt +5233 1414 Pnt +5292 1476 Pnt +5351 1541 Pnt +5411 1595 Pnt +5470 1660 Pnt +5529 1704 Pnt +5588 1749 Pnt +5647 1765 Pnt +5707 1808 Pnt +5766 1817 Pnt +5825 1813 Pnt +5884 1795 Pnt +5943 1825 Pnt +6003 1800 Pnt +6062 1812 Pnt +6121 1829 Pnt +.4961 g 4812 1007 Pnt +4871 1100 Pnt +4930 1153 Pnt +4989 1202 Pnt +5048 1236 Pnt +5108 1272 Pnt +5167 1346 Pnt +5226 1420 Pnt +5285 1487 Pnt +5344 1548 Pnt +5404 1605 Pnt +5463 1661 Pnt +5522 1711 Pnt +5581 1773 Pnt +5640 1821 Pnt +5700 1851 Pnt +5759 1896 Pnt +5818 1914 Pnt +5877 1934 Pnt +5936 1940 Pnt +5996 1929 Pnt +6055 1944 Pnt +6114 1928 Pnt +1 g 4923 1162 Pnt +4982 1204 Pnt +5041 1229 Pnt +5101 1293 Pnt +5160 1361 Pnt +5219 1407 Pnt +5278 1489 Pnt +5337 1549 Pnt +5397 1598 Pnt +5456 1666 Pnt +5515 1712 Pnt +5574 1785 Pnt +5633 1839 Pnt +5693 1883 Pnt +5752 1939 Pnt +5811 1975 Pnt +5870 2007 Pnt LTw % End plot #1 % Begin plot #2 @@ -4750,56 +10198,225 @@ LTw LTb LCb setrgbcolor [] 0 setdash -0 g 3749 920 M -197 -10 V -198 33 V -197 -22 V -197 19 V -197 3 V -198 127 V -197 132 V -197 5 V -198 10 V -.0667 g 3860 951 M -198 -4 V -197 -6 V -197 -12 V -198 -12 V -197 102 V -197 175 V -197 125 V -198 8 V -197 20 V -0 g .2 g 3972 973 M -197 -57 V -197 23 V -198 -23 V -197 43 V -197 152 V -197 188 V -198 134 V -197 15 V -197 10 V -0 g .4667 g 4083 942 M -197 -45 V -198 73 V -197 -36 V -197 67 V -198 237 V -197 185 V -197 134 V -197 15 V -198 0 V -0 g 1 g 4194 902 M -198 -22 V -197 53 V -197 101 V -198 120 V -197 209 V -197 182 V -198 128 V -197 14 V -197 9 V +0 g 4144 924 M +59 15 V +59 -18 V +59 -8 V +59 -2 V +59 19 V +60 23 V +59 -17 V +59 2 V +59 -14 V +59 7 V +60 39 V +59 44 V +59 54 V +59 45 V +59 35 V +60 43 V +59 16 V +59 4 V +59 17 V +59 -15 V +60 3 V +59 6 V +59 -7 V +59 5 V +59 -3 V +60 5 V +59 -3 V +59 -2 V +59 -4 V +59 -1 V +.0079 g 4255 906 M +59 52 V +59 -53 V +59 0 V +60 33 V +59 1 V +59 -15 V +59 14 V +59 -7 V +60 6 V +59 53 V +59 85 V +59 50 V +59 47 V +60 52 V +59 41 V +59 28 V +59 27 V +59 12 V +60 1 V +59 -2 V +59 -8 V +59 -1 V +59 12 V +59 14 V +60 -22 V +59 15 V +59 6 V +59 -15 V +59 3 V +60 -5 V +.0236 g 4366 891 M +59 71 V +60 6 V +59 -56 V +59 35 V +59 -45 V +59 12 V +60 59 V +59 49 V +59 75 V +59 23 V +59 78 V +60 37 V +59 48 V +59 67 V +59 41 V +59 13 V +60 47 V +59 4 V +59 -3 V +59 3 V +59 -17 V +59 8 V +60 -3 V +59 17 V +59 5 V +59 -6 V +59 -4 V +60 10 V +59 -14 V +59 9 V +.0551 g 4478 889 M +59 17 V +59 136 V +59 -91 V +59 -64 V +60 70 V +59 98 V +59 -1 V +59 63 V +59 60 V +60 55 V +59 69 V +59 75 V +59 40 V +59 48 V +59 38 V +60 27 V +59 45 V +59 -9 V +59 -5 V +59 11 V +60 8 V +59 4 V +59 -13 V +59 4 V +59 0 V +60 -7 V +59 -1 V +59 15 V +25 -1 V +.009 g .1181 g 4589 837 M +59 25 V +59 113 V +60 13 V +59 58 V +59 -93 V +59 166 V +59 61 V +60 64 V +59 75 V +59 48 V +59 57 V +59 50 V +59 68 V +60 37 V +59 47 V +59 33 V +59 18 V +59 5 V +60 10 V +59 -8 V +59 10 V +59 14 V +59 -22 V +60 1 V +59 1 V +59 -3 V +32 5 V +.2596 g .2441 g 4700 928 M +60 149 V +59 -242 V +59 255 V +59 20 V +59 60 V +60 78 V +59 57 V +59 45 V +59 64 V +59 62 V +59 65 V +60 54 V +59 65 V +59 44 V +59 45 V +59 16 V +60 43 V +59 9 V +59 -4 V +59 -18 V +59 30 V +60 -25 V +59 12 V +59 17 V +39 -9 V +1 g .4961 g 4812 1007 M +59 93 V +59 53 V +59 49 V +59 34 V +60 36 V +59 74 V +59 74 V +59 67 V +59 61 V +60 57 V +59 56 V +59 50 V +59 62 V +59 48 V +60 30 V +59 45 V +59 18 V +59 20 V +59 6 V +60 -11 V +59 15 V +59 -16 V +46 5 V +1 g 4923 1162 M +59 42 V +59 25 V +60 64 V +59 68 V +59 46 V +59 82 V +59 60 V +60 49 V +59 68 V +59 46 V +59 73 V +59 54 V +60 44 V +59 56 V +59 36 V +59 32 V +4 2 V stroke LTw % End plot #2 @@ -5275,350 +10892,1024 @@ LTb 1.000 UP 2.000 UL LTb -0 g 7362 797 M -0 16 V --31 -16 R +0 g 7756 802 M +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 -11 R -0 16 V --31 -16 R +29 -14 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -166 -24 R -0 15 V --31 -15 R +28 0 R +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -167 -10 R -0 15 V --31 -15 R +28 -2 R +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -166 -10 R -0 16 V --31 -16 R +28 -6 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -167 -6 R -0 16 V --31 -16 R +29 0 R +0 4 V +-31 -4 R 62 0 V --62 16 R +-62 4 R 62 0 V -166 97 R -0 17 V --31 -17 R +28 -7 R +0 4 V +-31 -4 R 62 0 V --62 17 R +-62 4 R 62 0 V -166 130 R -0 16 V --31 -16 R +28 -9 R +0 5 V +-31 -5 R 62 0 V --62 16 R +-62 5 R 62 0 V -167 112 R -0 14 V --31 -14 R +28 3 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -166 52 R -0 8 V --31 -8 R +28 0 R +0 5 V +-31 -5 R 62 0 V --62 8 R +-62 5 R 62 0 V -.0667 g 7509 793 M -0 14 V --31 -14 R +29 -5 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -167 8 R -0 15 V --31 -15 R +28 4 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 -25 R -0 14 V --31 -14 R +28 30 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -166 -13 R -0 14 V --31 -14 R +28 33 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -167 9 R -0 15 V --31 -15 R +28 44 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 50 R -0 15 V --31 -15 R +29 41 R +0 4 V +-31 -4 R 62 0 V --62 15 R +-62 4 R 62 0 V -167 149 R -0 17 V --31 -17 R +28 48 R +0 5 V +-31 -5 R 62 0 V --62 17 R +-62 5 R 62 0 V -166 162 R -0 17 V --31 -17 R +28 40 R +0 5 V +-31 -5 R 62 0 V --62 17 R +-62 5 R 62 0 V -166 104 R -0 14 V --31 -14 R +28 45 R +0 5 V +-31 -5 R 62 0 V --62 14 R +-62 5 R 62 0 V -167 62 R -0 8 V --31 -8 R +29 39 R +0 4 V +-31 -4 R 62 0 V --62 8 R +-62 4 R 62 0 V -.2 g 7657 829 M -0 13 V --31 -13 R +28 24 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -166 -23 R -0 13 V --31 -13 R +28 18 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -166 -16 R -0 14 V --31 -14 R +28 21 R +0 4 V +-31 -4 R 62 0 V --62 14 R +-62 4 R 62 0 V -167 -11 R -0 12 V --31 -12 R +28 14 R +0 5 V +-31 -5 R 62 0 V --62 12 R +-62 5 R 62 0 V -166 31 R -0 13 V --31 -13 R +29 1 R +0 5 V +-31 -5 R 62 0 V --62 13 R +-62 5 R 62 0 V -167 144 R -0 15 V --31 -15 R +28 -2 R +0 5 V +-31 -5 R 62 0 V --62 15 R +-62 5 R 62 0 V -166 150 R -0 17 V --31 -17 R +28 -1 R +0 4 V +-31 -4 R 62 0 V --62 17 R +-62 4 R 62 0 V -166 184 R -0 17 V --31 -17 R +28 9 R +0 3 V +-31 -3 R 62 0 V --62 17 R +-62 3 R 62 0 V -167 119 R -0 14 V --31 -14 R +28 -6 R +0 4 V +-31 -4 R 62 0 V --62 14 R +-62 4 R +62 0 V +29 0 R +0 3 V +-31 -3 R +62 0 V +-62 3 R +62 0 V +28 -2 R +0 3 V +-31 -3 R +62 0 V +-62 3 R 62 0 V -166 62 R -0 7 V --31 -7 R +.0323 g 7904 801 M +0 5 V +-31 -5 R 62 0 V --62 7 R +-62 5 R 62 0 V -.4667 g 7804 857 M -0 23 V --31 -23 R +28 -2 R +0 5 V +-31 -5 R 62 0 V --62 23 R +-62 5 R 62 0 V -167 -59 R -0 20 V --31 -20 R +28 -5 R +0 5 V +-31 -5 R 62 0 V --62 20 R +-62 5 R 62 0 V -166 63 R -0 27 V --31 -27 R +29 -18 R +0 5 V +-31 -5 R 62 0 V --62 27 R +-62 5 R 62 0 V -166 -66 R -0 21 V --31 -21 R +28 1 R +0 5 V +-31 -5 R 62 0 V --62 21 R +-62 5 R 62 0 V -167 109 R -0 24 V --31 -24 R +28 -3 R +0 5 V +-31 -5 R 62 0 V --62 24 R +-62 5 R 62 0 V -166 143 R -0 26 V --31 -26 R +28 2 R +0 4 V +-31 -4 R 62 0 V --62 26 R +-62 4 R 62 0 V -167 204 R -0 28 V --31 -28 R +28 -5 R +0 4 V +-31 -4 R 62 0 V --62 28 R +-62 4 R 62 0 V -166 121 R -0 28 V --31 -28 R +29 9 R +0 5 V +-31 -5 R 62 0 V --62 28 R +-62 5 R 62 0 V -166 108 R -0 22 V --31 -22 R +28 14 R +0 5 V +-31 -5 R 62 0 V --62 22 R +-62 5 R 62 0 V -167 49 R -0 14 V --31 -14 R +28 30 R +0 4 V +-31 -4 R 62 0 V --62 14 R +stroke 8527 872 M +-62 4 R +62 0 V +28 38 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 51 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 54 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 50 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 48 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 44 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 46 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 38 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 18 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 22 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 25 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 12 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 3 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 2 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 1 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 4 R +0 3 V +-31 -3 R +62 0 V +-62 3 R +62 0 V +28 -9 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 2 R +0 2 V +-31 -2 R +62 0 V +-62 2 R +62 0 V +28 -1 R +0 2 V +-31 -2 R +56 0 V +-56 2 R +56 0 V +.0968 g 8051 796 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 -2 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -12 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 4 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 -2 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 -4 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 16 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 25 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 37 R +0 4 V +-31 -4 R 62 0 V -1 g 7952 853 M -0 18 V --31 -18 R +-62 4 R +62 0 V +28 50 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 44 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 62 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 52 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 62 R +0 5 V +-31 -5 R 62 0 V --62 18 R +-62 5 R 62 0 V -166 -7 R -0 19 V --31 -19 R +29 49 R +0 4 V +-31 -4 R 62 0 V -stroke 8180 864 M --62 19 R +-62 4 R 62 0 V -166 -20 R -0 20 V --31 -20 R +28 51 R +0 4 V +-31 -4 R 62 0 V --62 20 R +-62 4 R +62 0 V +28 41 R +0 5 V +-31 -5 R 62 0 V -167 76 R -0 21 V --31 -21 R +-62 5 R 62 0 V --62 21 R +28 46 R +0 5 V +-31 -5 R 62 0 V -166 171 R -0 23 V --31 -23 R +-62 5 R 62 0 V --62 23 R +29 31 R +0 4 V +-31 -4 R 62 0 V -167 159 R -0 25 V --31 -25 R +-62 4 R 62 0 V --62 25 R +28 39 R +0 4 V +-31 -4 R 62 0 V -166 186 R -0 28 V --31 -28 R +-62 4 R 62 0 V --62 28 R +28 15 R +0 5 V +stroke 9295 1556 M +-31 -5 R 62 0 V -166 97 R -0 28 V --31 -28 R +-62 5 R 62 0 V --62 28 R +28 18 R +0 4 V +-31 -4 R 62 0 V -167 139 R -0 22 V --31 -22 R +-62 4 R 62 0 V --62 22 R +28 10 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 5 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 8 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 5 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 -7 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +.2258 g 8199 801 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 0 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 -7 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 9 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 16 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 30 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 40 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 49 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 58 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 56 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 60 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 58 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 63 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 47 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 60 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 49 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 47 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 45 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 32 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 29 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 24 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 11 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 8 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 6 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 6 R +0 4 V +-31 -4 R +57 0 V +-57 4 R +57 0 V +.4839 g 8346 793 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 4 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 36 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 39 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 61 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 63 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +stroke 8851 1194 M +28 66 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +29 55 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 60 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 54 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 60 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 52 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 52 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 45 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 44 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 35 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 25 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 21 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 18 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +1 g 8494 841 M +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 54 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 54 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +29 62 R +0 5 V +-31 -5 R +62 0 V +-62 5 R +62 0 V +28 58 R +0 4 V +-31 -4 R +62 0 V +-62 4 R +62 0 V +28 65 R +0 4 V +-31 -4 R +62 0 V +-62 4 R 62 0 V -0 g 7362 805 Pnt -7559 810 Pnt -7756 802 Pnt -7954 807 Pnt -8151 812 Pnt -8349 822 Pnt -8546 936 Pnt -8743 1082 Pnt -8941 1209 Pnt -9138 1272 Pnt -.0667 g 7509 800 Pnt -7707 822 Pnt -7904 812 Pnt -8101 813 Pnt -8299 837 Pnt -8496 902 Pnt -8694 1067 Pnt -8891 1246 Pnt -9088 1365 Pnt -9286 1438 Pnt -.2 g 7657 836 Pnt -7854 826 Pnt -8051 823 Pnt -8249 825 Pnt -8446 869 Pnt -8644 1027 Pnt -8841 1192 Pnt -9038 1393 Pnt -9236 1528 Pnt -9433 1601 Pnt -.4667 g 7804 869 Pnt -8002 831 Pnt -8199 918 Pnt -8396 876 Pnt -8594 1007 Pnt -8791 1175 Pnt -8989 1407 Pnt -9186 1556 Pnt -9383 1688 Pnt -9581 1755 Pnt -1 g 7952 862 Pnt -8149 874 Pnt -8346 873 Pnt -8544 970 Pnt -8741 1163 Pnt -8939 1346 Pnt -9136 1558 Pnt -9333 1683 Pnt +0 g 7756 805 Pnt +7816 796 Pnt +7875 800 Pnt +7934 802 Pnt +7993 801 Pnt +8053 805 Pnt +8112 802 Pnt +8171 797 Pnt +8230 806 Pnt +8289 811 Pnt +8349 810 Pnt +8408 819 Pnt +8467 855 Pnt +8526 892 Pnt +8585 942 Pnt +8645 987 Pnt +8704 1040 Pnt +8763 1085 Pnt +8822 1134 Pnt +8882 1178 Pnt +8941 1207 Pnt +9000 1230 Pnt +9059 1255 Pnt +9118 1274 Pnt +9178 1280 Pnt +9237 1282 Pnt +9296 1286 Pnt +9355 1299 Pnt +9414 1296 Pnt +9474 1299 Pnt +9533 1301 Pnt +.0323 g 7904 803 Pnt +7963 806 Pnt +8022 807 Pnt +8082 794 Pnt +8141 800 Pnt +8200 801 Pnt +8259 808 Pnt +8318 807 Pnt +8378 820 Pnt +8437 840 Pnt +8496 874 Pnt +8555 916 Pnt +8615 971 Pnt +8674 1029 Pnt +8733 1088 Pnt +8792 1142 Pnt +8851 1196 Pnt +8911 1244 Pnt +8970 1295 Pnt +9029 1339 Pnt +9088 1362 Pnt +9147 1388 Pnt +9207 1417 Pnt +9266 1433 Pnt +9325 1441 Pnt +9384 1448 Pnt +9444 1453 Pnt +9503 1461 Pnt +9562 1456 Pnt +9621 1461 Pnt +9680 1462 Pnt +.0968 g 8051 798 Pnt +8111 801 Pnt +8170 793 Pnt +8229 801 Pnt +8288 804 Pnt +8348 806 Pnt +8407 826 Pnt +8466 855 Pnt +8525 897 Pnt +8584 952 Pnt +8644 1000 Pnt +8703 1066 Pnt +8762 1123 Pnt +8821 1184 Pnt +8880 1250 Pnt +8940 1304 Pnt +8999 1359 Pnt +9058 1405 Pnt +9117 1456 Pnt +9177 1491 Pnt +9236 1534 Pnt +9295 1554 Pnt +9354 1576 Pnt +9413 1590 Pnt +9473 1599 Pnt +9532 1611 Pnt +9591 1620 Pnt +9650 1617 Pnt +.2258 g 8199 803 Pnt +8258 809 Pnt +8317 806 Pnt +8377 819 Pnt +8436 839 Pnt +8495 874 Pnt +8554 919 Pnt +8613 973 Pnt +8673 1035 Pnt +8732 1096 Pnt +8791 1160 Pnt +8850 1219 Pnt +8910 1282 Pnt +8969 1349 Pnt +9028 1401 Pnt +9087 1465 Pnt +9146 1520 Pnt +9206 1571 Pnt +9265 1620 Pnt +9324 1656 Pnt +9383 1690 Pnt +9442 1718 Pnt +9502 1733 Pnt +9561 1746 Pnt +9620 1756 Pnt +9679 1767 Pnt +.4839 g 8346 796 Pnt +8406 804 Pnt +8465 844 Pnt +8524 887 Pnt +8583 944 Pnt +8643 1009 Pnt +8702 1065 Pnt +8761 1132 Pnt +8820 1191 Pnt +8879 1262 Pnt +8939 1321 Pnt +8998 1386 Pnt +9057 1445 Pnt +9116 1510 Pnt +9175 1567 Pnt +9235 1625 Pnt +9294 1681 Pnt +9353 1730 Pnt +9412 1778 Pnt +9472 1818 Pnt 9531 1847 Pnt +9590 1874 Pnt +9649 1896 Pnt +1 g 8494 844 Pnt +8553 902 Pnt +8612 961 Pnt +8672 1027 Pnt +8731 1090 Pnt +8790 1159 Pnt LTw % End plot #1 % Begin plot #2 @@ -5626,56 +11917,159 @@ LTw LTb LCb setrgbcolor [] 0 setdash -0 g 7362 805 M -197 5 V -197 -8 V -198 5 V -197 5 V -198 10 V -197 114 V -197 146 V -198 127 V -197 63 V -.0667 g 7509 800 M -198 22 V -197 -10 V -197 1 V -198 24 V -197 65 V -198 165 V -197 179 V -197 119 V -198 73 V -0 g .2 g 7657 836 M -197 -10 V -197 -3 V -198 2 V -197 44 V -198 158 V -197 165 V -197 201 V -198 135 V -197 73 V -0 g .4667 g 7804 869 M -198 -38 V -197 87 V -197 -42 V -198 131 V -197 168 V -198 232 V -197 149 V -197 132 V -198 67 V -0 g 1 g 7952 862 M -197 12 V -197 -1 V -198 97 V -197 193 V -198 183 V -197 212 V -197 125 V -198 164 V -174 50 V +0 g 7756 805 M +60 -9 V +59 4 V +59 2 V +59 -1 V +60 4 V +59 -3 V +59 -5 V +59 9 V +59 5 V +60 -1 V +59 9 V +59 36 V +59 37 V +59 50 V +60 45 V +59 53 V +59 45 V +59 49 V +60 44 V +59 29 V +59 23 V +59 25 V +59 19 V +60 6 V +59 2 V +59 4 V +59 13 V +59 -3 V +60 3 V +59 2 V +.0323 g 9533 1301 M +7904 803 L +59 3 V +59 1 V +60 -13 V +59 6 V +59 1 V +59 7 V +59 -1 V +60 13 V +59 20 V +59 34 V +59 42 V +60 55 V +59 58 V +59 59 V +59 54 V +59 54 V +60 48 V +59 51 V +59 44 V +59 23 V +59 26 V +60 29 V +59 16 V +59 8 V +59 7 V +60 5 V +59 8 V +59 -5 V +59 5 V +59 1 V +.0968 g 9680 1462 M +8051 798 L +60 3 V +59 -8 V +59 8 V +59 3 V +60 2 V +59 20 V +59 29 V +59 42 V +59 55 V +60 48 V +59 66 V +59 57 V +59 61 V +59 66 V +60 54 V +59 55 V +59 46 V +59 51 V +60 35 V +59 43 V +59 20 V +59 22 V +59 14 V +60 9 V +59 12 V +59 9 V +59 -3 V +55 1 V +.2258 g 9705 1318 M +8199 803 L +59 6 V +59 -3 V +60 13 V +59 20 V +59 35 V +59 45 V +59 54 V +60 62 V +59 61 V +59 64 V +59 59 V +60 63 V +59 67 V +59 52 V +59 64 V +59 55 V +60 51 V +59 49 V +59 36 V +59 34 V +59 28 V +60 15 V +59 13 V +59 10 V +59 11 V +26 4 V +.4839 g 9705 1129 M +8346 796 L +60 8 V +59 40 V +59 43 V +59 57 V +60 65 V +59 56 V +59 67 V +59 59 V +59 71 V +60 59 V +59 65 V +59 59 V +59 65 V +59 57 V +60 58 V +59 56 V +59 49 V +59 48 V +60 40 V +59 29 V +59 27 V +59 22 V +56 13 V +1 g 9705 1002 M +8494 844 L +59 58 V +59 59 V +60 66 V +59 63 V +59 69 V stroke LTw % End plot #2 diff --git a/fig_correlation-temp.tex b/fig_correlation-temp.tex index 95893df..6661e20 100644 --- a/fig_correlation-temp.tex +++ b/fig_correlation-temp.tex @@ -8,7 +8,7 @@ {\GNUPLOTspecial{" %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 5.2 patchlevel 2 -%%CreationDate: Thu Feb 22 13:53:46 2018 +%%CreationDate: Thu Apr 26 20:22:42 2018 %%DocumentFonts: %%BoundingBox: 0 0 246 151 %%EndComments @@ -448,7 +448,7 @@ SDict begin [ /Creator (gnuplot 5.2 patchlevel 2) % /Producer (gnuplot) % /Keywords () - /CreationDate (Thu Feb 22 13:53:46 2018) + /CreationDate (Thu Apr 26 20:22:42 2018) /DOCINFO pdfmark end } ifelse diff --git a/fig_correlation.tex b/fig_correlation.tex index 9f00a15..f0239aa 100644 --- a/fig_correlation.tex +++ b/fig_correlation.tex @@ -8,7 +8,7 @@ {\GNUPLOTspecial{" %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 5.2 patchlevel 2 -%%CreationDate: Thu Feb 22 13:53:46 2018 +%%CreationDate: Thu Apr 26 20:22:42 2018 %%DocumentFonts: %%BoundingBox: 0 0 246 455 %%EndComments @@ -448,7 +448,7 @@ SDict begin [ /Creator (gnuplot 5.2 patchlevel 2) % /Producer (gnuplot) % /Keywords () - /CreationDate (Thu Feb 22 13:53:46 2018) + /CreationDate (Thu Apr 26 20:22:42 2018) /DOCINFO pdfmark end } ifelse diff --git a/fig_correlation_collapse-hL.tex b/fig_correlation_collapse-hL.tex index d9b24de..bb0ee8b 100644 --- a/fig_correlation_collapse-hL.tex +++ b/fig_correlation_collapse-hL.tex @@ -8,7 +8,7 @@ {\GNUPLOTspecial{" %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 5.2 patchlevel 2 -%%CreationDate: Thu Feb 22 13:55:41 2018 +%%CreationDate: Thu Apr 26 20:22:42 2018 %%DocumentFonts: %%BoundingBox: 0 0 246 151 %%EndComments @@ -448,7 +448,7 @@ SDict begin [ /Creator (gnuplot 5.2 patchlevel 2) % /Producer (gnuplot) % /Keywords () - /CreationDate (Thu Feb 22 13:55:41 2018) + /CreationDate (Thu Apr 26 20:22:42 2018) /DOCINFO pdfmark end } ifelse diff --git a/fig_metastable.tex b/fig_metastable.tex index ee31660..641ad5d 100644 --- a/fig_metastable.tex +++ b/fig_metastable.tex @@ -8,7 +8,7 @@ {\GNUPLOTspecial{" %!PS-Adobe-2.0 EPSF-2.0 %%Creator: gnuplot 5.2 patchlevel 2 -%%CreationDate: Thu Feb 22 13:53:46 2018 +%%CreationDate: Thu Apr 26 20:22:42 2018 %%DocumentFonts: %%BoundingBox: 0 0 246 151 %%EndComments @@ -448,7 +448,7 @@ SDict begin [ /Creator (gnuplot 5.2 patchlevel 2) % /Producer (gnuplot) % /Keywords () - /CreationDate (Thu Feb 22 13:53:46 2018) + /CreationDate (Thu Apr 26 20:22:42 2018) /DOCINFO pdfmark end } ifelse diff --git a/monte-carlo.bib b/monte-carlo.bib index 789b06d..a624861 100644 --- a/monte-carlo.bib +++ b/monte-carlo.bib @@ -1,219 +1,315 @@ -@article{alexandrowicz1989swendsen, - title={Swendsen-Wang simulation of Ising spins and a precise definition of critical clusters}, - author={Alexandrowicz, Z}, - journal={Physica A: Statistical Mechanics and its Applications}, - volume={160}, - number={3}, - pages={310--320}, - year={1989}, - publisher={Elsevier} -} - -@article{baillie1991comparison, - title={Comparison of cluster algorithms for two-dimensional Potts models}, - author={Baillie, Clive F and Coddington, Paul D}, - journal={Physical Review B}, - volume={43}, - number={13}, - pages={10617}, - year={1991}, - publisher={APS} +@article{jose_renormalization_1977, + title = {Renormalization, vortices, and symmetry-breaking perturbations in the two-dimensional planar model}, + volume = {16}, + url = {https://link.aps.org/doi/10.1103/PhysRevB.16.1217}, + doi = {10.1103/PhysRevB.16.1217}, + abstract = {The classical planar Heisenberg model is studied at low temperatures by means of renormalization theory and a series of exact transformations. A numerical study of the Migdal recursion relation suggests that models with short-range isotropic interactions rapidly become equivalent to a simplified model system proposed by Villain. A series of exact transformations then allows us to treat the Villain model analytically at low temperatures. To lowest order in a parameter which becomes exponentially small with decreasing temperature, we reproduce results obtained previously by Kosterlitz. We also examine the effect of symmetry-breaking crystalline fields on the isotropic planar model. A numerical study of the Migdal recursion scheme suggests that these fields (which must occur in real quasi-two-dimensional crystals) are strongly relevant variables, leading to critical behavior distinct from that found for the planar model. However, a more exact low-temperature treatment of the Villain model shows that hexagonal crystalline fields eventually become irrelevant at temperatures below the Tc of the isotropic model. Isotropic planar critical behavior should be experimentally accessible in this case. Nonuniversal behavior may result if cubic crystalline fields dominate the symmetry breaking. Interesting duality transformations, which aid in the analysis of symmetry-breaking fields are also discussed.}, + number = {3}, + urldate = {2018-04-04}, + journal = {Physical Review B}, + author = {José, Jorge V. and Kadanoff, Leo P. and Kirkpatrick, Scott and Nelson, David R.}, + month = aug, + year = {1977}, + pages = {1217--1241}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/RMHXAR3A/PhysRevB.16.html:text/html;José et al. - 1977 - Renormalization, vortices, and symmetry-breaking p.pdf:/home/pants/.zotero/data/storage/M2V99JHC/José et al. - 1977 - Renormalization, vortices, and symmetry-breaking p.pdf:application/pdf} } -@article{coniglio1980clusters, - title={Clusters and Ising critical droplets: a renormalisation group approach}, - author={Coniglio, A and Klein, W}, - journal={Journal of Physics A: Mathematical and General}, - volume={13}, - number={8}, - pages={2775}, - year={1980}, - publisher={IOP Publishing} +@article{coniglio_exact_1989, + title = {Exact relations between droplets and thermal fluctuations in external field}, + volume = {22}, + issn = {0305-4470}, + url = {http://stacks.iop.org/0305-4470/22/i=17/a=006}, + doi = {10.1088/0305-4470/22/17/006}, + abstract = {The authors extend the definition of droplets in Ising and Potts models to the case of an external field different from zero. They also find exact relations between thermal properties and connectivity properties which show why, in mean field, the mean cluster size does not diverge as the susceptibility when the critical temperature is approached from below.}, + language = {en}, + number = {17}, + urldate = {2018-04-04}, + journal = {Journal of Physics A: Mathematical and General}, + author = {Coniglio, A. and Liberto, F. de and Monroy, G. and Peruggi, F.}, + year = {1989}, + keywords = {cluster-algorithm}, + pages = {L837}, + file = {IOP Full Text PDF:/home/pants/.zotero/data/storage/2MABVQ35/Coniglio et al. - 1989 - Exact relations between droplets and thermal fluct.pdf:application/pdf} } -@article{coniglio1989exact, - title={Exact relations between droplets and thermal fluctuations in external field}, - author={Coniglio, A and de Liberto, F and Monroy, G and Peruggi, F}, - journal={Journal of Physics A: Mathematical and General}, - volume={22}, - number={17}, - pages={L837}, - year={1989}, - publisher={IOP Publishing} +@article{wolff_comparison_1989, + title = {Comparison between cluster {Monte} {Carlo} algorithms in the {Ising} model}, + volume = {228}, + issn = {0370-2693}, + url = {http://www.sciencedirect.com/science/article/pii/0370269389915633}, + doi = {10.1016/0370-2693(89)91563-3}, + abstract = {We report autocorrelation times for the Swendsen-Wang algorithm and for a recently proposed single cluster variant in the 2D and 3D Ising models at criticality. The new algorithm decorrelates faster in all cases and gains about an order of magnitude on a 643 lattice. Critical slowing down is practically negligible and possibly completely absent in three dimensions. Results on static properties of the 3D model are consistent with published data.}, + number = {3}, + urldate = {2018-04-04}, + journal = {Physics Letters B}, + author = {Wolff, Ulli}, + month = sep, + year = {1989}, + pages = {379--382}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/F8LMC2TH/Wolff - 1989 - Comparison between cluster Monte Carlo algorithms .pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/I8GWCEUL/0370269389915633.html:text/html} } -@article{destri1992swendsen, - title={Swendsen-Wang Monte Carlo study of the Ising model with external field}, - author={Destri, C and Di Renzo, F and Onofri, E and Rossi, P and Tecchiolli, GP}, - journal={Physics Letters B}, - volume={278}, - number={3}, - pages={311--316}, - year={1992}, - publisher={Elsevier} +@article{alexandrowicz_swendsen-wang_1989, + title = {Swendsen-{Wang} simulation of {Ising} spins and a precise definition of critical clusters}, + volume = {160}, + issn = {0378-4371}, + url = {http://www.sciencedirect.com/science/article/pii/0378437189904457}, + doi = {10.1016/0378-4371(89)90445-7}, + abstract = {A recent ultrafast simulation of Ising spins (σi = ± 1) utilizes a random + to − flip-over of duly defined decoupled blocks of spins. We show that the random dynamics alone suffices to prove the correspondence of the blocks with “critical clusters” describing thermal (magnetic) fluctuation. (The precise requirement is σiσi = 1, for a pair of spins inside a block, and 〈σiσj〉 = 0, for a σi inside and σj, outside.) The present approach helps to extend the study of critical clusters, and also ultrafast simulation, to the case of nonzero magnetization. Finite critical clusters constitute always a ± symmetric set and are very different (much smaller) than continuous domains of similarly oriented spins.}, + number = {3}, + urldate = {2018-04-04}, + journal = {Physica A: Statistical Mechanics and its Applications}, + author = {Alexandrowicz, Z.}, + month = oct, + year = {1989}, + pages = {310--320}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/TCTPEINC/Alexandrowicz - 1989 - Swendsen-Wang simulation of Ising spins and a prec.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/ZYI82U3R/0378437189904457.html:text/html} } -@article{dotsenko1991cluster, - title={Cluster Monte Carlo algorithms for random Ising models}, - author={Dotsenko, Vl S and Selke, W and Talapov, AL}, - journal={Physica A: Statistical Mechanics and its Applications}, - volume={170}, - number={2}, - pages={278--281}, - year={1991}, - publisher={Elsevier} +@article{wolff_collective_1989, + title = {Collective {Monte} {Carlo} {Updating} for {Spin} {Systems}}, + volume = {62}, + url = {https://link.aps.org/doi/10.1103/PhysRevLett.62.361}, + doi = {10.1103/PhysRevLett.62.361}, + abstract = {A Monte Carlo algorithm is presented that updates large clusters of spins simultaneously in systems at and near criticality. We demonstrate its efficiency in the two-dimensional O(n) σ models for n=1 (Ising) and n=2 (x−y) at their critical temperatures, and for n=3 (Heisenberg) with correlation lengths around 10 and 20. On lattices up to 1282 no sign of critical slowing down is visible with autocorrelation times of 1-2 steps per spin for estimators of long-range quantities.}, + number = {4}, + urldate = {2018-04-04}, + journal = {Physical Review Letters}, + author = {Wolff, Ulli}, + month = jan, + year = {1989}, + keywords = {monte-carlo, n-component, cluster-algorithm}, + pages = {361--364}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/P4IULUXD/PhysRevLett.62.html:text/html;Wolff - 1989 - Collective Monte Carlo Updating for Spin Systems.pdf:/home/pants/.zotero/data/storage/ANYNLLMY/Wolff - 1989 - Collective Monte Carlo Updating for Spin Systems.pdf:application/pdf} } -@article{du2006dynamic, - title={Dynamic critical exponents for Swendsen--Wang and Wolff algorithms obtained by a nonequilibrium relaxation method}, - author={Du, Jianqing and Zheng, Bo and Wang, Jian-Sheng}, - journal={Journal of Statistical Mechanics: Theory and Experiment}, - volume={2006}, - number={05}, - pages={P05004}, - year={2006}, - publisher={IOP Publishing} +@article{destri_swendsen-wang_1992, + title = {Swendsen-{Wang} {Monte} {Carlo} study of the {Ising} model with external field}, + volume = {278}, + issn = {0370-2693}, + url = {http://www.sciencedirect.com/science/article/pii/037026939290199E}, + doi = {10.1016/0370-2693(92)90199-E}, + abstract = {We present a Monte Carlo study of the scaling limit of the two-dimensional Ising model with external field. While no evidence is found for the E8 mass spectrum, we observe a very good agreement of our numerical data with the theoretical predictions for the magnetization and the correlation length.}, + number = {3}, + urldate = {2018-04-04}, + journal = {Physics Letters B}, + author = {Destri, C. and Di Renzo, F. and Onofri, E. and Rossi, P. and Tecchiolli, G. P.}, + month = mar, + year = {1992}, + pages = {311--316}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/UWFALIWT/Destri et al. - 1992 - Swendsen-Wang Monte Carlo study of the Ising model.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/3GWTKW64/037026939290199E.html:text/html} } -@article{geyer1992practical, - title={Practical markov chain monte carlo}, - author={Geyer, Charles J}, - journal={Statistical science}, - pages={473--483}, - year={1992}, - publisher={JSTOR} +@article{lauwers_critical_1989, + title = {The critical 2D {Ising} model in a magnetic field. {A} {Monte} {Carlo} study using a {Swendesen}-{Wang} algorithm}, + volume = {233}, + issn = {0370-2693}, + url = {http://www.sciencedirect.com/science/article/pii/0370269389906412}, + doi = {10.1016/0370-2693(89)90641-2}, + abstract = {We determine numerically the spin-spin correlation function in the scaling limit. These data are useful in order to check regularization procedures à la Dotsenko, based on conformal theory, of perturbation series expansions.}, + number = {1}, + urldate = {2018-04-04}, + journal = {Physics Letters B}, + author = {Lauwers, P. G. and Rittenberg, V.}, + month = dec, + year = {1989}, + pages = {197--200}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/WBG7GBZA/Lauwers and Rittenberg - 1989 - The critical 2D Ising model in a magnetic field. A.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/I73J45VE/0370269389906412.html:text/html} } -@article{hastings1970monte, - title={Monte Carlo sampling methods using Markov chains and their applications}, - author={Hastings, W Keith}, - journal={Biometrika}, - volume={57}, - number={1}, - pages={97--109}, - year={1970}, - publisher={Biometrika Trust} +@article{ray_metastability_1990, + title = {Metastability and nucleation in {Ising} models with {Swendsen}-{Wang} dynamics}, + volume = {167}, + issn = {0378-4371}, + url = {http://www.sciencedirect.com/science/article/pii/037843719090276X}, + doi = {10.1016/0378-4371(90)90276-X}, + abstract = {The cluster numbers of stable phase droplets in the metastable state and nucleation rates for the three-dimensional Ising model with Swendsen-Wang dynamics are measured for T = 0.59 Tc and compared with previous Metropolis results. Both dynamics appear to give the same metastable properties. When the external field is small the results agree with classical nucleation theory. No evidence is found for the existence of a spinodal line.}, + number = {3}, + urldate = {2018-04-04}, + journal = {Physica A: Statistical Mechanics and its Applications}, + author = {Ray, T. S. and Wang, Jian-Sheng}, + month = sep, + year = {1990}, + keywords = {monte-carlo, swendsen-wang, metastable, cluster-algorithm}, + pages = {580--588}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/HD9XTNQ3/Ray and Wang - 1990 - Metastability and nucleation in Ising models with .pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/L7RFGT7S/037843719090276X.html:text/html} } -@article{janke1998nonlocal, - title={Nonlocal Monte Carlo algorithms for statistical physics applications}, - author={Janke, Wolfhard}, - journal={Mathematics and computers in simulation}, - volume={47}, - number={2}, - pages={329--346}, - year={1998}, - publisher={Elsevier} +@article{wolff_critical_1990, + title = {Critical slowing down}, + volume = {17}, + issn = {0920-5632}, + url = {http://www.sciencedirect.com/science/article/pii/092056329090224I}, + doi = {10.1016/0920-5632(90)90224-I}, + abstract = {The problem of critical slowing down in Monte Carlo simulations and some methods to alleviate or overcome it are reviewed: overrelaxation, multigrid and cluster algorithms.}, + urldate = {2018-04-04}, + journal = {Nuclear Physics B - Proceedings Supplements}, + author = {Wolff, Ulli}, + month = sep, + year = {1990}, + pages = {93--102}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/DMY36YUQ/Wolff - 1990 - Critical slowing down.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/Y92EI3HC/092056329090224I.html:text/html} } -@article{jose1977renormalization, - title={Renormalization, vortices, and symmetry-breaking perturbations in the two-dimensional planar model}, - author={Jos{\'e}, Jorge V and Kadanoff, Leo P and Kirkpatrick, Scott and Nelson, David R}, - journal={Physical Review B}, - volume={16}, - number={3}, - pages={1217}, - year={1977}, - publisher={APS} +@article{geyer_practical_1992, + title = {Practical {Markov} {Chain} {Monte} {Carlo}}, + volume = {7}, + issn = {0883-4237}, + url = {http://www.jstor.org/stable/2246094}, + abstract = {Markov chain Monte Carlo using the Metropolis-Hastings algorithm is a general method for the simulation of stochastic processes having probability densities known up to a constant of proportionality. Despite recent advances in its theory, the practice has remained controversial. This article makes the case for basing all inference on one long run of the Markov chain and estimating the Monte Carlo error by standard nonparametric methods well-known in the time-series and operations research literature. In passing it touches on the Kipnis-Varadhan central limit theorem for reversible Markov chains, on some new variance estimators, on judging the relative efficiency of competing Monte Carlo schemes, on methods for constructing more rapidly mixing Markov chains and on diagnostics for Markov chain Monte Carlo.}, + number = {4}, + urldate = {2018-04-04}, + journal = {Statistical Science}, + author = {Geyer, Charles J.}, + year = {1992}, + pages = {473--483}, + file = {Geyer - 1992 - Practical Markov Chain Monte Carlo.pdf:/home/pants/.zotero/data/storage/UAU5QJNP/Geyer - 1992 - Practical Markov Chain Monte Carlo.pdf:application/pdf} } -@article{lauwers1989critical, - title={The critical 2D Ising model in a magnetic field. A Monte Carlo study using a Swendesen-Wang algorithm}, - author={Lauwers, Paul G and Rittenberg, Vladimir}, - journal={Physics Letters B}, - volume={233}, - number={1-2}, - pages={197--200}, - year={1989}, - publisher={Elsevier} +@article{janke_nonlocal_1998, + title = {Nonlocal {Monte} {Carlo} algorithms for statistical physics applications}, + volume = {47}, + issn = {0378-4754}, + url = {http://www.sciencedirect.com/science/article/pii/S0378475498001098}, + doi = {10.1016/S0378-4754(98)00109-8}, + abstract = {After a brief general overview of Monte Carlo computer simulations in statistical physics, special emphasis is placed on applications to phase transitions and critical phenomena. Here, standard simulations employing local update algorithms are severely hampered by the problem of critical slowing down, that is by strong correlations between successively generated data. It is shown that this problem can be greatly reduced by using nonlocal update techniques such as cluster and multigrid algorithms. The general ideas are illustrated for simple lattice spin models and Euclidean path integrals.}, + number = {2}, + urldate = {2018-04-05}, + journal = {Mathematics and Computers in Simulation}, + author = {Janke, Wolfhard}, + month = aug, + year = {1998}, + keywords = {Critical phenomena, Cluster algorithms, Importance sampling, Monte Carlo simulations, Multigrid techniques, Phase transitions}, + pages = {329--346}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/N94BCGSZ/Janke - 1998 - Nonlocal Monte Carlo algorithms for statistical ph.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/U22VXSJZ/S0378475498001098.html:text/html} } -@article{liu2014dynamic, - title={Dynamic scaling at classical phase transitions approached through nonequilibrium quenching}, - author={Liu, Cheng-Wei and Polkovnikov, Anatoli and Sandvik, Anders W}, - journal={Physical Review B}, - volume={89}, - number={5}, - pages={054307}, - year={2014}, - publisher={APS} +@article{coniglio_clusters_1980, + title = {Clusters and {Ising} critical droplets: a renormalisation group approach}, + volume = {13}, + issn = {0305-4470}, + shorttitle = {Clusters and {Ising} critical droplets}, + url = {http://stacks.iop.org/0305-4470/13/i=8/a=025}, + doi = {10.1088/0305-4470/13/8/025}, + abstract = {The Migdal-Kadanoff renormalisation group for two-dimensions is employed to obtain the global phase diagram for the site-bond correlated percolation problem. It is found that the Ising critical point (K=K c, H=O) is a percolation point for a range of bond probability rho B such that 1{\textgreater}or= rho B {\textgreater}or=1-e -2 Kc . In particular, as rho B approaches 1-e -2 Kc , the percolation clusters become less compact and coincide with the Ising critical droplets.}, + language = {en}, + number = {8}, + urldate = {2018-04-05}, + journal = {Journal of Physics A: Mathematical and General}, + author = {Coniglio, A. and Klein, W.}, + year = {1980}, + pages = {2775}, + file = {IOP Full Text PDF:/home/pants/.zotero/data/storage/XH5C8THH/Coniglio and Klein - 1980 - Clusters and Ising critical droplets a renormalis.pdf:application/pdf} } -@article{loos1969symmetric, - title={Symmetric spaces}, - author={Loos, Ottmar}, - year={1969}, - publisher={Benjamin} +@article{du_dynamic_2006, + title = {Dynamic critical exponents for {Swendsen}–{Wang} and {Wolff} algorithms obtained by a nonequilibrium relaxation method}, + volume = {2006}, + issn = {1742-5468}, + url = {http://stacks.iop.org/1742-5468/2006/i=05/a=P05004}, + doi = {10.1088/1742-5468/2006/05/P05004}, + abstract = {Using a nonequilibrium relaxation method, we calculate the dynamic critical exponent z of the two-dimensional Ising model for the Swendsen–Wang and Wolff algorithms. We examine dynamic relaxation processes following a quench from a disordered or an ordered initial state to the critical temperature T c , and measure the exponential relaxation time of the system energy. For the Swendsen–Wang algorithm with an ordered or a disordered initial state, and for the Wolff algorithm with an ordered initial state, the exponential relaxation time fits well to a logarithmic size dependence up to a lattice size L = 8192. For the Wolff algorithm with a disordered initial state, we obtain an effective dynamic exponent z exp = 1.19(2) up to L = 2048. For comparison, we also compute the effective dynamic exponents through the integrated correlation times. In addition, an exact result of the Swendsen–Wang dynamic spectrum of a one-dimensional Ising chain is derived.}, + language = {en}, + number = {05}, + urldate = {2018-04-05}, + journal = {Journal of Statistical Mechanics: Theory and Experiment}, + author = {Du, Jianqing and Zheng, Bo and Wang, Jian-Sheng}, + year = {2006}, + pages = {P05004}, + file = {IOP Full Text PDF:/home/pants/.zotero/data/storage/NXZR9FP6/Du et al. - 2006 - Dynamic critical exponents for Swendsen–Wang and W.pdf:application/pdf} } -@article{metropolis1953equation, - title={Equation of state calculations by fast computing machines}, - author={Metropolis, Nicholas and Rosenbluth, Arianna W and Rosenbluth, Marshall N and Teller, Augusta H and Teller, Edward}, - journal={The journal of chemical physics}, - volume={21}, - number={6}, - pages={1087--1092}, - year={1953}, - publisher={AIP} +@article{liu_dynamic_2014, + title = {Dynamic scaling at classical phase transitions approached through nonequilibrium quenching}, + volume = {89}, + url = {https://link.aps.org/doi/10.1103/PhysRevB.89.054307}, + doi = {10.1103/PhysRevB.89.054307}, + abstract = {We use Monte Carlo simulations to demonstrate generic scaling aspects of classical phase transitions approached through a quench (or annealing) protocol where the temperature changes as a function of time with velocity v. Using a generalized Kibble-Zurek ansatz, we demonstrate dynamic scaling for different types of stochastic dynamics (Metropolis, Swendsen-Wang, and Wolff) on Ising models in two and higher dimensions. We show that there are dual scaling functions governing the dynamic scaling, which together describe the scaling behavior in the entire velocity range v∈[0,∞). These functions have asymptotics corresponding to the adiabatic and diabatic limits, and close to these limits they are perturbative in v and 1/v, respectively. Away from their perturbative domains, both functions cross over into the same universal power-law scaling form governed by the static and dynamic critical exponents (as well as an exponent characterizing the quench protocol). As a by-product of the scaling studies, we obtain high-precision estimates of the dynamic exponent z for the two-dimensional Ising model subject to the three variants of Monte Carlo dynamics: for single-spin Metropolis updates zM=2.1767(5), for Swendsen-Wang multicluster updates zSW=0.297(3), and for Wolff single-cluster updates zW=0.30(2). For Wolff dynamics, we find an interesting behavior with a nonanalytic breakdown of the quasiadiabatic and diabatic scalings, instead of the generic smooth crossover described by a power law. We interpret this disconnect between the two scaling regimes as a dynamic phase transition of the Wolff algorithm, caused by an effective sudden loss of ergodicity at high velocity.}, + number = {5}, + urldate = {2018-04-05}, + journal = {Physical Review B}, + author = {Liu, Cheng-Wei and Polkovnikov, Anatoli and Sandvik, Anders W.}, + month = feb, + year = {2014}, + pages = {054307}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/HUBB74C4/PhysRevB.89.html:text/html;Liu et al. - 2014 - Dynamic scaling at classical phase transitions app.pdf:/home/pants/.zotero/data/storage/C8PPDNT5/Liu et al. - 2014 - Dynamic scaling at classical phase transitions app.pdf:application/pdf} } -@article{ray1990metastability, - title={Metastability and nucleation in Ising models with Swendsen-Wang dynamics}, - author={Ray, TS and Wang, Jian-Sheng}, - journal={Physica A: Statistical Mechanics and its Applications}, - volume={167}, - number={3}, - pages={580--588}, - year={1990}, - publisher={Elsevier} +@article{wang_cluster_1990, + title = {Cluster {Monte} {Carlo} algorithms}, + volume = {167}, + issn = {0378-4371}, + url = {http://www.sciencedirect.com/science/article/pii/037843719090275W}, + doi = {10.1016/0378-4371(90)90275-W}, + abstract = {The Swendsen-Wang and Wolff Monte Carlo algorithms are described in some detail, using the Potts model as an example. Various generalizations are then reviewed and some applications are discussed. Two complete Fortran programs for the algorithms are provided.}, + number = {3}, + urldate = {2018-04-05}, + journal = {Physica A: Statistical Mechanics and its Applications}, + author = {Wang, Jian-Sheng and Swendsen, Robert H.}, + month = sep, + year = {1990}, + pages = {565--579}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/K6Q27XAZ/Wang and Swendsen - 1990 - Cluster Monte Carlo algorithms.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/QTTQLTT3/037843719090275W.html:text/html} } -@article{swendsen1987nonuniversal, - title={Nonuniversal critical dynamics in Monte Carlo simulations}, - author={Swendsen, Robert H and Wang, Jian-Sheng}, - journal={Physical review letters}, - volume={58}, - number={2}, - pages={86}, - year={1987}, - publisher={APS} +@article{swendsen_nonuniversal_1987, + title = {Nonuniversal critical dynamics in {Monte} {Carlo} simulations}, + volume = {58}, + url = {https://link.aps.org/doi/10.1103/PhysRevLett.58.86}, + doi = {10.1103/PhysRevLett.58.86}, + abstract = {A new approach to Monte Carlo simulations is presented, giving a highly efficient method of simulation for large systems near criticality. The algorithm violates dynamic universality at second-order phase transitions, producing unusually small values of the dynamical critical exponent.}, + number = {2}, + urldate = {2018-04-05}, + journal = {Physical Review Letters}, + author = {Swendsen, Robert H. and Wang, Jian-Sheng}, + month = jan, + year = {1987}, + pages = {86--88}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/V6CTHN82/PhysRevLett.58.html:text/html;Swendsen and Wang - 1987 - Nonuniversal critical dynamics in Monte Carlo simu.pdf:/home/pants/.zotero/data/storage/9H7NG55Z/Swendsen and Wang - 1987 - Nonuniversal critical dynamics in Monte Carlo simu.pdf:application/pdf} } -@article{wang1989clusters, - title={Clusters in the three-dimensional Ising model with a magnetic field}, - author={Wang, Jian-Sheng}, - journal={Physica A: Statistical Mechanics and its Applications}, - volume={161}, - number={2}, - pages={249--268}, - year={1989}, - publisher={Elsevier} +@article{baillie_comparison_1991, + title = {Comparison of cluster algorithms for two-dimensional {Potts} models}, + volume = {43}, + url = {https://link.aps.org/doi/10.1103/PhysRevB.43.10617}, + doi = {10.1103/PhysRevB.43.10617}, + abstract = {We have measured the dynamical critical exponent z for the Swendsen-Wang and the Wolff cluster update algorithms, as well as a number of variants of these algorithms, for the q=2 and q=3 Potts models in two dimensions. We find that although the autocorrelation times differ considerably between algorithms, the critical exponents are the same. For q=2, we find that although the data are better fitted by a logarithmic increase in the autocorrelation time with lattice size, they are also consistent with a power law with exponent z≊0.25, especially if there are non-negligible corrections to scaling.}, + number = {13}, + urldate = {2018-04-05}, + journal = {Physical Review B}, + author = {Baillie, Clive F. and Coddington, Paul D.}, + month = may, + year = {1991}, + pages = {10617--10621}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/UGDFYRN9/PhysRevB.43.html:text/html;Baillie and Coddington - 1991 - Comparison of cluster algorithms for two-dimension.pdf:/home/pants/.zotero/data/storage/QHJS4V7S/Baillie and Coddington - 1991 - Comparison of cluster algorithms for two-dimension.pdf:application/pdf} } -@article{wang1990cluster, - title={Cluster monte carlo algorithms}, - author={Wang, Jian-Sheng and Swendsen, Robert H}, - journal={Physica A: Statistical Mechanics and its Applications}, - volume={167}, - number={3}, - pages={565--579}, - year={1990}, - publisher={Elsevier} +@article{wang_clusters_1989, + title = {Clusters in the three-dimensional {Ising} model with a magnetic field}, + volume = {161}, + issn = {0378-4371}, + url = {http://www.sciencedirect.com/science/article/pii/0378437189904688}, + doi = {10.1016/0378-4371(89)90468-8}, + abstract = {We study the clusters generated in the Swendsen-Wang algorithm in a magnetic field. It is shown that the number of clusters is related to that of Coniglio and Klein by simple factors. With this definition of clusters, infinite size appears whenever the system has a nonzero magnetization. Scaling behavior of the number of clusters near the critical point is confirmed. The number of clusters away from the critical point for large cluster size s is consistent with ln n ≌ {\textbar}h{\textbar}s − Γ s2 3 on the low temperature side of the Coniglio-Klein cluster percolation transition line, and is consistent with ln n≌−({\textbar}h{\textbar} + c)s on the high temperature side. We also argue that this transition line is given by h = ±h̃(T)×(T-Tc)1 near Tc.}, + number = {2}, + urldate = {2018-04-05}, + journal = {Physica A: Statistical Mechanics and its Applications}, + author = {Wang, Jian-Sheng}, + month = nov, + year = {1989}, + keywords = {ising}, + pages = {249--268}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/FQJTTTTH/Wang - 1989 - Clusters in the three-dimensional Ising model with.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/HRKDAKDL/0378437189904688.html:text/html} } -@article{wolff1989collective, - title={Collective Monte Carlo updating for spin systems}, - author={Wolff, Ulli}, - journal={Physical Review Letters}, - volume={62}, - number={4}, - pages={361}, - year={1989}, - publisher={APS} +@article{loos_symmetric_1969, + title = {Symmetric spaces}, + author = {Loos, Ottmar}, + year = {1969}, + file = {Loos - 1969 - Symmetric spaces I.pdf:/home/pants/.zotero/data/storage/GX35WTRQ/Loos - 1969 - Symmetric spaces I.pdf:application/pdf;Loos - 1969 - Symmetric spaces II.pdf:/home/pants/.zotero/data/storage/AJFD39RN/Loos - 1969 - Symmetric spaces II.pdf:application/pdf} } - @article{dimitrovic_finite-size_1991, title = {Finite-size effects, goldstone bosons and critical exponents in the d = 3 {Heisenberg} model}, volume = {350}, @@ -237,6 +333,7 @@ issn = {0370-1573}, url = {http://www.sciencedirect.com/science/article/pii/0370157379900607}, doi = {10.1016/0370-1573(79)90060-7}, + abstract = {For beginners: This review tries to explain percolation through the cluster properties; it can also be used as an introduction to critical phenomena at other phase transitions for readers not familiar with scaling theory. In percolation each site of a periodic lattice is randomly occupied with probability p or empty with probability 1−p. An s-cluster is a group of s occupied sites connected by nearest-neighbor distances; the number of empty nearest neighbors of cluster sites is the perimeter t. For p above pc also one infinite cluster percolates through the lattice. How do the properties of s-clusters depend on s, and how do they feel the influence of the phase transition at p = pc? The answers to these questions are given by various methods (in particular computer simulations) and are interpreted by the so-called scaling theory of phase transitions. The results presented here suggest a qualitative difference of cluster structures above and below pc: Above p c some cluster properties suggest the existence of a cluster surface varying as s23 in three dimensions, but below pc these “surface” contributions are proportional to s. We suggest therefore that very large clusters above pc (but not at and below pc) behave like large clusters of Swiss cheese: Inspite of many internal holes the overall cluster shape is roughly spherical, similar to raindrops. For experts: Scaling theory suggests for large clusters near the percolation threshold pc that the average cluster numbers n s vary as s−τƒ(z), with z ≡ (p − pc)sσ. Analogously the average cluster perimeter is ts = s · (1 − p)/p + sσ · ψ1(z), the average cluster radius Rs varies as sσv · R1(z), and the density profile Ds(r), which depends also on the distance r from the cluster center, varies as s−1δ· D̃1(rs−σv, z). These assumptions relate the seven critical exponents α,β,γ,δ,v,σ,τ in d dimensions through the well-known five scaling laws 2 − α = γ + 2β = βδ + β = dv = β + 1σ = (τ − 1)/σ, leaving only two exponents as independent variables to be fitted by “experiment” and not predicted by scaling theory. For the lattice “animals”, i.e. the number gst of geometrically different cluster configurations, a modified scaling assumption is derived: gstsst1/(s + t)s + 1 ∝ s−τ−12 · ƒ(z), with z ∝ (ac − t/s)sσ and ac = (1 − pc)/pc. All these expressions are variants of the general scaling idea for second-order phase transitions that a function g(x,y) of two critical variables takes the homogeneous form xcG(x/yb) near the critical point, with two free exponents b and c and a scaling function G of a single variable. These assumptions, which may be regarded as generalizations of the Fisher droplet model, are tested “experimentally” by Monte Carlo simulation, series expansion, renormalization group technique, and exact inequalities. In particular, detailed Monte Carlo evidence of Hoshen et al. and Leath and Reich is presented for the scaling of cluster numbers in two and three dimensions. If the cluster size s goes to infinity at fixed concentration p, not necessarily close to pc, three additional exponents ξ, θ, ϱ are defined by: cluster numbers ∝ s−θ exp(−const · sξ) and cluster radii ∝ sϱ. These exponents are different on both sides of the phase transition; for example ξ(p {\textless} pc) = 1 and ξ(p {\textgreater} pc) = 1 − 1/d was found from inequalities, series and Monte Carlo data. The behavior of θ and of ϱ(p {\textless} pc) remains to be explained by scaling theory. This article does not cover experimental applications, correlation functions and “classical” (mean field, Bethe lattice, effective medium) theories. For the reader to whom this abstract is too short and the whole article is too long we recommend sections 1 and 3.}, number = {1}, urldate = {2018-04-20}, journal = {Physics Reports}, @@ -247,24 +344,102 @@ file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/KTNA6MWQ/Stauffer - 1979 - Scaling theory of percolation clusters.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/FYC4TRJZ/0370157379900607.html:text/html} } -@article{wolff1989comparison, - title={Comparison between cluster Monte Carlo algorithms in the Ising model}, - author={Wolff, Ulli}, - journal={Physics Letters B}, - volume={228}, - number={3}, - pages={379--382}, - year={1989}, - publisher={Elsevier} +@article{bruce_coupled_1975, + title = {Coupled order parameters, symmetry-breaking irrelevant scaling fields, and tetracritical points}, + volume = {11}, + url = {https://link.aps.org/doi/10.1103/PhysRevB.11.478}, + doi = {10.1103/PhysRevB.11.478}, + abstract = {The phase diagrams of systems described by a Hamiltonian containing an anisotropic quadratic term of the form 12gΣα=1ncα∫→xS2α(→x), and a cubic anisotropic term νΣα=1n∫→xS4α(→x), are studied using mean-field theory, scaling theory, and expansions in ε(=4−d) and 1n. Here, Sα(→x) (a=1, …, n) is a local n-component ordering variable. Systems to which the analysis is applicable include perovskite crystals, stressed along the [100] direction (n=3), anisotropic antiferromagnets in a uniform field, uniaxially anisotropic ferromagnets, ferroelectric ferromagnets and crystalline 4He(n=2). When g=0 and T=Tc these systems undergo a phase transition that may be associated (for small n) with the Heisenberg fixed point (ν∗=0) or (otherwise) with the cubic fixed point (ν∗{\textgreater}0) of the renormalization group. Although ν is an "irrelevant variable" in the former case, it is found to have important effects. For ν{\textless}0, the point g=0, T=Tc represents a bicritical point in the g−T plane, at which a first-order "spin-flop" line (separating two distinct ordered phases) meets two critical lines. For ν{\textgreater}0, the "flop" line splits into two critical lines, associated with transitions between each of the ordered phases and a new intermediate phase; the point T=Tc, g=0 is then tetracritical. The shape of the boundary of the intermediate phase is given by T=T2(g, ν) with [Tc−T2(g, ν)]∼(gν)1ψ2, where ψ2=φg−φν (if the tetracritical point is Heisenberg-like) or ψ2=φCg (if it is cubic). Here, φg, φν, and φCg are appropriate crossover exponents associated with the two symmetry-breaking perturbations. The phase diagram of [111] -stressed perovskites is also discussed and the experimental situation briefly reviewed.}, + number = {1}, + urldate = {2018-04-24}, + journal = {Physical Review B}, + author = {Bruce, Alastair D. and Aharony, Amnon}, + month = jan, + year = {1975}, + pages = {478--499}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/9MKKQASE/PhysRevB.11.html:text/html;Bruce and Aharony - 1975 - Coupled order parameters, symmetry-breaking irrele.pdf:/home/pants/.zotero/data/storage/IMSQ5NFW/Bruce and Aharony - 1975 - Coupled order parameters, symmetry-breaking irrele.pdf:application/pdf} +} + +@article{manuel_carmona_$n$-component_2000, + title = {\${N}\$-component {Ginzburg}-{Landau} {Hamiltonian} with cubic anisotropy: {A} six-loop study}, + volume = {61}, + shorttitle = {\${N}\$-component {Ginzburg}-{Landau} {Hamiltonian} with cubic anisotropy}, + url = {https://link.aps.org/doi/10.1103/PhysRevB.61.15136}, + doi = {10.1103/PhysRevB.61.15136}, + abstract = {We consider the Ginzburg-Landau Hamiltonian with a cubic-symmetric quartic interaction and compute the renormalization-group functions to six-loop order in d=3. We analyze the stability of the fixed points using a Borel transformation and a conformal mapping that takes into account the singularities of the Borel transform. We find that the cubic fixed point is stable for N{\textgreater}Nc, Nc=2.89(4). Therefore, the critical properties of cubic ferromagnets are not described by the Heisenberg isotropic Hamiltonian, but instead by the cubic model at the cubic fixed point. For N=3, the critical exponents at the cubic and symmetric fixed points differ very little (less than the precision of our results, which is ≲1\% in the case of γ and ν). Moreover, the irrelevant interaction bringing from the symmetric to the cubic fixed point gives rise to slowly decaying scaling corrections with exponent ω2=0.010(4). For N=2, the isotropic fixed point is stable and the cubic interaction induces scaling corrections with exponent ω2=0.103(8). These conclusions are confirmed by a similar analysis of the five-loop ε expansion. A constrained analysis, which takes into account that Nc=2 in two dimensions, gives Nc=2.87(5).}, + number = {22}, + urldate = {2018-04-24}, + journal = {Physical Review B}, + author = {Manuel Carmona, José and Pelissetto, Andrea and Vicari, Ettore}, + month = jun, + year = {2000}, + pages = {15136--15151}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/FMBHR6TG/PhysRevB.61.html:text/html;Full Text PDF:/home/pants/.zotero/data/storage/EZGKPAUL/Manuel Carmona et al. - 2000 - \$N\$-component Ginzburg-Landau Hamiltonian with cub.pdf:application/pdf} +} + +@article{evertz_stochastic_1991, + title = {Stochastic cluster algorithms for discrete gaussian ({SOS}) models}, + volume = {254}, + issn = {0370-2693}, + url = {http://www.sciencedirect.com/science/article/pii/037026939190418P}, + doi = {10.1016/0370-2693(91)90418-P}, + abstract = {We present new Monte Carlo cluster algorithms which eliminate critical slowing down in the simulation of solid-on-solid models. In this letter we focus on the two-dimensional discrete gaussian model. The algorithms are based on reflecting the integer valued spin variables with respect to appropriately chosen reflection planes. The proper choice of the reflection plane turns out to be crucial in order to obtain a small dynamical exponent z. Actually, the successful versions of our algorithm are a mixture of two different procedures for choosing the reflection plane, one of them ergodic but slow, the other one non-ergodic and also slow when combined with a Metropolis algorithm.}, + number = {1}, + urldate = {2018-04-25}, + journal = {Physics Letters B}, + author = {Evertz, Hans Gerd and Hasenbusch, Martin and Marcu, Mihail and Pinn, Klaus and Solomon, Sorin}, + month = jan, + year = {1991}, + pages = {185--191}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/I8XRWWAF/Evertz et al. - 1991 - Stochastic cluster algorithms for discrete gaussia.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/2HIT7KGW/037026939190418P.html:text/html} +} + +@article{blankschtein_fluctuation-induced_1982, + title = {Fluctuation-induced first-order transitions and symmetry-breaking fields: {The} \$n=3\$-component cubic model}, + volume = {25}, + shorttitle = {Fluctuation-induced first-order transitions and symmetry-breaking fields}, + url = {https://link.aps.org/doi/10.1103/PhysRevB.25.6939}, + doi = {10.1103/PhysRevB.25.6939}, + abstract = {The effects of an off-diagonal quadratic symmetry-breaking field, g, on a three-component (n=3) cubic model with no accessible fixed points are studied. It is shown that this perturbation induces a crossover from first-order to continuous transition. Depending upon the initial values of the parameters characterizing the model, two types of (g,T) phase diagrams are possible, both of which are rather complex, exhibiting tricritical, critical, and critical end points. The (g,T) phase diagrams are studied using large-g expansion, mean-field theory, and renormalization-group analysis. A universal amplitude ratio associated with the critical end points is calculated to leading (zeroth) order in ε=4−d. The phase diagrams are predicted to be realizable in certain n=3 cubic crystals undergoing structural phase transitions, such as BaTiO3, RbCaF3, and KMnF3.}, + number = {11}, + urldate = {2018-04-25}, + journal = {Physical Review B}, + author = {Blankschtein, Daniel and Mukamel, David}, + month = jun, + year = {1982}, + pages = {6939--6951}, + file = {APS Snapshot:/home/pants/.zotero/data/storage/KE9V2NH2/PhysRevB.25.html:text/html;Blankschtein and Mukamel - 1982 - Fluctuation-induced first-order transitions and sy.pdf:/home/pants/.zotero/data/storage/UXSNRJXE/Blankschtein and Mukamel - 1982 - Fluctuation-induced first-order transitions and sy.pdf:application/pdf} } -@article{wolff1990critical, - title={Critical slowing down}, - author={Wolff, Ulli}, - journal={Nuclear Physics B-Proceedings Supplements}, - volume={17}, - pages={93--102}, - year={1990}, - publisher={Elsevier} +@article{caracciolo_wolff-type_1993, + title = {Wolff-type embedding algorithms for general nonlinear σ-models}, + volume = {403}, + issn = {0550-3213}, + url = {http://www.sciencedirect.com/science/article/pii/055032139390044P}, + doi = {10.1016/0550-3213(93)90044-P}, + abstract = {We study a class of Monte Carlo algorithms for the nonlinear σ-model, based on A Wolff-type embedding of Ising spins into the target manifold M. We argue heuristically that, at least for an asymptotically free model, such an algorithm can have a dynamic critical exponent z « 2 only if the embedding is based on an (involutive) isometry of M whose fixed-point manifold has codimension 1. Such an isometry exist only if the manifold is a discrete quotient of a product of spheres. Numerical simulations of the idealized codimension-2 algorithm for the two-dimensional O(4)-symmetric σ-model yield zint,M2 = 1.5±0.5 (sujective 68\% confidence interval), in agreement with our heuristic argument.}, + number = {1}, + urldate = {2018-04-25}, + journal = {Nuclear Physics B}, + author = {Caracciolo, Sergio and Edwards, Robert G. and Pelissetto, Andrea and Sokal, Alan D.}, + month = aug, + year = {1993}, + pages = {475--541}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/WSZ7RUI5/Caracciolo et al. - 1993 - Wolff-type embedding algorithms for general nonlin.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/MEJNDW2B/055032139390044P.html:text/html} } +@article{caracciolo_generalized_1991, + title = {Generalized {Wolff}-type embedding algorithms for nonlinear σ-models}, + volume = {20}, + issn = {0920-5632}, + url = {http://www.sciencedirect.com/science/article/pii/092056329190883G}, + doi = {10.1016/0920-5632(91)90883-G}, + abstract = {We study a class of Monte Carlo algorithms for the nonlinear σ-model, based on a Wolff-type embedding of Ising spins into the target manifold M. We argue heuristically that such an algorithm can have dynamic critical exponent z ⪡ 2 only if the embedding is based on an involutive isometry of M whose fixed-point manifold has codimension 1. Such an isometry exists only if the manifold is a product of spheres and discrete quotients of spheres. Numerical simulations of the codimension-2 algorithm for the two-dimensional O(4)-symmetric σ-model yield z = 1.5 ± 0.3, in agreement with our heuristic argument.}, + urldate = {2018-04-25}, + journal = {Nuclear Physics B - Proceedings Supplements}, + author = {Caracciolo, Sergio and Edwards, Robert G. and Pelissetto, Andrea and Sokal, Alan D.}, + month = may, + year = {1991}, + pages = {72--75}, + file = {ScienceDirect Full Text PDF:/home/pants/.zotero/data/storage/CADBLAPP/Caracciolo et al. - 1991 - Generalized Wolff-type embedding algorithms for no.pdf:application/pdf;ScienceDirect Snapshot:/home/pants/.zotero/data/storage/XW9KUK53/092056329190883G.html:text/html} +}
\ No newline at end of file diff --git a/monte-carlo.pdf b/monte-carlo.pdf Binary files differindex c8a15de..a8dcab7 100644 --- a/monte-carlo.pdf +++ b/monte-carlo.pdf diff --git a/monte-carlo.tex b/monte-carlo.tex index 96e5f91..222c5e8 100644 --- a/monte-carlo.tex +++ b/monte-carlo.tex @@ -115,23 +115,23 @@ of doing this, approximating thermodynamic quantities by sampling the distribution of systems states. For a particular system, a Monte Carlo algorithm is better the faster it arrives at a statistically independent sample. This is typically a problem at critical points, where critical slowing -down \cite{wolff1990critical} results in power-law divergences of any dynamics. Celebrated cluster +down \cite{wolff_critical_1990} results in power-law divergences of any dynamics. Celebrated cluster algorithms largely addressed this for many spin systems in the absence of -external fields by using nonlocal updates \cite{janke1998nonlocal} whose clusters undergo a percolation -transition at the critical point of the system \cite{coniglio1980clusters} and that in relatively small -dynamic exponents \cite{wolff1989comparison,du2006dynamic,liu2014dynamic,wang1990cluster}, -including the Ising, $n$-component \cite{wolff1989collective}, and Potts -\cite{swendsen1987nonuniversal,baillie1991comparison} models. These +external fields by using nonlocal updates \cite{janke_nonlocal_1998} whose clusters undergo a percolation +transition at the critical point of the system \cite{coniglio_clusters_1980} and that in relatively small +dynamic exponents \cite{wolff_comparison_1989,du_dynamic_2006,liu_dynamic_2014,wang_cluster_1990}, +including the Ising, $\mathrm O(n)$ \cite{wolff_collective_1989}, and Potts +\cite{swendsen_nonuniversal_1987,baillie_comparison_1991} models. These algorithms rely on the natural symmetry of the systems in question under global rotations, so the general application of external fields is not trivial. Some success has been made in extending these algorithms to systems in certain external fields based on applying the ghost site representation -\cite{coniglio1989exact} of certain +\cite{coniglio_exact_1989} of certain spin systems that returns global rotation invariance to spin Hamiltonians at the cost of an extra degree of freedom, but these results only allow the application of a narrow category of fields -\cite{alexandrowicz1989swendsen,destri1992swendsen,lauwers1989critical,wang1989clusters}. +\cite{alexandrowicz_swendsen-wang_1989,destri_swendsen-wang_1992,lauwers_critical_1989,wang_clusters_1989}. We show that the scaling of correlation time near the critical point of several models suggests that this approach is a natural one, e.g., that it extends the celebrated scaling of dynamics in @@ -147,10 +147,10 @@ set of states accessible by a spin, and $R$ is the \emph{symmetry group} of $X$. The set $X$ must admit a measure $\mu$ that is invariant under the action of $R$, e.g., for any $A\subseteq X$ and $r\in R$, $\mu(r\cdot A)=\mu(A)$. This trait is shared by the counting measure on any discrete set, or by any group acting by isometries -on a Riemannian manifold, such as $O(n)$ on $S^{n-1}$ in the $n$-component -model. Finally, the subset of elements in $R$ of order two must act +on a Riemannian manifold, such as $\mathrm O(n)$ on $S^{n-1}$ in the $\mathrm O(n)$ +model \cite{caracciolo_wolff-type_1993}. Finally, the subset of elements in $R$ of order two must act transitively on $X$. This property, while apparently obscure, is shared by any -symmetric space \cite{loos1969symmetric} or by any transitive, finitely generated isometry group. In fact, all the examples listed here have spins spaces with natural +symmetric space \cite{loos_symmetric_1969} or by any transitive, finitely generated isometry group. In fact, all the examples listed here have spins spaces with natural metrics whose symmetry group is the set of isometries of the spin spaces. We put one spin at each site of the lattice described by $G$, so that the state of the entire spin system is described by elements $\vec s\in X\times\cdots\times @@ -176,7 +176,7 @@ well for these cases, but we will drop the additional index notation for clarity \hline\hline Ising & $\{-1,1\}$ & $\Z/2\Z$ & $0\cdot s\mapsto s$, $1\cdot s\mapsto -s$ & $st$ & $Hs$ \\ - $n$-component & $S^{n-1}$ & $\mathrm O(n)$ & $M\cdot s\mapsto Ms$ & $s^{\mathrm T}t$ & $H^{\mathrm T}s$\\ + $\mathrm O(n)$ & $S^{n-1}$ & $\mathrm O(n)$ & $M\cdot s\mapsto Ms$ & $s^{\mathrm T}t$ & $H^{\mathrm T}s$\\ Potts & $\mathbb Z/q\mathbb Z$ & $D_n$ & $r_m\cdot s=m+s$, $s_m\cdot s=-m-s$ & $\delta(s,t)$ & $\sum_mH_m\delta(m,s)$\\ Clock & $\mathbb Z/q\mathbb Z$ & $D_n$ & $r_m\cdot s=m+s$, $s_m\cdot @@ -189,7 +189,7 @@ well for these cases, but we will drop the additional index notation for clarity their external fields are also given. Other fields are possible, of course: for instance, some are interested in modulated fields $H\cos(2\pi k\theta(s))$ for integer $k$ and $\theta(s)$ giving the angle of $s$ to some axis applied - to $n$-component models \cite{jose1977renormalization}.} + to $\mathrm O(n)$ models \cite{jose_renormalization_1977}.} \label{table:models} \end{table*} @@ -222,7 +222,7 @@ $\vec s'$ in the ensemble). While any several related cluster algorithms can be described for this system, we will focus on the Wolff algorithm in particular -\cite{wolff1989collective}. We will first describe a generalized version of the celebrated Wolff algorithm +\cite{wolff_collective_1989}. We will first describe a generalized version of the celebrated Wolff algorithm in the standard case where $B(s)=0$. After reflecting on the technical requirements of that algorithm, we will introduce a transformation to our system and Hamiltonian that allows the same algorithm to be applied with @@ -401,11 +401,11 @@ elements, performing the algorithm on the Ising model in a field is very accurately described by simply adding an extra spin coupled to all others and running the ordinary algorithm. The ghost spin version of the algorithm has been applied by several researchers previously -\cite{wang1989clusters,ray1990metastability,destri1992swendsen,lauwers1989critical} +\cite{wang_clusters_1989,ray_metastability_1990,destri_swendsen-wang_1992,lauwers_critical_1989} -\subsection{The $n$-component Model} +\subsection{The $\mathrm O(n)$ Model} -In the $n$-component model, spins are described by vectors on the $(n-1)$-sphere, +In the $\mathrm O(n)$ model, spins are described by vectors on the $(n-1)$-sphere, so that $X=S^{n-1}$. The symmetry group of this model is $O(n)$, $n\times n$ orthogonal matrices. The symmetry group acts on the spins by matrix multiplication. The elements of $O(n)$ that are order two are reflections @@ -460,7 +460,8 @@ changes so big that the whole system is always flipped, it is better to select random reflections about integers close to the average state of the system. Continuous roughening models---where the spin states are described by real numbers and the symmetry group is $\mathrm E(1)$, the Euclidean group for -one-dimensional space---are equally well described. +one-dimensional space---are equally well described. A variant of the algorithm has been +applied without a field before \cite{evertz_stochastic_1991}. %\begin{figure} @@ -494,8 +495,8 @@ If a given dynamics for a system at zero field results in scaling like $t^{-z\nu}$, one should expect its natural extension in the presence of a field to scale like $h^{-z\nu/\beta\delta}$. We measured the autocorrelation time for the 2D square-lattice model at a variety of system sizes, -temperatures, and fields using methods here -\cite{geyer1992practical}. The resulting scaling behavior, plotted in +temperatures, and fields $B(s)=hs/\beta$ using methods here +\cite{geyer_practical_1992}. The resulting scaling behavior, plotted in Fig.~\ref{fig:correlation_time-collapse}, is indeed consistent with the zero-field scaling behavior. @@ -554,7 +555,10 @@ should go as $(hL^{\beta\delta})^{2/\delta}$ for large argument. We further conjecture that this scaling behavior should hold for other models whose critical points correspond with the percolation transition of Wolff clusters. This behavior is supported by our numeric work along the critical isotherm for various Ising, Potts, and -$\mathrm O(n)$ models, shown in Fig.~\ref{fig:cluster_scaling}. As can be +$\mathrm O(n)$ models, shown in Fig.~\ref{fig:cluster_scaling}. Fields for the +Potts and $\mathrm O(n)$ models take the form +$B(s)=(h/\beta)\sum_m\cos(2\pi(s-m)/q)$ and $B(s)=(h/\beta)[1,0,\ldots,0]s$ +respectively. As can be seen, the average cluster size collapses for each model according to the scaling hypothesis, and the large-field behavior likewise scales as we expect from the na\"ive Ising conjecture. @@ -587,7 +591,8 @@ prior methods. Instead of simply applying a spin-like field, this method allows for the application of \emph{arbitrary functions} of the spins. For instance, theoretical predictions for the effect of symmetry-breaking perturbations on spin models can be tested numerically -\cite{jose1977renormalization}. +\cite{jose_renormalization_1977} +\cite{blankschtein_fluctuation-induced_1982,bruce_coupled_1975,manuel_carmona_$n$-component_2000}. \begin{acknowledgments} \end{acknowledgments} |