The best known packings of equal circles in a square (up to N = 10000)


Last update: 22-Aug-2022

Overview    Download    Results    History of updates    References

Overview

1-12   13-24   25-36   37-48   49-60   61-72   73-84   85-96   97-108   109-120   121-132   133-144   145-156   157-168   169-180   181-192   193-204   205-216   217-228   229-240   241-252   253-264   265-276   277-288   289-300   301-312   313-324   325-336   337-348   349-360   361-372   373-384   385-396   397-408   409-420   421-432   433-444   445-456   457-468   469-480   481-492   493-504   505-516   517-528   529-540   541-552   553-564   565-576   577-588   589-600   601-612   613-624   625-636   637-648   649-660   661-672   673-684   685-696   697-708   709-720   721-732   733-744   745-756   757-768   769-780   781-792   793-804   805-816   817-828   829-840   841-852   853-864   865-876   877-888   889-900   901-912   913-924   925-936   937-948   949-960   961-972   973-984   985-996   997-1008  

Download

You may download ASCII files which contain all the values of radius, distance etc. by using the links given in the table header below.
All coordinates of all packings are packed as ASCII files here.
All packings are stored as nice PDF files here.
All contact graphs of all packings are stored as nice PDF files here.
For industrial applications, for instance if a machine has to do an important job at every circle center,
it is useful to know a tour visiting each of the circle centers once which is of minimal length.
This problem is known as the "Traveling Salesman Problem" (TSP). Thus (very near) optimal tours are provided for every packing.
All optimal TSP tours of all packings are stored as nice PDF files here.

Results

The table below summarizes the current status of the search.
Please use the links in the following table to view a picture for a certain configuration.
Furthermore, note that for certain values of N several distinct optimal configurations exist; however, only one is shown here.
Proven optimal packings are indicated by a radius in bold face type.

Legend:
N
the number of circles; colors correspond to active researchers in the past, see "References" at the bottom of the page
radius
of the circles in the square
distance
packing of circles in a square is equivalent to distributing points in a square; the latter are then the circle centers. "distance" is here the greatest distance of these points. For a more detailed explanation, please see here.
ratio
= 1/radius; an orange field means that David W. Cantrell's conjectured upper bound is violated
density
ratio of total area occupied by the circles to container area, also known as packing fraction ϕ (for an infinite hexagonal packing you get the well-known value ρ = Pi/(2*sqrt(3))=0.90689968211)
contacts
number of contacts between circles and container and mutually between the circles
loose
number of circles that have still degrees of freedom for a movement inside the container (so called "rattlers")
boundary
number of circles that are near to the container boundary (rattlers too if any)
core
number of circles that are at the container core
symmetry group
of the packing (Schönfliess notation); if field is empty then the packing has symmetry element C1
reference
for the best known packing so far, see at bottom of the page
records
the sequence of N 's that establish density records

N radius distance ratio density contacts loose boundary core symmetry group reference
1 0.500000000000 2.0000000000 0.785398163397 4 1 D4
2 0.292893218813 1.414213562373 3.4142135624 0.539012084453 5 2 D2
3 0.254333095030 1.035276180410 3.9318516526 0.609644808741 7 3 D1
4 0.250000000000 1.000000000000 4.0000000000 0.785398163397 12 4 D4
5 0.207106781187 0.707106781187 4.8284271247 0.673765105566 12 4 1 D4
6 0.187680601147 0.600925212577 5.3282011774 0.663956909464 13 5 1 D1 [3]
7 0.174457630187 0.535898384862 5.7320508076 0.669310826841 14 1 6 1 D1 [13]
8 0.170540688701 0.517638090205 5.8637033052 0.730963825254 20 4 4 D4 [1]
9 0.166666666667 0.500000000000 6.0000000000 0.785398163397 24 8 1 D4 [2]
10 0.148204322565 0.421279543984 6.7474415232 0.690035785264 21 8 2 [9]
11 0.142399237696 0.398207310237 7.0225095034 0.700741577756 20 2 8 3 D1 [9]
12 0.139958844038 0.388730126323 7.1449575543 0.738468223884 25 8 4 C2 [9]
13 0.133993513499 0.366096007696 7.4630478289 0.733264694904 25 1 9 4 [9]
14 0.129331793710 0.348915260374 7.7320508076 0.735679255543 32 1 10 4 D1 [6]
15 0.127166547515 0.341081377402 7.8637033052 0.762056010927 36 8 7 D1 [10]
16 0.125000000000 0.333333333333 8.0000000000 0.785398163397 40 12 4 D4 [5]
17 0.117196742783 0.306153985300 8.5326603475 0.733550263302 34 1 11 6 D1 [10]
18 0.115521432464 0.300462606289 8.6564023547 0.754653357876 38 10 8 D2 [10]
19 0.112265437571 0.289541991995 8.9074609393 0.752307896742 37 2 11 8 [10]
20 0.111382347512 0.286611652352 8.9780833528 0.779493686868 44 11 9 D1 [10]
21 0.106860212352 0.271812255359 9.3580199589 0.753357702890 39 2 11 10 [13]
22 0.105665296757 0.267958401551 9.4638450910 0.771680112098 43 1 13 9 [13]
23 0.102802323380 0.258819045103 9.7274066103 0.763631032126 56 8 15 D2 [13]
24 0.101381800432 0.254333095030 9.8637033052 0.774963259758 56 12 12 D1 [13]
25 0.100000000000 0.250000000000 10.0000000000 0.785398163397 60 16 9 D4 [7]
26 0.096362339010 0.238734757241 10.3774982039 0.758469090484 56 2 13 13 [13]
27 0.095420001748 0.235849528301 10.4799830401 0.772311456467 55 13 14 D1 [13]
28 0.093672833833 0.230535493643 10.6754536943 0.771854111404 57 1 14 14 [17]
29 0.092463144040 0.226882900744 10.8151200176 0.778906241780 65 1 14 15 [18]
30 0.091671057986 0.224502964531 10.9085683308 0.792019026461 65 14 16 C2 [18]
31 0.089338333351 0.217547291619 11.1934033520 0.777297478729 55 4 16 15 D1 [11]
32 0.087858157088 0.213174562590 11.3819824265 0.776004124475 63 3 15 17 [14]
33 0.087230014136 0.211328384143 11.4639440325 0.788852303934 65 1 17 16 [11]
34 0.085270344351 0.205604646760 11.7274066103 0.776649064332 80 12 22 [11]
35 0.084290712122 0.202763600863 11.8637033052 0.781227212999 80 16 19 D1 [11]
36 0.083333333333 0.200000000000 12.0000000000 0.785398163397 84 20 16 D4 [8]
37 0.082089766429 0.196429184630 12.1817863968 0.783302723724 77 16 21 D1 [14]
38 0.081709776125 0.195342304127 12.2384376438 0.797042556835 77 16 22 D1 [11]
39 0.081367527047 0.194365063162 12.2899151086 0.811179027292 80 16 23 D2 [4]
40 0.079186752517 0.188175522018 12.6283749265 0.787979518878 85 2 17 23 [11]
41 0.078450210117 0.186099511848 12.7469384532 0.792723899305 100 1 18 23 [11]
42 0.077801502898 0.184277072117 12.8532221455 0.798684278653 90 17 25 D1 [4]
43 0.076339810580 0.180191135457 13.0993251412 0.787264166427 85 1 16 27 [11]
44 0.075781986018 0.178639245671 13.1957481263 0.793842807842 82 4 20 24 [11]
45 0.074727343687 0.175716314176 13.3819824265 0.789444268495 94 3 19 26 [11]
46 0.074272199909 0.174459360872 13.4639878881 0.797187131992 91 1 21 25 [11]
47 0.073113151271 0.171270563823 13.6774298826 0.789293882076 92 3 19 28 [22]
48 0.072432291280 0.169405429370 13.8059970535 0.791144033841 111 2 18 30 [14]
49 0.071692681704 0.167386076868 13.9484250866 0.791216989527 120 1 19 30 [11]
50 0.071377103865 0.166526577344 14.0100949164 0.800272183998 100 1 19 31 D1 [14]
51 0.071043138116 0.165618374313 14.0759547864 0.808656948185 99 3 19 32 [11]
52 0.070957693073 0.165386237970 14.0929046126 0.822530842068 105 19 33 D1 [4]
53 0.069947252562 0.162648077425 14.2964871867 0.814642500051 108 4 20 33 [19]
54 0.068645540105 0.159139516307 14.5675887825 0.799407623084 115 2 21 33 [11]
55 0.068055360559 0.157555747530 14.6939196529 0.800271297245 113 2 21 34 [11]
56 0.067532596322 0.156156500462 14.8076640683 0.802351729503 119 20 36 C2 [11]
57 0.067004873106 0.154747406944 14.9242876472 0.803965673846 113 3 22 35 [22]
58 0.066232983746 0.152692531391 15.0982175865 0.799330724318 125 2 20 38 [22]
59 0.065807496904 0.151562950614 15.1958370558 0.802698827038 121 4 24 35 [19]
60 0.065030412648 0.149505654049 15.3774204911 0.797139156419 129 3 21 39 [11]
61 0.064666268906 0.148544126695 15.4640126439 0.801374124593 121 1 25 36 [11]
62 0.064252183294 0.147452679810 15.5636734618 0.804113477817 128 2 21 41 [22]
63 0.064011528205 0.146819313688 15.6221860037 0.810973780650 145 1 21 42 [22]
64 0.063458986813 0.145367754452 15.7582093604 0.809685038563 129 2 23 41 [22]
65 0.063203957072 0.144699014781 15.8217941776 0.815740018110 137 2 23 42 D1 [22]
66 0.062862256903 0.143804230808 15.9077966536 0.819358090829 141 2 22 44 [19]
67 0.062587429542 0.143085575883 15.9776493030 0.824515655814 153 1 19 48 [28]
68 0.062520077998 0.142909593912 15.9948616832 0.835021788302 158 2 21 47 [19]
69 0.061383571686 0.139948181881 16.2910038067 0.816776573752 137 1 23 46 [22]
70 0.060596693631 0.137906776651 16.5025505531 0.807506020669 135 5 23 47 [22]
71 0.060096531352 0.136612997248 16.6398954733 0.805576954556 143 3 24 47 [22]
72 0.059801002127 0.135849927909 16.7221277978 0.808908302138 180 1 23 49 [22]
73 0.059366050583 0.134728725877 16.8446442062 0.808256206863 151 3 24 49 [19]
74 0.059082376337 0.133998672690 16.9255209760 0.811516775123 153 3 26 48 [22]
75 0.058494535281 0.132488813742 17.0956140636 0.806198017942 148 2 22 53 [24]
76 0.058198524936 0.131730037632 17.1825660719 0.808699956656 191 1 24 52 [22]
77 0.057852577916 0.130844544210 17.2853144323 0.809628951523 174 24 53 [19]
78 0.057702476735 0.130460772895 17.3302786394 0.815893333310 183 1 24 54 [20]
79 0.057508497795 0.129965202741 17.3887345060 0.820806922796 177 2 24 55 [24]
80 0.057370684147 0.129613385494 17.4305050545 0.827217888560 193 24 56 C2 [22]
81 0.056869921112 0.128336855974 17.5839878172 0.823000583646 198 3 26 55 [22]
82 0.056512271650 0.127426911812 17.6952716782 0.822714696667 203 4 26 56 [22]
83 0.056129373022 0.126454353161 17.8159837918 0.821501474386 209 2 24 59 [22]
84 0.055856665888 0.125762702259 17.9029661741 0.823339926925 189 2 23 61 [24]
85 0.055680181768 0.125315548584 17.9597114852 0.827885139567 203 2 23 62 [19]
86 0.055572999412 0.125044156495 17.9943499646 0.834403272415 210 1 24 62 [24]
87 0.054695259721 0.122826583176 18.2831200566 0.817651999581 175 26 61 [21]
88 0.054406636913 0.122099298194 18.3801105295 0.818344762893 187 5 27 61 [20]
89 0.053947040858 0.120943129628 18.5366979187 0.813720269423 182 5 29 60 [22]
90 0.053749948307 0.120448049480 18.6046690556 0.816861606108 230 1 26 64 [22]
91 0.053496719884 0.119812602207 18.6927348473 0.818173810486 183 2 24 67 [24]
92 0.053317085176 0.119362266625 18.7557139836 0.821619044662 190 28 64 C2 [28]
93 0.052926433388 0.118384170617 18.8941505403 0.818423476521 194 1 27 66 [24]
94 0.052795362727 0.118056384766 18.9410574784 0.823131614712 224 2 26 68 [22]
95 0.052420366496 0.117119642119 19.0765549126 0.820112788103 222 4 26 69 [20]
96 0.052275425470 0.116757999100 19.1294473648 0.824168967917 224 4 28 68 D1 [22]
97 0.052114795502 0.116357483969 19.1884087880 0.827644213165 234 2 27 70 [22]
98 0.052032987703 0.116153614607 19.2185773707 0.833553492453 204 2 27 71 [20]
99 0.051978606450 0.116018134843 19.2386843032 0.840299937025 199 27 72 D1 [4]
100 0.051401071774 0.114581352162 19.4548472528 0.830030826636 216 7 28 72 [20]
101 0.051078356337 0.113780115213 19.5777638848 0.827837458205 211 6 30 71 [24]
102 0.050774421024 0.113026558149 19.6949562365 0.826114042028 252 4 29 73 [22]
103 0.050534497608 0.112432427714 19.7884622849 0.826348041985 257 3 29 74 D1 [22]
104 0.050348792812 0.111972995972 19.8614493846 0.828249793523 207 4 27 77 [24]
105 0.050242948365 0.111711307655 19.9032905618 0.832701612019 232 1 27 78 [24]
106 0.050015200426 0.111148644295 19.9939216775 0.833028317738 239 2 25 81 [33]
107 0.049506166856 0.109893106662 20.1995036882 0.823857790658 219 9 30 77 [24]
108 0.049243520787 0.109246395910 20.3072401002 0.822757444974 221 5 29 79 [24]
109 0.049060056454 0.108795100449 20.3831807844 0.824199710946 238 3 30 79 [24]
110 0.048779469321 0.108105606913 20.5004280270 0.822274269044 285 1 30 80 [22]
111 0.048643936345 0.107772865508 20.5575468423 0.825145003927 226 3 27 84 [24]
112 0.048445405903 0.107285822215 20.6417921651 0.825796605619 261 1 29 83 [31]
113 0.048257588494 0.106825454649 20.7221295389 0.826722100561 287 1 29 84 [20]
114 0.048167755522 0.106605396386 20.7607763566 0.830935940404 280 1 29 85 [22]
115 0.047914247537 0.105984865206 20.8706188955 0.829424877813 282 5 30 85 [20]
116 0.047775960994 0.105646663762 20.9310284753 0.831814956319 249 4 30 86 [20]
117 0.047643526600 0.105322968504 20.9892103158 0.834340904499 262 2 30 87 [20]
118 0.047572362680 0.105149108402 21.0206082620 0.838960130139 245 2 31 87 [20]
119 0.047544646218 0.105081409294 21.0328623629 0.845084379636 284 2 30 89 [24]
120 0.047529921591 0.105045446890 21.0393782806 0.851658165016 241 30 90 C2 [4]
121 0.046891999625 0.103489674838 21.3255994198 0.835858472004 273 4 32 89 [24]
122 0.046626691142 0.102843926254 21.4469432746 0.833256858758 282 5 28 94 [24]
123 0.046348795249 0.102168350406 21.5755338327 0.830102810047 264 6 33 90 [24]
124 0.046099752157 0.101563619707 21.6920905907 0.827882569490 258 7 30 94 [24]
125 0.045978336543 0.101269036797 21.7493731871 0.830168776967 311 3 31 94 [24]
126 0.045828714873 0.100906235980 21.8203805798 0.831372731264 253 3 30 96 [24]
127 0.045663869682 0.100506798017 21.8991514948 0.831953432091 276 2 30 97 [24]
128 0.045473271987 0.100045320075 21.9909400909 0.831519142297 328 33 95 D1 [31]
129 0.045200351062 0.099385193386 22.1237219737 0.827986391238 272 4 34 95 [25,24]
130 0.045043162020 0.099005352288 22.2009280689 0.828611517477 277 7 34 96 [24]
131 0.044887232368 0.098628813692 22.2780498429 0.829214381767 338 2 32 99 [22]
132 0.044746370935 0.098288883554 22.3481810727 0.830308417788 347 1 32 100 [22]
133 0.044609641580 0.097959126177 22.4166786502 0.831493735197 282 5 32 101 [25]
134 0.044564244207 0.097849682728 22.4395144086 0.836041357900 307 3 32 102 [25,24]
135 0.044431198144 0.097529062489 22.5067079387 0.837258741625 268 8 34 101 [25,24]
136 0.044353302578 0.097341433239 22.5462353845 0.840505786196 274 2 32 104 [25,24]
137 0.044293023546 0.097196281458 22.5769188903 0.844386136710 308 32 105 C2 [22]
138 0.044032136193 0.096568507757 22.7106855687 0.840559517817 327 6 33 105 [25]
139 0.043945742388 0.096360776496 22.7553329552 0.843331425575 323 5 34 105 [24]
140 0.043804839098 0.096022147650 22.8285280942 0.843960434882 355 5 33 107 [24]
141 0.043658469169 0.095670602431 22.9050633024 0.844317892156 321 4 33 108 [24]
142 0.043576632733 0.095474149348 22.9480787590 0.847121206057 341 2 33 109 [22]
143 0.043530511915 0.095363464703 22.9723923750 0.851282016761 297 33 110 D1 [4]
144 0.043003784109 0.094100963233 23.2537675630 0.836615122641 332 7 36 108 [24]
145 0.042871356703 0.093784008793 23.3255972498 0.837244550889 324 4 36 109 [24]
146 0.042651286119 0.093257693362 23.4459518342 0.834385967362 332 5 34 112 [25,24]
147 0.042446991405 0.092769560263 23.5587957335 0.832072242029 335 7 33 114 [25,24]
148 0.042330220755 0.092490749171 23.6237841938 0.833129772939 366 2 34 114 [25,24]
149 0.042251862707 0.092303734882 23.6675956023 0.835656625753 328 3 33 116 [25,24]
150 0.042145465901 0.092049903982 23.7273447715 0.837033519761 330 33 117 [25,24]
151 0.041977097109 0.091648467455 23.8225143916 0.835894800906 361 7 34 117 [25,24]
152 0.041779803129 0.091178440876 23.9350098640 0.833539603496 376 2 34 118 [25,24]
153 0.041658665151 0.090890046312 24.0046097583 0.834165076223 341 7 31 122 [33]
154 0.041551929851 0.090636066670 24.0662708950 0.835320215261 381 1 34 120 [25,24]
155 0.041438039286 0.090365191264 24.1324159448 0.836141860614 366 3 35 120 [25,24]
156 0.041299368525 0.090035560649 24.2134452830 0.835913412296 369 7 36 120 [25,24]
157 0.041220349237 0.089847815108 24.2598623862 0.838055651428 325 8 34 123 [33]
158 0.041159693497 0.089703744231 24.2956133787 0.840913304580 315 6 36 122 [24]
159 0.041114183404 0.089595672643 24.3225066680 0.844365217382 402 5 36 123 [22]
160 0.041044595831 0.089430466355 24.3637433810 0.846801897164 373 3 35 125 [24]
161 0.041010347769 0.089349177197 24.3840897336 0.850673008400 323 35 126 D1 [23]
162 0.040799112620 0.088848070075 24.5103370092 0.847161716876 371 6 37 125 [25,24]
163 0.040681204445 0.088568560309 24.5813764278 0.847471461336 363 5 39 124 [31]
164 0.040525052369 0.088198611433 24.6760939600 0.846137397216 400 3 38 126 [24]
165 0.040377544085 0.087849371948 24.7662413021 0.845110732099 418 4 36 129 [22]
166 0.040237727637 0.087518550467 24.8522980480 0.844354561623 358 4 34 132 C2 [25,24]
167 0.040148441368 0.087307394342 24.9075671664 0.845675450809 381 1 36 131 [25]
168 0.040102400734 0.087198543324 24.9361629650 0.848789306364 342 1 35 133 [25,24]
169 0.039805392979 0.086496869742 25.1222240292 0.841240957492 421 5 32 137 [24]
170 0.039599730392 0.086011527373 25.2526971800 0.837496985112 339 11 40 130 [33]
171 0.039485746085 0.085742722944 25.3255946550 0.837580735557 362 6 37 134 [33]
172 0.039363165909 0.085453795693 25.4044606654 0.837256178312 287 19 36 136 [33]
173 0.039251533454 0.085190806490 25.4767116595 0.837354256177 370 6 36 137 D1 [25,24]
174 0.039179543023 0.085021275487 25.5235238302 0.839107984106 441 6 37 137 [24]
175 0.039061099168 0.084742466079 25.6009180821 0.838835576675 405 6 36 139 [25,24]
176 0.038990813447 0.084577085629 25.6470668754 0.840595637982 409 2 35 141 [25,24]
177 0.038859553271 0.084268368882 25.7336977864 0.839689546072 391 3 36 141 [24]
178 0.038730562461 0.083965160725 25.8194029848 0.838836815905 449 5 38 140 [24]
179 0.038682568339 0.083852388147 25.8514375582 0.841460059278 380 1 38 141 [24]
180 0.038620111853 0.083705668246 25.8932445306 0.843430753378 447 37 143 [22]
181 0.038498170228 0.083419323055 25.9752604884 0.842769140129 493 1 37 144 [33]
182 0.038417680974 0.083230399845 26.0296815074 0.843885553461 445 7 38 144 [25,24]
183 0.038354807406 0.083082869747 26.0723509681 0.845747212522 447 7 40 143 D1 [31]
184 0.038281672786 0.082911313088 26.1221604810 0.847128921923 473 4 38 146 [25,24]
185 0.038245248837 0.082825891322 26.1470386625 0.850112854134 406 3 38 147 [24]
186 0.038233890381 0.082799256126 26.1548063784 0.854200454647 382 2 38 148 C2 [25,24]
187 0.038201064545 0.082722288017 26.1772809717 0.857318924081 399 3 38 149 [24]
188 0.038188623136 0.082693118985 26.1858092252 0.861342195310 378 38 150 D2 [4]
189 0.037866552704 0.081938567583 26.4085301829 0.851379553528 447 7 42 147 [22]
190 0.037695999979 0.081539419899 26.5280135973 0.848191685066 421 6 42 148 D1 [22]
191 0.037544127565 0.081184237898 26.6353239468 0.845799206937 417 6 42 149 [22]
192 0.037444335367 0.080950982185 26.7063092506 0.845713676813 461 4 39 153 [24]
193 0.037324052159 0.080669964222 26.7923749477 0.844665502050 433 8 38 155 [24]
194 0.037262710676 0.080526708212 26.8364802737 0.846253526627 522 2 39 155 [33]
195 0.037213368627 0.080411503065 26.8720633711 0.848364435455 514 1 39 156 [22]
196 0.037047372945 0.080024112145 26.9924672250 0.845124668567 382 5 33 163 [25]
197 0.036871672759 0.079614375951 27.1210912113 0.841398590723 464 4 37 160 [24]
198 0.036771687172 0.079381346419 27.1948359433 0.841089432530 506 6 41 157 [24]
199 0.036667425045 0.079138456967 27.2721632016 0.840550430363 425 6 42 157 [24]
200 0.036612798904 0.079011243334 27.3128531535 0.842259132850 477 8 42 158 [25,24]
201 0.036569597637 0.078910657243 27.3451190228 0.844474021716 516 4 40 161 [24]
202 0.036484958827 0.078713645915 27.4085549812 0.844751483496 511 2 41 161 [25,24]
203 0.036376075461 0.078460307020 27.4905961492 0.843873977687 481 2 40 163 [31,24]
204 0.036332744313 0.078359521547 27.5233819774 0.846011848146 439 4 40 164 [24]
205 0.036274927524 0.078225072736 27.5672501162 0.847455378916 430 6 39 166 [33]
206 0.036166601952 0.077973259589 27.6498190604 0.846510804804 488 5 41 165 [24]
207 0.036130676674 0.077889773816 27.6773116934 0.848931031337 388 3 36 171 [33]
208 0.036087769962 0.077790081024 27.7102187539 0.851007326690 541 40 168 C2 [31]
209 0.035950107428 0.077470349639 27.8163285608 0.848587331251 541 7 42 167 [25,24]
210 0.035886972622 0.077323777841 27.8652649398 0.849655384810 522 6 42 168 [33]
211 0.035848467614 0.077234405388 27.8951951523 0.851870384034 514 6 43 168 [24]
212 0.035786659661 0.077090976391 27.9433735778 0.852958811001 505 4 42 170 [25,24]
213 0.035756041520 0.077019939339 27.9673016776 0.855516405336 512 3 42 171 [24]
214 0.035738881275 0.076980130004 27.9807303508 0.858708088283 520 2 42 172 [24]
215 0.035714978308 0.076924683415 27.9994570171 0.861567114767 419 5 37 178 [33]
216 0.035714425579 0.076923401343 27.9998903465 0.865547612428 275 59 41 175 [33]
217 0.035477482915 0.076374086530 28.1868925819 0.858055156782 591 2 42 175 [25]
218 0.035215887578 0.075768268830 28.3962742039 0.849344040504 515 7 46 172 [33]
219 0.035083486243 0.075461905966 28.5034387140 0.846836313369 487 10 45 174 [33]
220 0.034989964326 0.075245611152 28.5796233081 0.846173758556 489 11 43 177 [33]
221 0.034906486796 0.075052620183 28.6479703857 0.845968959826 493 7 43 178 [33]
222 0.034856968841 0.074938172790 28.6886678114 0.847387558971 580 4 42 180
223 0.034788749085 0.074780541134 28.7449254803 0.847876037600 557 9 44 179 [33]
224 0.034733061830 0.074651901909 28.7910120016 0.848953747793 553 4 42 182 [33]
225 0.034634791476 0.074424969554 28.8727016212 0.847925205427 572 5 40 185 [33]
226 0.034509845369 0.074136574159 28.9772379246 0.845559821649 498 4 43 183 [33]
227 0.034431481836 0.073955777705 29.0431879976 0.845448499666 567 8 43 184 [33]
228 0.034348379320 0.073764114189 29.1134551265 0.845078825982 545 4 42 186 [24]
229 0.034314247442 0.073685413937 29.1424138527 0.847099279519 491 29 43 186 [33]
230 0.034262839200 0.073566900140 29.1861393670 0.848251047894 479 4 42 188 [33]
231 0.034189747427 0.073398443332 29.2485342904 0.848308146396 603 8 44 187 [24]
232 0.034092906035 0.073175331470 29.3316151745 0.847160895178 535 6 44 188 [33]
233 0.034046705680 0.073068923635 29.3714172936 0.848508088464 599 5 43 190 [33]
234 0.034014418544 0.072994573002 29.3992972044 0.850534300895 497 5 42 192 [24]
235 0.033999152061 0.072959421021 29.4124982354 0.853402492020 610 1 43 192 [33]
236 0.033917735259 0.072771992897 29.4831005775 0.852934276777 593 4 44 192 [15]
237 0.033900239881 0.072731725655 29.4983163397 0.855664986818 430 2 39 198 [33]
238 0.033865664989 0.072652157213 29.5284324200 0.857523529619 601 43 195 [24]
239 0.033760033962 0.072409137829 29.6208232824 0.855763035582 529 7 46 193 [24]
240 0.033708305252 0.072290168647 29.6662793494 0.856712198230 598 8 47 193 [33]
241 0.033677882002 0.072220211528 29.6930786781 0.858729647666 617 5 46 195
242 0.033610115015 0.072064416696 29.7529478720 0.858826103237 585 6 40 202 [24]
243 0.033488851095 0.071785746542 29.8606839983 0.856163370046 556 13 45 198 [24]
244 0.033430853621 0.071652516847 29.9124877676 0.856711567723 542 9 43 201 [33]
245 0.033397151532 0.071575112844 29.9426733752 0.858489151075 632 5 42 203 [24]
246 0.033369947187 0.071512640444 29.9670836875 0.860589451364 452 14 41 205 [33]
247 0.033355868700 0.071480313289 29.9797318726 0.863358834202 682 43 204 [15]
248 0.033130721202 0.070963592394 30.1834660918 0.855191416550 592 10 45 203 [24]
249 0.032970267168 0.070595649164 30.3303578010 0.850343022676 580 10 43 206 [33]
250 0.032879800210 0.070388307388 30.4138101087 0.849079237540 632 10 49 201 [33]
251 0.032799128200 0.070203482441 30.4886152431 0.848297515098 629 6 43 208 [33]
252 0.032728301742 0.070041266920 30.5545948544 0.848002933352 577 11 47 205 [33]
253 0.032688906646 0.069951060677 30.5914177806 0.849319672483 660 5 45 208 [25]
254 0.032648666515 0.069858935186 30.6291223116 0.850578664863 684 3 45 209 [33]
255 0.032585607475 0.069714600141 30.6883951992 0.850631961035 554 3 44 211 [33]
256 0.032547055183 0.069626377465 30.7247458911 0.851948295823 540 9 45 211 [33]
257 0.032448112481 0.069400024569 30.8184336018 0.850084061680 499 12 47 210 [33]
258 0.032371637883 0.069225137963 30.8912389176 0.849373927917 667 2 45 213 [24]
259 0.032300362335 0.069062192343 30.9594050255 0.848915425297 521 21 47 212 [33]
260 0.032282782667 0.069022010460 30.9762640450 0.851265720952 529 28 46 214 [33]
261 0.032236732256 0.068916767260 31.0205138678 0.852103608405 701 2 45 216 [33]
262 0.032193997556 0.068819120293 31.0616908714 0.853102034179 672 3 46 216 [24]
263 0.032117966570 0.068645436831 31.1352213977 0.852318086932 640 7 48 215 [33]
264 0.032053007180 0.068497089781 31.1983207811 0.852101561601 695 6 46 218 [33]
265 0.032033301947 0.068452097297 31.2175123768 0.854277880500 670 7 46 219 [33]
266 0.031996938875 0.068369080318 31.2529896659 0.855555864650 631 8 48 218 [33]
267 0.031987707699 0.068348007574 31.2620088132 0.858276796802 489 4 44 223 [33]
268 0.031958812290 0.068282051087 31.2902742106 0.859935600249 524 4 44 224 [33]
269 0.031933820433 0.068225011392 31.3147624193 0.861794881749 512 4 49 220 [33]
270 0.031917030449 0.068186694508 31.3312355796 0.864089231165 626 1 46 224 [31]
271 0.031808929241 0.067940059577 31.4377133673 0.861424587595 701 9 48 223 [33]
272 0.031692676456 0.067674953738 31.5530309151 0.858295055841 630 13 50 222 [33]
273 0.031640534564 0.067556090779 31.6050286059 0.858618307408 655 12 49 224 [33]
274 0.031571421328 0.067398580628 31.6742154117 0.858002796945 740 7 50 224 [31]
275 0.031518203205 0.067277327360 31.7276969596 0.858233512395 523 7 45 230 [33]
276 0.031411766166 0.067034901643 31.8352045127 0.855546593534 669 8 45 231 [26]
277 0.031371952835 0.066944249335 31.8756057444 0.856471169982 566 6 45 232 [33]
278 0.031351282721 0.066897190934 31.8966215481 0.858430811968 302 106 47 231 [33]
279 0.031318428037 0.066822401201 31.9300827875 0.859713975798 746 3 45 234 [24]
280 0.031270603954 0.066713554170 31.9789154527 0.860162376179 747 1 46 234 [24]
281 0.031074447262 0.066267336213 32.1807815781 0.852438423656 561 1 48 233 [24]
282 0.031010282927 0.066121455968 32.2473678281 0.851942802547 664 14 54 228 [33]
283 0.030932031758 0.065943602745 32.3289465052 0.850654498489 647 15 47 236 [33]
284 0.030891206806 0.065850837277 32.3716715336 0.851408462683 733 5 49 235 [33]
285 0.030825286710 0.065701082852 32.4408985846 0.850763760314 634 6 49 236 [33]
286 0.030813197608 0.065673623919 32.4536262910 0.853079378868 568 6 46 240 [33]
287 0.030766801735 0.065568254439 32.5025658698 0.853486144596 433 58 48 239 [31]
288 0.030701217079 0.065419340932 32.5719986093 0.852812476334 645 5 47 241 [33]
289 0.030667569315 0.065342958019 32.6077358700 0.853898845815 758 4 48 241 [25]
290 0.030656351559 0.065317495317 32.6196676756 0.856226778348 493 42 49 241 [33]
291 0.030568677884 0.065118530536 32.7132237709 0.854272001805 771 7 49 242 [33]
292 0.030514433105 0.064995465796 32.7713772876 0.854168076756 734 7 49 243 [33]
293 0.030484322113 0.064927165479 32.8037473260 0.855402621666 594 7 50 243 [33]
294 0.030462566339 0.064877822629 32.8271751263 0.857097402681 722 12 51 243 [31]
295 0.030443975955 0.064835662616 32.8472207932 0.858963340706 767 2 48 247 [24]
296 0.030358258838 0.064641313106 32.9399655407 0.857028575689 756 14 50 246 [33]
297 0.030312058828 0.064536591577 32.9901708648 0.857308623550 740 14 51 246 [33]
298 0.030280337791 0.064464701453 33.0247306654 0.858395768292 720 9 53 245 [25]
299 0.030249270165 0.064394301581 33.0586488383 0.859509858739 776 6 50 249 [33]
300 0.030219555704 0.064326976722 33.0911549388 0.860691030924 738 5 50 250 [25]
301 0.030204920385 0.064293820211 33.1071887379 0.862723760003 544 47 51 250 [33]
302 0.030198092777 0.064278352882 33.1146740751 0.865198675187 722 2 49 253 [33]
303 0.030187228866 0.064253742598 33.1265915282 0.867439103592 745 3 49 254 [31]
304 0.030181934822 0.064241750283 33.1324020780 0.869996709656 609 49 255 D1 [31]
305 0.029970950442 0.063764038564 33.3656419050 0.860697899634 737 12 52 253 [33]
306 0.029909873741 0.063625828475 33.4337753699 0.860003975139 768 8 52 254 [33]
307 0.029825674867 0.063435354235 33.5281600319 0.857963489054 752 11 51 256 [33]
308 0.029778189994 0.063327964293 33.5816246791 0.858019547758 697 13 52 256 [33]
309 0.029714980223 0.063185045182 33.6530595846 0.857154763912 819 7 50 259 [33]
310 0.029667538377 0.063077803039 33.7068747428 0.857185058277 734 11 51 259 [33]
311 0.029617500097 0.062964715105 33.7638219541 0.857051775241 754 7 48 263 [33]
312 0.029585380812 0.062892137287 33.8004775519 0.857943709210 835 2 50 262 [33]
313 0.029568610968 0.062854247521 33.8196474999 0.859718073678 542 30 48 265 [33]
314 0.029530644576 0.062768476279 33.8631280948 0.860251371932 728 4 50 264 [33]
315 0.029431366308 0.062544258586 33.9773556394 0.857198247718 815 3 46 269 [33]
316 0.029354360881 0.062370408735 34.0664885893 0.855425541845 826 7 48 268 [33]
317 0.029291802383 0.062229216596 34.1392443840 0.854478866461 762 8 49 268 [33]
318 0.029230101481 0.062089996775 34.2113078413 0.853567044432 690 17 56 262 [33]
319 0.029201597956 0.062025694712 34.2447013176 0.854582097204 704 15 54 265 [33]
320 0.029157699142 0.061926677125 34.2962589445 0.854685531208 702 9 51 269 [33]
321 0.029150995276 0.061911557598 34.3041460688 0.856962226282 637 34 51 270 [33]
322 0.029100438285 0.061797548036 34.3637436044 0.856652732239 864 3 51 271 [33]
323 0.029032681230 0.061644789506 34.4439423999 0.855316177613 771 3 50 273 [33]
324 0.029011328645 0.061596659133 34.4692934349 0.856702670306 800 17 54 270 [33]
325 0.028988936743 0.061546190747 34.4959185246 0.858020781756 732 6 52 273 [33]
326 0.028959527897 0.061479914386 34.5309496604 0.858915476171 726 4 50 276 [33]
327 0.028908769449 0.061365543602 34.5915796161 0.858532690491 869 5 51 276 [33]
328 0.028878982557 0.061298438167 34.6272587002 0.859384454176 851 2 51 277 [33]
329 0.028868354507 0.061274496805 34.6400069243 0.861370175230 814 12 54 275 [25]
330 0.028847219816 0.061226890786 34.6653856551 0.862723722972 867 51 279 [33]
331 0.028770919753 0.061055059968 34.7573177564 0.860766502861 755 11 57 274 [33]
332 0.028743530230 0.060993391229 34.7904377785 0.861723961125 881 8 54 278 [33]
333 0.028715443035 0.060930159095 34.8244670570 0.862631173564 767 7 56 277 [33]
334 0.028695843589 0.060886039723 34.8482523923 0.864040963409 824 7 54 280 [33]
335 0.028662482601 0.060810950843 34.8888131541 0.864614048797 776 6 54 281 [33]
336 0.028634381355 0.060747708832 34.9230523825 0.865495390731 918 6 54 282 [33]
337 0.028618729402 0.060712487294 34.9421522514 0.867122529453 858 3 54 283 [31]
338 0.028592170345 0.060652726888 34.9746097597 0.868082134097 801 7 52 286 [33]
339 0.028581805791 0.060629407482 34.9872925214 0.870019323846 798 2 52 287 [33]
340 0.028577667513 0.060620096978 34.9923589651 0.872333092427 697 52 288 C2 [4]
341 0.028347534512 0.060102589483 35.2764364596 0.860864575673 886 9 50 291 [33]
342 0.028288549062 0.059970028300 35.3499925998 0.859799769428 827 13 55 287 [33]
343 0.028229027477 0.059836295832 35.4245289114 0.858688853918 883 9 56 287 [33]
344 0.028173018409 0.059710486064 35.4949542673 0.857778335671 884 11 56 288 [33]
345 0.028123175760 0.059598552663 35.5578619049 0.857230648369 913 9 53 292 [33]
346 0.028077491848 0.059495979452 35.6157168672 0.856924561918 920 8 53 293 [33]
347 0.028047896842 0.059429540952 35.6532971307 0.857590478140 713 9 52 295 [33]
348 0.028022590105 0.059372735893 35.6854950329 0.858510606853 855 7 52 296 [33]
349 0.027996363819 0.059313873184 35.7189243026 0.859366771081 688 9 48 301 [33]
350 0.027955246163 0.059221601206 35.7714610764 0.859299499275 746 6 52 298 [33]
351 0.027937896259 0.059182671173 35.7936757560 0.860685308629 743 6 50 301 [33]
352 0.027842943258 0.058969664565 35.9157432005 0.857280254453 888 6 55 297 [33]
353 0.027789511391 0.058849839344 35.9847996580 0.856419209190 841 11 58 295 [33]
354 0.027772889615 0.058812569216 36.0063361740 0.857818228684 870 5 52 302 [33]
355 0.027719586701 0.058693068610 36.0755739538 0.856942588591 823 22 54 301 [33]
356 0.027702336233 0.058654400304 36.0980385044 0.858287253783 648 68 54 302 [33]
357 0.027667185755 0.058575616431 36.1439001731 0.858515342109 929 3 52 305 [33]
358 0.027656747488 0.058552223073 36.1575416788 0.860270654183 914 5 55 303 [25]
359 0.027613568340 0.058455464614 36.2140809796 0.859982045967 982 3 54 305 [33]
360 0.027551201637 0.058315740737 36.2960575432 0.858486487704 944 11 57 303 [33]
361 0.027536056348 0.058281815402 36.3160209785 0.859924966180 722 25 52 309 [33]
362 0.027509408819 0.058222130414 36.3511992053 0.860638872757 925 8 56 306 [33]
363 0.027498838593 0.058198457144 36.3651721738 0.862353244135 814 5 55 308 [25]
364 0.027496759927 0.058193801852 36.3679212625 0.864598146351 571 33 54 310 [33]
365 0.027449222878 0.058087351047 36.4309038709 0.863978318922 909 4 55 310 [33]
366 0.027435605764 0.058056861877 36.4489856212 0.865486036247 910 3 53 313 [33]
367 0.027426520717 0.058036521132 36.4610593636 0.867276085863 816 5 55 312 [33]
368 0.027415060274 0.058010863168 36.4763013473 0.868912613074 879 2 54 314 D1 [24]
369 0.027340937676 0.057844945450 36.5751903551 0.866568800146 902 10 58 311 [24]
370 0.027309791000 0.057775241543 36.6169041718 0.866938619344 990 10 58 312 [33]
371 0.027299513013 0.057752242201 36.6306900612 0.868627514847 736 8 57 314 [33]
372 0.027251937959 0.057645795186 36.6946380657 0.867935787018 921 7 58 314 [25]
373 0.027186402083 0.057499196729 36.7830946133 0.866088308514 1012 6 55 318 [26]
374 0.027129525451 0.057372001237 36.8602098037 0.864780462359 926 10 57 317 [33]
375 0.027096038967 0.057297128381 36.9057632821 0.864953492927 864 8 57 318 [33]
376 0.027075404874 0.057250997628 36.9338890648 0.865939672069 824 13 55 321 [33]
377 0.027062542443 0.057222243683 36.9514432026 0.867417964996 887 5 54 323 [33]
378 0.027053065465 0.057201058913 36.9643876881 0.869109784854 1002 1 55 323 [33]
379 0.026908224962 0.056877389086 37.1633580964 0.862103051682 911 13 54 325 [33]
380 0.026842230420 0.056729979186 37.2547282529 0.860143020288 858 15 59 321 [33]
381 0.026796758406 0.056628433727 37.3179466281 0.859487114106 1007 10 59 322 [33]
382 0.026760996746 0.056548586575 37.3678159110 0.859444439419 923 14 61 321 [33]
383 0.026718604354 0.056453950229 37.4271046029 0.858966417322 981 9 59 324 [33]
384 0.026680793128 0.056369555135 37.4801451817 0.858773368625 1011 9 59 325 [33]
385 0.026652246860 0.056305848466 37.5202888242 0.859168323086 1006 7 56 329 [33]
386 0.026628573993 0.056253023588 37.5536444521 0.859870395799 880 6 55 331 [33]
387 0.026622659024 0.056239825441 37.5619880455 0.861715088514 1010 4 55 332 [33]
388 0.026577069065 0.056138111038 37.6264213919 0.860985362783 987 8 57 331 [33]
389 0.026547583860 0.056072337906 37.6682113624 0.861290142482 962 11 55 334 [33]
390 0.026527598557 0.056027761019 37.6965897554 0.862204634983 880 8 59 331 [33]
391 0.026476212294 0.055913162087 37.7697530483 0.861069764134 942 14 57 334 [33]
392 0.026429459107 0.055808917204 37.8365669896 0.860225851885 1060 6 56 336 [33]
393 0.026385580554 0.055711100572 37.8994882433 0.859559078484 1020 10 57 336 [33]
394 0.026364166235 0.055663369102 37.9302721386 0.860348047063 1013 4 57 337 [33]
395 0.026343336909 0.055616945695 37.9602631001 0.861169302937 1006 12 59 336 [33]
396 0.026332973577 0.055593849916 37.9752023477 0.862670337587 1050 1 56 340 [24]
397 0.026299700985 0.055519705264 38.0232459894 0.862664648078 1068 7 57 340 [33]
398 0.026278793875 0.055473121184 38.0534968521 0.863463137416 1090 3 55 343 [33]
399 0.026227153115 0.055358075684 38.1284234555 0.862233856249 1009 13 60 339 [33]
400 0.026202507077 0.055303177979 38.1642869921 0.862771037810 1034 13 60 340 [33]
401 0.026182872375 0.055259446837 38.1929066334 0.863632193196 1020 1 56 345 [26]
402 0.026170247489 0.055231330135 38.2113314145 0.864951159580 1089 5 57 345 [25]
403 0.026163882021 0.055217154262 38.2206279324 0.866681014662 1095 6 58 345 [25]
404 0.026150093746 0.055186449128 38.2407806919 0.867916086699 851 3 57 347 [26]
405 0.026134174398 0.055151000528 38.2640746470 0.869005381070 852 8 57 348 [25,31]
406 0.026132301429 0.055146830028 38.2668171313 0.871026211532 932 8 58 348 [25]
407 0.026124675708 0.055129850341 38.2779871093 0.872662066655 988 57 350 D1 [24]
408 0.026042111908 0.054946045971 38.3993434768 0.869285503823 1064 8 62 346 [26]
409 0.025991208757 0.054832756771 38.4745476570 0.868012812217 1067 9 59 350 [26]
410 0.025934976580 0.054707635659 38.5579681140 0.866374078059 965 7 62 348 [24]
411 0.025905893192 0.054642934431 38.6012554199 0.866540441038 1087 8 61 350 [24]
412 0.025859991857 0.054540834801 38.6697724249 0.865573309634 964 8 62 350 [25]
413 0.025813635952 0.054437744121 38.7392152684 0.864566266337 1082 5 58 355 [24]
414 0.025758914801 0.054316075947 38.8215112220 0.862989157078 789 8 54 360 [26]
415 0.025746403825 0.054288262719 38.8403757981 0.864233552114 1009 10 59 356 [26]
416 0.025721164520 0.054232157532 38.8784885392 0.864618368821 1068 6 57 359 [26]
417 0.025713998519 0.054216229109 38.8893232316 0.866213916527 1116 6 59 358 [25]
418 0.025698152553 0.054181008763 38.9133031237 0.867221348228 1142 3 56 362 [24]
419 0.025633120545 0.054036488749 39.0120273598 0.864901908480 1093 8 52 367 [25,31]
420 0.025536426715 0.053821680215 39.1597466303 0.860437672287 1075 11 56 364 [26]
421 0.025495958536 0.053731804808 39.2219025055 0.859754894493 1116 11 61 360 [25,31]
422 0.025448621093 0.053626692965 39.2948598806 0.858599902221 986 17 58 364 [25]
423 0.025426728760 0.053578088570 39.3286926312 0.859154403771 1095 8 60 363 [26]
424 0.025393070737 0.053503371255 39.3808220506 0.858907063328 1069 9 61 363 [25]
425 0.025380826331 0.053476192576 39.3998204370 0.860102713176 973 8 60 365 [25,31]
426 0.025374019749 0.053461084738 39.4103894413 0.861664139345 990 8 59 367 [25,31]
427 0.025360723546 0.053431573838 39.4310516489 0.862781903738 1150 9 59 368 [25]
428 0.025315851417 0.053331992426 39.5009428491 0.861744892059 1056 12 61 367 [25,31]
429 0.025283982015 0.053261278443 39.5507321354 0.861584962241 963 6 59 370 [25]
430 0.025268489244 0.053226905464 39.5749817230 0.862535308662 1083 19 61 369 [25]
431 0.025245482167 0.053175865040 39.6110477658 0.862967583893 1125 8 61 370 [25,31]
432 0.025214891203 0.053108007677 39.6591042948 0.862874861575 1138 9 61 371 [25,31]
433 0.025182960489 0.053037187787 39.7093900235 0.862683193263 1163 8 61 372 [25,31]
434 0.025156224969 0.052977897768 39.7515923479 0.862840540202 1020 4 61 373 [25,31]
435 0.025151763316 0.052968004033 39.7586438551 0.864521910966 807 18 60 375 [25]
436 0.025137280789 0.052935890252 39.7815502955 0.865511723078 1134 13 62 374 [25,31]
437 0.025126198386 0.052911317281 39.7990967296 0.866732094663 1151 59 378 [24]
438 0.025076376038 0.052800860544 39.8781705337 0.865273754183 1146 7 60 378 [25]
439 0.025053974795 0.052751204274 39.9138263763 0.865700493883 1186 7 62 377 [25,31]
440 0.025035084179 0.052709333563 39.9439439808 0.866364525586 1190 8 62 378 [25]
441 0.025016911553 0.052669057407 39.9729598069 0.867073370478 1169 8 63 378 [25]
442 0.025003907110 0.052640237433 39.9937496014 0.868136259241 1006 9 64 378 [25,31]
443 0.024983709840 0.052595480108 40.0260812506 0.868695263698 1198 6 61 382 [26]
444 0.024964396854 0.052552685922 40.0570462746 0.869310646568 1151 5 61 383 [25,31]
445 0.024960936662 0.052545019113 40.0625991536 0.871027045707 1059 17 61 384 [25,31]
446 0.024958968179 0.052540657558 40.0657588417 0.872846723718 872 11 58 388 [25,31]
447 0.024953884547 0.052529393958 40.0739210811 0.874447456114 1092 4 60 387 [26]
448 0.024952872272 0.052527151131 40.0755467783 0.876332611787 799 51 58 390 [25]
449 0.024950873874 0.052522723445 40.0787565612 0.878148038181 900 60 389 D2 [31]
450 0.024795348186 0.052178252237 40.3301454966 0.869166159357 1169 9 64 386 [24]
451 0.024752261782 0.052082860773 40.4003484124 0.868072890476 1050 12 67 384 [24]
452 0.024684998971 0.051933978346 40.5104331250 0.865275753878 1095 10 65 387 [25]
453 0.024660016541 0.051878691883 40.5514732045 0.865435691203 1041 15 67 386 [25,31]
454 0.024607895226 0.051763365396 40.6373641801 0.863683581044 1031 15 67 387 [31]
455 0.024575989548 0.051692781618 40.6901214715 0.863342850046 1037 10 58 397 [25,31]
456 0.024562020390 0.051661881135 40.7132631654 0.864256969528 845 11 57 399 [26]
457 0.024524984373 0.051579964387 40.7747456552 0.863542171511 993 7 63 394 [25,31]
458 0.024515171644 0.051558262602 40.7910666314 0.864739360598 1026 10 60 398 [26]
459 0.024513371230 0.051554280914 40.7940625792 0.866500150886 682 66 59 400 [26]
460 0.024486573769 0.051495020789 40.8387065263 0.866490384537 990 3 60 400 [25]
461 0.024441428639 0.051395201581 40.9141386450 0.865175022763 1239 7 58 403 [25,31]
462 0.024391942590 0.051285806053 40.9971447055 0.863544309418 962 9 58 404 [25]
463 0.024349975251 0.051193049477 41.0678035482 0.862438056016 1230 8 59 404 [26]
464 0.024296698441 0.051075320186 41.1578553541 0.860522797002 1071 14 61 403 [25]
465 0.024271440854 0.051019516039 41.2006854487 0.860585338400 1153 6 65 400 [25]
466 0.024255090232 0.050983394113 41.2284592815 0.861274479076 1133 8 63 403 [25,31]
467 0.024243556021 0.050957914135 41.2480742973 0.862302007921 1133 14 64 403 [31]
468 0.024236805709 0.050943002737 41.2595625021 0.863667323538 1143 5 63 405 [25,31]
469 0.024235213227 0.050939485016 41.2622736444 0.865399033048 998 11 60 409 [25]
470 0.024184447848 0.050827358918 41.3488869494 0.863614814545 1137 4 58 412 [25,31]
471 0.024157540413 0.050767937846 41.3949426516 0.863527572747 1079 8 62 409 [25,31]
472 0.024143840639 0.050737686514 41.4184310996 0.864379748189 1204 2 62 410 [25,31]
473 0.024131514159 0.050710469126 41.4395878100 0.865326810218 1232 5 62 411 [25]
474 0.024119400159 0.050683722277 41.4604008969 0.866285848875 1111 6 65 409 [25,31]
475 0.024103874925 0.050649445655 41.4871054188 0.866996237034 1206 7 64 411 [25]
476 0.024077681166 0.050591620129 41.5322386372 0.866934216015 1254 2 63 413 [25,31]
477 0.024054689615 0.050540869067 41.5719352859 0.867097165660 1300 5 63 414 [25,31]
478 0.024048895761 0.050528080608 41.5819507870 0.868496453085 935 13 66 412 [25]
479 0.024035830987 0.050499244590 41.6045528252 0.869368037362 1211 2 61 418 [25]
480 0.024028512031 0.050483091189 41.6172253499 0.870652528946 978 29 61 419 [25]
481 0.023977380615 0.050370254771 41.7059734773 0.868757213484 1247 9 65 416 [25]
482 0.023957551945 0.050326503535 41.7404917788 0.869124090367 1238 9 68 414 [25,31]
483 0.023944174754 0.050296989312 41.7638114596 0.869954923724 1276 9 67 416 [25]
484 0.023934440014 0.050275512504 41.7807978552 0.871047374662 1018 11 68 416 [25]
485 0.023922803093 0.050249840253 41.8011215541 0.871998509443 1198 7 67 418 [25,31]
486 0.023893721972 0.050185689781 41.8519978251 0.871673320817 1355 5 65 421 [25]
487 0.023857161569 0.050105051768 41.9161347893 0.870795903712 1246 15 56 431 [26]
488 0.023845410070 0.050079135168 41.9367919052 0.871724567066 1108 6 66 422 [31]
489 0.023828586235 0.050042034330 41.9664007826 0.872278733016 1206 11 64 425 [25]
490 0.023820903874 0.050025093641 41.9799351568 0.873499027639 1096 8 60 430 [26]
491 0.023815903727 0.050014067907 41.9887488397 0.874914263839 788 38 53 438 [25]
492 0.023813642711 0.050009082256 41.9927355150 0.876529712251 1371 4 61 431 [24]
493 0.023764621202 0.049900999086 42.0793578611 0.874698908139 987 64 429 [24]
494 0.023629124104 0.049602369288 42.3206546119 0.866506985501 1221 8 68 426 [25,31]
495 0.023586537978 0.049508546375 42.3970656877 0.865134182063 1112 17 70 425 [25,31]
496 0.023554297005 0.049437526368 42.4550985240 0.864513626527 1153 12 63 433 [26]
497 0.023531293096 0.049386859526 42.4966021161 0.864565393905 1332 13 68 429 [25]
498 0.023503954793 0.049326652402 42.5460314574 0.864293211166 1155 13 71 427 [25,31]
499 0.023473661712 0.049259946044 42.6009376914 0.863797815383 1207 14 69 430 [25,31]
500 0.023455498994 0.049219955208 42.6339256418 0.864189987393 1160 13 62 438 [26]
501 0.023428002886 0.049159419831 42.6839626440 0.863889382213 760 69 63 438 [31]
502 0.023428674142 0.049160897584 42.6827397036 0.865663315932 1025 26 63 439 [26]
503 0.023412863281 0.049126091490 42.7115636383 0.866217425179 672 47 59 444 [31]
504 0.023392448423 0.049081153553 42.7488385097 0.866426586687 1408 3 63 441 [24]
505 0.023381269012 0.049056546653 42.7692782405 0.867316099804 959 6 61 444 [26]
506 0.023313394223 0.048907172847 42.8937970357 0.863995348964 1143 3 61 445 [26]
507 0.023272252747 0.048816652442 42.9696261407 0.862650109592 731 101 66 441 [31]
508 0.023245657171 0.048758144569 43.0187880956 0.862377152578 1216 7 67 441 [31]
509 0.023232476941 0.048729151666 43.0431934808 0.863095166658 1230 9 63 446 [26]
510 0.023215974842 0.048692853824 43.0737889227 0.863562744209 1204 5 64 446 [31]
511 0.023211176370 0.048682299625 43.0826936154 0.864898364712 1127 6 65 446 [31]
512 0.023202626663 0.048663495145 43.0985687328 0.865952634824 1269 4 63 449 [31]
513 0.023201641296 0.048661327943 43.1003991164 0.867570256088 1254 25 65 448 [31]
514 0.023189080109 0.048633701834 43.1237459739 0.868320458340 1325 6 65 449 [31]
515 0.023142054746 0.048530290783 43.2113747459 0.866484772738 1359 14 65 450 [26]
516 0.023104281919 0.048447241280 43.2820203412 0.865335507777 1360 7 66 450 [31]
517 0.023107205410 0.048453668564 43.2765443622 0.867231942572 972 68 65 452 [26]
518 0.023087483654 0.048410311877 43.3135119867 0.867426796823 1378 5 65 453 [31]
519 0.023080842643 0.048395712958 43.3259745084 0.868601451636 1030 53 70 449 [31]
520 0.023063647836 0.048357915541 43.3582756337 0.868978862399 695 72 68 452 [31]
521 0.023047056563 0.048321447388 43.3894886872 0.869397788929 1082 13 67 454 [31]
522 0.023041758644 0.048309802926 43.3994650952 0.870666073669 1186 3 65 457 [31]
523 0.023041149347 0.048308463750 43.4006127447 0.872287882407 1027 5 61 462 [31]
524 0.023032646779 0.048289776279 43.4166342055 0.873310847445 912 37 64 460 [31]
525 0.023029125130 0.048282036374 43.4232735446 0.874709926745 1300 1 65 460 [24]
526 0.022969950492 0.048151999053 43.5351395443 0.871878031808 1228 8 66 460 [31]
527 0.022954745589 0.048118591217 43.5639766129 0.872379507835 1447 8 69 458 [31]
528 0.022949448069 0.048106952138 43.5740326730 0.873631502131 1367 9 71 457 [24]
529 0.022922741116 0.048048278741 43.6248001472 0.873250099801 1451 8 69 460 [24]
530 0.022901044711 0.048000618022 43.6661301965 0.873245450316 1204 10 70 460 [31]
531 0.022861038376 0.047912747051 43.7425450036 0.871839013521 1301 7 68 463 [31]
532 0.022821324194 0.047825532344 43.8186667662 0.870448709933 1403 4 60 472 [26]
533 0.022793607203 0.047764672786 43.8719501954 0.869967846300 1372 7 60 473 [26]
534 0.022773461611 0.047720442556 43.9107596843 0.870060050703 1332 8 64 470 [31]
535 0.022769965420 0.047712766947 43.9175019173 0.871421752958 1299 6 64 471 [26]
536 0.022759408254 0.047689590215 43.9378734644 0.872241196392 651 142 63 473 [26]
537 0.022751675279 0.047672614235 43.9528073317 0.873274783462 1150 5 64 473 [26]
538 0.022749544274 0.047667936198 43.9569244971 0.874737108344 1508 1 64 474 [24]
539 0.022686500502 0.047529559767 44.0790768904 0.871512571394 1079 67 472 [24]
540 0.022588801954 0.047315190859 44.2697227611 0.865625473043 1210 41 71 469 [31]
541 0.022562764383 0.047258074360 44.3208102974 0.865230368435 1200 49 69 472 [31]
542 0.022539327063 0.047206667147 44.3668968995 0.865029762791 1204 9 69 473 [31]
543 0.022496992087 0.047113822770 44.4503867951 0.863373299076 1154 46 71 472 [31]
544 0.022488180751 0.047094500794 44.4678033796 0.864285882153 1241 13 69 475 [31]
545 0.022480271277 0.047077157078 44.4834489621 0.865265664519 1466 11 69 476 [31]
546 0.022462245725 0.047037633202 44.5191461363 0.865463712225 660 128 70 476 [31]
547 0.022462077421 0.047037264181 44.5194797110 0.867035817434 278 339 70 477 [31]
548 0.022434757177 0.046977365951 44.5736939379 0.866509199368 1304 4 68 480 [31]
549 0.022427445343 0.046961336293 44.5882259298 0.867524664577 533 165 52 497 [31]
550 0.022404323829 0.046910650466 44.6342414815 0.867313776307 1402 66 484 [31]
551 0.022388036256 0.046874948610 44.6667134428 0.867627831331 373 279 73 478 [31]
552 0.022379588704 0.046856432797 44.6835736443 0.868546654684 676 144 72 480 [26]
553 0.022334001644 0.046756523848 44.7747795469 0.866578862436 1443 5 69 484 [31]
554 0.022304070378 0.046690936628 44.8348657027 0.865820553042 1460 5 68 486 [31]
555 0.022286962858 0.046653453278 44.8692810391 0.866053327058 1487 4 68 487 [31]
556 0.022266074863 0.046607690371 44.9113732964 0.865988239406 1261 5 61 495 [26]
557 0.022263280729 0.046601569088 44.9170098594 0.867328052036 1353 2 67 490 [31]
558 0.022259606503 0.046593519841 44.9244239722 0.868598424284 1267 2 66 492 [31]
559 0.022257231310 0.046588316494 44.9292181070 0.869969363854 1485 1 67 492 [24]
560 0.022233704196 0.046536778320 44.9767610096 0.869684132663 1447 3 68 492 [31]
561 0.022208890804 0.046482427941 45.0270123266 0.869293578560 1547 4 69 492 [31]
562 0.022187538886 0.046435663972 45.0703435444 0.869169446481 1535 5 69 493 [31]
563 0.022169923634 0.046397087019 45.1061544698 0.869333992900 1387 10 72 491 [31]
564 0.022158741869 0.046372600715 45.1289159794 0.869999841216 1468 10 70 494 [31]
565 0.022141959169 0.046335851398 45.1631218516 0.870222707754 788 150 71 494 [31]
566 0.022136568571 0.046324048075 45.1741197737 0.871338504329 1043 61 70 496 [31]
567 0.022132787083 0.046315768240 45.1818379785 0.872579777697 1098 9 66 501 [31]
568 0.022121177733 0.046290349566 45.2055497260 0.873201953504 719 72 66 502 [31]
569 0.022117531607 0.046282366628 45.2130019645 0.874450946637 1208 6 68 501 [31]
570 0.022116457958 0.046280015971 45.2151968410 0.875902723385 630 117 69 501 [31]
571 0.022113457624 0.046273447069 45.2213315987 0.877201342885 1208 2 64 507 [31]
572 0.022111508169 0.046269178997 45.2253185241 0.878582670631 1514 1 68 504 [24]
573 0.021987106029 0.045996889010 45.4812015128 0.870243195381 1400 14 70 503 [31]
574 0.021965062350 0.045948654837 45.5268454993 0.870014810673 1118 17 68 506 [31]
575 0.021954765350 0.045926125309 45.5481980363 0.870713577974 1188 37 73 502 [31]
576 0.021946379522 0.045907778086 45.5656022442 0.871561678533 1399 11 75 501 [31]
577 0.021917861484 0.045845388727 45.6248891222 0.870807261262 1459 10 73 504 [31]
578 0.021892857779 0.045790693855 45.6769970409 0.870327332551 1432 11 67 511 [31]
579 0.021861232920 0.045721523594 45.7430742193 0.869316132761 1456 9 69 510 [31]
580 0.021836133061 0.045666631401 45.7956542584 0.868819041117 1168 6 67 513 [26]
581 0.021828271331 0.045649439360 45.8121481460 0.869690432018 1476 7 68 513 [26]
582 0.021811311071 0.045612352564 45.8477712195 0.869834042797 436 301 71 511 [31]
583 0.021810167340 0.045609851675 45.8501754893 0.871237224770 399 292 53 530 [31]
584 0.021791889317 0.045569886480 45.8886324831 0.871269454741 604 163 64 520 [31]
585 0.021789742620 0.045565192890 45.8931533727 0.872589413225 1646 3 67 518 [24]
586 0.021760625233 0.045501534128 45.9545619353 0.871746530672 1635 1 68 518 [24]
587 0.021702032283 0.045373457024 46.0786338790 0.868537919997 534 202 54 533 [24]
588 0.021655114661 0.045270923397 46.1784671028 0.866259826278 1372 13 69 519 [31]
589 0.021631334369 0.045218961698 46.2292331560 0.865828323308 1505 16 69 520 [31]
590 0.021608341570 0.045168725645 46.2784243178 0.865455529211 1144 21 78 512 [31]
591 0.021592965285 0.045135133302 46.3113790450 0.865689054855 1351 12 71 520 [31]
592 0.021577543719 0.045101444206 46.3444779923 0.865915651949 1619 10 73 519 [31]
593 0.021566293520 0.045076869017 46.3686538928 0.866474107729 1392 9 70 523 [31]
594 0.021563560733 0.045070899629 46.3745302729 0.867715330150 950 105 75 519 [31]
595 0.021563409252 0.045070568742 46.3748560494 0.869163918745 162 457 66 529 [31]
596 0.021549958406 0.045041188279 46.4038018626 0.869538878790 1167 42 69 527 [31]
597 0.021508782311 0.044951258280 46.4926366141 0.867672537804 1164 8 67 530 [31]
598 0.021498225137 0.044928203544 46.5154678402 0.868272947412 1368 6 70 528 [31]
599 0.021491273764 0.044913023705 46.5305133128 0.869162555009 1611 8 71 528 [31]
600 0.021479376754 0.044887045009 46.5562856630 0.869649946316 1377 7 69 531 [31]
601 0.021458665110 0.044841821480 46.6012212255 0.869420245190 1624 10 74 527 [31]
602 0.021446364265 0.044814964643 46.6279499699 0.869868732386 1567 11 71 531 [31]
603 0.021428184556 0.044775274816 46.6675092046 0.869837128266 1644 8 72 531 [31]
604 0.021411843560 0.044739601831 46.7031247075 0.869951286405 1528 16 73 531 [31]
605 0.021408008609 0.044731230348 46.7114909306 0.871079491309 596 180 64 541 [31]
606 0.021402837092 0.044719941427 46.7227777178 0.872097795344 610 185 70 536 [31]
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818 0.018519792536 0.038464286275 53.9962852220 0.881404799237 141 695 100 718 [31]
819 0.018519180311 0.038462965820 53.9980702826 0.882423966228 560 485 81 738 [31]
820 0.018518558577 0.038461624861 53.9998831884 0.883442085435 159 691 100 720 [31]
821 0.018518520606 0.038461542965 53.9999939119 0.884515826536 71 766 94 727 [31]
822 0.018518667574 0.038461859945 53.9995653581 0.885607247139 2336 1 80 742 [24]
823 0.018416755547 0.038242101981 54.2983804861 0.876952266846 2132 7 85 738 [31]
824 0.018398955083 0.038203727499 54.3509126186 0.876321370417 2074 12 89 735 [24]
825 0.018375055083 0.038152208013 54.4216055679 0.875106924909 1906 22 87 738 [31]
826 0.018340440634 0.038077601238 54.5243170524 0.872869766235 1828 15 84 742 [31]
827 0.018344305982 0.038085931943 54.5128281744 0.874294917736 1292 47 77 750 [31]
828 0.018320904416 0.038035498289 54.5824582291 0.873120182684 1830 12 80 748 [31]
829 0.018314779467 0.038022298975 54.6007120529 0.873590274370 2214 10 85 744 [31]
830 0.018306211140 0.038003834725 54.6262682299 0.873825872522 1560 9 80 750 [31]
831 0.018288240318 0.037965110776 54.6799463805 0.873161817992 2254 9 84 747 [31]
832 0.018275594276 0.037937862518 54.7177829016 0.873003962664 2248 7 85 747 [31]
833 0.018270293209 0.037926440806 54.7336590910 0.873546259438 1272 122 82 751 [31]
834 0.018269433373 0.037924588220 54.7362350879 0.874512615975 374 560 95 739 [31]
835 0.018267843164 0.037921162008 54.7409998560 0.875408777628 891 194 74 761 [31]
836 0.018250453110 0.037883695435 54.7931601459 0.874789280700 1057 156 76 760 [31]
837 0.018251564483 0.037886089788 54.7898236849 0.875942351745 2382 3 81 756 [24]
840 0.018147055123 0.037660982081 55.1053596976 0.869043419949 1522 15 82 758 [31]
842 0.018146010881 0.037658733331 55.1085308262 0.871012320390 1050 149 87 755 [31]
843 0.018140276199 0.037646384005 55.1259522759 0.871495678193 1596 19 83 760 [31]
844 0.018130619204 0.037625588855 55.1553142648 0.871600744215 1543 45 88 756 [31]
845 0.018131169971 0.037626774843 55.1536388208 0.872686464623 1183 58 64 781 [31]
846 0.018124449049 0.037612302622 55.1740909377 0.873071603383 461 490 81 765 [31]
847 0.018123646916 0.037610575409 55.1765328830 0.874026234300 755 343 93 754 [31]
848 0.018123603968 0.037610482931 55.1766636361 0.875053995209 264 645 92 756 [31]
849 0.018104171087 0.037568640359 55.2358898507 0.874208154390 2427 4 83 766 [31]
850 0.018084171323 0.037525580707 55.2969766846 0.873305155244 1935 63 89 761 [31]
851 0.018079434858 0.037515383583 55.3114634315 0.873874636319 1692 67 89 762 [31]
852 0.018071123461 0.037497490483 55.3369026636 0.874097289350 1034 173 75 777 [31]
853 0.018069122123 0.037493182015 55.3430317864 0.874929399808 1165 126 74 779 [31]
854 0.018060251919 0.037474086731 55.3702132446 0.875095299756 1268 80 81 773 [31]
855 0.018056671611 0.037466379442 55.3811921452 0.875772667675 1127 100 73 782 [31]
856 0.018046804744 0.037445139739 55.4114711261 0.875838993140 1486 43 78 778 [31]
857 0.018042020072 0.037434840429 55.4261660287 0.876397273729 1338 78 83 774 [31]
858 0.018042202800 0.037435233759 55.4256046830 0.877437680610 1544 34 83 775 [31]
859 0.018030310282 0.037409635225 55.4621625684 0.877302642631 2014 40 84 775 [31]
860 0.018022841819 0.037393560074 55.4851454645 0.877596466649 1319 121 84 776 [31]
861 0.018020066048 0.037387585621 55.4936922718 0.878346309826 1117 137 81 780 [31]
862 0.018016061040 0.037378965529 55.5060286361 0.878975616841 1006 173 89 773 [31]
863 0.018016060589 0.037378964558 55.5060300261 0.879995266056 1297 137 86 777 [31]
864 0.018013127153 0.037372650934 55.5150691760 0.880728083028 2226 1 84 780 [24]
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872 0.017917029375 0.037165862448 55.8128236037 0.879424112293 2480 5 88 784 [24]
873 0.017893817500 0.037115926220 55.8852240455 0.878152867212 2165 11 89 784 [31]
874 0.017882639785 0.037091881065 55.9201556392 0.878060746104 1770 89 89 785 [31]
875 0.017872135469 0.037069285523 55.9530226112 0.878032964327 1420 74 82 793 [31]
876 0.017868324323 0.037061087716 55.9649568658 0.878661570067 814 393 81 795 [31]
877 0.017868157844 0.037060729621 55.9654782961 0.879648216796 561 455 96 781 [31]
880 0.017864765743 0.037053433298 55.9761048302 0.882322179230 2502 4 84 796 [24]
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886 0.017718349805 0.036738594134 56.4386644931 0.873836412307 1554 24 75 811 [31]
887 0.017712506034 0.036726032203 56.4572849298 0.874245720233 2298 20 89 798 [31]
888 0.017690077964 0.036677823025 56.5288633577 0.873016259590 2463 12 90 798 [31]
889 0.017673837126 0.036642916115 56.5808088447 0.872395326816 1395 57 81 808 [31]
890 0.017670695544 0.036636164091 56.5908680567 0.873066185375 2358 24 88 802 [31]
891 0.017673205784 0.036641559200 56.5828300888 0.874295504695 633 439 77 814 [31]
892 0.017661191013 0.036615737079 56.6213229486 0.874087082835 1462 153 83 809 [31]
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894 0.017657317903 0.036607413274 56.6337427626 0.875662726238 1117 132 71 823 [31]
895 0.017642908534 0.036576446881 56.6799968439 0.875212019343 799 337 83 812 [31]
896 0.017639993169 0.036570181854 56.6893643561 0.875900365554 2557 3 84 812 [24]
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902 0.017552623587 0.036382462514 56.9715401817 0.873052759498 1477 98 89 813 [31]
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909 0.017475080280 0.036215912517 57.2243436930 0.872071542971 1775 28 95 814 [31]
912 0.017448731828 0.036159332653 57.3107552957 0.872313205205 1585 33 91 821 [31]
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931 0.017289414447 0.035817350945 57.8388587447 0.874299285788 2309 21 99 832 [31]
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936 0.017258732758 0.035751517281 57.9416816985 0.875877821305 1656 8 66 870 [31]
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960 0.017037921377 0.035277969287 58.6926056234 0.875496320844 2427 8 92 868 [31]
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963 0.017010440135 0.035219063824 58.7874265474 0.875401449884 2629 14 94 869 [31]
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973 0.016954325572 0.035098804253 58.9819981786 0.878665855307 2589 13 98 875 [31]
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975 0.016943158203 0.035074874709 59.0208736763 0.879312446163 1837 18 89 886 [31]
976 0.016939745285 0.035067561695 59.0327648490 0.879859731610 1615 38 85 891 [31]
977 0.016933711401 0.035054632875 59.0537996259 0.880133890251 2686 6 92 885 [31]
978 0.016923824211 0.035033448261 59.0882998759 0.880006213748 1240 140 87 891 [31]
979 0.016922491525 0.035030592872 59.0929532168 0.880767285203 964 279 82 897 [31]
980 0.016921736239 0.035028974617 59.0955907746 0.881588245886 1423 118 84 896 [31]
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986 0.016915306733 0.035015199133 59.1180530029 0.886311822818 2399 90 896 C2 [24]
990 0.016463423221 0.034047937658 60.7407090590 0.842995686811 1981 89 901 D1 [31]
991 0.016714637930 0.034585442146 59.8277990936 0.869796135963 1931 25 84 907 [31]
992 0.015873015873 0.032786885246 63.0000000000 0.785200280262 1054 60 932 C2 [31]
998 0.016670442622 0.034490840397 59.9864096381 0.871313967781 2792 2 90 908 C2 [31]
999 0.016513579151 0.034155207756 60.5562241127 0.855850257627 1946 65 934 D1 [31]
1003 0.016708005718 0.034571244540 59.8515476267 0.879630007120 2872 3 89 914 [24]
1008 0.016378325122 0.033865986521 61.0563041412 0.849472610885 2017 90 918 C2 [31]
1015 0.016585694387 0.034309481938 60.2929233275 0.877168913965 912 458 104 911 [31]
1020 0.016534106582 0.034199116849 60.4810423268 0.876014934395 1310 173 79 941 [31]
1026 0.016453415228 0.034026535904 60.7776553465 0.872588227415 1874 20 91 935 [31]
1027 0.016488244122 0.034101020134 60.6492718440 0.877140439544 1686 83 90 937 [31]
1033 0.016487402555 0.034099220252 60.6523675680 0.882174861085 1547 125 97 936 [31]
1034 0.016434106901 0.033985248205 60.8490626259 0.877329286055 584 614 73 961 [31]
1036 0.016411994000 0.033937967437 60.9310483524 0.876662293185 1944 9 87 949 [31]
1037 0.016409207802 0.033932010424 60.9413941294 0.877210575376 1188 265 82 955 [31]
1044 0.016320114488 0.033741561262 61.2740799540 0.873568113956 2018 22 79 965 [31]
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1050 0.016394884161 0.033901386946 60.9946365089 0.886657468815 2130 93 957 D1 [24]
1054 0.016219061461 0.033525631477 61.6558487302 0.871047668550 1979 14 86 968 [31]
1055 0.016227613759 0.033543902506 61.6233547852 0.872793808907 1795 42 91 964 [31]
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1063 0.016199330517 0.033483480984 61.7309461625 0.876349352561 1338 250 76 987 [31]
1071 0.016080421567 0.033229532931 62.1874243659 0.870029951352 2430 41 100 971 [31]
1073 0.016108449951 0.033289380543 62.0792194810 0.874695916062 1363 217 96 977 [31]
1080 0.016094512643 0.033259620036 62.1329780033 0.878879407532 346 821 100 980 [31]
1088 0.015955497540 0.032962873163 62.6743225961 0.870160711694 1023 407 94 994 [31]
1092 0.015994017161 0.033045081524 62.5233792068 0.877581837348 2792 6 95 997 [31]
1093 0.015954072908 0.032959832972 62.6799191522 0.874003515302 1664 110 94 999 [31]
1098 0.016009708156 0.033078572908 62.4621005133 0.884135936246 2879 95 1003 D1 [24]
1099 0.015969687751 0.032993156310 62.6186319731 0.880522411607 1171 454 99 1000 [31]
1102 0.015899133036 0.032842603931 62.8965112576 0.875141650914 2024 83 100 1002 [31]
1105 0.015801646298 0.032634655151 63.2845452402 0.866795850195 2080 23 108 997 [31]
1110 0.015884270004 0.032810894214 62.9553639998 0.879847436170 2318 8 83 1027 [31]
1116 0.015877260253 0.032795939850 62.9831585594 0.883822787024 1304 398 107 1009 [31]
1121 0.015761163202 0.032548325339 63.4470937967 0.874846819650 2233 74 103 1018 [31]
1122 0.015719574331 0.032459652503 63.6149541288 0.871012309950 1772 95 95 1027 [31]
1129 0.015736554545 0.032495854669 63.5463116864 0.878340922807 1773 261 97 1032 [31]
1130 0.015719348689 0.032459171445 63.6158672866 0.877197552842 1730 278 103 1027 [31]
1134 0.015701655341 0.032421451600 63.6875525712 0.878322094195 1324 250 99 1035 [31]
1140 0.015637205690 0.032284076881 63.9500445174 0.875735634171 2127 27 96 1044 [31]
1147 0.015633860480 0.032276947549 63.9637280429 0.880736012044 1199 365 89 1058 [31]
1151 0.015581164304 0.032164654129 64.1800561565 0.877859494883 1257 300 89 1062 [31]
1152 0.015581628279 0.032165642736 64.1781450609 0.878674515722 1102 336 104 1048 [31]
1159 0.015529271018 0.032054095510 64.3945230149 0.878082753868 2386 16 95 1064 [31]
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1166 0.015560719326 0.032121093287 64.2643812942 0.886967611989 3198 1 98 1068 [24]
1167 0.015495650323 0.031982479277 64.5342389096 0.880319543863 3316 10 91 1076 [31]
1170 0.015422254739 0.031826172147 64.8413618439 0.874241622187 1793 90 102 1068 [31]
1178 0.015415157446 0.031811059886 64.8712154566 0.879409378487 2109 47 96 1082 [31]
1188 0.015270164372 0.031502423102 65.4871798119 0.870269447885 1915 105 103 1085 [31]
1190 0.015300057013 0.031566038401 65.3592335726 0.875150877098 3083 13 99 1091 [31]
1191 0.015287037815 0.031538330945 65.4148967330 0.874396305395 2754 7 100 1091 [31]
1197 0.015289595775 0.031543774678 65.4039527750 0.879095446528 639 723 117 1080 [31]
1198 0.015283455824 0.031530708014 65.4302280539 0.879123365004 3452 3 98 1100 [31]
1206 0.015182597719 0.031316115402 65.8648815261 0.873352063170 1624 272 104 1102 [31]
1209 0.015164636181 0.031277908571 65.9428942473 0.873454254469 2102 100 103 1106 [31]
1216 0.015200733700 0.031354696174 65.7862981953 0.882698826244 2091 53 97 1119 [31]
1220 0.015131443279 0.031207309836 66.0875490559 0.877547052393 1840 189 114 1106 [31]
1221 0.015139219543 0.031223848480 66.0536031714 0.879169292310 619 676 105 1116 [31]
1224 0.015134434044 0.031213670565 66.0744892806 0.880772326010 1048 473 112 1112 [31]
1229 0.015103580610 0.031148055557 66.2094655428 0.880768129256 1259 451 100 1129 [31]
1230 0.015068426910 0.031073305485 66.3639280976 0.877386233539 2828 9 101 1129 [31]
1235 0.015136750512 0.031218597261 66.0643775024 0.888959828544 2471 101 1134 D1 [31]
1236 0.015091582825 0.031122542507 66.2621019658 0.884377992098 2570 5 101 1135 [31]
1240 0.014977202392 0.030879378178 66.7681435968 0.873842081345 3091 13 106 1134 [31]
1242 0.014940581482 0.030801549071 66.9317992212 0.870976564058 2189 23 95 1147 [31]
1248 0.014973717860 0.030871972120 66.7836812045 0.879070587739 1374 366 101 1147 [31]
1254 0.014961127324 0.030845212966 66.8398830057 0.881812086366 1804 137 92 1162 [31]
1260 0.014832791895 0.030572535915 67.4181912012 0.870895857851 2609 25 94 1166 [31]
1261 0.014875467753 0.030663194219 67.2247768346 0.876609596956 1930 141 93 1168 [31]
1268 0.014852844339 0.030615132266 67.3271716301 0.878796635182 1513 216 92 1176 [31]
1269 0.014855630592 0.030621051236 67.3145440569 0.879819691347 890 606 106 1163 [31]
1271 0.014777793020 0.030455722775 67.6691031354 0.871996179608 2469 60 109 1162 [31]
1273 0.014825680123 0.030557429600 67.4505312188 0.879037752959 1104 559 106 1167 [31]
1280 0.014715488455 0.030323424929 67.9556103809 0.870781526507 2779 6 99 1181 [31]
1287 0.014792361037 0.030486661481 67.6024603164 0.884715051299 2052 103 96 1191 [31]
1292 0.014693132018 0.030275961432 68.0590087111 0.876276465554 2467 25 117 1175 [31]
1293 0.014705882391 0.030303030384 67.9999998245 0.878477362037 55 1255 111 1182 [31]
1300 0.014705882353 0.030303030303 68.0000000000 0.883233228735 265 1026 117 1183 [31]
1301 0.014706116947 0.030303528357 67.9989152563 0.883940840135 357 1027 123 1178 [31]
1307 0.014707818139 0.030307140087 67.9910501033 0.888222893496 3753 2 102 1205 [24]
1308 0.014651518192 0.030187625472 68.2523126200 0.882110261103 3153 1 105 1203 [24]
1311 0.014534659337 0.029939643718 68.8010621242 0.870086196564 2157 90 86 1225 [31]
1312 0.014380828010 0.029613386043 69.5370252198 0.852415802556 2625 103 1209 D1 [31]
1320 0.014561607623 0.029996819064 68.6737361637 0.879310891694 1472 320 88 1232 [31]
1330 0.014093551590 0.029004660540 70.9544356921 0.829931814005 1400 104 1226 [31]
1333 0.014479922495 0.029823529789 69.0611431350 0.878036351853 2731 54 106 1227 [31]
1334 0.014463946932 0.029789645570 69.1374218026 0.876757201417 3188 16 105 1229 [31]
1340 0.014474173398 0.029811335679 69.0885740089 0.881946443436 2124 255 110 1230 [24]
1341 0.014458755535 0.029778635080 69.1622455027 0.880725316322 570 916 117 1224 [31]
1344 0.014397766094 0.029649299547 69.4552191984 0.875264610177 2325 74 105 1239 [31]
1349 0.013888889445 0.028571429748 71.9999971182 0.817517135213 56 1313 126 1223 [31]
1353 0.014375652222 0.029602412415 69.5620612245 0.878421151691 3043 13 105 1248 [31]
1360 0.014406927400 0.029668725139 69.4110529065 0.886811908555 1969 91 100 1260 [31]
1365 0.014317852386 0.029479881968 69.8428767855 0.879100010597 1949 206 99 1266 [31]
1366 0.014030736154 0.028871653410 71.2720978459 0.844814749890 1496 193 90 1276 [31]
1368 0.013707656776 0.028188099129 72.9519287145 0.807536968978 1440 106 1262 [31]
1374 0.014285914015 0.029412188008 69.9990213404 0.880952858491 235 1208 106 1268 [31]
1375 0.014285717405 0.029411771317 69.9999847162 0.881569752042 133 1271 117 1258 [31]
1380 0.014285748390 0.029411836987 69.9998328870 0.884779298382 179 1248 122 1258 [31]
1386 0.014178261520 0.029184082138 70.5305088761 0.875304312959 2501 54 107 1279 [31]
1387 0.013513514434 0.027777779723 73.9999949571 0.795724909500 57 1350 127 1260 [31]
1394 0.014156481537 0.029137944625 70.6390212393 0.877653926687 1801 193 94 1300 [31]
1398 0.013845041544 0.028478659537 72.2280245103 0.841871040722 2798 106 1292 D2 [31]
1400 0.014152140951 0.029128750260 70.6606868519 0.880891053195 1059 617 118 1282 [31]
1406 0.013342350866 0.027416297453 74.9493106581 0.786321060468 1480 108 1298 [31]
1407 0.014081263368 0.028978638415 71.0163551292 0.876450136187 2581 47 107 1300 [31]
1408 0.014103395718 0.029025507883 70.9049097109 0.879832318791 1271 536 119 1289 [31]
1415 0.014100738030 0.029019879497 70.9182737717 0.883873271289 2121 144 109 1306 [24]
1416 0.014084918777 0.028986379147 70.9979245039 0.882514439343 2544 255 114 1302 [31]
1419 0.014039117746 0.028889398835 71.2295471921 0.878641882522 2771 17 104 1315 [31]
1420 0.014051197725 0.028914975528 71.1683103135 0.880774854461 1364 457 108 1312 [31]
1428 0.014017492795 0.028843615948 71.3394338494 0.881492787590 2744 30 105 1323 [31]
1435 0.014042777190 0.028897146767 71.2109852962 0.889012329398 3603 1 109 1326 [24]
1440 0.013890991643 0.028575877847 71.9891009721 0.872928885891 660 1017 103 1337 [31]
1441 0.013917670215 0.028632331113 71.8511061533 0.876893672843 2716 10 110 1331 [31]
1442 0.013881849826 0.028556534705 72.0365090035 0.872991101426 2624 34 93 1349 [31]
1449 0.013900054791 0.028595055251 71.9421624635 0.879531265737 1713 488 113 1336 [31]
1450 0.013917097351 0.028631118839 71.8540637297 0.882297818187 2092 340 110 1340 [31]
1460 0.013801078109 0.028385661687 72.4581074086 0.873632448317 2289 101 111 1349 [31]
1462 0.013821801108 0.028429495891 72.3494711153 0.877458375783 2861 22 107 1355 [31]
1470 0.013800540333 0.028384524208 72.4609309406 0.879547682824 1736 270 91 1379 [31]
1474 0.013757609811 0.028293727754 72.6870447536 0.876462485574 3058 23 112 1362 [31]
1475 0.013747404734 0.028272146755 72.7410023478 0.875756421773 2647 23 109 1366 [31]
1480 0.013342350888 0.027416297500 74.9493105345 0.827706382170 1554 110 1370 [31]
1484 0.013713419542 0.028200283729 72.9212722558 0.876749040536 2855 41 109 1375 [31]
1485 0.013532093549 0.027817032470 73.8983954229 0.854291940663 2909 79 1406 [31]
1491 0.013748030806 0.028273470705 72.7376897884 0.885336785486 2796 46 108 1383 [31]
1492 0.013726600440 0.028228154064 72.8512499766 0.883170756527 2024 435 115 1377 [31]
1496 0.013655230198 0.028077263387 73.2320133363 0.876353888201 2778 18 106 1390 [31]
1500 0.013157896060 0.027027029818 75.9999923596 0.815856981972 59 1462 133 1367 [31]
1505 0.013697017450 0.028165604452 73.0085950187 0.887030168540 637 978 116 1389 [31]
1512 0.013696648523 0.028164824449 73.0105615471 0.891107884604 3025 112 1400 C2 [31]
1518 0.013578739829 0.027915596914 73.6445364283 0.879307097667 2587 56 91 1427 [31]
1519 0.013349503645 0.027431398396 74.9091521735 0.850428650864 3007 79 1440 D1 [31]
1520 0.012996025099 0.026685665352 76.9466042383 0.806518889579 1596 112 1408 [31]
1527 0.013549096287 0.027852957376 73.8056604537 0.880662630118 2959 26 111 1416 [24]
1528 0.013431915279 0.027605417824 74.4495464164 0.866062261309 2999 88 1440 [31]
1530 0.013491240866 0.027730725528 74.1221663675 0.874873164993 2904 25 114 1416 [31]
1533 0.013545161472 0.027844643324 73.8271007007 0.883609549495 750 967 128 1405 [31]
1540 0.013472216554 0.027690538984 74.2268353526 0.878109556788 2823 58 106 1434 [31]
1548 0.013475582257 0.027697648394 74.2082962274 0.883112247509 994 809 109 1439 [31]
1553 0.013178325680 0.027070129320 75.8821738294 0.847308963599 3108 112 1441 D2 [31]
1554 0.013439406449 0.027621239014 74.4080479866 0.881781665040 1603 403 88 1466 [31]
1560 0.012667237012 0.025992992827 78.9438137942 0.786390510543 1638 114 1446 [31]
1562 0.013420608919 0.027581539960 74.5122673682 0.883843442978 2509 89 100 1462 [31]
1563 0.013397586374 0.027532922153 74.6403099848 0.881377545434 2865 24 115 1448 [31]
1570 0.013412793253 0.027565034730 74.5556858374 0.887335763499 2365 114 111 1459 [24]
1571 0.013372357468 0.027479650352 74.7811298328 0.882555473838 2050 259 99 1472 [31]
1575 0.013344864035 0.027421603203 74.9351958442 0.881168041159 3027 64 113 1462 [31]
1584 0.013326233379 0.027382271849 75.0399585182 0.883730572022 1772 348 112 1472 [31]
1591 0.013336398365 0.027403730874 74.9827631581 0.888990605568 4596 3 113 1478 [24]
1596 0.013189870613 0.027094486776 75.8157550840 0.872295898348 3089 86 114 1482 [31]
1598 0.013221261995 0.027160722034 75.6357449362 0.877551212131 3426 17 116 1482 [31]
1599 0.013214602462 0.027146669823 75.6738617676 0.877215994710 3437 208 122 1477 [31]
1606 0.013186571863 0.027087526967 75.8347211397 0.877322414955 3213 115 1491 D1 [31]
1607 0.013150206364 0.027010808130 76.0444340054 0.873033453927 3181 81 1526 D1 [31]
1610 0.012922408711 0.026530493174 77.3849537155 0.844622593179 3221 114 1496 C2 [31]
1617 0.012820512821 0.026315789474 78.0000000000 0.834969645111 1694 75 1542 D1 [31]
1620 0.013020685534 0.026737656297 76.8008717669 0.862844604550 3241 115 1505 D1 [31]
1628 0.013140563917 0.026990467767 76.1002348415 0.883145538468 3257 116 1512 C2 [31]
1633 0.012869008726 0.026417963456 77.7060627839 0.849622975569 3267 115 1518 D1 [31]
1634 0.012831674134 0.026339302972 77.9321536374 0.845217672039 3236 82 1552 D1 [31]
1638 0.012658227848 0.025974025974 79.0000000000 0.824535934398 1716 76 1562 C2 [31]
1643 0.012972052780 0.026635130189 77.0888013614 0.868570050486 3288 116 1527 D2 [31]
1644 0.012899731264 0.026482702006 77.5209947815 0.859434951605 3220 83 1561 D1 [31]
1650 0.013096244176 0.026896987380 76.3577699519 0.889052370891 3301 117 1533 D1 [31]
1651 0.013061432833 0.026823574294 76.5612787487 0.884868201983 3268 82 1569 D1 [31]
1656 0.012817623874 0.026309703516 78.0175803106 0.854722726624 3313 116 1540 C2 [31]
1659 0.012500000000 0.025641025641 80.0000000000 0.814359720673 1738 77 1582 D1 [31]
1665 0.012925219182 0.026536416360 77.3681270614 0.873856142846 3331 117 1548 D1 [31]
1669 0.012676696651 0.026012908809 78.8849041325 0.842594083363 3340 116 1553 D2 [31]
1672 0.012987012987 0.026666666667 77.0000000000 0.885940785428 1748 74 1598 C2 [31]
1679 0.012768155630 0.026205503145 78.3198473605 0.859917731230 3359 117 1562 D1 [31]
1680 0.012732413033 0.026130227772 78.5397078615 0.855619337602 3327 83 1597 D1 [31]
1688 0.012880098444 0.026441330774 77.6391581458 0.879752844585 3378 118 1570 D2 [31]
1689 0.012810847545 0.026295428543 78.0588478992 0.870833741830 3308 84 1605 D1 [31]
1692 0.012624466998 0.025902956022 79.2112649341 0.847181247661 3385 117 1575 D1 [31]
1694 0.012820512821 0.026315789474 78.0000000000 0.874730104402 1771 75 1619 D1 [31]
1701 0.012195121951 0.025000000000 82.0000000000 0.794742579381 1782 79 1622 D1 [31]
1702 0.012720511345 0.026105164779 78.6131919470 0.865204097796 3405 118 1584 C2 [31]
1710 0.012836609318 0.026349700253 77.9021917074 0.885210650279 3421 119 1591 D1 [31]
1716 0.012658227848 0.025974025974 79.0000000000 0.863799550322 1794 76 1640 C2 [31]
1717 0.012503115528 0.025647580377 79.9800655888 0.843250594341 3366 85 1632 D1 [31]
1722 0.012048192771 0.024691358025 83.0000000000 0.785284155825 1804 80 1642 C2 [31]
1725 0.012674603838 0.026008502609 78.8979294983 0.870578143308 3451 119 1606 D1 [31]
1726 0.012640361836 0.025936415013 79.1116593797 0.866382509261 3418 84 1642 D1 [31]
1733 0.012794684198 0.026261380536 78.1574585631 0.891266488328 3894 120 1613 C2 [24]
1734 0.012728318028 0.026121604228 78.5649759683 0.882553419205 3396 85 1649 D1 [31]
1738 0.012500000000 0.025641025641 80.0000000000 0.853138754990 1817 77 1661 D1 [31]
1739 0.012525738741 0.025695179698 79.8356105519 0.857148664445 3479 119 1620 D1 [31]
1748 0.012630351014 0.025915341755 79.1743633141 0.876036379571 3497 120 1628 C2 [31]
1752 0.012389479626 0.025408556847 80.7136401346 0.844870422018 3505 119 1633 D1 [31]
1753 0.012354369846 0.025334728914 80.9430195526 0.840568257488 3473 85 1668 D1 [31]
1760 0.012345679012 0.025316455696 81.0000000000 0.842737855558 1840 78 1682 C2 [31]
1763 0.012479058591 0.025596969343 80.1342499266 0.862513363476 3528 120 1643 D2 [31]
1764 0.012410958625 0.025453727570 80.5739532441 0.853609243111 3458 86 1678 D1 [31]
1771 0.012587675518 0.025825517505 79.4427850135 0.881575500518 3543 121 1650 D1 [31]
1772 0.012554848890 0.025756434055 79.6505006754 0.877478673585 3509 85 1687 D1 [31]
1776 0.012340258371 0.025305058666 81.0355804490 0.849652499971 3553 120 1656 C2 [31]
1782 0.012195121951 0.025000000000 82.0000000000 0.832587464113 1863 79 1703 D1 [31]
1786 0.012434055515 0.025502305187 80.4242830346 0.867474927611 3573 121 1665 D1 [31]
1794 0.012546504407 0.025738874622 79.7034749714 0.887192370497 3589 122 1672 C2 [31]
1800 0.012292819589 0.025205328285 81.3483019691 0.854526221222 3601 121 1679 D1 [31]
1801 0.012259157352 0.025134572052 81.5716750568 0.850324758545 3568 86 1715 D1 [31]
1804 0.012048192771 0.024691358025 83.0000000000 0.822678639436 1886 80 1724 C2 [31]
1810 0.012390651376 0.025411020955 80.7060072697 0.873004984138 3622 122 1688 D2 [31]
1811 0.012325348154 0.025273710880 81.1336107907 0.864304380852 3550 87 1724 D1 [31]
1813 0.012163479926 0.024933516507 82.2133144530 0.842681311050 3627 121 1692 D1 [31]
1817 0.012500156555 0.025641355014 79.9989980610 0.891940130909 5268 3 121 1696 [24]
1818 0.012475520299 0.025589525897 80.1569775102 0.888916742137 3635 1 124 1694 [24]
1824 0.012247079603 0.025109187646 81.6521189044 0.859487941605 3649 122 1702 C2 [31]
1826 0.011904761905 0.024390243902 84.0000000000 0.813002860750 1909 81 1745 D1 [31]
1833 0.012348772482 0.025322959906 80.9797088274 0.878132227153 3667 123 1710 D1 [31]
1838 0.012115296398 0.024832293999 82.5402835547 0.847546367260 3678 122 1716 D2 [31]
1839 0.012048366070 0.024691721951 82.9988061583 0.838663825408 3608 88 1751 D1 [31]
1840 0.012345679012 0.025316455696 81.0000000000 0.881044121720 1920 78 1762 C2 [31]
1848 0.012202959533 0.025016468983 81.9473339480 0.864534207146 3697 123 1725 D1 [31]
1849 0.012170664639 0.024948611648 82.1647814397 0.860429665039 3663 87 1762 D1 [31]
1857 0.012308349292 0.025237974187 81.2456631113 0.883815067239 3716 124 1733 D2 [31]
1858 0.012245687231 0.025106261309 81.6614030007 0.875310036225 3642 88 1770 D1 [31]
1862 0.012068832734 0.024734703466 82.8580544635 0.852040200607 3725 123 1739 D1 [31]
1863 0.012195121951 0.025000000000 82.0000000000 0.870432348846 1944 79 1784 D1 [31]
1870 0.011627906977 0.023809523810 86.0000000000 0.794318315605 1955 125 1745 D1 [31]
1872 0.012160384971 0.024927014117 82.2342386691 0.869661741830 3745 124 1748 C2 [31]
1880 0.012269316132 0.025155924239 81.5041351295 0.889095547432 3761 125 1755 D1 [31]
1886 0.012048192771 0.024691358025 83.0000000000 0.860073123047 1968 80 1806 C2 [31]
1887 0.012024009346 0.024640575717 83.1669346910 0.857078070335 3776 124 1763 D2 [31]
1888 0.011959779666 0.024505725486 83.6135805128 0.848395234042 3704 89 1799 D1 [31]
1892 0.011494252874 0.023529411765 87.0000000000 0.785294398281 1978 84 1808 C2 [31]
1896 0.012119285684 0.024840673813 82.5131138990 0.874867436317 3793 125 1771 D1 [31]
1897 0.012088283147 0.024775554121 82.7247333504 0.870856207123 3758 88 1809 D1 [31]
1900 0.011898771780 0.024377672277 84.0422876016 0.845099302322 3801 124 1776 C2 [31]
1905 0.012171444742 0.024950250679 82.1595152582 0.886602836081 3734 89 1816 D1 [31]
1909 0.011904761905 0.024390243902 84.0000000000 0.849957536239 1992 81 1828 D1 [31]
1911 0.011980751141 0.024549751202 83.4672207269 0.861744766092 3823 125 1786 D1 [31]
1920 0.012079595337 0.024757307179 82.7842301091 0.880148337483 3841 126 1794 C2 [31]
1925 0.011853257579 0.024282160566 84.3649936148 0.849681280987 3851 125 1800 D1 [31]
1926 0.011821502667 0.024215533318 84.5916147995 0.845573812955 3817 89 1837 D1 [31]
1932 0.011764705882 0.024096385542 85.0000000000 0.840077094358 2016 82 1850 C2 [31]
1936 0.011938987228 0.024462079363 83.7591984036 0.866942314487 3874 126 1810 D2 [31]
1937 0.011877311540 0.024332635669 84.1941374212 0.858451550981 3800 90 1847 D1 [31]
1944 0.012041251239 0.024676781121 83.0478477809 0.885501638761 3889 127 1817 D1 [31]
1945 0.012011470934 0.024614248530 83.2537501419 0.881580281733 3853 89 1856 D1 [31]
1950 0.011809327663 0.024189990372 84.6788257977 0.854348044265 3901 126 1824 C2 [31]
1955 0.011627906977 0.023809523810 86.0000000000 0.830423693587 2040 127 1828 D1 [31]
1960 0.011898650637 0.024377418035 84.0431432551 0.871768897268 3921 127 1833 D1 [31]
1964 0.011690203770 0.023940137717 85.5417082244 0.843209554337 3930 126 1838 D2 [31]
1968 0.012004194107 0.024598969831 83.3042177669 0.890924671165 3937 128 1840 C2 [31]
1975 0.011766910510 0.024101009872 84.9840745526 0.859096349743 3951 127 1848 D1 [31]
1976 0.011736404791 0.024037026119 85.2049684540 0.855080441805 3916 90 1886 D1 [31]
1978 0.011494252874 0.023529411765 87.0000000000 0.820989598203 2064 84 1894 C2 [31]
1985 0.011859678063 0.024295632895 84.3193208684 0.877114284487 3972 128 1857 D2 [31]
1986 0.011800419070 0.024171301106 84.7427531205 0.868808334311 3896 91 1895 D1 [31]
1989 0.011645613970 0.023846645599 85.8692381994 0.847440929830 3979 127 1862 D1 [31]
1992 0.011904761905 0.024390243902 84.0000000000 0.886912211728 2075 81 1911 D1 [31]
2000 0.011725938541 0.024015075684 85.2810200684 0.863923117852 4001 128 1872 C2 [31]
2001 0.011363636364 0.023255813953 88.0000000000 0.811767419916 2088 129 1872 D1 [31]
2009 0.011822009635 0.024216596954 84.5879872289 0.882089042783 4019 129 1880 D1 [31]
2015 0.011602554869 0.023756379122 86.1879138964 0.852181662988 4032 128 1887 D2 [31]
2016 0.011764705882 0.024096385542 85.0000000000 0.876602185417 2100 82 1934 C2 [31]
2024 0.011235955056 0.022988505747 89.0000000000 0.802750098582 2112 130 1894 C2 [31]
2025 0.011686347867 0.023932052312 85.5699326547 0.868825421785 4051 129 1896 D1 [31]
2026 0.011790530556 0.024150556869 84.8138254074 0.884822198959 2262 420 117 1909 [31]
2034 0.011785588690 0.024140190082 84.8493890573 0.887571568504 4070 130 1904 D2 [31]
2035 0.011728617827 0.024020694752 85.2615384615 0.879443526898 3992 92 1943 D1 [31]
2040 0.011627906977 0.023809523810 86.0000000000 0.866529071569 2125 129 1911 D1 [31]
2047 0.011111111111 0.022727272727 90.0000000000 0.793930884185 2136 131 1916 D1 [31]
2050 0.011648078053 0.023851811632 85.8510730689 0.873800478163 4101 130 1920 C2 [31]
2054 0.011445458303 0.023427186376 87.3709006253 0.845311324154 4109 129 1925 D1 [31]
2058 0.011750361575 0.024066298569 85.1037641389 0.892683904710 4117 131 1927 D1 [31]
2064 0.011494252874 0.023529411765 87.0000000000 0.856684798125 2150 84 1980 C2 [31]
2066 0.011520759838 0.023584952830 86.7998304005 0.861474519823 4134 130 1936 D2 [31]
2067 0.011462424241 0.023462727965 87.2415798802 0.853185185511 4058 93 1974 D1 [31]
2070 0.010989010989 0.022471910112 91.0000000000 0.785303320001 2160 132 1938 C2 [31]
2075 0.011611071889 0.023774232422 86.1246928387 0.878845638367 4151 131 1944 D1 [31]
2076 0.011633271466 0.023820769897 85.9603425367 0.882634597780 913 1456 149 1927 [31]
2080 0.011403247846 0.023338771278 87.6943142468 0.849709228356 4161 130 1950 C2 [31]
2088 0.011363636364 0.023255813953 88.0000000000 0.847061655565 2175 131 1957 D1 [31]
2091 0.011481898481 0.023503527188 87.0936110144 0.866026758053 4183 131 1960 D1 [31]
2100 0.011575275200 0.023699199921 86.3910345765 0.883958380495 4201 132 1968 C2 [31]
2106 0.011362451802 0.023253333363 88.0091742018 0.854185800275 4213 131 1975 D1 [31]
2107 0.011550489540 0.023647253795 86.5764170888 0.883110789055 2590 346 118 1989 [31]
2112 0.011235955056 0.022988505747 89.0000000000 0.837652276781 2200 132 1980 C2 [31]
2117 0.011444316509 0.023424794543 87.3796175794 0.871064774439 4236 132 1985 D2 [31]
2118 0.011388197464 0.023307250061 87.8102090467 0.862950344262 4158 94 2024 D1 [31]
2120 0.011252380075 0.023022884647 88.8700873361 0.843285280274 4241 131 1989 D1 [31]
2125 0.011541314311 0.023628025560 86.6452444752 0.889240725205 5778 133 1992 D1 [24]
2126 0.011520501733 0.023584411985 86.8017750570 0.886453420414 5666 1 134 1992 [24]
2132 0.011323008676 0.023170742387 88.3157496892 0.858738142308 4265 132 2000 C2 [31]
2136 0.011111111111 0.022727272727 90.0000000000 0.828449618280 2225 133 2003 D1 [31]
2142 0.011407959240 0.023348639126 87.6580972100 0.875760313953 4285 133 2009 D1 [31]
2147 0.011210996595 0.022936270081 89.1981360953 0.847754997124 4296 132 2015 D2 [31]
2148 0.011153596821 0.022816158098 89.6571766116 0.839487111564 4220 95 2053 D1 [31]
2150 0.011494838751 0.023530639311 86.9955657220 0.892470971921 4343 134 2016 C2 [24]
2158 0.011284860241 0.023090875079 88.6143008086 0.863363497089 4317 133 2025 D1 [31]
2159 0.011396323452 0.023324268726 87.7475972145 0.880911032136 1885 811 130 2029 [31]
2160 0.010989010989 0.022471910112 91.0000000000 0.819446942610 2250 134 2026 C2 [31]
2168 0.011372774848 0.023274951257 87.9292884410 0.880931284159 4338 134 2034 D2 [31]
2169 0.011318758228 0.023161843060 88.3489142404 0.872985421927 4258 95 2074 D1 [31]
2173 0.011170981396 0.022852533240 89.5176497503 0.851907136000 4347 133 2040 D1 [31]
2175 0.011363636364 0.023255813953 88.0000000000 0.882355891214 2262 133 2042 D1 [31]
2184 0.011247951332 0.023013614700 88.9050788458 0.868059239126 4369 134 2050 C2 [31]
2193 0.011340177881 0.023206691787 88.1820382809 0.885988812828 5761 135 2058 D1 [24]
2200 0.011235955056 0.022988505747 89.0000000000 0.872554454980 2288 134 2066 C2 [31]
2201 0.011077021612 0.022655964439 90.2769747182 0.848429814037 4324 96 2105 D1 [31]
2208 0.010752688172 0.021978021978 93.0000000000 0.802016022561 2300 136 2072 C2 [31]
2210 0.011212229657 0.022938850636 89.1883265526 0.872822867022 4421 135 2075 D1 [31]
2211 0.011185487049 0.022882886561 89.4015607549 0.869057303882 4383 95 2116 D1 [31]
2214 0.011025421165 0.022548045731 90.6994830448 0.845508281530 4429 134 2080 C2 [31]
2219 0.011305730638 0.023134567657 88.4507186684 0.891054859554 4440 136 2083 D2 [31]
2220 0.011253709287 0.023025666896 88.8595906052 0.883271527576 4358 96 2124 D1 [31]
2225 0.011111111111 0.022727272727 90.0000000000 0.862968352375 2314 135 2090 D1 [31]
2226 0.011094824101 0.022693202380 90.1321184431 0.860826990002 4453 135 2091 D1 [31]
2232 0.010638297872 0.021739130435 94.0000000000 0.793575690676 2325 137 2095 D1 [31]
2236 0.011177645622 0.022866478019 89.4642784227 0.877651996237 4473 136 2100 C2 [31]
2241 0.010986167557 0.022465964823 91.0235525512 0.849736289827 4483 135 2106 D1 [31]
2242 0.010958829213 0.022408807003 91.2506236383 0.845889820069 4446 96 2146 D1 [31]
2250 0.010989010989 0.022471910112 91.0000000000 0.853590565219 2340 136 2114 C2 [31]
2253 0.011058573639 0.022617379185 90.4275752555 0.865584145277 4508 136 2117 D2 [31]
2254 0.011005357060 0.022506089215 90.8648392399 0.857653885120 4428 97 2157 D1 [31]
2256 0.010526315789 0.021505376344 95.0000000000 0.785311138670 2350 92 2164 C2 [31]
2262 0.011144152165 0.022796397372 89.7331609613 0.882544352363 4525 137 2125 D1 [31]
2263 0.011118387979 0.022742495741 89.9410959470 0.878856716764 4486 96 2167 D1 [31]
2268 0.010948181931 0.022386547859 91.3393663272 0.854037487545 4537 136 2132 C2 [31]
2275 0.010869565217 0.022222222222 92.0000000000 0.844414376999 2366 137 2138 D1 [31]
2279 0.011023474362 0.022543974576 90.7155010406 0.870023915182 4559 137 2142 D1 [31]
2283 0.010846168923 0.022173329194 92.1984534005 0.843739754512 4568 136 2147 D2 [31]
2288 0.011112180345 0.022729509507 89.9913400408 0.887573761520 5575 138 2150 C2 [24]
2295 0.010911411119 0.022309682472 91.6471746061 0.858409274682 4591 137 2158 D1 [31]
2296 0.010885070921 0.022254628255 91.8689466776 0.854642099778 4553 97 2199 D1 [31]
2300 0.010752688172 0.021978021978 93.0000000000 0.835433356834 2392 138 2162 C2 [31]
2306 0.010989478792 0.022472888240 90.9961262924 0.874909971080 4614 138 2168 D2 [31]
2307 0.010938198160 0.022365676728 91.4227357548 0.867139642518 4532 98 2209 D1 [31]
2310 0.010807658080 0.022092860321 92.5269834203 0.847666549970 4621 137 2173 D1 [31]
2314 0.011080260501 0.022662739109 90.2505857048 0.892510161117 4629 139 2175 D1 [31]
2315 0.011055425998 0.022610795958 90.4533213105 0.888897800926 4589 97 2218 D1 [31]
2322 0.010875804681 0.022235262097 91.9472194801 0.862849172668 4645 138 2184 C2 [31]
2325 0.010638297872 0.021739130435 94.0000000000 0.826641344454 2418 139 2186 D1 [31]
2332 0.010956541842 0.022404024958 91.2696738077 0.879478894833 4665 139 2193 D1 [31]
2338 0.010770375289 0.022014969546 92.8472753407 0.852032286967 4678 138 2200 D2 [31]
2339 0.010717969296 0.021905503622 93.3012562725 0.844121790856 4598 99 2240 D1 [31]
2340 0.010989010989 0.022471910112 91.0000000000 0.887734187828 2430 138 2202 C2 [31]
2349 0.010841314737 0.022163185616 92.2397351454 0.867354817359 4699 139 2210 D1 [31]
2350 0.010815923540 0.022110130032 92.4562748899 0.863664267701 4660 98 2252 D1 [31]
2359 0.010924620682 0.022337294299 91.5363589343 0.884485152138 4720 140 2219 D2 [31]
2360 0.010875180361 0.022233957315 91.9524979601 0.876869193022 4636 99 2261 D1 [31]
2365 0.010734269712 0.021939549508 93.1595745966 0.856103010692 4731 139 2226 D1 [31]
2366 0.010869565217 0.022222222222 92.0000000000 0.878190952079 2457 139 2227 D1 [31]
2375 0.010416666667 0.021276595745 96.0000000000 0.809600971384 2470 141 2234 D1 [31]
2376 0.010807895817 0.022093357036 92.5249481429 0.871923952528 4753 140 2236 C2 [31]
2380 0.010635125646 0.021732507182 94.0280381491 0.845691722969 4761 139 2241 D1 [31]
2381 0.010609192280 0.021678364433 94.2578825632 0.841925976439 4723 99 2282 D1 [31]
2385 0.010893674599 0.022272610337 91.7963898135 0.889174609843 4771 141 2244 D1 [31]
2392 0.010752688172 0.021978021978 93.0000000000 0.868850691107 2484 140 2252 C2 [31]
2393 0.010699293086 0.021866498320 93.4641187961 0.860602770650 4788 140 2253 D2 [31]
2394 0.010648764196 0.021760983557 93.9076104628 0.852849578538 4706 100 2294 D1 [31]
2400 0.010309278351 0.021052631579 97.0000000000 0.801341520737 2496 142 2258 C2 [31]
2403 0.010775504713 0.022025685175 92.8030775953 0.876554423782 4807 141 2262 D1 [31]
2404 0.010751016221 0.021974529489 93.0144629493 0.872937941818 4767 99 2305 D1 [31]
2408 0.010598528890 0.021656103456 94.3527172867 0.849762440211 4817 140 2268 C2 [31]
2412 0.010863664876 0.022209891385 92.0499676174 0.894293133193 4826 142 2270 D2 [31]
2413 0.010815974849 0.022110237237 92.4558362959 0.886826234240 4740 100 2313 D1 [31]
2418 0.010638297872 0.021739130435 94.0000000000 0.859706998232 2511 141 2277 D1 [31]
2420 0.010665399566 0.021795719241 93.7611379494 0.864807603772 4841 141 2279 D1 [31]
2425 0.010204081633 0.020833333333 98.0000000000 0.793248873902 2522 95 2330 D1 [31]
2430 0.010744100350 0.021960083379 93.0743354406 0.881244172891 4861 142 2288 C2 [31]
2436 0.010563073213 0.021582092879 94.6694186320 0.853901421312 4873 141 2295 D1 [31]
2437 0.010538059719 0.021529885884 94.8941291561 0.850210986424 4834 100 2337 D1 [31]
2444 0.010526315789 0.021505376344 95.0000000000 0.850753733559 2538 92 2352 C2 [31]
2448 0.010632545587 0.021727120369 94.0508546941 0.869432345051 4898 142 2306 D2 [31]
2449 0.010583803017 0.021625363203 94.4839958159 0.861831084978 4814 101 2348 D1 [31]
2450 0.010101010101 0.020618556701 99.0000000000 0.785318028905 2548 96 2354 C2 [31]
2457 0.010713643662 0.021896469262 93.3389266596 0.885991232493 4915 143 2314 D1 [31]
2458 0.010690014258 0.021847120577 93.5452447346 0.882446368429 4874 100 2358 D1 [31]
2464 0.010528712414 0.021510377996 94.9783753870 0.858106324482 4929 142 2322 C2 [31]
2470 0.010416666667 0.021276595745 96.0000000000 0.841985010239 2565 143 2327 D1 [31]
2475 0.010600689724 0.021660614353 94.3334845178 0.873762340071 4951 143 2332 D1 [31]
2480 0.010432338486 0.021309288390 95.8557854872 0.847939550991 4962 142 2338 D2 [31]
2481 0.010382569839 0.021205474314 96.3152683326 0.840207123237 4880 102 2379 D1 [31]
2484 0.010684097473 0.021834764449 93.5970494995 0.890793721140 4969 144 2340 C2 [31]
2492 0.010495402582 0.021440866209 95.2798134406 0.862374913597 4985 143 2349 D1 [31]
2493 0.010471265034 0.021390501284 95.4994450780 0.858757326269 4945 101 2392 D1 [31]
2496 0.010309278351 0.021052631579 97.0000000000 0.833395181567 2592 144 2352 C2 [31]
2503 0.010569792575 0.021596118129 94.6092359770 0.878503814691 5008 144 2359 D2 [31]
2504 0.010522750723 0.021497936295 95.0321856285 0.871049351888 4922 102 2402 D1 [31]
2508 0.010397517674 0.021236652282 96.1768021368 0.851798241860 5017 143 2365 D1 [31]
2511 0.010639564675 0.021741775402 93.9888078615 0.892985286479 7295 6 144 2367 [24]
2512 0.010632633270 0.021727303440 94.0500790887 0.892177317341 5631 1 146 2366 [24]
2520 0.010463101959 0.021373469499 95.5739515805 0.866705052313 5041 144 2376 C2 [31]
2522 0.010204081633 0.020833333333 98.0000000000 0.824978828858 2619 95 2427 D1 [31]
2530 0.010539816639 0.021533552671 94.8783109109 0.882950801062 5061 145 2385 D1 [31]
2537 0.010363758962 0.021166241575 96.4900866260 0.856061463590 5076 144 2393 D2 [31]
2538 0.010526315789 0.021505376344 95.0000000000 0.883475031004 2632 92 2446 C2 [31]
2548 0.010431770817 0.021308104151 95.8610017017 0.871094698572 5097 145 2403 D1 [31]
2549 0.010408467752 0.021259492998 96.0756207202 0.867547594916 5056 102 2447 D1 [31]
2552 0.010271520583 0.020973909042 97.3565687721 0.845862992043 5105 144 2408 C2 [31]
2558 0.010510726208 0.021472842759 95.1409046526 0.887801469630 5118 146 2412 D2 [31]
2559 0.010465304334 0.021378064573 95.5538384784 0.880488895538 5030 103 2456 D1 [31]
2565 0.010416666667 0.021276595745 96.0000000000 0.874369049095 2660 145 2420 D1 [31]
2574 0.010000000000 0.020408163265 100.0000000000 0.808645949034 2673 97 2477 D1 [31]
2576 0.010401371341 0.021244690511 96.1411690113 0.875541899464 5153 146 2430 C2 [31]
2581 0.010237319911 0.020902613301 97.6818160122 0.849787673504 5163 145 2436 D1 [31]
2582 0.010213537121 0.020853040855 97.9092735627 0.846171617366 5123 103 2479 D1 [31]
2585 0.010482549764 0.021414047157 95.3966375122 0.892368611235 6300 147 2438 D1 [24]
2592 0.010309278351 0.021052631579 97.0000000000 0.865448842396 2688 146 2446 C2 [31]
2594 0.010299261562 0.021031746032 97.0943396226 0.864434357554 5190 146 2448 D2 [31]
2595 0.010252877238 0.020935043334 97.5335973342 0.856995910795 5104 104 2491 D1 [31]
2600 0.009900990099 0.020202020202 101.0000000000 0.800719625462 2700 98 2502 C2 [31]
2604 0.010371867521 0.021183152750 96.4146522307 0.880044786422 5209 147 2457 D1 [31]
2605 0.010349359797 0.021136212121 96.6243342242 0.876565899063 5167 103 2502 D1 [31]
2610 0.010204149798 0.020833475404 97.9993453424 0.853776174093 5221 146 2464 C2 [31]
2614 0.010411257515 0.021265312315 96.0498766416 0.890147206149 5227 1 149 2465 [24]
2619 0.010204081633 0.020833333333 98.0000000000 0.856708783814 2716 95 2524 D1 [31]
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2632 0.010343225050 0.021123418647 96.6816437933 0.884601570727 5265 148 2484 C2 [31]
2639 0.010171969906 0.020766410415 98.3093746132 0.857826377143 5279 147 2492 D1 [31]
2640 0.010148997217 0.020718539228 98.5319020801 0.854279660522 5238 104 2536 D1 [31]
2646 0.010101010101 0.020618556701 99.0000000000 0.848143471217 2744 96 2550 C2 [31]
2651 0.010238533438 0.020905142885 97.6702382288 0.873041938294 5304 148 2503 D2 [31]
2652 0.010193723777 0.020811745933 98.0995779231 0.865743251300 5216 105 2547 D1 [31]
2655 0.010082215742 0.020579403455 99.1845468899 0.847864341913 5311 147 2508 D1 [31]
2660 0.010315411231 0.021065419389 96.9423300389 0.889210539293 5321 149 2511 D1 [31]
2661 0.010293661886 0.021020070775 97.1471582281 0.885797693641 5278 104 2557 D1 [31]
2668 0.010140741826 0.020701337491 98.6121150818 0.861936258369 5337 148 2520 C2 [31]
2673 0.010000000000 0.020408163265 100.0000000000 0.839747716305 2772 97 2576 D1 [31]
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2686 0.010003901536 0.020416288145 99.9609998568 0.844490363208 5286 106 2580 D1 [31]
2688 0.010288423757 0.021009149582 97.1966186057 0.893875068291 7065 150 2538 C2 [24]
2697 0.010110428977 0.020638179653 98.9077715959 0.866103880887 5395 149 2548 D1 [31]
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2700 0.009900990099 0.020202020202 101.0000000000 0.831516534133 2800 98 2602 C2 [31]
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2726 0.010080996495 0.020576863568 99.1965427748 0.870327390552 5453 150 2576 C2 [31]
2727 0.009803921569 0.020000000000 102.0000000000 0.823445133251 2828 151 2576 D1 [31]
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2744 0.010101010101 0.020618556701 99.0000000000 0.879556192373 2842 96 2648 C2 [31]
2745 0.009943089472 0.020289662809 100.5723626276 0.852579559454 5402 107 2638 D1 [31]
2754 0.009708737864 0.019801980198 103.0000000000 0.815528906399 2856 152 2602 C2 [31]
2755 0.010052411142 0.020517319343 99.4786211882 0.874605011598 5511 151 2604 D1 [31]
2756 0.010030948964 0.020472617491 99.6914652423 0.871190493099 5468 106 2650 D1 [31]
2760 0.009899926074 0.020199805307 101.0108552856 0.849811997205 5521 150 2610 C2 [31]
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2766 0.010085401696 0.020586040364 99.1532147325 0.883870114317 5440 107 2659 D1 [31]
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2781 0.009615384615 0.019607843137 104.0000000000 0.807763421749 2884 153 2628 D1 [31]
2784 0.010024641217 0.020459480333 99.7541935312 0.878935042544 5569 152 2632 C2 [31]
2790 0.009868827608 0.020135074371 101.3291588183 0.853660528895 5581 151 2639 D1 [31]
2791 0.009846938987 0.020089518499 101.5544019672 0.850182581881 5539 107 2684 D1 [31]
2792 0.010101030034 0.020618598227 98.9998046408 0.894945547014 6202 2 153 2639 [24]
2793 0.010101025882 0.020618589577 98.9998453333 0.895265350278 5635 153 2640 D1 [24]
2800 0.009900990099 0.020202020202 101.0000000000 0.862313442805 2900 98 2702 C2 [31]
2803 0.009928497199 0.020259282864 100.7201774848 0.868040534417 5608 152 2651 D2 [31]
2804 0.009885768037 0.020170334571 101.1555193576 0.860892082287 5518 108 2696 D1 [31]
2808 0.009523809524 0.019417475728 105.0000000000 0.800144414629 2912 154 2654 C2 [31]
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2820 0.009838627623 0.020072221472 101.6401919323 0.857566935731 5641 152 2668 C2 [31]
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9310 0.005235602094 0.010582010582 191.0000000000 0.801738647650 9500 188 9122 C2 [31]
9320 0.005425372265 0.010969774754 184.3191491931 0.861836475751 18642 278 9042 D2 [31]
9321 0.005412260493 0.010942973431 184.7656817886 0.857767846913 18476 196 9125 D1 [31]
9328 0.005492287021 0.011106575038 182.0735143996 0.883984927219 18657 280 9048 C2 [31]
9333 0.005434782609 0.010989010989 184.0000000000 0.866035096761 9516 281 9052 D1 [31]
9342 0.005443402028 0.011006631092 183.7086430270 0.869622078111 18685 279 9063 D1 [31]
9343 0.005436947189 0.010993435838 183.9267451491 0.867653755019 18603 195 9148 D1 [31]
9345 0.005514673843 0.011152350841 181.3343868419 0.892830138912 18691 281 9064 D1 [31]
9350 0.005399550614 0.010916994962 185.2005975122 0.856400114217 18701 278 9072 C2 [31]
9359 0.005208333333 0.010526315789 192.0000000000 0.797584788546 9550 189 9170 D1 [31]
9360 0.005524861878 0.011173184358 181.0000000000 0.897570502659 9540 178 9182 C2 [31]
9363 0.005462991350 0.011046678518 183.0498962857 0.877861336279 18728 280 9083 D2 [31]
9364 0.005450250637 0.011020631684 183.4778006626 0.873864760769 18558 196 9168 D1 [31]
9374 0.005416366871 0.010951366985 184.6256030547 0.863954693084 18749 279 9095 D1 [31]
9380 0.005374723685 0.010866253591 186.0560762982 0.851265426380 18762 278 9102 D2 [31]
9381 0.005484134257 0.011089905577 182.3441865391 0.886370237882 18763 281 9100 D1 [31]
9382 0.005477862292 0.011077082044 182.5529644015 0.884438260947 18679 195 9187 D1 [31]
9384 0.005405405405 0.010928961749 185.0000000000 0.861379268409 9568 182 9202 C2 [31]
9396 0.005434736304 0.010988916334 184.0015676894 0.871866185696 18793 280 9116 C2 [31]
9398 0.005506826880 0.011136305169 181.5927796269 0.895340357120 18798 282 9116 D2 [31]
9399 0.005494448432 0.011110994436 182.0018901501 0.891414564715 18624 196 9203 D1 [31]
9400 0.005291005291 0.010695187166 189.0000000000 0.826711764613 9588 186 9214 C2 [31]
9405 0.005390339396 0.010898168445 185.5170753811 0.858501175685 18811 279 9126 D1 [31]
9406 0.005383817442 0.010884838855 185.7418106630 0.856516034021 18730 196 9210 D1 [31]
9408 0.005181347150 0.010471204188 193.0000000000 0.793473749228 9600 286 9122 C2 [31]
9412 0.005494505495 0.011111111111 182.0000000000 0.892666044427 9593 179 9233 D1 [31]
9416 0.005454651479 0.011029628517 183.3297698008 0.880137116847 18833 281 9135 D1 [31]
9429 0.005407503002 0.010933249160 184.9282375923 0.866181785463 18860 280 9149 D2 [31]
9430 0.005394627858 0.010906933410 185.3695984686 0.862153403560 18692 197 9233 D1 [31]
9434 0.005476107059 0.011073493389 182.6114773135 0.888770446188 18869 282 9152 C2 [31]
9435 0.005376344086 0.010869565217 186.0000000000 0.856773230623 9620 283 9152 D1 [31]
9450 0.005499099778 0.011120505091 181.8479460849 0.897769569896 18901 283 9167 D1 [31]
9451 0.005419866837 0.010958521124 184.5063781345 0.872177479199 18818 196 9255 D1 [31]
9457 0.005154639175 0.010416666667 194.0000000000 0.789404871001 9650 191 9266 D1 [31]
9460 0.005381273446 0.010879639523 185.8296200712 0.860619398917 18921 280 9180 C2 [31]
9464 0.005464480874 0.011049723757 183.0000000000 0.887814890668 9646 180 9284 C2 [31]
9470 0.005446440502 0.011012842587 183.6061551907 0.882521671773 18942 282 9188 D2 [31]
9471 0.005433928363 0.010987264744 184.0289258987 0.878564248795 18770 197 9274 D1 [31]
9483 0.005398777754 0.010915415310 185.2271098371 0.868333432651 18967 281 9202 D1 [31]
9486 0.005347593583 0.010810810811 187.0000000000 0.852216188966 9672 284 9202 C2 [31]
9487 0.005468202900 0.011057333284 182.8754379238 0.891185301607 18975 283 9204 D1 [31]
9488 0.005462042997 0.011044739679 183.0816785230 0.889272326908 18890 196 9292 D1 [31]
9491 0.005356030489 0.010828051728 186.7054345735 0.855358010937 18984 280 9211 D2 [31]
9492 0.005343022660 0.010801470322 187.1599773341 0.851298041765 18818 198 9294 D1 [31]
9500 0.005235602094 0.010582010582 191.0000000000 0.818100660867 9690 188 9312 C2 [31]
9503 0.005491490425 0.011104946263 182.0999259807 0.900307905041 21367 284 9219 D1 [24]
9504 0.005479332343 0.011080087651 182.5039872404 0.896420100340 18832 197 9307 D1 [31]
9515 0.005372349774 0.010861402050 186.1382899550 0.862754485366 19031 281 9234 D1 [31]
9516 0.005434782609 0.010989010989 184.0000000000 0.883016177090 9699 283 9233 D1 [31]
9520 0.005331757801 0.010778451790 187.5554061910 0.850212815845 19041 280 9240 C2 [31]
9523 0.005438355816 0.010996315382 183.8791049944 0.884828076101 19047 283 9240 D1 [31]
9537 0.005319148936 0.010752688172 188.0000000000 0.847707365813 9724 185 9352 D1 [31]
9538 0.005390188295 0.010897859621 185.5222758988 0.870592785786 19078 282 9256 D2 [31]
9539 0.005377543960 0.010872017424 185.9584984125 0.866603941884 18908 198 9341 D1 [31]
9540 0.005460419316 0.011041420199 183.1361187146 0.893614559188 19081 284 9256 C2 [31]
9546 0.005346904465 0.010809402616 187.0241008688 0.857385533924 19093 281 9265 D1 [31]
9550 0.005208333333 0.010526315789 192.0000000000 0.813862029128 9741 189 9361 D1 [31]
9558 0.005409538505 0.010937409688 184.8586527423 0.878693334054 19117 283 9275 D1 [31]
9559 0.005403312904 0.010924684789 185.0716435917 0.876763719786 19033 197 9362 D1 [31]
9568 0.005405405405 0.010928961749 185.0000000000 0.878269057985 9752 182 9386 C2 [31]
9570 0.005363565464 0.010843450037 186.4431424736 0.864906143361 19141 282 9288 C2 [31]
9576 0.005322425415 0.010759382856 187.8842674071 0.852222858235 19153 281 9295 D1 [31]
9577 0.005430394883 0.010980041690 184.1486708813 0.887242185377 19156 284 9293 D2 [31]
9578 0.005418105693 0.010954921228 184.5663515325 0.883323228020 18982 198 9380 D1 [31]
9588 0.005291005291 0.010695187166 189.0000000000 0.843245999905 9776 186 9402 C2 [31]
9592 0.005381731866 0.010880576421 185.8137909796 0.872776722772 19185 283 9309 D1 [31]
9593 0.005452753902 0.011025749198 183.3935691887 0.896057979405 19187 285 9308 D1 [31]
9594 0.005446703306 0.011013379837 183.5972961547 0.894163678862 19101 197 9397 D1 [31]
9600 0.005181347150 0.010471204188 193.0000000000 0.809667091049 9792 288 9312 C2 [31]
9602 0.005337921461 0.010791046440 187.3388372641 0.859519894806 19206 282 9320 D2 [31]
9603 0.005325146572 0.010764942942 187.7882583122 0.855499841815 19038 199 9404 D1 [31]
9612 0.005401396760 0.010920768325 185.1372977074 0.880999767917 19225 284 9328 C2 [31]
9620 0.005376344086 0.010869565217 186.0000000000 0.873572705733 9805 285 9335 D1 [31]
9625 0.005354917674 0.010825777644 186.7442341499 0.867074087911 19251 283 9342 D1 [31]
9626 0.005348627132 0.010812922850 186.9638647952 0.865128015785 19168 198 9428 D1 [31]
9630 0.005422555228 0.010964016425 184.4149036655 0.889578192126 19261 285 9345 D1 [31]
9632 0.005313239797 0.010740614514 188.2090849022 0.854250379478 19265 282 9350 C2 [31]
9639 0.005263157895 0.010638297872 190.0000000000 0.838831345927 9828 287 9352 D1 [31]
9646 0.005445204315 0.011010315464 183.6478380205 0.898515328008 19293 286 9360 C2 [31]
9647 0.005373405775 0.010863560184 186.1017093881 0.875067242651 19296 284 9363 D2 [31]
9648 0.005360986601 0.010838179876 186.5328295744 0.871117244475 19124 199 9449 D1 [31]
9650 0.005154639175 0.010416666667 194.0000000000 0.805515174491 9843 191 9459 D1 [31]
9657 0.005329078552 0.010772977187 187.6497015927 0.861581465687 19315 283 9374 D1 [31]
9666 0.005393379474 0.010904381887 185.4125052442 0.883321130218 19333 285 9381 D1 [31]
9667 0.005387264298 0.010891883506 185.6229701621 0.881410370790 19248 198 9469 D1 [31]
9672 0.005347593583 0.010810810811 187.0000000000 0.868926310318 9858 286 9386 C2 [31]
9680 0.005346403633 0.010808379182 187.0416206022 0.869258040517 19361 284 9396 C2 [31]
9684 0.005414834438 0.010948234631 184.6778533192 0.892020875487 19370 286 9398 D2 [31]
9685 0.005402762740 0.010923560289 185.0904894693 0.888139713071 19194 199 9486 D1 [31]
9688 0.005304197931 0.010722140574 188.5299178080 0.856295075537 19377 283 9405 D1 [31]
9689 0.005297843276 0.010709157426 188.7560556219 0.854332723990 19295 199 9490 D1 [31]
9690 0.005235602094 0.010582010582 191.0000000000 0.834462674085 9880 188 9502 C2 [31]
9699 0.005434937396 0.010989327406 183.9947596603 0.900048523645 28642 6 284 9415 [24]
9700 0.005431824306 0.010982963670 184.1002108445 0.899110429002 19312 198 9502 D1 [31]
9701 0.005365207399 0.010846805521 186.3860845527 0.877282380574 19403 285 9416 D1 [31]
9713 0.005320372883 0.010755188998 187.9567507739 0.863748694505 19428 284 9429 D2 [31]
9714 0.005307825265 0.010729551701 188.4010776798 0.859767860490 19258 200 9514 D1 [31]
9718 0.005280260026 0.010673234963 189.3846127184 0.851211313205 19437 283 9435 D1 [31]
9720 0.005385484161 0.010888245267 185.6843266215 0.885657171322 19441 286 9434 C2 [31]
9724 0.005319148936 0.010752688172 188.0000000000 0.864329078868 9911 185 9539 D1 [31]
9735 0.005338020640 0.010791249102 187.3353565585 0.871457728983 19471 285 9450 D1 [31]
9736 0.005331841593 0.010778623008 187.5524586518 0.869530688842 19387 199 9537 D1 [31]
9737 0.005407230156 0.010932691470 184.9375689870 0.894385508182 19475 287 9450 D1 [31]
9744 0.005295296882 0.010703955002 188.8468243330 0.858356649375 19489 284 9460 C2 [31]
9752 0.005405405405 0.010928961749 185.0000000000 0.895158847562 9936 182 9570 C2 [31]
9756 0.005357134179 0.010830307176 186.6669690356 0.879603022047 19514 286 9470 D2 [31]
9757 0.005344934682 0.010805377437 187.0930253587 0.875691193538 19340 200 9557 D1 [31]
9768 0.005311801674 0.010737676160 188.2600408264 0.865843152246 19537 285 9483 D1 [31]
9774 0.005377708397 0.010872353488 185.9528122674 0.888007647125 19549 287 9487 D1 [31]
9775 0.005371700959 0.010860076079 186.1607724811 0.886115419649 19463 199 9576 D1 [31]
9776 0.005291005291 0.010695187166 189.0000000000 0.859780235198 9964 186 9590 C2 [31]
9790 0.005329766061 0.010774381992 187.6254958687 0.873672887246 19581 286 9504 C2 [31]
9791 0.005399740086 0.010917382224 185.1940989989 0.896855828195 19584 288 9503 D2 [31]
9792 0.005387880583 0.010893143074 185.6017379368 0.893011805827 19406 200 9592 D1 [31]
9800 0.005286533785 0.010686051918 189.1598617763 0.860434810761 19601 285 9515 D1 [31]
9801 0.005280291645 0.010673299558 189.3834786641 0.858491664514 19518 200 9601 D1 [31]
9810 0.005349183619 0.010814060024 186.9444145461 0.881848320406 19621 287 9523 D1 [31]
9824 0.005303362212 0.010720433105 188.5596268811 0.868042134496 19650 286 9538 D2 [31]
9825 0.005291036361 0.010695250642 188.9988901561 0.864099838428 19478 201 9624 D1 [31]
9828 0.005370049816 0.010856701691 186.2180117827 0.890372318898 19657 288 9540 C2 [31]
9831 0.005262201034 0.010636343221 190.0345489389 0.855229041534 19663 285 9546 D1 [31]
9844 0.005392361985 0.010902302290 185.4474908841 0.899248152794 19689 289 9555 D1 [31]
9845 0.005321637325 0.010757772578 187.9120915190 0.875903255199 19691 287 9558 D1 [31]
9846 0.005315567074 0.010745369613 188.1266826552 0.873994921965 19606 200 9646 D1 [31]
9856 0.005277905849 0.010668425589 189.4690865402 0.862529276073 19713 286 9570 C2 [31]
9858 0.005347593583 0.010810810811 187.0000000000 0.885636431671 10044 288 9570 C2 [31]
9861 0.005238788232 0.010588518475 190.8838372111 0.850222351596 19723 285 9576 D1 [31]
9862 0.005232483844 0.010575641434 191.1138246693 0.848263271406 19641 201 9661 D1 [31]
9865 0.005341353284 0.010798059065 187.2184719539 0.884198084480 19732 288 9577 D2 [31]
9866 0.005329368139 0.010773568908 187.6395050728 0.880323765365 19556 201 9665 D1 [31]
9879 0.005295051854 0.010703454400 188.8555631944 0.870168370197 19759 287 9592 D1 [31]
9880 0.005235602094 0.010582010582 191.0000000000 0.850824687302 10070 188 9692 C2 [31]
9882 0.005362506111 0.010841285139 186.4799739543 0.892750953144 19765 289 9593 D1 [31]
9883 0.005356603802 0.010829223322 186.6854516237 0.890876942104 19678 200 9683 D1 [31]
9888 0.005253380958 0.010618326141 190.3536042737 0.857306510004 19778 286 9602 D2 [31]
9889 0.005240930334 0.010592893905 190.8058181168 0.853333947434 19608 202 9687 D1 [31]
9894 0.005128205128 0.010362694301 195.0000000000 0.817433733455 10088 192 9702 C2 [31]
9899 0.005373511740 0.010863776744 186.0980394822 0.897961260911 25209 1 291 9608 [24]
9900 0.005313631927 0.010741415712 188.1951956445 0.878148578527 19801 288 9612 C2 [31]
9912 0.005269410351 0.010651070424 189.7745541430 0.864639768108 19825 287 9625 D1 [31]
9913 0.005263278018 0.010638543258 189.9956636451 0.862715500118 19741 201 9712 D1 [31]
9918 0.005229772275 0.010570103013 191.2129147212 0.852196082375 19837 286 9632 C2 [31]
9919 0.005333640798 0.010782299421 187.4891913025 0.886472548480 19839 289 9630 D1 [31]
9935 0.005286868019 0.010686734749 189.1479031611 0.872398041142 19872 288 9647 D2 [31]
9936 0.005355075030 0.010826099208 186.7387467679 0.895143321449 19873 290 9646 C2 [31]
9944 0.005244696735 0.010600587200 190.6687937482 0.859313728596 19889 287 9657 D1 [31]
9955 0.005305747421 0.010725306376 188.4748595424 0.880408608546 19911 289 9666 D1 [31]
9956 0.005299783345 0.010713121132 188.6869584789 0.878518664491 19825 201 9755 D1 [31]
9964 0.005291005291 0.010695187166 189.0000000000 0.876314470490 10152 186 9778 C2 [31]
9968 0.005261044637 0.010633980972 190.0763192315 0.866766015907 19937 288 9680 C2 [31]
9974 0.005326043845 0.010766776336 187.7566218219 0.888850479809 19950 290 9684 D2 [31]
9975 0.005314267884 0.010742715099 188.1726743718 0.885013025181 19772 202 9773 D1 [31]
9976 0.005214702047 0.010539322953 191.7655104541 0.852246667149 19868 202 9774 D1 [31]
9984 0.005181347150 0.010471204188 193.0000000000 0.842053774690 10176 292 9692 C2 [31]
9990 0.005347754375 0.010811139386 186.9943774220 0.897549200352 19981 291 9699 D1 [31]
9991 0.005341954663 0.010799287939 187.1973955399 0.895693097420 19893 201 9790 D1 [31]
9996 0.005076142132 0.010256410256 197.0000000000 0.809177256958 10192 294 9702 C2 [31]


Updates

Please note that the results are taken from a running search. For updates look at the list below. All listed improvements are sorted by decreasing relative gain.

29-Nov-1999: First complete presentation from N=1 to N=200
17-Jan-2000: Improvements for N = 197, 183, 194, 174, 173, 192, 186, 198, 189, 177, 182, 196, 176, 193, 178, 179, 199.
05-May-2000: Improvements for N = 127, 98, 135, 198, 151, 184, 134, 136, 121, 100, 147, 162, 92, 150, 166, 183, 152, 84, 89, 185, 192, 95.
17-May-2000: Improvements for N = 84, 183, 134, 109, 198, 169, 151, 165, 187, 192, 197, 173, 196, 125, 121, 164, 144, 140, 103, 78, 178, 186, 176, 116, 106, 111, 179, 105, 175, 112, 181, 96, 193.
06-Jul-2000: Improvements for N = 47, 65. Many thanks to P. G. Szabó and L. G. Casado (see [7]) who suggested these improvements, and to Jerry Donovan (see [8]) whose 'Pack.exe' is great! After myriads of CPU cycles I never thought that better values are possible. And the story goes on, see below.
09-Jul-2000: Improvements for N = 86, 145, 101, 138, 134, 119, 103, 128, 106, 84, 140, 111, 136, 91, 196, 125, 124, 191, 96, 73, 182, 197, 165, 146, 139, 108, 115, 95, 166, 180, 186, 169, 123, 85.   50 yellow entries remaining...
12-Jul-2000: Improvements for N = 75, 139, 91, 145, 144, 146, 181, 182, 130, 107, 154.   3 yellow entries were blown away, 47 remaining...
13-Jul-2000: Improvements for N = 71, 89, 87.   1 yellow entry was blown away, 46 remaining...
14-Jul-2000: Improvements for N = 107, 106, 121, 140, 129, 102.   4 yellow entries were gone, 42 remaining...
18-Jul-2000: Improvements for N = 165, 115, 151, 192, 134, 133, 170, 181, 176, 183, 184, 122, 185.   7 yellow entries were gone, 35 remaining...
19-Aug-2000: Improvements for N = 140, 122, 166, 138, 124, 91, 147, 89, 135, 133, 146.   2 yellow entries were gone, 33 remaining...
23-Aug-2000: Improvements for N = 44, 51.   The lowest 2 yellow entries were gone, 31 remaining. This was hard to verify.
28-Aug-2000: Improvements for N = 68, 124, 182, 186, 123, 130, 125, 73, 76.   The lowest 3 yellow entries vanished, 28 remaining. The case N = 76 looks very easy, but was so diffucult to guess.
31-Aug-2000: Improvements for N = 131, 89.   Only 26 yellow entries remaining.
04-Sep-2000: New packings for N = 208, 255, 270, 295, 304, 340, 378.
12-Sep-2000: New packings for N = 449, 986.
15-Sep-2000: Improvement for N = 97.    This packing was found by Péter Gábor Szabó.
18-Sep-2000: New packings for N = 407, 437, 621.
06-Oct-2000: Boll et. al. confirmed N = 32, 37, 48, 50 in [14]; missing my last green entry N = 47 below 50 :-)
11-Oct-2000: Improvements for N = 186, 136, 103, 95, 96, 108; erasing 2 yellow entries, 24 remain. Note that the new packings for N = 96, 103, 136, 186 have symmetries while the former were not symmetric.
12-Oct-2000: Density plots added (see above).
18-Oct-2000: Improvements for N = 180, 131. New packings for N = 261, 418, 559, 658.
28-Oct-2002: Improvements for N = 112, 85, 139, 148, 156, 178, 200, 116. These improvements are due to Douglas Hanson, an 8th grade student(!) from Texas. They were found by running Jerry Donovan's program.
13-Dec-2002: New packings found by Douglas Hanson for N = 201 to 250.
31-Dec-2002: Improvements for N = 217, 211, 242, 226, 227, 210, 202, 213, 206, 235, 249, 215, 248, 218, 203, 233, 239, 201, 229, 204, 225, 221, 234, 228, 207, 243, 231, 209, 205, 246, 230, 236, 220, 224, 237, 245, 244, 250, 185, 223.
31-Dec-2002: New packings found for N = 251 to 300 (except 255, 261, 270, 295).
31-Dec-2002: Improvements for N = 197, 107, 193, 171, 155, 182, 194, 125, 122, 152, 158. These packings are due to David Bass. Many thanks to him for reporting them.
05-Jan-2003: Improvement for N = 97. It seems to be very unlikely to find still better packings for N < 100, but it is possible :-)
06-Jan-2003: Improvement for N = 199 (slightly better than Donovan's packing).
02-Mar-2005: Improved packings found by Bernardetta Addis, Marco Locatelli and Fabio Schoen for N = 86, 59, 66, 68, 53, 73, 85, 77. More about the method used for this achievement can be found in a short report [20].
23-Jun-2005: Slightly improved packing for N = 78, 86, 88, 100, 101, 106, 108, 113, 115, 116, 130, 133, 134, 135, 146, 155, 157 found by Bernardetta Addis, Marco Locatelli and Fabio Schoen [19].
01-Jul-2005: Improved packing for N = 108 found by Bernardetta Addis, Marco Locatelli and Fabio Schoen [19].
08-Jul-2005: Further improvements for N = 111, 130 by Bernardetta Addis, Marco Locatelli and Fabio Schoen [19].
31-Aug-2005: Further improvements for N = 88, 95, 98, 104, 105, 106, 107, 109, 111, 115, 117, 118, 119, 121, 122, 123 by Bernardetta Addis, Marco Locatelli and Fabio Schoen [19].
04-Sep-2009: Reorganization of the page, all numerical values are now given with 30 decimal places. Attempt to clearify the authorship of each packing.
10-Feb-2010: Astonishing improvements for such small values of N = 67, 75, 86, 91, 92 and 93 by David W. Cantrell [24].
11-Feb-2010: Further improvements for N = 101, 104, 105, 106, 107, 108, 109, 111, 119, 121, 122, 123, 124, 125, 127, 130, 136, 139, 140, 141, 144, 145, 147 and 150 by David W. Cantrell [24].
13-Feb-2010: Further improvements for N = 151, 156, 157, 160, 162, 164, 166, 169, 170, 173, 175, 178, 179, 182, 184, 186, 187, 193, 196, 197 and 199 by David W. Cantrell [24].
15-Feb-2010: Further improvements for N = 201, 211, 213, 214, 215, 216, 217, 218, 220, 225, 226, 228, 231, 232, 248 and 249 by David W. Cantrell [24].
22-Feb-2010: Some improvements for N = 157, 171, 244, 287, 289 and 290 by Eckard Specht [31].
25-Feb-2010: Overwhelming many more better packings than before for N = 129, 133, 134, 135, 136, 138, 144, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 162, 166, 167, 168, 170, 171, 173, 175, 176, 177, 179, 182, 184, 185, 186, 187, 192, 193, 194, 196, 198, 199 and 200 by Wenqi Huang and Tao Ye [25]. Totally, this are 42 better packings in the range 129 <= N <= 200.
01-Mar-2010: Further improvements for N = 129 and 145 by David W. Cantrell [24].
08-Mar-2010: Some slightly refinements of previous packings for N = 126, 134, 136, 144, 146, 147, 148, 150, 152, 154, 162, 166, 173, 182, 184 and 200 by David W. Cantrell [24].
07-May-2010: Improvements of previous packings for N = 135, 149, 151, 155, 156, 157, 158 and 253 by David W. Cantrell [24].
07-May-2010: More packings up to N = 500 by Eckard Specht [31].
08-May-2010: New packings for N = 251, 256, 257, 258 and 310 found by Program Packntile by Algit of Nevenka Kristan and Tomaz Kristan shown at www.critticall.com [26]. It is exciting so see how many better packings will arrive in future. The mentioned packings are those which violated David's upper bound [24] from 07-Mar-2009 below N ≤ 300.
17-May-2010: Totally 584 new packings in the range N = 507 ... 5000 by Eckard Specht [31]. These packings are strict regular lattice packings, many of them can be improved. The application form should be extended to much higher values of N as now ...
29-May-2010: Further extension up to N = 10000 by Eckard Specht [31].
05-Jun-2010: Some improvements for N = 368, 513, 644, 672, 952, 1050, 1415, 1527, 1570 and 2288 by David W. Cantrell [24].
05-Jun-2010: Slight improvements for N = 153 and 186 by David W. Cantrell [24].
06-Jun-2010: Improvements for N = 6364, 6975, 7268, 7920 and 8925 by David W. Cantrell [24].
06-Jun-2010: A new family of packings was discovered by David W. Cantrell [24] which he called "rhombic family". We show some first examples: N = 407, 760, 806, 986, 1570 and 2288.
07-Jun-2010: Improvements for N = 6840, 7130, 8232, 8400, 8721, 9256 and 9990 by Eckard Specht [31].
07-Jun-2010: Improvements for N = 1098, 1340, 1415, 1733, 2125, 2193, 2585, 2688, 2765, 3488, 3853, 4296, 4526, 4563, 4940, 5187, 5226, 5372, 6163, 6525, 6644, 6809, 7098, 7222, 8051 8366, 8600, 8737 and 9503 and new results for N = 2150, 2793 and 4464 by David W. Cantrell [24].
11-Jun-2010: Colors in the first column indicate the author of the packing, ratios with orange background indicate a violation of Cantrell's conjectured upper bound. For totally 1341 packings is this the case, the smallest being N = 354.
16-Jun-2010: Some improved and one new packing for N = 281, 408, 493, 539, 587, 659, 766 and 1818 by David W. Cantrell [24].
08-Jul-2010: More improved and new packings for N = 279, 280, 315, 378, 538, 585, 586, 672, 725, 880, 881, 896, 941, 942, 7790 and 9699 by David W. Cantrell [24].
06-Aug-2010: More improvements for N=368, 525, 572, 765, 1166, 1435 and 3520 by David W. Cantrell [27].
20-Aug-2010: Improvements for N=145, 864, 924, 4838 and 6975 by David W. Cantrell [27].
14-Sep-2010: Many improvements within the range N=1000–1600 by Eckard Specht [31].
21-Oct-2010: Improvements for a certain class of packings for N=261, 295, 330, 396, 437 559, 608 and 658 by David W. Cantrell [27].
03-Dec-2010: Slightly improvement for N=92 by Milos Tatarevic [28].
08-Dec-2010: Further improvement for N=92 by David W. Cantrell [28] resulting in a final (?) version.
08-Dec-2010: Some improvements for N=168, 170, 171, 172, 174, 175 and 176 by David W. Cantrell [24].
10-Dec-2010: Slightly improvement for N=67 by Milos Tatarevic [28].
16-Dec-2010: Large scale improvements for N=130, 144, 170, 172, 179, 185, 192, 193, 199, 202, 205, 207, 209, 210, 212, 215, 217, 219, 221, 223, 225, 226, 228, 229, 230, 234, 237, 238, 239, 240, 243, 244, 245, 246, 248, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 262, 265, 266, 267, 268, 269, 271, 272, 273, 275, 276, 277, 278, 279, 282, 284, 285, 286, 289, 290, 293, 296, 297, 298, 299, 300, 301, 305, 306, 307, 308, 309, 310, 311, 312, 313, 317, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 331, 332, 334, 335, 336, 339, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 352, 353, 354, 355, 357, 358, 360, 361, 362, 363, 366, 367, 370, 371, 372, 376, 377, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 390, 391, 392, 393, 394, 395, 397, 398, 399, 400, 402, 403, 404, 405, 406, 410, 411, 412, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 462, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 488, 489, 490, 491, 494, 495, 496, 497, 498, 499 and 500 by Wenqi Huang and Tao Ye [29].
20-Dec-2010: Better packings derived from Huang and Ye's latest improvements for N=220, 244, 259, 260, 276, 297, 320, 321, 322, 323, 325, 338, 341, 356, 357, 359, 366, 370, 374, 375, 382, 387, 389, 393, 394, 395, 397, 398, 399, 405, 408, 409, 410, 413, 414, 419, 421, 425, 426, 428, 431, 432, 433, 434, 436, 439, 442, 444, 445, 446, 447, 453, 455, 456, 457, 461, 466, 467, 468, 470, 471, 472, 474, 476, 477, 482, 485, 494, 495, 498 and 499 by Eckard Specht [31].
29-Dec-2010: Slightly improvement for N=67 by David W. Cantrell [28].
29-Dec-2010: Some more improvements for N=130, 144, 170, 185, 187, 192, 193, 194, 197, 198 and 199 by David W. Cantrell [24].
25-Jan-2011: A new family of packings established consisting of N=339, 671, 1049 (new), 2792 (new) and 4463 by David W. Cantrell [30]. Here you may read about density records.
13-Feb-2011: Tiny improvement for N=84 by Milos Tatarevic [28]. He wrote me that this was a very hard case. He examined over 150000 configurations, with over 1000 configurations with side length difference in range 10^-10 to 10^-15. So searching for an improvement took about 3 days.
15-Feb-2011: Slightly improved packings for N=336, 338, 410, 411, 413, 450, 451, 528, 529, 717, 771, 772, 773, 824 and 872 by David W. Cantrell [30].
19-Mar-2011: Again, tiny improvement for N=85 by Milos Tatarevic [28].
19-Mar-2011: Some small improvements for N=393, 426, 453 and 474 by Eckard Specht [31].
31-Mar-2011: Further improvements for N=84, 85, 172, 202, 203, 204, 205, 209, 210, 212, 220, 225 and 233 by David W. Cantrell [30].
01-Apr-2011: Improvements for N=279, 280, 418, 504, 822, 837, 1003, 2511, 3317 and 6090 by David W. Cantrell [30].
20-May-2011: A denser packing was found for N=500 by Michael Lau [26].
04-Jul-2011: Some slight improvements for N=215, 223, 226, 229 and 400 by David W. Cantrell [30].
28-Jul-2011: Some slight improvements for N=234, 238, 239, 240, 243, 244 and 245 by David W. Cantrell [30].
05-Dec-2011: More improvements for N=256, 276, 288, 387, 776 and 777 by the Packntile program [26].
09-Dec-2011: Improvements for N=228, 296, 310, 386, 454, 467, 488, 521, 522, 548, 569, 573, 579, 590, 607, 654, 664, 665, 666, 667, 668, 669, 670, 678, 679, 680, 688, 689, 692, 693, 694, 760, 761, 762, 763, 775, 776, 785, 817 and 819 by Eckard Specht [31].
13-Dec-2011: Many more small improvements for N=399, 408, 409, 433, 436, 461, 508, 510, 511, 512, 514, 515, 518, 519, 523, 527, 530, 531, 534, 557, 558, 560, 561, 562, 566, 567, 571, 573, 576, 577, 578, 587, 597, 598, 601, 602, 603, 607, 609, 610, 613, 616, 617, 622, 646, 647, 648, 650, 651, 652, 653, 654, 655, 657, 659, 660, 663, 665, 694, 695, 697, 698, 709, 710, 716, 720, 741, 745, 748, 749, 750, 751, 755, 757, 759, 764, 767, 768, 773, 774, 781, 783, 793, 794, 795, 796, 797, 798 and 799 by Eckard Specht [31].
25-Jan-2012: Some improvements for N=257, 401, 408, 423 and 443 by the Packntile program [26].
08-Feb-2012: More slight improvements for N=177, 179, 206, 207, 228, 230, 235, 237, 242, 246 and 248 by David W. Cantrell [30].
28-Mar-2012: Some improvements for N=245, 254 and 415 by the Packntile program [26].
30-Mar-2012: Refinements for N=245, 257, 258, 259, 262, 263, 265 and 273 by David W. Cantrell [30].
24-Apr-2012: Two nice improvements for N=224 and 459 by the Packntile program [26].
21-May-2012: Packntile continues the series of improvements with three new records for N=249, 252 and 459 [26].
18-Oct-2012: Packntile has found a lot of new records for N= 215, 224, 390, 404, 409, 414, 416, 420, 447, 456, 458, 487, 490, 496, 502, 505, 506, 509, 515, 517, 532, 533, 535, 536, 537, 552, 556, 580, 581, 630, 631, 632, 633, 642 and 685 [26].
22-Aug-2022: Incredible many new records (even the most of them are slightly improvements) for N= 106, 153, 157, 170–172, 181, 194, 205, 207, 210, 215, 216, 218–221, 223–227, 229, 230, 232, 233, 235, 237, 240, 244, 246, 249–252, 254–257, 259–261, 263–269, 271–273, 275, 277, 278, 282–286, 288, 290–293, 296, 297, 299, 301, 302, 305–328, 330–336, 338, 339, 341–357, 359–362, 364–367, 370, 371, 374–395, 397–400 by Xiangjing Lai, Jin-Kao Hao, Renbin Xiao, and Fred Glove [33].

References

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[2]   J. Schaer, The densest packing of nine circles in a square, Canadian Mathematical Bulletin 8 (1965), 273–277.
[3]   B.L. Schwartz, Separating points in a square, J. of Recreational Mathematics 3 (1970), 195–204.
[4]   M. Goldberg, The Packing of Equal Circles in a Square, Math. Mag. 43 (1970) 1, 24–30.
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[9]   C. de Groot, R. Peikert, D. Würtz, The Optimal Packing of Ten Equal Circles in a Square, IPS Research Report, Eidgenössische Technische Hochschule, Zürich, No. 90-12, August, 1990.
[10]   R. Peikert, D. Würtz, M. Monagan, C. de Groot, Packing Circles in a Square: A Review and New Results, In: P. Kall (ed.): System Modelling and Optimization, Lecture Notes in Control and Information Sciences, Springer-Verlag, Berlin, 180 (1992), 45–54.
[11]   R.L. Graham, B.D. Lubachevsky, Repeated Patterns of Dense Packings of Equal Disks in a Square, The Electronic Journal of Combinatorics 3 (1996) #R16, 211–227.
[12]   K.J. Nurmela, P.R.J. Östergård, Packing up to 50 Equal Circles in a Square, Discrete Comput. Geom. 18 (1997) 1, 111–120.
[13]   K.J. Nurmela, P.R.J. Östergård, More Optimal Packings of Equal Circles in a Square, Discrete Comput. Geom. 22 (1999) 1, 439–457.
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[15]   Douglas Hanson, private communication, October–December 2002.
[16]   David Bass, private communication, November 2002–January 2003.
[17]   M.Cs. Markót, Optimal Packing of 28 Equal Circles in a Unit Square – the First Reliable Solution, Numerical Algorithms 37 (2004), 253–261.
[18]   M.Cs. Markót, T. Csendes, A New Verified Optimization Technique for the "Packing Circles in a Unit Square" Problems, SIAM J. Optimization 16 (2005), 193–219.
[19]   , Packing circles in a square: new putative optima obtained via global optimization, DSI report 01-2005, Università di Firenze.
[20]   , private communication.
[21]   P.G. Szabó, M.Cs. Markót, T. Csendes, E. Specht, L.G. Casado, I. García, New Approaches to Circle Packing in a Square - With Program Codes, Springer, New York, 2007.
[22]   P.G. Szabó, E. Specht, Packing up to 200 Equal Circles in a Square, In: A. Törn, J. Žilinskas (ed.): Models and Algorithms for Global Optimization, Springer-Verlag, Berlin, 2007, 141–156.
[23]   , Using Symmetries to Solve Asymmetric Problems, PhD Thesis, Faculty of the Graduate School of Cornell University, January 2009.
[24]   , Packing unit circles in squares: new results and Packing unit circles in squares: new results (sci.math forum) and private communication, February–December 2010.
[25]   , Greedy vacancy search algorithm for packing equal circles in a square, Operations Research Letters 38 (2010), 378–382.
[26]   , Results of Pack'n'tile contest, March 2010–April 2012.
[27]   , Packing unit circles in squares: new results (sci.math forum) and private communication, August 2010.
[28]   , private communication, December 2010–March 2011.
[29]   , private communication, December 2010.
[30]   , sci.math forum thread concerning density records, January 2011 and private communication, February 2012.
[31]   , program csq, 1999–2011.
[32]   C.O. López, J.E. Beasley, A heuristic for the circle packing problem with a variety of containers, European Journal of Operational Research 214 (2011) 3, 512–525.
[33]   , forthcoming paper, August 2022.

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