Lengyel, Gáspár & Tarnai have looked into the question of what are the roundest polyhedra constrained to having higher order symmetries [12]. They state artistic and practical applications as reasons for looking at this variant to the isoperimetric problem for polyhedra. To this may be added the possibility of gaining insight into the structure of solutions to the unconstrianed problem for larger polyhedra.

A multi-symmetric polyhedron may be divided into *s* fundamental domains each
containing a copy of all the others.
*s=12* for tetrahedral symmetry, *s=24* for octahedral symmetry, and *s=60*
for icosahedral symmetry.
A slight complication is that points on the rotational axes are shared between adjacent
domains.
Thus the number of faces of a mulit-symmetric polyhedron may be described as
*n = v×s + c* where *v* is the number of faces in a fundamental domain and
*c* is the total number of on-axis faces.

Table 1-5 shows values of *c* for the
various combinations of on-axis faces. This is similar to Table 1 in Lengyel,
Gáspár & Tarnai [12], though their table is for
total face counts when *v=0*.
Note the special case of tetrahedral symmetry where the q-fold and 3-fold rotational axes
are just different poles of the same axes. Therefore the redundant case of faces on the 3-fold
axes but not the q-fold axes is omitted as it is covered by the case of faces on the
q-fold axes but not the 3-fold axes.

2-fold | 3-fold | q-fold | c | ||
---|---|---|---|---|---|

T | O | I | |||

0 | 0 | 0 | 0 | 0 | 0 |

0 | 0 | 1 | 4 | 6 | 12 |

0 | 1 | 0 | — | 8 | 20 |

1 | 0 | 0 | 6 | 12 | 30 |

0 | 1 | 1 | 8 | 14 | 32 |

1 | 0 | 1 | 10 | 18 | 42 |

1 | 1 | 0 | — | 20 | 50 |

1 | 1 | 1 | 14 | 26 | 62 |

From this table may be seen the possibility of tetrahedrally symmetric polyhedra having
even numbers of faces for all *n≥4*.
This is not the case for octahedral or icosahedral symmetry.
Octahedrally symmetric polyhera are further limited in that they must have either six
square or octagonal faces (or larger), or have six tetravalent vertices, all of which
will which tend to result in lower *IQ* values.

Schoen's Monte Carlo method [17] was adapted to search for
candidates beyond those listed
by Lengyel, Gáspár & Tarnai by restricting the routine to a fundamental domain of
tetrahedral symmetry: one-third of a face of a spherical tetrahedron.
We have *n=12×v+6×t+4×a+4×b* where *n* is the total
number of faces, *v* is
the number of faces on a fundamental domain, *t* is *1* if there are faces on
the 2-fold axes, and *a* and *b* are *1* when there are faces on the
corresponding poles of the 3-fold axes.

Initially *v* points are places randomly on the fundamental domain.
These are the tangent points of the partial polyhedron.
At each step of the routine nearby domains are populated from the primary domain using 2-
and 3-fold operations. The *v* faces and their centroids are then computed.
Roll-toward centroid operations are then used to adjust the tangent points.
Any points which have moved outside of the primary domain are moved back in using 2-
or 3-fold symmetry operations.
This procedure is performed until the RMS of the distances between the tangent points
and centroids for the faces is less than 0.5e-12.

Table 1-6 lists the best known polyhedra with tetrahedral, octahedral or icosahedral symmetry.

Polyhedra listed by Lengyel, Gáspár & Tarnai are listed here when they have not been superceded by one having a greater IQ. When they are the best known regardless of symmetry the data is from the Monte Carlo searches. Otherwise the polyhedra were recreated from their descriptions and Schoen's roll-toward-centroid routine was used to maximize the IQs. In all cases the IQs were found to match the Lengyel, et al. values.

Many listed here with tetrahedral symmetry and *n>43* are putative best regardless
of symmetry and were found using my recreation of Schoen's Monte Carlo search routine
(*n≤200*) or my pentagon-distance constrained medial polyhedron and heptagon
augmentaion searches (*186≤n≤504*). Of special note is *n=468* which has
12 heptagonal faces.

Fowler, Cremona & Steer extend the Goldberg-Coxeter construction to generating polyhedra other than the regular simplices. In particular they use a twisted, truncated tetrahedron as a master polyhedron with a pair of Goldberg-Coxeter parameters. The first parameter defines the main, face triangle, and one side of the edge truncation triangles. And the second parameter defines a second side of the edge triangles and the sides of the vertex (small) triangles. This construction provides a means of systematically exploring medial polyhedra having T symmetry.

*n=24*: The result of optimizing the Fowler-Cremona-Steer *(2,0,0,1)* is
the pentagonal icositetrahedron (dual of the snub cube) which Lengyel, et al. have suggested
as a candidate. This was optimized by using a single face
normal surrounded by five duplicates put into place using octahedral symmetry operations.
Fewer than 100 roll-toward-centroid iterations were needed to obtain a maximized IQ of
0.873501076. Unlike the snub cube dual the faces of the resulting polyhedron do not
exhibit bilateral symmetry. They have an apex angle of about 81.6°.
Another way to produce this polyhedron is by placing pyramidal caps on the square faces
of the octahedral Goldberg *(2,1)*.

*n=28* and *n=40*: The symmetries for these are incorrectly identified in Schoen's
1986 paper and supplement as C_{3} and C_{3v}. They are T and T_{d} respectively.
1000000 Monte Carlo trials for each found no better solutions than these two.

*n=34*: It appears that the tetrahedral Goldberg *(4,0)* cannont be constructed to
meet Lindelöf condition of coincidence of face tangents and face centroids.
Its greatest IQ is about 0.90185.
The listed polyhedron was found with a Montecarlo search by fixing the normals of six faces to the
2-fold axes, and the nomals of four faces to one pole of the 3-fold axes.

*n=36*: Generated from Fowler-Cremona-Steer *(1,2,0,2)*. This is typical of a large
class of cases. A candidate with octahedral symmetry may be created by truncating the edges
of the pentagonal icositetrahedron (*n=24*) at its 2-fold axes and optimizing
(octsym.36.3d) but the resulting IQ is only 0.906732858.

*n=44*: The case for this one is similar to that for *n=24* in that a candidate
with octahedral symmetry may be constructed by capping the
six squares of the octahedral Goldberg *(2,2)* with pyramids.
This polyhedron has three face types, two are hexagonal and one pentagonal.
One of the hexagonal types are centered on the two-fold octahedral axes, and the
other are centered on the three-fold axes. Thus only the pentagonal face normals must
be determined to maximize its IQ: 0.931040736 (octsym.44.3d).
But a polyhedron with tetrahedral symmetry may be constructed using the
Fowler-Cremona-Steer parameter *(3,0,1,1)* which has an IQ of 0.9310502002 when
optimized.

*n=50*: While tetrahedrally symmetric polyhedra seem to be good candidates, Fowler et al. show
that there are no medial polyhedra with tetrahedral symmetry with
vertex counts *4×2 ^{r}×3^{s}*.
By adding 12 pentagon-heptagon pairs we may find non-medial tetrahedrally symmetric
polyhedra for these vertex counts.

The the next larger polyhedron without a medial T symmetric polyhedron is *n=50*.
Here *a=3*. Truncating alternate vertices of the octahedral
Goldberg polyhedron *(1,1)* either once or twice and optimizing for IQ results in
the entry for *n=50* in Table 1-6 having an IQ of
0.938451113. Another candidate with octahedral symmetry is the Goldberg polyhedron
*(2,2)* (octsym.50.3d), but this has an optimized IQ of 0.938021543.

*n=56*: This is another case for which there are no medial polyhedra with T symmetry.
But two were found having 12 heptagonal faces. A compact description has not yet been
developed to describe this class of polyhedra.

*n=60*: The pentagonal hexecontahedron (dual of the snub dodecahedron) was found to have an
IQ of 0.945897296 when optimized, but Fowler-Cremona-Steer *(1,2,-1,3)* when optimized has an
IQ of 0.949386159.

*n=66*: The octahedral Goldberg *(4,0)* has an optimized IQ of 0.952728804.
While there is no medial T polyhedron for this face count there is one with 12 heptagonal
faces with an IQ of 0.952898940.

*n=86*: Fowler-Cremona-Steer *(1,4,-1,2)* degenerates to a polyhedron
with O_{h} symmetry consisting of six squares, 24 pentagons, 24 heptagons and 32
hexagons, and an IQ of 0.964386507. The heptagons have two short sides of about 0.003 when
the polyhedron is circumscribed around a unit sphere.
Another candidate is the octahedral Goldberg *(4,1)*,
which does not appear to be able to meet the Lindelöf conditions, but has an IQ of about 0.96397.

The polyhedron for *n=468* found by the general search suggested the possibile
existence of a case where a polyhedron with 12 heptagonal faces and tetrahedral symmetry
has a larger IQ than an icosahedral Goldberg polyhedron with the same number of faces.
A search found such a case for *n=492* where one was found with and IQ of 0.993826897
compared to the optimized icosahedral Goldberg polyhedra *(5,3)* at 0.993826705, and
*(7,0)* at 0.993824606.

n | G | S | IQ | upper bound | normals^{ a} | polyhedron^{ b} | model^{ i} | notes |
---|---|---|---|---|---|---|---|---|

4 | (1,0) | T_{d} | 0.302299894039^{ c} | 0.302299894039 | minvol.4.txt | minvol.4.off | minvol.4.3d | Proven, Tóth |

6 | (1,0) | O_{h} | 0.523598775598^{ c} | 0.523598775598 | minvol.6.txt | minvol.6.off | minvol.6.3d | Proven, Tóth |

8 | (0^{8}⁄_{24}) | O_{h} | 0.604599788078 | 0.637349714015 | octsym.8.txt | octsym.8.off | octsym.8.3d | Proven, Lengyel, Gáspár & Tarnai |

10 | (2,0) | T_{d} | 0.630745372291 | 0.707318712042 | tetsym.10.txt | tetsym.10.off | tetsym.10.3d | Proven, Lengyel, Gáspár & Tarnai |

12 | (1,0) | I_{h} | 0.754697399337^{ c} | 0.754697399337 | minvol.12.txt | minvol.12.off | minvol.12.3d | Proven, Tóth |

14 | (1,1) | O_{h} | 0.781638893326 | 0.788894402368 | octsym.14.txt | octsym.14.off | octsym.14.3d | Proven, Lengyel, Gáspár & Tarnai |

16 | (1,1,0,1) | T_{d} | 0.812189097959^{ d} | 0.814733609959 | minvol.16.txt | minvol.16.off | minvol.16.3d | Goldberg |

18 | (2,0) | O_{h} | 0.823218074449 | 0.834942754338 | octsym.18.txt | octsym.18.off | octsym.18.3d | Lengyel, Gáspár & Tarnai |

20 | (3,0) | T_{d} | 0.830222439252 | 0.851179828648 | tetsym.20.txt | tetsym.20.off | tetsym.20.3d | Lengyel, Gáspár & Tarnai |

22 | (1,1,-1,1) | T_{d} | 0.862408738134 | 0.864510388893 | tetsym.22.txt | tetsym.22.off | tetsym.22.3d | Lengyel, Gáspár & Tarnai |

24 | (1^{0}⁄_{24}) | O | 0.873501076099 | 0.875650339164 | octsym.24.txt | octsym.24.off | octsym.24.3d | Lengyel, Gáspár & Tarnai^{ f} |

26 | (0^{26}⁄_{24}) | O_{h} | 0.876811430883 | 0.885098414627 | octsym.26.txt | octsym.26.off | octsym.26.3d | Huybers |

28 | (2,0,1,1) | T | 0.891896903082^{ d} | 0.893212692575 | minvol.28.txt | minvol.28.off | minvol.28.3d | Schoen (identified as C_{3}) |

30 | (2,1) | O | 0.896930384030 | 0.900256896589 | octsym.30.txt | octsym.30.off | octsym.30.3d | Lengyel, Gáspár & Tarnai |

32 | (1,1) | I_{h} | 0.905798260224^{ d} | 0.906429544276 | minvol.32.txt | minvol.32.off | minvol.32.3d | Goldberg |

34 | (2^{10}⁄_{12}) | T | 0.904877388595 | 0.911882921464 | tetsym.34.txt | tetsym.34.off | tetsym.34.3d | |

36 | (1,2,0,2) | T_{d} | 0.915097355369 | 0.916735796857 | tetsym.36.txt | tetsym.36.off | tetsym.36.3d | |

38 | (3,0) | O_{h} | 0.917445003352 | 0.921082160244 | octsym.38.txt | octsym.38.off | octsym.38.3d | Lengyel, Gáspár & Tarnai |

40 | (2,0,-1,2) | T_{d} | 0.924263462401^{ d} | 0.924997362965 | minvol.40.txt | minvol.40.off | minvol.40.3d | Schoen (identified as C_{3v}) |

42 | (2,0) | I_{h} | 0.927651905322 | 0.928542518938 | g_2_0.txt | g_2_0.off | g_2_0.3d | Goldberg |

44 | (3,0,1,1) | T_{d} | 0.931050200233 | 0.931767715087 | tetsym.44.txt | tetsym.44.off | tetsym.44.3d | |

46 | (1,2,-1,2) | T | 0.933970892417^{ d} | 0.934714390669 | minvol.46.txt | minvol.46.off | minvol.46.3d | |

48 | (2,1,0,2) | T | 0.936791510872 | 0.937417126110 | tetsym.48.txt | tetsym.48.off | tetsym.48.3d | |

50 | (3^{14}⁄_{12}) | T_{h} | 0.938451113328 | 0.939905005491 | tetsym.50.txt | tetsym.50.off | tetsym.50.3d | |

52 | (2,1,-1,2) | T | 0.941483414618 | 0.942202666696 | tetsym.52.txt | tetsym.52.off | tetsym.52.3d | |

54 | (2^{6}⁄_{24}) | O | 0.942664343757 | 0.944331119684 | octsym.54.txt | octsym.54.off | octsym.54.3d | |

56 | (4^{8}⁄_{12}) | T | 0.944349081160 | 0.946308390471 | tetsym.56.txt | tetsym.56.off | tetsym.56.3d | |

58 | (2,2,0,2) | T_{d} | 0.947397931319 | 0.948150032663 | tetsym.58.txt | tetsym.58.off | tetsym.58.3d | |

60 | (1,2,-1,3) | T_{h} | 0.949386158783 | 0.949869537255 | tetsym.60.txt | tetsym.60.off | tetsym.60.3d | |

62 | (3,0,-1,2) | T_{d} | 0.950649958795 | 0.951478663539 | tetsym.62.txt | tetsym.62.off | tetsym.62.3d | |

64 | (3,0,0,2) | T | 0.952419592450 | 0.952987708298 | tetsym.64.txt | tetsym.64.off | tetsym.64.3d | |

66 | (5^{6}⁄_{12}) | T | 0.952898940228 | 0.954405726300 | tetsym.66.txt | tetsym.66.off | tetsym.66.3d | |

68 | (2,2,-1,2) | T | 0.955005716590 | 0.955740712069 | tetsym.68.txt | tetsym.68.off | tetsym.68.3d | |

70 | (3,0,1,2) | T | 0.956582257907 | 0.956999750645 | tetsym.70.txt | tetsym.70.off | tetsym.70.3d | |

72 | (2,1) | I | 0.957881213238^{ d} | 0.958189143332 | minvol.72.txt | minvol.72.off | minvol.72.3d | Tarnai et al. |

74 | (5^{14}⁄_{12}) | T | 0.958250244082 | 0.959314513146 | tetsym.74.txt | tetsym.74.off | tetsym.74.3d | |

76 | (3,1,2,2) | T | 0.959719648931 | 0.960380893684 | tetsym.76.txt | tetsym.76.off | tetsym.76.3d | |

78 | (2,1,-2,3) | T_{h} | 0.961091884930^{ d} | 0.961392804377 | minvol.78.txt | minvol.78.off | minvol.78.3d | |

80 | (2,2,0,3) | T | 0.961937579785 | 0.962354314504 | tetsym.80.txt | tetsym.80.off | tetsym.80.3d | |

82 | (2,2,-2,2) | T_{d} | 0.962743044099 | 0.963269097873 | tetsym.82.txt | tetsym.82.off | tetsym.82.3d | |

84 | (1,3,-2,2) | T | 0.963622531470 | 0.964140479721 | tetsym.84.txt | tetsym.84.off | tetsym.84.3d | |

86 | (3^{14}⁄_{24}) | O_{h} | 0.964386506791 | 0.964971477096 | octsym.86.txt | octsym.86.off | octsym.86.3d | |

88 | (3,0,-1,3) | T | 0.965472924542 | 0.965764833752 | tetsym.88.txt | tetsym.88.off | tetsym.88.3d | |

90 | (4,0,0,2) | T | 0.965984144705 | 0.966523050404 | tetsym.90.txt | tetsym.90.off | tetsym.90.3d | |

92 | (3,0) | I_{h} | 0.966957236637 | 0.967248411057 | g_3_0.txt | g_3_0.off | g_3_0.3d | Lengyel, Gáspár & Tarnai |

94 | (2,3,0,3) | T_{d} | 0.967549699708 | 0.967943005983 | tetsym.94.txt | tetsym.94.off | tetsym.94.3d | |

96 | (1,3,-2,3) | T | 0.968324216310 | 0.968608751832 | tetsym.96.txt | tetsym.96.off | tetsym.96.3d | |

98 | (7^{14}⁄_{12}) | T_{d} | 0.968537193755 | 0.969247409294 | tetsym.98.txt | tetsym.98.off | tetsym.98.3d | |

100 | (3,1,0,3) | T | 0.969609143820 | 0.969860598643 | tetsym.100.txt | tetsym.100.off | tetsym.100.3d | |

102 | (3,1,-1,3) | T | 0.970172216654 | 0.970449813463 | tetsym.102.txt | tetsym.102.off | tetsym.102.3d | |

104 | (4,1,2,2) | T_{d} | 0.970698010933 | 0.971016432792 | tetsym.104.txt | tetsym.104.off | tetsym.104.3d | |

106 | (4,0,2,2) | T | 0.971262846680 | 0.971561731894 | tetsym.106.txt | tetsym.106.off | tetsym.106.3d | |

108 | (3,1,-2,3) | T | 0.971817587173 | 0.972086891845 | tetsym.108.txt | tetsym.108.off | tetsym.108.3d | |

110 | (8^{14}⁄_{12}) | T | 0.972099692997 | 0.972593008064 | tetsym.110.txt | tetsym.110.off | tetsym.110.3d | |

112 | (1,3,-2,4) | T | 0.972874994894^{ d} | 0.973081097945 | minvol.112.txt | minvol.112.off | minvol.112.3d | |

114 | (9^{6}⁄_{12}) | T | 0.973126371366 | 0.973552107682 | tetsym.114.txt | tetsym.114.off | tetsym.114.3d | |

116 | (2,2,-3,3) | T_{d} | 0.973798323032^{ d} | 0.974006918386 | minvol.116.txt | minvol.116.off | minvol.116.3d | |

118 | (1,3,-3,3) | T | 0.974231716139 | 0.974446351590 | tetsym.118.txt | tetsym.118.off | tetsym.118.3d | |

120 | (4,0,-1,3) | T | 0.974580231905 | 0.974871174201 | tetsym.120.txt | tetsym.120.off | tetsym.120.3d | |

122 | (2,2) | I_{h} | 0.975117621291^{ d} | 0.975282102963 | minvol.122.txt | minvol.122.off | minvol.122.3d | Lengyel, Gáspár & Tarnai |

124 | (4,0,0,3) | T | 0.975459803251 | 0.975679808494 | tetsym.124.txt | tetsym.124.off | tetsym.124.3d | |

126 | (5,0,1,2) | T | 0.975805064957 | 0.976064918939 | tetsym.126.txt | tetsym.126.off | tetsym.126.3d | |

128 | (3,3,0,3) | T_{d} | 0.976164263542 | 0.976438023278 | tetsym.128.txt | tetsym.128.off | tetsym.128.3d | |

130 | (10^{10}⁄_{12}) | T | 0.976432676242 | 0.976799674332 | tetsym.130.txt | tetsym.130.off | tetsym.130.3d | |

132 | (3,1) | I | 0.976993221138^{ d} | 0.977150391497 | minvol.132.txt | minvol.132.off | minvol.132.3d | Lengyel, Gáspár & Tarnai |

134 | (4,1,0,3) | T | 0.977270990360 | 0.977490663230 | tetsym.134.txt | tetsym.134.off | tetsym.134.3d | |

136 | (3,1,-2,4) | T | 0.977667575049^{ d} | 0.977820949322 | minvol.136.txt | minvol.136.off | minvol.136.3d | |

138 | (2,4,0,4) | T_{d} | 0.977855906073 | 0.978141682969 | tetsym.138.txt | tetsym.138.off | tetsym.138.3d | |

140 | (1,4,-2,4) | T | 0.978270194291 | 0.978453272668 | tetsym.140.txt | tetsym.140.off | tetsym.140.3d | |

142 | (4,1,2,3) | T | 0.978520390415 | 0.978756103949 | tetsym.142.txt | tetsym.142.off | tetsym.142.3d | |

144 | (1,3,-4,3) | T_{h} | 0.978900773048 | 0.979050540972 | tetsym.144.txt | tetsym.144.off | tetsym.144.3d | |

146 | (11^{14}⁄_{12}) | T | 0.978962348083 | 0.979336927986 | tetsym.146.txt | tetsym.146.off | tetsym.146.3d | |

148 | (2,3,-2,4) | T | 0.979461916745 | 0.979615590668 | tetsym.148.txt | tetsym.148.off | tetsym.148.3d | |

150 | (3,2,-1,4) | T | 0.979740074344^{ d} | 0.979886837362 | minvol.150.txt | minvol.150.off | minvol.150.3d | |

152 | (1,4,-3,3) | T | 0.979944692488 | 0.980150960218 | tetsym.152.txt | tetsym.152.off | tetsym.152.3d | |

154 | (4,0,-2,4) | T_{d} | 0.980258341933 | 0.980408236238 | tetsym.154.txt | tetsym.154.off | tetsym.154.3d | |

156 | (4,0,-1,4) | T | 0.980516728225 | 0.980658928246 | tetsym.156.txt | tetsym.156.off | tetsym.156.3d | |

158 | (12^{14}⁄_{12}) | T | 0.980674572726 | 0.980903285786 | tetsym.158.txt | tetsym.158.off | tetsym.158.3d | |

160 | (3,2,-2,4) | T | 0.980998534842 | 0.981141545948 | tetsym.160.txt | tetsym.160.off | tetsym.160.3d | |

162 | (4,0) | I_{h} | 0.981238238339 | 0.981373934136 | g_4_0.txt | g_4_0.off | g_4_0.3d | |

164 | (13^{8}⁄_{12}) | T | 0.981378870218 | 0.981600664779 | tetsym.164.txt | tetsym.164.off | tetsym.164.3d | |

166 | (1,4,-3,4) | T | 0.981682473750 | 0.981821941992 | tetsym.166.txt | tetsym.166.off | tetsym.166.3d | |

168 | (2,3,-3,4) | T | 0.981907852015 | 0.982037960187 | tetsym.168.txt | tetsym.168.off | tetsym.168.3d | |

170 | (6,0,2,2) | T_{d} | 0.982095063484 | 0.982248904644 | tetsym.170.txt | tetsym.170.off | tetsym.170.3d | |

172 | (4,1,0,4) | T | 0.982328456341 | 0.982454952041 | tetsym.172.txt | tetsym.172.off | tetsym.172.3d | |

174 | (2,3,-2,5) | T_{h} | 0.982540234608^{ d} | 0.982656270947 | minvol.174.txt | minvol.174.off | minvol.174.3d | |

176 | (4,1,1,4) | T_{h} | 0.982716509416 | 0.982853022282 | tetsym.176.txt | tetsym.176.off | tetsym.176.3d | |

178 | (2,4,-2,4) | T | 0.982889087564 | 0.983045359746 | tetsym.178.txt | tetsym.178.off | tetsym.178.3d | |

180 | (5,0,2,3) | T | 0.983095400117 | 0.983233430219 | tetsym.180.txt | tetsym.180.off | tetsym.180.3d | |

182 | (3,3,-3,3) | T_{d} | 0.983211850029 | 0.983417374137 | tetsym.182.txt | tetsym.182.off | tetsym.182.3d | |

184 | (1,4,-3,5) | T | 0.983486326715^{ d} | 0.983597325839 | minvol.184.txt | minvol.184.off | minvol.184.3d | |

186 | (4,2,0,4) | T | 0.983645036992 | 0.983773413896 | tetsym.186.txt | tetsym.186.off | tetsym.186.3d | |

188 | (3,3,-2,4) | T | 0.983794688586 | 0.983945761417 | tetsym.188.txt | tetsym.188.off | tetsym.188.3d | |

190 | (15^{10}⁄_{12}) | T | 0.983935609108 | 0.984114486334 | tetsym.190.txt | tetsym.190.off | tetsym.190.3d | |

192 | (3,2) | I | 0.984183243097^{ d} | 0.984279701676 | minvol.192.txt | minvol.192.off | minvol.192.3d | |

194 | (15^{14}⁄_{12}) | T | 0.984290169898 | 0.984441515817 | tetsym.194.txt | tetsym.194.off | tetsym.194.3d | |

196 | (1,4,-4,4) | T | 0.984489974655 | 0.984600032712 | tetsym.196.txt | tetsym.196.off | tetsym.196.3d | |

198 | (5,0,-1,4) | T | 0.984618141420 | 0.984755352127 | tetsym.198.txt | tetsym.198.off | tetsym.198.3d | |

200 | (16^{8}⁄_{12}) | T | 0.984755760579 | 0.984907569839 | tetsym.200.txt | tetsym.200.off | tetsym.200.3d | |

202 | (16^{10}⁄_{12}) | T | 0.984915539017 | 0.985056777840 | tetsym.202.txt | tetsym.202.off | tetsym.202.3d | |

204 | (3,2,-3,5) | T_{h} | 0.985110848658^{ d} | 0.985203064520 | minvol.204.txt | minvol.204.off | minvol.204.3d | |

206 | (3,3,-1,5) | T | 0.985239333365 | 0.985346514840 | tetsym.206.txt | tetsym.206.off | tetsym.206.3d | |

208 | (17^{4}⁄_{12}) | T | 0.985362104088 | 0.985487210500 | tetsym.208.txt | tetsym.208.off | tetsym.208.3d | |

210 | (17^{6}⁄_{12}) | T | 0.985491756662 | 0.985625230090 | tetsym.210.txt | tetsym.210.off | tetsym.210.3d | |

212 | (4,1) | I | 0.985670055311^{ d} | 0.985760649239 | minvol.212.txt | minvol.212.off | minvol.212.3d | |

214 | (4,1,-2,5) | T | 0.985803607212^{ d} | 0.985893540755 | minvol.214.txt | minvol.214.off | minvol.214.3d | |

216 | (5,1,0,4) | T | 0.985912205210 | 0.986023974751 | tetsym.216.txt | tetsym.216.off | tetsym.216.3d | |

218 | (17^{14}⁄_{12}) | T | 0.986027899520 | 0.986152018771 | tetsym.218.txt | tetsym.218.off | tetsym.218.3d | |

220 | (4,1,-3,5) | T | 0.986188260943 | 0.986277737906 | tetsym.220.txt | tetsym.220.off | tetsym.220.3d | |

222 | (1,5,-3,5) | T | 0.986300575318 | 0.986401194906 | tetsym.222.txt | tetsym.222.off | tetsym.222.3d | |

224 | (18^{8}⁄_{12}) | T | 0.986382107090 | 0.986522450281 | tetsym.224.txt | tetsym.224.off | tetsym.224.3d | |

226 | (18^{10}⁄_{12}) | T | 0.986518286693 | 0.986641562404 | tetsym.226.txt | tetsym.226.off | tetsym.226.3d | |

228 | (2,4,-3,5) | T | 0.986669287606 | 0.986758587600 | tetsym.228.txt | tetsym.228.off | tetsym.228.3d | |

230 | (1,4,-5,4) | T_{h} | 0.986787597502 | 0.986873580241 | tetsym.230.txt | tetsym.230.off | tetsym.230.3d | |

232 | (4,2,-1,5) | T | 0.986901936464 | 0.986986592823 | tetsym.232.txt | tetsym.232.off | tetsym.232.3d | |

234 | (2,4,-2,6) | T_{h} | 0.987000936014 | 0.987097676052 | tetsym.234.txt | tetsym.234.off | tetsym.234.3d | |

236 | (6,0,3,3) | T | 0.987091017806 | 0.987206878916 | tetsym.236.txt | tetsym.236.off | tetsym.236.3d | |

238 | (3,3,-3,5) | T | 0.987230515744 | 0.987314248760 | tetsym.238.txt | tetsym.238.off | tetsym.238.3d | |

240 | (4,2,-2,5) | T | 0.987334480474 | 0.987419831350 | tetsym.240.txt | tetsym.240.off | tetsym.240.3d | |

242 | (19^{14}⁄_{12}) | T | 0.987379806139 | 0.987523670943 | tetsym.242.txt | tetsym.242.off | tetsym.242.3d | |

244 | (5,0,-1,5) | T | 0.987544209542 | 0.987625810348 | tetsym.244.txt | tetsym.244.off | tetsym.244.3d | |

246 | (4,3,0,5) | T | 0.987628375276 | 0.987726290981 | tetsym.246.txt | tetsym.246.off | tetsym.246.3d | |

248 | (20^{8}⁄_{12}) | T | 0.987724674695 | 0.987825152924 | tetsym.248.txt | tetsym.248.off | tetsym.248.3d | |

250 | (20^{10}⁄_{12}) | T | 0.987825191129 | 0.987922434981 | tetsym.250.txt | tetsym.250.off | tetsym.250.3d | |

252 | (5,0) | I_{h} | 0.987940777388 | 0.988018174720 | g_5_0.txt | g_5_0.off | g_5_0.3d | |

254 | (20^{14}⁄_{12}) | T | 0.987972615551 | 0.988112408533 | tetsym.254.txt | tetsym.254.off | tetsym.254.3d | |

256 | (2,4,-3,6) | T | 0.988132961605^{ d} | 0.988205171673 | minvol.256.txt | minvol.256.off | minvol.256.3d | |

258 | (21^{6}⁄_{12}) | T_{h} | 0.988201798314 | 0.988296498300 | tetsym.258.txt | tetsym.258.off | tetsym.258.3d | |

260 | (3,3,-4,5) | T | 0.988311155882 | 0.988386421528 | tetsym.260.txt | tetsym.260.off | tetsym.260.3d | |

262 | (5,1,-1,5) | T | 0.988396448641 | 0.988474973458 | tetsym.262.txt | tetsym.262.off | tetsym.262.3d | |

264 | (5,1,0,5) | T | 0.988487853688 | 0.988562185219 | tetsym.264.txt | tetsym.264.off | tetsym.264.3d | |

266 | (21^{14}⁄_{12}) | T_{d} | 0.988553511509 | 0.988648087008 | tetsym.266.txt | tetsym.266.off | tetsym.266.3d | |

268 | (2,4,-5,4) | T | 0.988657289466 | 0.988732708119 | tetsym.268.txt | tetsym.268.off | tetsym.268.3d | |

270 | (5,1,1,5) | T_{h} | 0.988738714579 | 0.988816076980 | tetsym.270.txt | tetsym.270.off | tetsym.270.3d | |

272 | (3,3) | I_{h} | 0.988834368651^{ d} | 0.988898221182 | minvol.272.txt | minvol.272.off | minvol.272.3d | |

274 | (6,0,2,4) | T | 0.988900872228 | 0.988979167515 | tetsym.274.txt | tetsym.274.off | tetsym.274.3d | |

276 | (1,5,-4,6) | T | 0.988990815895^{ d} | 0.989058941990 | minvol.276.txt | minvol.276.off | minvol.276.3d | |

278 | (7,1,3,3) | T_{d} | 0.989048356130 | 0.989137569871 | tetsym.278.txt | tetsym.278.off | tetsym.278.3d | |

280 | (5,2,0,5) | T | 0.989140077684 | 0.989215075702 | tetsym.280.txt | tetsym.280.off | tetsym.280.3d | |

282 | (4,2) | I | 0.989229321481^{ d} | 0.989291483332 | minvol.282.txt | minvol.282.off | minvol.282.3d | |

284 | (23^{8}⁄_{12}) | T | 0.989292232927 | 0.989366815936 | tetsym.284.txt | tetsym.284.off | tetsym.284.3d | |

286 | (3,3,-5,5) | T_{d} | 0.989374814330 | 0.989441096043 | tetsym.286.txt | tetsym.286.off | tetsym.286.3d | |

288 | (2,4,-5,5) | T | 0.989448432681 | 0.989514345559 | tetsym.288.txt | tetsym.288.off | tetsym.288.3d | |

290 | (23^{14}⁄_{12}) | T_{h} | 0.989503498226 | 0.989586585783 | tetsym.290.txt | tetsym.290.off | tetsym.290.3d | |

292 | (4,2,-3,6) | T | 0.989597321036^{ d} | 0.989657837433 | minvol.292.txt | minvol.292.off | minvol.292.3d | |

294 | (1,5,-5,5) | T | 0.989662076592 | 0.989728120663 | tetsym.294.txt | tetsym.294.off | tetsym.294.3d | |

296 | (2,5,-3,6) | T | 0.989729036194 | 0.989797455083 | tetsym.296.txt | tetsym.296.off | tetsym.296.3d | |

298 | (24^{10}⁄_{12}) | T | 0.989794897366 | 0.989865859778 | tetsym.298.txt | tetsym.298.off | tetsym.298.3d | |

300 | (4,3,-1,6) | T | 0.989867862714 | 0.989933353323 | tetsym.300.txt | tetsym.300.off | tetsym.300.3d | |

302 | (2,5,-4,5) | T | 0.989923885540 | 0.989999953802 | tetsym.302.txt | tetsym.302.off | tetsym.302.3d | |

304 | (6,0,0,5) | T | 0.989999317330 | 0.990065678825 | tetsym.304.txt | tetsym.304.off | tetsym.304.3d | |

306 | (4,2,-4,6) | T_{h} | 0.990071329840^{ d} | 0.990130545541 | minvol.306.txt | minvol.306.off | minvol.306.3d | |

308 | (25^{8}⁄_{12}) | T | 0.990112688933 | 0.990194570652 | tetsym.308.txt | tetsym.308.off | tetsym.308.3d | |

310 | (3,4,-3,6) | T | 0.990197685903 | 0.990257770433 | tetsym.310.txt | tetsym.310.off | tetsym.310.3d | |

312 | (5,1) | I | 0.990262389369^{ d} | 0.990320160740 | minvol.312.txt | minvol.312.off | minvol.312.3d | |

314 | (4,4,0,6) | T | 0.990297369204 | 0.990381757026 | tetsym.314.txt | tetsym.314.off | tetsym.314.3d | |

316 | (5,1,-3,6) | T | 0.990383675697 | 0.990442574352 | tetsym.316.txt | tetsym.316.off | tetsym.316.3d | |

318 | (6,1,0,5) | T | 0.990435787568 | 0.990502627403 | tetsym.318.txt | tetsym.318.off | tetsym.318.3d | |

320 | (26^{8}⁄_{12}) | T | 0.990499836991 | 0.990561930495 | tetsym.320.txt | tetsym.320.off | tetsym.320.3d | |

322 | (26^{10}⁄_{12}) | T | 0.990558036104 | 0.990620497588 | tetsym.322.txt | tetsym.322.off | tetsym.322.3d | |

324 | (1,5,-6,4) | T | 0.990620814939 | 0.990678342301 | tetsym.324.txt | tetsym.324.off | tetsym.324.3d | |

326 | (26^{14}⁄_{12}) | T | 0.990650117126 | 0.990735477916 | tetsym.326.txt | tetsym.326.off | tetsym.326.3d | |

328 | (4,3,-3,6) | T | 0.990735205666 | 0.990791917393 | tetsym.328.txt | tetsym.328.off | tetsym.328.3d | |

330 | (27^{6}⁄_{12}) | T | 0.990781314581 | 0.990847673377 | tetsym.330.txt | tetsym.330.off | tetsym.330.3d | |

332 | (5,2,0,6) | T | 0.990844093871 | 0.990902758208 | tetsym.332.txt | tetsym.332.off | tetsym.332.3d | |

334 | (5,2,-1,6) | T | 0.990902605253 | 0.990957183934 | tetsym.334.txt | tetsym.334.off | tetsym.334.3d | |

336 | (3,4,-4,6) | T | 0.990956570180 | 0.991010962313 | tetsym.336.txt | tetsym.336.off | tetsym.336.3d | |

338 | (27^{14}⁄_{12}) | T | 0.991002173342 | 0.991064104827 | tetsym.338.txt | tetsym.338.off | tetsym.338.3d | |

340 | (5,2,-2,6) | T | 0.991061160229 | 0.991116622685 | tetsym.340.txt | tetsym.340.off | tetsym.340.3d | |

342 | (7,0,3,4) | T | 0.991100778885 | 0.991168526839 | tetsym.342.txt | tetsym.342.off | tetsym.342.3d | |

344 | (6,0,-3,6) | T_{d} | 0.991161789057 | 0.991219827982 | tetsym.344.txt | tetsym.344.off | tetsym.344.3d | |

346 | (28^{10}⁄_{12}) | T | 0.991214921913 | 0.991270536562 | tetsym.346.txt | tetsym.346.off | tetsym.346.3d | |

348 | (3,4,-3,7) | T_{h} | 0.991270860093^{ d} | 0.991320662788 | minvol.348.txt | minvol.348.off | minvol.348.3d | |

350 | (28^{14}⁄_{12}) | T | 0.991315374239 | 0.991370216633 | tetsym.350.txt | tetsym.350.off | tetsym.350.3d | |

352 | (6,0,-1,6) | T | 0.991366819938 | 0.991419207846 | tetsym.352.txt | tetsym.352.off | tetsym.352.3d | |

354 | (29^{6}⁄_{12}) | T | 0.991413419037 | 0.991467645955 | tetsym.354.txt | tetsym.354.off | tetsym.354.3d | |

356 | (29^{8}⁄_{12}) | T | 0.991456694647 | 0.991515540273 | tetsym.356.txt | tetsym.356.off | tetsym.356.3d | |

358 | (2,5,-4,7) | T | 0.991514182142^{ d} | 0.991562899908 | minvol.358.txt | minvol.358.off | minvol.358.3d | |

360 | (30^{0}⁄_{12}) | T | 0.991557568111 | 0.991609733763 | tetsym.360.txt | tetsym.360.off | tetsym.360.3d | |

362 | (6,0) | I_{h} | 0.991606177187 | 0.991656050546 | g_6_0.txt | g_6_0.off | g_6_0.3d | |

364 | (2,5,-5,6) | T | 0.991651886559 | 0.991701858772 | tetsym.364.txt | tetsym.364.off | tetsym.364.3d | |

366 | (3,4,-5,6) | T | 0.991697812899 | 0.991747166771 | tetsym.366.txt | tetsym.366.off | tetsym.366.3d | |

368 | (4,4,-3,6) | T | 0.991733264151 | 0.991791982694 | tetsym.368.txt | tetsym.368.off | tetsym.368.3d | |

370 | (30^{10}⁄_{12}) | T | 0.991784176066 | 0.991836314512 | tetsym.370.txt | tetsym.370.off | tetsym.370.3d | |

372 | (4,3) | I | 0.991835514075^{ d} | 0.991880170029 | minvol.372.txt | minvol.372.off | minvol.372.3d | |

374 | (30^{14}⁄_{12}) | T | 0.991855816948 | 0.991923556878 | tetsym.374.txt | tetsym.374.off | tetsym.374.3d | |

376 | (31^{4}⁄_{12}) | T | 0.991918227620 | 0.991966482533 | tetsym.376.txt | tetsym.376.off | tetsym.376.3d | |

378 | (31^{6}⁄_{12}) | T | 0.991961499110 | 0.992008954309 | tetsym.378.txt | tetsym.378.off | tetsym.378.3d | |

380 | (31^{8}⁄_{12}) | T | 0.992002910063 | 0.992050979365 | tetsym.380.txt | tetsym.380.off | tetsym.380.3d | |

382 | (31^{10}⁄_{12}) | T | 0.992045421425 | 0.992092564714 | tetsym.382.txt | tetsym.382.off | tetsym.382.3d | |

384 | (32^{0}⁄_{12}) | T | 0.992084905450 | 0.992133717221 | tetsym.384.txt | tetsym.384.off | tetsym.384.3d | |

386 | (31^{14}⁄_{12}) | T | 0.992116356492 | 0.992174443607 | tetsym.386.txt | tetsym.386.off | tetsym.386.3d | |

388 | (32^{4}⁄_{12}) | T | 0.992169090258 | 0.992214750458 | tetsym.388.txt | tetsym.388.off | tetsym.388.3d | |

390 | (4,3,-4,7) | T_{h} | 0.992211631443^{ d} | 0.992254644223 | minvol.390.txt | minvol.390.off | minvol.390.3d | |

392 | (5,2) | I | 0.992251198083^{ d} | 0.992294131220 | minvol.392.txt | minvol.392.off | minvol.392.3d | |

394 | (6,2,0,6) | T | 0.992284339046 | 0.992333217639 | tetsym.394.txt | tetsym.394.off | tetsym.394.3d | |

396 | (33^{0}⁄_{12}) | T | 0.992327355295 | 0.992371909544 | tetsym.396.txt | tetsym.396.off | tetsym.396.3d | |

398 | (32^{14}⁄_{12}) | T_{d} | 0.992349350679 | 0.992410212879 | tetsym.398.txt | tetsym.398.off | tetsym.398.3d | |

400 | (5,2,-3,7) | T | 0.992405831738^{ d} | 0.992448133466 | minvol.400.txt | minvol.400.off | minvol.400.3d | |

402 | (33^{6}⁄_{12}) | T | 0.992441976553 | 0.992485677016 | tetsym.402.txt | tetsym.402.off | tetsym.402.3d | |

404 | (2,5,-6,6) | T | 0.992478713942 | 0.992522849123 | tetsym.404.txt | tetsym.404.off | tetsym.404.3d | |

406 | (33^{10}⁄_{12}) | T | 0.992505998912 | 0.992559655273 | tetsym.406.txt | tetsym.406.off | tetsym.406.3d | |

408 | (34^{0}⁄_{12}) | T | 0.992553159082 | 0.992596100843 | tetsym.408.txt | tetsym.408.off | tetsym.408.3d | |

410 | (33^{14}⁄_{12}) | T | 0.992571017643 | 0.992632191106 | tetsym.410.txt | tetsym.410.off | tetsym.410.3d | |

412 | (5,2,-4,7) | T | 0.992625975335 | 0.992667931233 | tetsym.412.txt | tetsym.412.off | tetsym.412.3d | |

414 | (5,3,-1,7) | T | 0.992659365678 | 0.992703326295 | tetsym.414.txt | tetsym.414.off | tetsym.414.3d | |

416 | (34^{8}⁄_{12}) | T | 0.992696459108 | 0.992738381264 | tetsym.416.txt | tetsym.416.off | tetsym.416.3d | |

418 | (34^{10}⁄_{12}) | T | 0.992732163015 | 0.992773101020 | tetsym.418.txt | tetsym.418.off | tetsym.418.3d | |

420 | (35^{0}⁄_{12}) | T | 0.992766078320 | 0.992807490347 | tetsym.420.txt | tetsym.420.off | tetsym.420.3d | |

422 | (34^{14}⁄_{12}) | T | 0.992791232176 | 0.992841553940 | tetsym.422.txt | tetsym.422.off | tetsym.422.3d | |

424 | (5,3,-2,7) | T | 0.992834483475 | 0.992875296406 | tetsym.424.txt | tetsym.424.off | tetsym.424.3d | |

426 | (35^{6}⁄_{12}) | T | 0.992868209453 | 0.992908722263 | tetsym.426.txt | tetsym.426.off | tetsym.426.3d | |

428 | (5,2,-5,7) | T_{h} | 0.992900871326 | 0.992941835948 | tetsym.428.txt | tetsym.428.off | tetsym.428.3d | |

430 | (6,1,-2,7) | T | 0.992934509885 | 0.992974641813 | tetsym.430.txt | tetsym.430.off | tetsym.430.3d | |

432 | (6,1) | I | 0.992967399932 | 0.993007144131 | g_6_1.txt | g_6_1.off | g_6_1.3d | |

434 | (35^{14}⁄_{12}) | T | 0.992999116652 | 0.993039347094 | tetsym.434.txt | tetsym.434.off | tetsym.434.3d | |

436 | (36^{4}⁄_{12}) | T | 0.993032105841 | 0.993071254821 | tetsym.436.txt | tetsym.436.off | tetsym.436.3d | |

438 | (5,3,-3,7) | T | 0.993062656884 | 0.993102871352 | tetsym.438.txt | tetsym.438.off | tetsym.438.3d | |

440 | (7,1,0,6) | T | 0.993089934670 | 0.993134200656 | tetsym.440.txt | tetsym.440.off | tetsym.440.3d | |

442 | (36^{10}⁄_{12}) | T | 0.993126879655 | 0.993165246628 | tetsym.442.txt | tetsym.442.off | tetsym.442.3d | |

444 | (37^{0}⁄_{12}) | T | 0.993158463816 | 0.993196013096 | tetsym.444.txt | tetsym.444.off | tetsym.444.3d | |

446 | (36^{14}⁄_{12}) | T | 0.993187036144 | 0.993226503816 | tetsym.446.txt | tetsym.446.off | tetsym.446.3d | |

448 | (37^{4}⁄_{12}) | T | 0.993219766176 | 0.993256722480 | tetsym.448.txt | tetsym.448.off | tetsym.448.3d | |

450 | (37^{6}⁄_{12}) | T | 0.993249438426 | 0.993286672712 | tetsym.450.txt | tetsym.450.off | tetsym.450.3d | |

452 | (37^{8}⁄_{12}) | T | 0.993278990895 | 0.993316358073 | tetsym.452.txt | tetsym.452.off | tetsym.452.3d | |

454 | (3,5,-5,7) | T | 0.993307778770 | 0.993345782062 | tetsym.454.txt | tetsym.454.off | tetsym.454.3d | |

456 | (6,2,-1,7) | T | 0.993337008044 | 0.993374948115 | tetsym.456.txt | tetsym.456.off | tetsym.456.3d | |

458 | (4,4,-6,6) | T_{d} | 0.993363007677 | 0.993403859609 | tetsym.458.txt | tetsym.458.off | tetsym.458.3d | |

460 | (38^{4}⁄_{12}) | T | 0.993396808336 | 0.993432519862 | tetsym.460.txt | tetsym.460.off | tetsym.460.3d | |

462 | (1,6,-7,6) | T_{h} | 0.993422998248 | 0.993460932136 | tetsym.462.txt | tetsym.462.off | tetsym.462.3d | |

464 | (4,4,-5,7) | T | 0.993451653061 | 0.993489099633 | tetsym.464.txt | tetsym.464.off | tetsym.464.3d | |

466 | (38^{10}⁄_{12}) | T | 0.993480583793 | 0.993517025506 | tetsym.466.txt | tetsym.466.off | tetsym.466.3d | |

468 | (39^{0}⁄_{12}) | T | 0.993510193147^{ d} | 0.993544712848 | minvol.468.txt | minvol.468.off | minvol.468.3d | |

470 | (38^{14}⁄_{12}) | T | 0.993537392150 | 0.993572164703 | tetsym.470.txt | tetsym.470.off | tetsym.470.3d | |

472 | (39^{4}⁄_{12}) | T | 0.993563874338 | 0.993599384063 | tetsym.472.txt | tetsym.472.off | tetsym.472.3d | |

474 | (39^{6}⁄_{12}) | T | 0.993588062735 | 0.993626373868 | tetsym.474.txt | tetsym.474.off | tetsym.474.3d | |

476 | (1,7,-6,6) | T | 0.993611155277 | 0.993653137012 | tetsym.476.txt | tetsym.476.off | tetsym.476.3d | |

478 | (5,3,-5,7) | T | 0.993642307010 | 0.993679676335 | tetsym.478.txt | tetsym.478.off | tetsym.478.3d | |

480 | (40^{0}⁄_{12}) | T | 0.993672332016 | 0.993705994636 | tetsym.480.txt | tetsym.480.off | tetsym.480.3d | |

482 | (4,4) | I | 0.993698846507 | 0.993732094664 | g_4_4.txt | g_4_4.off | g_4_4.3d | |

484 | (40^{4}⁄_{12}) | T | 0.993724404971 | 0.993757979121 | tetsym.484.txt | tetsym.484.off | tetsym.484.3d | |

486 | (4,5,-4,7) | T | 0.993743040716 | 0.993783650670 | tetsym.486.txt | tetsym.486.off | tetsym.486.3d | |

488 | (40^{8}⁄_{12}) | T | 0.993773725718 | 0.993809111924 | tetsym.488.txt | tetsym.488.off | tetsym.488.3d | |

490 | (40^{10}⁄_{12}) | T | 0.993800964567 | 0.993834365459 | tetsym.490.txt | tetsym.490.off | tetsym.490.3d | |

492 | (41^{0}⁄_{12}) | T | 0.993826897052 | 0.993859413805 | tetsym.492.txt | tetsym.492.off | tetsym.492.3d | |

494 | (40^{14}⁄_{12}) | T | 0.993845459822 | 0.993884259454 | tetsym.494.txt | tetsym.494.off | tetsym.494.3d | |

496 | (41^{4}⁄_{12}) | T | 0.993877008121 | 0.993908904855 | tetsym.496.txt | tetsym.496.off | tetsym.496.3d | |

498 | (41^{6}⁄_{12}) | T | 0.993895644739 | 0.993933352420 | tetsym.498.txt | tetsym.498.off | tetsym.498.3d | |

500 | (41^{8}⁄_{12}) | T | 0.993926124084 | 0.993957604521 | tetsym.500.txt | tetsym.500.off | tetsym.500.3d | |

502 | (7,1,-1,7) | T | 0.993946231032 | 0.993981663494 | tetsym.502.txt | tetsym.502.off | tetsym.502.3d | |

504 | (42^{0}⁄_{12}) | T | 0.993974191592 | 0.994005531636 | tetsym.504.txt | tetsym.504.off | tetsym.504.3d | |

506 | (41^{14}⁄_{12}) | T_{h} | 0.993997814744 | 0.994029211209 | tetsym.506.txt | tetsym.506.off | tetsym.506.3d | |

508 | (42^{4}⁄_{12}) | T | 0.994021874541 | 0.994052704438 | tetsym.508.txt | tetsym.508.off | tetsym.508.3d | |

510 | (42^{6}⁄_{12}) | T | 0.994044943878 | 0.994076013514 | tetsym.510.txt | tetsym.510.off | tetsym.510.3d | |

512 | (42^{8}⁄_{12}) | T_{h} | 0.994065066201 | 0.994099140595 | tetsym.512.txt | tetsym.512.off | tetsym.512.3d | |

514 | (42^{10}⁄_{12}) | T | 0.994085869490 | 0.994122087803 | tetsym.514.txt | tetsym.514.off | tetsym.514.3d | |

516 | (43^{0}⁄_{12}) | T | 0.994114713790 | 0.994144857229 | tetsym.516.txt | tetsym.516.off | tetsym.516.3d | |

518 | (7,1,1,7) | T_{h} | 0.994132989597 | 0.994167450931 | tetsym.518.txt | tetsym.518.off | tetsym.518.3d | |

520 | (43^{4}⁄_{12}) | T | 0.994160124828 | 0.994189870935 | tetsym.520.txt | tetsym.520.off | tetsym.520.3d | |

522 | (43^{6}⁄_{12}) | T | 0.994182606264 | 0.994212119236 | tetsym.522.txt | tetsym.522.off | tetsym.522.3d | |

524 | (43^{8}⁄_{12}) | T | 0.994200338607 | 0.994234197800 | tetsym.524.txt | tetsym.524.off | tetsym.524.3d | |

526 | (43^{10}⁄_{12}) | T | 0.994226619191 | 0.994256108562 | tetsym.526.txt | tetsym.526.off | tetsym.526.3d | |

528 | (44^{0}⁄_{12}) | T | 0.994248439575 | 0.994277853428 | tetsym.528.txt | tetsym.528.off | tetsym.528.3d | |

530 | (43^{14}⁄_{12}) | T | 0.994264722547 | 0.994299434273 | tetsym.530.txt | tetsym.530.off | tetsym.530.3d | |

532 | (44^{4}⁄_{12}) | T | 0.994290349218 | 0.994320852948 | tetsym.532.txt | tetsym.532.off | tetsym.532.3d | |

534 | (5,4,-3,8) | T | 0.994310919190 | 0.994342111273 | tetsym.534.txt | tetsym.534.off | tetsym.534.3d | |

536 | (44^{8}⁄_{12}) | T | 0.994334359157 | 0.994363211043 | tetsym.536.txt | tetsym.536.off | tetsym.536.3d | |

538 | (44^{10}⁄_{12}) | T | 0.994355335394 | 0.994384154024 | tetsym.538.txt | tetsym.538.off | tetsym.538.3d | |

540 | (45^{0}⁄_{12}) | T | 0.994376380888 | 0.994404941958 | tetsym.540.txt | tetsym.540.off | tetsym.540.3d | |

542 | (44^{14}⁄_{12}) | T | 0.994393931577 | 0.994425576560 | tetsym.542.txt | tetsym.542.off | tetsym.542.3d | |

544 | (45^{4}⁄_{12}) | T | 0.994417884251 | 0.994446059520 | tetsym.544.txt | tetsym.544.off | tetsym.544.3d | |

546 | (45^{6}⁄_{12}) | T | 0.994435850816 | 0.994466392504 | tetsym.546.txt | tetsym.546.off | tetsym.546.3d | |

548 | (6,3,-1,8) | T | 0.994455078869 | 0.994486577153 | tetsym.548.txt | tetsym.548.off | tetsym.548.3d | |

550 | (3,6,-5,8) | T | 0.994475909269 | 0.994506615085 | tetsym.550.txt | tetsym.550.off | tetsym.550.3d | |

552 | (46^{0}⁄_{12}) | T | 0.994498709184 | 0.994526507893 | tetsym.552.txt | tetsym.552.off | tetsym.552.3d | |

554 | (2,8,-4,8) | T | 0.994508580932 | 0.994546257148 | tetsym.554.txt | tetsym.554.off | tetsym.554.3d | |

556 | (46^{4}⁄_{12}) | T | 0.994538684054 | 0.994565864398 | tetsym.556.txt | tetsym.556.off | tetsym.556.3d | |

558 | (46^{6}⁄_{12}) | T | 0.994557909796 | 0.994585331170 | tetsym.558.txt | tetsym.558.off | tetsym.558.3d | |

560 | (46^{8}⁄_{12}) | T | 0.994577310755 | 0.994604658968 | tetsym.560.txt | tetsym.560.off | tetsym.560.3d | |

562 | (46^{10}⁄_{12}) | T | 0.994593465833 | 0.994623849275 | tetsym.562.txt | tetsym.562.off | tetsym.562.3d | |

564 | (47^{0}⁄_{12}) | T | 0.994615810187 | 0.994642903552 | tetsym.564.txt | tetsym.564.off | tetsym.564.3d | |

566 | (46^{14}⁄_{12}) | T | 0.994625740070 | 0.994661823241 | tetsym.566.txt | tetsym.566.off | tetsym.566.3d | |

568 | (47^{4}⁄_{12}) | T | 0.994653851525 | 0.994680609763 | tetsym.568.txt | tetsym.568.off | tetsym.568.3d | |

570 | (47^{6}⁄_{12}) | T_{h} | 0.994673315130 | 0.994699264519 | tetsym.570.txt | tetsym.570.off | tetsym.570.3d | |

572 | (47^{8}⁄_{12}) | T | 0.994690268916 | 0.994717788890 | tetsym.572.txt | tetsym.572.off | tetsym.572.3d | |

574 | (47^{10}⁄_{12}) | T | 0.994708191199 | 0.994736184239 | tetsym.574.txt | tetsym.574.off | tetsym.574.3d | |

576 | (48^{0}⁄_{12}) | T | 0.994728085355 | 0.994754451909 | tetsym.576.txt | tetsym.576.off | tetsym.576.3d | |

578 | (47^{14}⁄_{12}) | T | 0.994740850928 | 0.994772593224 | tetsym.578.txt | tetsym.578.off | tetsym.578.3d | |

580 | (48^{4}⁄_{12}) | T | 0.994765113256 | 0.994790609491 | tetsym.580.txt | tetsym.580.off | tetsym.580.3d | |

582 | (48^{6}⁄_{12}) | T | 0.994781686813 | 0.994808501999 | tetsym.582.txt | tetsym.582.off | tetsym.582.3d | |

584 | (6,3,-4,8) | T | 0.994796527043 | 0.994826272018 | tetsym.584.txt | tetsym.584.off | tetsym.584.3d | |

586 | (48^{10}⁄_{12}) | T | 0.994818546259 | 0.994843920802 | tetsym.586.txt | tetsym.586.off | tetsym.586.3d | |

588 | (49^{0}⁄_{12}) | T | 0.994835954543 | 0.994861449587 | tetsym.588.txt | tetsym.588.off | tetsym.588.3d | |

590 | (48^{14}⁄_{12}) | T | 0.994849683355 | 0.994878859593 | tetsym.590.txt | tetsym.590.off | tetsym.590.3d | |

592 | (49^{4}⁄_{12}) | T | 0.994869822896 | 0.994896152023 | tetsym.592.txt | tetsym.592.off | tetsym.592.3d | |

594 | (49^{6}⁄_{12}) | T | 0.994886941572 | 0.994913328064 | tetsym.594.txt | tetsym.594.off | tetsym.594.3d | |

596 | (49^{8}⁄_{12}) | T | 0.994905347580 | 0.994930388888 | tetsym.596.txt | tetsym.596.off | tetsym.596.3d | |

598 | (49^{10}⁄_{12}) | T_{d} | 0.994920248419 | 0.994947335650 | tetsym.598.txt | tetsym.598.off | tetsym.598.3d | |

600 | (50^{0}⁄_{12}) | T | 0.994939787782 | 0.994964169489 | tetsym.600.txt | tetsym.600.off | tetsym.600.3d | |

602 | (49^{14}⁄_{12}) | T | 0.994954395912 | 0.994980891532 | tetsym.602.txt | tetsym.602.off | tetsym.602.3d | |

604 | (50^{4}⁄_{12}) | T | 0.994972861533 | 0.994997502887 | tetsym.604.txt | tetsym.604.off | tetsym.604.3d | |

606 | (50^{6}⁄_{12}) | T | 0.994988969737 | 0.995014004650 | tetsym.606.txt | tetsym.606.off | tetsym.606.3d | |

608 | (1,7,-8,7) | T_{h} | 0.995002690505 | 0.995030397902 | tetsym.608.txt | tetsym.608.off | tetsym.608.3d | |

610 | (50^{10}⁄_{12}) | T | 0.995022865150 | 0.995046683710 | tetsym.610.txt | tetsym.610.off | tetsym.610.3d | |

612 | (51^{0}⁄_{12}) | T | 0.995037603054 | 0.995062863128 | tetsym.612.txt | tetsym.612.off | tetsym.612.3d | |

614 | (50^{14}⁄_{12}) | T | 0.995052325323 | 0.995078937193 | tetsym.614.txt | tetsym.614.off | tetsym.614.3d | |

616 | (51^{4}⁄_{12}) | T | 0.995071005239 | 0.995094906931 | tetsym.616.txt | tetsym.616.off | tetsym.616.3d | |

618 | (51^{6}⁄_{12}) | T | 0.995084690378 | 0.995110773356 | tetsym.618.txt | tetsym.618.off | tetsym.618.3d | |

620 | (51^{8}⁄_{12}) | T | 0.995103092321 | 0.995126537466 | tetsym.620.txt | tetsym.620.off | tetsym.620.3d | |

622 | (2,7,-6,9) | T | 0.995116105158 | 0.995142200247 | tetsym.622.txt | tetsym.622.off | tetsym.622.3d | |

624 | (52^{0}⁄_{12}) | T | 0.995134738091 | 0.995157762675 | tetsym.624.txt | tetsym.624.off | tetsym.624.3d | |

626 | (51^{14}⁄_{12}) | T | 0.995149812909 | 0.995173225709 | tetsym.626.txt | tetsym.626.off | tetsym.626.3d | |

628 | (52^{4}⁄_{12}) | T | 0.995165363466 | 0.995188590300 | tetsym.628.txt | tetsym.628.off | tetsym.628.3d | |

630 | (52^{6}⁄_{12}) | T | 0.995180499137 | 0.995203857383 | tetsym.630.txt | tetsym.630.off | tetsym.630.3d | |

632 | (6,3) | I | 0.995194156125 | 0.995219027886 | g_6_3.txt | g_6_3.off | g_6_3.3d | |

634 | (52^{10}⁄_{12}) | T | 0.995211502572 | 0.995234102720 | tetsym.634.txt | tetsym.634.off | tetsym.634.3d | |

636 | (53^{0}⁄_{12}) | T | 0.995224722507 | 0.995249082789 | tetsym.636.txt | tetsym.636.off | tetsym.636.3d | |

638 | (3,6,-7,8) | T | 0.995238091992 | 0.995263968983 | tetsym.638.txt | tetsym.638.off | tetsym.638.3d | |

640 | (53^{4}⁄_{12}) | T | 0.995255553106 | 0.995278762182 | tetsym.640.txt | tetsym.640.off | tetsym.640.3d | |

642 | (53^{6}⁄_{12}) | T | 0.995270834757 | 0.995293463254 | tetsym.642.txt | tetsym.642.off | tetsym.642.3d | |

644 | (53^{8}⁄_{12}) | T | 0.995285286547 | 0.995308073057 | tetsym.644.txt | tetsym.644.off | tetsym.644.3d | |

646 | (6,3,-4,9) | T | 0.995298142066 | 0.995322592439 | tetsym.646.txt | tetsym.646.off | tetsym.646.3d | |

648 | (54^{0}⁄_{12}) | T | 0.995314767460 | 0.995337022237 | tetsym.648.txt | tetsym.648.off | tetsym.648.3d | |

650 | (53^{14}⁄_{12}) | T | 0.995326530949 | 0.995351363277 | tetsym.650.txt | tetsym.650.off | tetsym.650.3d | |

652 | (54^{4}⁄_{12}) | T | 0.995343795241 | 0.995365616375 | tetsym.652.txt | tetsym.652.off | tetsym.652.3d | |

654 | (54^{6}⁄_{12}) | T | 0.995355785049 | 0.995379782338 | tetsym.654.txt | tetsym.654.off | tetsym.654.3d | |

656 | (54^{8}⁄_{12}) | T | 0.995368932062 | 0.995393861963 | tetsym.656.txt | tetsym.656.off | tetsym.656.3d | |

658 | (54^{10}⁄_{12}) | T | 0.995385379342 | 0.995407856035 | tetsym.658.txt | tetsym.658.off | tetsym.658.3d | |

660 | (55^{0}⁄_{12}) | T | 0.995400127702 | 0.995421765334 | tetsym.660.txt | tetsym.660.off | tetsym.660.3d | |

662 | (54^{14}⁄_{12}) | T | 0.995411716381 | 0.995435590627 | tetsym.662.txt | tetsym.662.off | tetsym.662.3d | |

664 | (55^{4}⁄_{12}) | T | 0.995427956053 | 0.995449332672 | tetsym.664.txt | tetsym.664.off | tetsym.664.3d | |

666 | (55^{6}⁄_{12}) | T | 0.995439050386 | 0.995462992220 | tetsym.666.txt | tetsym.666.off | tetsym.666.3d | |

668 | (55^{8}⁄_{12}) | T | 0.995453625293 | 0.995476570010 | tetsym.668.txt | tetsym.668.off | tetsym.668.3d | |

670 | (55^{10}⁄_{12}) | T | 0.995468212584 | 0.995490066775 | tetsym.670.txt | tetsym.670.off | tetsym.670.3d | |

672 | (56^{0}⁄_{12}) | T | 0.995482251684 | 0.995503483238 | tetsym.672.txt | tetsym.672.off | tetsym.672.3d | |

674 | (55^{14}⁄_{12}) | T | 0.995495642205 | 0.995516820113 | tetsym.674.txt | tetsym.674.off | tetsym.674.3d | |

676 | (56^{4}⁄_{12}) | T | 0.995508869335 | 0.995530078107 | tetsym.676.txt | tetsym.676.off | tetsym.676.3d | |

678 | (56^{6}⁄_{12}) | T_{h} | 0.995522129805 | 0.995543257917 | tetsym.678.txt | tetsym.678.off | tetsym.678.3d | |

680 | (56^{8}⁄_{12}) | T | 0.995534898566 | 0.995556360232 | tetsym.680.txt | tetsym.680.off | tetsym.680.3d | |

682 | (56^{10}⁄_{12}) | T | 0.995548433360 | 0.995569385735 | tetsym.682.txt | tetsym.682.off | tetsym.682.3d | |

684 | (57^{0}⁄_{12}) | T | 0.995561469023 | 0.995582335099 | tetsym.684.txt | tetsym.684.off | tetsym.684.3d | |

686 | (56^{14}⁄_{12}) | T_{h} | 0.995571722366 | 0.995595208989 | tetsym.686.txt | tetsym.686.off | tetsym.686.3d | |

688 | (57^{4}⁄_{12}) | T | 0.995587206953 | 0.995608008063 | tetsym.688.txt | tetsym.688.off | tetsym.688.3d | |

690 | (57^{6}⁄_{12}) | T | 0.995600025781 | 0.995620732972 | tetsym.690.txt | tetsym.690.off | tetsym.690.3d | |

692 | (57^{8}⁄_{12}) | T | 0.995610374226 | 0.995633384358 | tetsym.692.txt | tetsym.692.off | tetsym.692.3d | |

694 | (57^{10}⁄_{12}) | T | 0.995623280692 | 0.995645962857 | tetsym.694.txt | tetsym.694.off | tetsym.694.3d | |

696 | (58^{0}⁄_{12}) | T | 0.995638194561 | 0.995658469097 | tetsym.696.txt | tetsym.696.off | tetsym.696.3d | |

698 | (57^{14}⁄_{12}) | T | 0.995648935196 | 0.995670903698 | tetsym.698.txt | tetsym.698.off | tetsym.698.3d | |

700 | (58^{4}⁄_{12}) | T | 0.995663114901 | 0.995683267275 | tetsym.700.txt | tetsym.700.off | tetsym.700.3d | |

702 | (58^{6}⁄_{12}) | T | 0.995673401837 | 0.995695560434 | tetsym.702.txt | tetsym.702.off | tetsym.702.3d | |

704 | (58^{8}⁄_{12}) | T | 0.995686360639 | 0.995707783776 | tetsym.704.txt | tetsym.704.off | tetsym.704.3d | |

706 | (58^{10}⁄_{12}) | T | 0.995699831188 | 0.995719937892 | tetsym.706.txt | tetsym.706.off | tetsym.706.3d | |

708 | (59^{0}⁄_{12}) | T | 0.995711731492 | 0.995732023370 | tetsym.708.txt | tetsym.708.off | tetsym.708.3d | |

710 | (58^{14}⁄_{12}) | T | 0.995720126095 | 0.995744040790 | tetsym.710.txt | tetsym.710.off | tetsym.710.3d | |

712 | (59^{4}⁄_{12}) | T | 0.995736666715 | 0.995755990724 | tetsym.712.txt | tetsym.712.off | tetsym.712.3d | |

714 | (59^{6}⁄_{12}) | T | 0.995748244795 | 0.995767873740 | tetsym.714.txt | tetsym.714.off | tetsym.714.3d | |

716 | (59^{8}⁄_{12}) | T | 0.995759989453 | 0.995779690398 | tetsym.716.txt | tetsym.716.off | tetsym.716.3d | |

718 | (59^{10}⁄_{12}) | T | 0.995771713009 | 0.995791441252 | tetsym.718.txt | tetsym.718.off | tetsym.718.3d | |

720 | (60^{0}⁄_{12}) | T | 0.995783498165 | 0.995803126851 | tetsym.720.txt | tetsym.720.off | tetsym.720.3d | |

722 | (59^{14}⁄_{12}) | T | 0.995790972413 | 0.995814747737 | tetsym.722.txt | tetsym.722.off | tetsym.722.3d | |

724 | (60^{4}⁄_{12}) | T | 0.995806013270 | 0.995826304445 | tetsym.724.txt | tetsym.724.off | tetsym.724.3d | |

726 | (60^{6}⁄_{12}) | T | 0.995816867939 | 0.995837797506 | tetsym.726.txt | tetsym.726.off | tetsym.726.3d | |

728 | (60^{8}⁄_{12}) | T | 0.995828458100 | 0.995849227445 | tetsym.728.txt | tetsym.728.off | tetsym.728.3d | |

730 | (60^{10}⁄_{12}) | T | 0.995841289770 | 0.995860594779 | tetsym.730.txt | tetsym.730.off | tetsym.730.3d | |

732 | (61^{0}⁄_{12}) | T | 0.995853143326 | 0.995871900022 | tetsym.732.txt | tetsym.732.off | tetsym.732.3d | |

734 | (60^{14}⁄_{12}) | T | 0.995859935688 | 0.995883143681 | tetsym.734.txt | tetsym.734.off | tetsym.734.3d | |

736 | (61^{4}⁄_{12}) | T | 0.995875136039 | 0.995894326258 | tetsym.736.txt | tetsym.736.off | tetsym.736.3d | |

738 | (61^{6}⁄_{12}) | T | 0.995886527464 | 0.995905448250 | tetsym.738.txt | tetsym.738.off | tetsym.738.3d | |

740 | (61^{8}⁄_{12}) | T | 0.995898038237 | 0.995916510146 | tetsym.740.txt | tetsym.740.off | tetsym.740.3d | |

742 | (61^{10}⁄_{12}) | T | 0.995907251712 | 0.995927512434 | tetsym.742.txt | tetsym.742.off | tetsym.742.3d | |

744 | (62^{0}⁄_{12}) | T | 0.995919710822 | 0.995938455594 | tetsym.744.txt | tetsym.744.off | tetsym.744.3d | |

746 | (61^{14}⁄_{12}) | T | 0.995928536361 | 0.995949340100 | tetsym.746.txt | tetsym.746.off | tetsym.746.3d | |

748 | (62^{4}⁄_{12}) | T | 0.995941607102 | 0.995960166424 | tetsym.748.txt | tetsym.748.off | tetsym.748.3d | |

750 | (62^{6}⁄_{12}) | T | 0.995952744953 | 0.995970935031 | tetsym.750.txt | tetsym.750.off | tetsym.750.3d | |

752 | (62^{8}⁄_{12}) | T | 0.995963004483 | 0.995981646380 | tetsym.752.txt | tetsym.752.off | tetsym.752.3d | |

754 | (62^{10}⁄_{12}) | T | 0.995973810523 | 0.995992300928 | tetsym.754.txt | tetsym.754.off | tetsym.754.3d | |

756 | (63^{0}⁄_{12}) | T | 0.995983788007 | 0.996002899125 | tetsym.756.txt | tetsym.756.off | tetsym.756.3d | |

758 | (62^{14}⁄_{12}) | T | 0.995992882362 | 0.996013441417 | tetsym.758.txt | tetsym.758.off | tetsym.758.3d | |

760 | (63^{4}⁄_{12}) | T | 0.996004782987 | 0.996023928244 | tetsym.760.txt | tetsym.760.off | tetsym.760.3d | |

762 | (63^{6}⁄_{12}) | T | 0.996016065996 | 0.996034360045 | tetsym.762.txt | tetsym.762.off | tetsym.762.3d | |

764 | (63^{8}⁄_{12}) | T | 0.996025585110 | 0.996044737250 | tetsym.764.txt | tetsym.764.off | tetsym.764.3d | |

766 | (63^{10}⁄_{12}) | T | 0.996035873484 | 0.996055060286 | tetsym.766.txt | tetsym.766.off | tetsym.766.3d | |

768 | (64^{0}⁄_{12}) | T | 0.996047319848 | 0.996065329578 | tetsym.768.txt | tetsym.768.off | tetsym.768.3d | |

770 | (63^{14}⁄_{12}) | T | 0.996056158920 | 0.996075545544 | tetsym.770.txt | tetsym.770.off | tetsym.770.3d | |

772 | (64^{4}⁄_{12}) | T | 0.996068246134 | 0.996085708598 | tetsym.772.txt | tetsym.772.off | tetsym.772.3d | |

774 | (64^{6}⁄_{12}) | T | 0.996076907503 | 0.996095819150 | tetsym.774.txt | tetsym.774.off | tetsym.774.3d | |

776 | (64^{8}⁄_{12}) | T | 0.996088108292 | 0.996105877605 | tetsym.776.txt | tetsym.776.off | tetsym.776.3d | |

778 | (64^{10}⁄_{12}) | T | 0.996097249003 | 0.996115884366 | tetsym.778.txt | tetsym.778.off | tetsym.778.3d | |

780 | (65^{0}⁄_{12}) | T | 0.996108376256 | 0.996125839830 | tetsym.780.txt | tetsym.780.off | tetsym.780.3d | |

782 | (64^{14}⁄_{12}) | T | 0.996117067696 | 0.996135744391 | tetsym.782.txt | tetsym.782.off | tetsym.782.3d | |

784 | (65^{4}⁄_{12}) | T | 0.996127949622 | 0.996145598437 | tetsym.784.txt | tetsym.784.off | tetsym.784.3d | |

786 | (65^{6}⁄_{12}) | T | 0.996137244420 | 0.996155402354 | tetsym.786.txt | tetsym.786.off | tetsym.786.3d | |

788 | (65^{8}⁄_{12}) | T | 0.996146818010 | 0.996165156524 | tetsym.788.txt | tetsym.788.off | tetsym.788.3d | |

790 | (65^{10}⁄_{12}) | T | 0.996156523916 | 0.996174861325 | tetsym.790.txt | tetsym.790.off | tetsym.790.3d | |

792 | (66^{0}⁄_{12}) | T | 0.996167493568 | 0.996184517129 | tetsym.792.txt | tetsym.792.off | tetsym.792.3d | |

794 | (65^{14}⁄_{12}) | T_{h} | 0.996175437214 | 0.996194124309 | tetsym.794.txt | tetsym.794.off | tetsym.794.3d | |

796 | (66^{4}⁄_{12}) | T | 0.996186408220 | 0.996203683229 | tetsym.796.txt | tetsym.796.off | tetsym.796.3d | |

798 | (66^{6}⁄_{12}) | T | 0.996196288978 | 0.996213194252 | tetsym.798.txt | tetsym.798.off | tetsym.798.3d | |

800 | (66^{8}⁄_{12}) | T | 0.996205377736 | 0.996222657739 | tetsym.800.txt | tetsym.800.off | tetsym.800.3d | |

802 | (66^{10}⁄_{12}) | T | 0.996215225744 | 0.996232074043 | tetsym.802.txt | tetsym.802.off | tetsym.802.3d | |

804 | (67^{0}⁄_{12}) | T | 0.996224679219 | 0.996241443518 | tetsym.804.txt | tetsym.804.off | tetsym.804.3d | |

806 | (66^{14}⁄_{12}) | T | 0.996232624425 | 0.996250766511 | tetsym.806.txt | tetsym.806.off | tetsym.806.3d | |

808 | (67^{4}⁄_{12}) | T | 0.996243360266 | 0.996260043368 | tetsym.808.txt | tetsym.808.off | tetsym.808.3d | |

810 | (67^{6}⁄_{12}) | T | 0.996252001798 | 0.996269274430 | tetsym.810.txt | tetsym.810.off | tetsym.810.3d | |

812 | (67^{8}⁄_{12}) | T | 0.996261663648 | 0.996278460035 | tetsym.812.txt | tetsym.812.off | tetsym.812.3d | |

814 | (67^{10}⁄_{12}) | T | 0.996270250967 | 0.996287600519 | tetsym.814.txt | tetsym.814.off | tetsym.814.3d | |

816 | (68^{0}⁄_{12}) | T | 0.996279716791 | 0.996296696213 | tetsym.816.txt | tetsym.816.off | tetsym.816.3d | |

818 | (67^{14}⁄_{12}) | T | 0.996288341025 | 0.996305747445 | tetsym.818.txt | tetsym.818.off | tetsym.818.3d | |

820 | (68^{4}⁄_{12}) | T | 0.996298198063 | 0.996314754542 | tetsym.820.txt | tetsym.820.off | tetsym.820.3d | |

822 | (68^{6}⁄_{12}) | T | 0.996306306122 | 0.996323717824 | tetsym.822.txt | tetsym.822.off | tetsym.822.3d | |

824 | (68^{8}⁄_{12}) | T | 0.996315593315 | 0.996332637610 | tetsym.824.txt | tetsym.824.off | tetsym.824.3d | |

826 | (68^{10}⁄_{12}) | T | 0.996325194079 | 0.996341514218 | tetsym.826.txt | tetsym.826.off | tetsym.826.3d | |

828 | (69^{0}⁄_{12}) | T | 0.996333966611 | 0.996350347958 | tetsym.828.txt | tetsym.828.off | tetsym.828.3d | |

830 | (68^{14}⁄_{12}) | T | 0.996342782992 | 0.996359139142 | tetsym.830.txt | tetsym.830.off | tetsym.830.3d | |

832 | (69^{4}⁄_{12}) | T | 0.996351711127 | 0.996367888075 | tetsym.832.txt | tetsym.832.off | tetsym.832.3d | |

834 | (69^{6}⁄_{12}) | T_{h} | 0.996360127543 | 0.996376595062 | tetsym.834.txt | tetsym.834.off | tetsym.834.3d | |

836 | (69^{8}⁄_{12}) | T | 0.996368630262 | 0.996385260404 | tetsym.836.txt | tetsym.836.off | tetsym.836.3d | |

838 | (69^{10}⁄_{12}) | T | 0.996377683748 | 0.996393884399 | tetsym.838.txt | tetsym.838.off | tetsym.838.3d | |

840 | (70^{0}⁄_{12}) | T | 0.996386410054 | 0.996402467341 | tetsym.840.txt | tetsym.840.off | tetsym.840.3d | |

842 | (69^{14}⁄_{12}) | T_{d} | 0.996394620696 | 0.996411009524 | tetsym.842.txt | tetsym.842.off | tetsym.842.3d | |

844 | (70^{4}⁄_{12}) | T | 0.996403462255 | 0.996419511237 | tetsym.844.txt | tetsym.844.off | tetsym.844.3d | |

846 | (70^{6}⁄_{12}) | T | 0.996411387697 | 0.996427972767 | tetsym.846.txt | tetsym.846.off | tetsym.846.3d | |

848 | (70^{8}⁄_{12}) | T | 0.996420232340 | 0.996436394398 | tetsym.848.txt | tetsym.848.off | tetsym.848.3d | |

850 | (70^{10}⁄_{12}) | T | 0.996428736981 | 0.996444776411 | tetsym.850.txt | tetsym.850.off | tetsym.850.3d | |

852 | (71^{0}⁄_{12}) | T | 0.996437092775 | 0.996453119087 | tetsym.852.txt | tetsym.852.off | tetsym.852.3d | |

854 | (70^{14}⁄_{12}) | T | 0.996444822950 | 0.996461422700 | tetsym.854.txt | tetsym.854.off | tetsym.854.3d | |

856 | (71^{4}⁄_{12}) | T | 0.996453457046 | 0.996469687525 | tetsym.856.txt | tetsym.856.off | tetsym.856.3d | |

858 | (71^{6}⁄_{12}) | T | 0.996462078964 | 0.996477913832 | tetsym.858.txt | tetsym.858.off | tetsym.858.3d | |

860 | (71^{8}⁄_{12}) | T | 0.996470320268 | 0.996486101891 | tetsym.860.txt | tetsym.860.off | tetsym.860.3d | |

862 | (71^{10}⁄_{12}) | T | 0.996478293464 | 0.996494251968 | tetsym.862.txt | tetsym.862.off | tetsym.862.3d | |

864 | (72^{0}⁄_{12}) | T_{h} | 0.996487170554 | 0.996502364325 | tetsym.864.txt | tetsym.864.off | tetsym.864.3d | |

866 | (71^{14}⁄_{12}) | T | 0.996494542268 | 0.996510439226 | tetsym.866.txt | tetsym.866.off | tetsym.866.3d | |

868 | (72^{4}⁄_{12}) | T | 0.996503032274 | 0.996518476927 | tetsym.868.txt | tetsym.868.off | tetsym.868.3d | |

870 | (72^{6}⁄_{12}) | T | 0.996510478999 | 0.996526477686 | tetsym.870.txt | tetsym.870.off | tetsym.870.3d | |

872 | (72^{8}⁄_{12}) | T | 0.996518435630 | 0.996534441757 | tetsym.872.txt | tetsym.872.off | tetsym.872.3d | |

874 | (72^{10}⁄_{12}) | T | 0.996527315167 | 0.996542369392 | tetsym.874.txt | tetsym.874.off | tetsym.874.3d | |

876 | (73^{0}⁄_{12}) | T | 0.996534860522 | 0.996550260839 | tetsym.876.txt | tetsym.876.off | tetsym.876.3d | |

878 | (72^{14}⁄_{12}) | T | 0.996542567364 | 0.996558116347 | tetsym.878.txt | tetsym.878.off | tetsym.878.3d | |

880 | (73^{4}⁄_{12}) | T | 0.996550462175 | 0.996565936160 | tetsym.880.txt | tetsym.880.off | tetsym.880.3d | |

882 | (73^{6}⁄_{12}) | T | 0.996558520873 | 0.996573720521 | tetsym.882.txt | tetsym.882.off | tetsym.882.3d | |

884 | (73^{8}⁄_{12}) | T | 0.996565231066 | 0.996581469671 | tetsym.884.txt | tetsym.884.off | tetsym.884.3d | |

886 | (73^{10}⁄_{12}) | T | 0.996573965635 | 0.996589183848 | tetsym.886.txt | tetsym.886.off | tetsym.886.3d | |

888 | (74^{0}⁄_{12}) | T | 0.996581471619 | 0.996596863288 | tetsym.888.txt | tetsym.888.off | tetsym.888.3d | |

890 | (73^{14}⁄_{12}) | T | 0.996589346662 | 0.996604508225 | tetsym.890.txt | tetsym.890.off | tetsym.890.3d | |

892 | (74^{4}⁄_{12}) | T | 0.996597095123 | 0.996612118891 | tetsym.892.txt | tetsym.892.off | tetsym.892.3d | |

894 | (74^{6}⁄_{12}) | T | 0.996603514407 | 0.996619695516 | tetsym.894.txt | tetsym.894.off | tetsym.894.3d | |

896 | (74^{8}⁄_{12}) | T | 0.996612159574 | 0.996627238329 | tetsym.896.txt | tetsym.896.off | tetsym.896.3d | |

898 | (74^{10}⁄_{12}) | T | 0.996619445756 | 0.996634747554 | tetsym.898.txt | tetsym.898.off | tetsym.898.3d | |

900 | (75^{0}⁄_{12}) | T | 0.996627704975 | 0.996642223416 | tetsym.900.txt | tetsym.900.off | tetsym.900.3d | |

902 | (74^{14}⁄_{12}) | T | 0.996634566563 | 0.996649666137 | tetsym.902.txt | tetsym.902.off | tetsym.902.3d | |

904 | (75^{4}⁄_{12}) | T | 0.996642536057 | 0.996657075936 | tetsym.904.txt | tetsym.904.off | tetsym.904.3d | |

906 | (75^{6}⁄_{12}) | T | 0.996649789973 | 0.996664453031 | tetsym.906.txt | tetsym.906.off | tetsym.906.3d | |

908 | (75^{8}⁄_{12}) | T | 0.996657158415 | 0.996671797640 | tetsym.908.txt | tetsym.908.off | tetsym.908.3d | |

910 | (75^{10}⁄_{12}) | T | 0.996663863010 | 0.996679109974 | tetsym.910.txt | tetsym.910.off | tetsym.910.3d | |

912 | (76^{0}⁄_{12}) | T | 0.996671914242 | 0.996686390248 | tetsym.912.txt | tetsym.912.off | tetsym.912.3d | |

914 | (75^{14}⁄_{12}) | T | 0.996678273499 | 0.996693638670 | tetsym.914.txt | tetsym.914.off | tetsym.914.3d | |

916 | (76^{4}⁄_{12}) | T | 0.996686263737 | 0.996700855451 | tetsym.916.txt | tetsym.916.off | tetsym.916.3d | |

918 | (76^{6}⁄_{12}) | T | 0.996693425180 | 0.996708040796 | tetsym.918.txt | tetsym.918.off | tetsym.918.3d | |

920 | (76^{8}⁄_{12}) | T | 0.996700982880 | 0.996715194910 | tetsym.920.txt | tetsym.920.off | tetsym.920.3d | |

922 | (76^{10}⁄_{12}) | T | 0.996707912201 | 0.996722317998 | tetsym.922.txt | tetsym.922.off | tetsym.922.3d | |

924 | (77^{0}⁄_{12}) | T | 0.996715194600 | 0.996729410259 | tetsym.924.txt | tetsym.924.off | tetsym.924.3d | |

926 | (76^{14}⁄_{12}) | T | 0.996719937584 | 0.996736471894 | tetsym.926.txt | tetsym.926.off | tetsym.926.3d | |

928 | (77^{4}⁄_{12}) | T | 0.996729317877 | 0.996743503101 | tetsym.928.txt | tetsym.928.off | tetsym.928.3d | |

930 | (77^{6}⁄_{12}) | T | 0.996736559074 | 0.996750504076 | tetsym.930.txt | tetsym.930.off | tetsym.930.3d | |

932 | (77^{8}⁄_{12}) | T | 0.996743201934 | 0.996757475013 | tetsym.932.txt | tetsym.932.off | tetsym.932.3d | |

934 | (77^{10}⁄_{12}) | T | 0.996750292497 | 0.996764416106 | tetsym.934.txt | tetsym.934.off | tetsym.934.3d | |

936 | (78^{0}⁄_{12}) | T | 0.996757191103 | 0.996771327545 | tetsym.936.txt | tetsym.936.off | tetsym.936.3d | |

938 | (77^{14}⁄_{12}) | T | 0.996762104785 | 0.996778209521 | tetsym.938.txt | tetsym.938.off | tetsym.938.3d | |

940 | (78^{4}⁄_{12}) | T | 0.996771268414 | 0.996785062221 | tetsym.940.txt | tetsym.940.off | tetsym.940.3d | |

942 | (78^{6}⁄_{12}) | T | 0.996777717047 | 0.996791885831 | tetsym.942.txt | tetsym.942.off | tetsym.942.3d | |

944 | (78^{8}⁄_{12}) | T | 0.996784664161 | 0.996798680538 | tetsym.944.txt | tetsym.944.off | tetsym.944.3d | |

946 | (78^{10}⁄_{12}) | T | 0.996791495436 | 0.996805446522 | tetsym.946.txt | tetsym.946.off | tetsym.946.3d | |

948 | (79^{0}⁄_{12}) | T | 0.996798501454 | 0.996812183968 | tetsym.948.txt | tetsym.948.off | tetsym.948.3d | |

950 | (78^{14}⁄_{12}) | T | 0.996804002819 | 0.996818893054 | tetsym.950.txt | tetsym.950.off | tetsym.950.3d | |

952 | (79^{4}⁄_{12}) | T | 0.996811941999 | 0.996825573960 | tetsym.952.txt | tetsym.952.off | tetsym.952.3d | |

954 | (79^{6}⁄_{12}) | T | 0.996818602945 | 0.996832226862 | tetsym.954.txt | tetsym.954.off | tetsym.954.3d | |

956 | (79^{8}⁄_{12}) | T | 0.996825180609 | 0.996838851936 | tetsym.956.txt | tetsym.956.off | tetsym.956.3d | |

958 | (79^{10}⁄_{12}) | T | 0.996831590437 | 0.996845449357 | tetsym.958.txt | tetsym.958.off | tetsym.958.3d | |

960 | (80^{0}⁄_{12}) | T | 0.996838541614 | 0.996852019298 | tetsym.960.txt | tetsym.960.off | tetsym.960.3d | |

962 | (79^{14}⁄_{12}) | T | 0.996845185076 | 0.996858561929 | tetsym.962.txt | tetsym.962.off | tetsym.962.3d | |

964 | (80^{4}⁄_{12}) | T | 0.996851654047 | 0.996865077420 | tetsym.964.txt | tetsym.964.off | tetsym.964.3d | |

966 | (80^{6}⁄_{12}) | T | 0.996857904623 | 0.996871565941 | tetsym.966.txt | tetsym.966.off | tetsym.966.3d | |

968 | (80^{8}⁄_{12}) | T | 0.996864601051 | 0.996878027657 | tetsym.968.txt | tetsym.968.off | tetsym.968.3d | |

970 | (80^{10}⁄_{12}) | T | 0.996871164652 | 0.996884462736 | tetsym.970.txt | tetsym.970.off | tetsym.970.3d | |

972 | (81^{0}⁄_{12}) | T | 0.996877690643 | 0.996890871341 | tetsym.972.txt | tetsym.972.off | tetsym.972.3d | |

974 | (80^{14}⁄_{12}) | T | 0.996883517300 | 0.996897253635 | tetsym.974.txt | tetsym.974.off | tetsym.974.3d | |

976 | (81^{4}⁄_{12}) | T | 0.996890451495 | 0.996903609781 | tetsym.976.txt | tetsym.976.off | tetsym.976.3d | |

978 | (81^{6}⁄_{12}) | T | 0.996896817661 | 0.996909939937 | tetsym.978.txt | tetsym.978.off | tetsym.978.3d | |

980 | (81^{8}⁄_{12}) | T_{h} | 0.996902779152 | 0.996916244265 | tetsym.980.txt | tetsym.980.off | tetsym.980.3d | |

982 | (81^{10}⁄_{12}) | T | 0.996909578564 | 0.996922522920 | tetsym.982.txt | tetsym.982.off | tetsym.982.3d | |

984 | (82^{0}⁄_{12}) | T | 0.996915822383 | 0.996928776061 | tetsym.984.txt | tetsym.984.off | tetsym.984.3d | |

986 | (81^{14}⁄_{12}) | T | 0.996921397303 | 0.996935003841 | tetsym.986.txt | tetsym.986.off | tetsym.986.3d | |

988 | (82^{4}⁄_{12}) | T | 0.996928160708 | 0.996941206415 | tetsym.988.txt | tetsym.988.off | tetsym.988.3d | |

990 | (82^{6}⁄_{12}) | T | 0.996934036264 | 0.996947383936 | tetsym.990.txt | tetsym.990.off | tetsym.990.3d | |

992 | (82^{8}⁄_{12}) | T | 0.996940278968 | 0.996953536555 | tetsym.992.txt | tetsym.992.off | tetsym.992.3d | |

994 | (82^{10}⁄_{12}) | T | 0.996946834693 | 0.996959664422 | tetsym.994.txt | tetsym.994.off | tetsym.994.3d | |

996 | (83^{0}⁄_{12}) | T | 0.996952956236 | 0.996965767687 | tetsym.996.txt | tetsym.996.off | tetsym.996.3d | |

998 | (82^{14}⁄_{12}) | T | 0.996958411943 | 0.996971846497 | tetsym.998.txt | tetsym.998.off | tetsym.998.3d | |

1000 | (83^{4}⁄_{12}) | T | 0.996965143852 | 0.996977901000 | tetsym.1000.txt | tetsym.1000.off | tetsym.1000.3d | |

1002 | (83^{6}⁄_{12}) | T | 0.996971113400 | 0.996983931339 | tetsym.1002.txt | tetsym.1002.off | tetsym.1002.3d | |

1004 | (83^{8}⁄_{12}) | T | 0.996977217373 | 0.996989937661 | tetsym.1004.txt | tetsym.1004.off | tetsym.1004.3d | |

1006 | (83^{10}⁄_{12}) | T | 0.996982897568 | 0.996995920108 | tetsym.1006.txt | tetsym.1006.off | tetsym.1006.3d | |

1008 | (84^{0}⁄_{12}) | T | 0.996989348340 | 0.997001878821 | tetsym.1008.txt | tetsym.1008.off | tetsym.1008.3d | |

1010 | (83^{14}⁄_{12}) | T | 0.996994204988 | 0.997007813943 | tetsym.1010.txt | tetsym.1010.off | tetsym.1010.3d | |

1012 | (84^{4}⁄_{12}) | T | 0.997001277198 | 0.997013725613 | tetsym.1012.txt | tetsym.1012.off | tetsym.1012.3d | |

1014 | (84^{6}⁄_{12}) | T | 0.997007162965 | 0.997019613970 | tetsym.1014.txt | tetsym.1014.off | tetsym.1014.3d | |

1016 | (84^{8}⁄_{12}) | T | 0.997013000455 | 0.997025479151 | tetsym.1016.txt | tetsym.1016.off | tetsym.1016.3d | |

1018 | (84^{10}⁄_{12}) | T | 0.997018963401 | 0.997031321292 | tetsym.1018.txt | tetsym.1018.off | tetsym.1018.3d | |

1020 | (85^{0}⁄_{12}) | T | 0.997024788414 | 0.997037140530 | tetsym.1020.txt | tetsym.1020.off | tetsym.1020.3d | |

1022 | (84^{14}⁄_{12}) | T | 0.997029515460 | 0.997042936999 | tetsym.1022.txt | tetsym.1022.off | tetsym.1022.3d | |

1024 | (85^{4}⁄_{12}) | T | 0.997036446135 | 0.997048710832 | tetsym.1024.txt | tetsym.1024.off | tetsym.1024.3d | |

1026 | (85^{6}⁄_{12}) | T | 0.997042086312 | 0.997054462162 | tetsym.1026.txt | tetsym.1026.off | tetsym.1026.3d | |

1028 | (85^{8}⁄_{12}) | T | 0.997047428015 | 0.997060191119 | tetsym.1028.txt | tetsym.1028.off | tetsym.1028.3d | |

1030 | (85^{10}⁄_{12}) | T | 0.997052978335 | 0.997065897834 | tetsym.1030.txt | tetsym.1030.off | tetsym.1030.3d | |

1032 | (86^{0}⁄_{12}) | T | 0.997059414907 | 0.997071582437 | tetsym.1032.txt | tetsym.1032.off | tetsym.1032.3d | |

1034 | (85^{14}⁄_{12}) | T | 0.997065176529 | 0.997077245055 | tetsym.1034.txt | tetsym.1034.off | tetsym.1034.3d | |

1036 | (86^{4}⁄_{12}) | T | 0.997070805091 | 0.997082885816 | tetsym.1036.txt | tetsym.1036.off | tetsym.1036.3d | |

1038 | (86^{6}⁄_{12}) | T | 0.997075965483 | 0.997088504846 | tetsym.1038.txt | tetsym.1038.off | tetsym.1038.3d | |

1040 | (86^{8}⁄_{12}) | T | 0.997081603218 | 0.997094102271 | tetsym.1040.txt | tetsym.1040.off | tetsym.1040.3d | |

1042 | (86^{10}⁄_{12}) | T | 0.997087715922 | 0.997099678215 | tetsym.1042.txt | tetsym.1042.off | tetsym.1042.3d | |

1044 | (87^{0}⁄_{12}) | T | 0.997093323971 | 0.997105232801 | tetsym.1044.txt | tetsym.1044.off | tetsym.1044.3d | |

1046 | (86^{14}⁄_{12}) | T | 0.997098717811 | 0.997110766152 | tetsym.1046.txt | tetsym.1046.off | tetsym.1046.3d | |

1048 | (87^{4}⁄_{12}) | T | 0.997104433332 | 0.997116278389 | tetsym.1048.txt | tetsym.1048.off | tetsym.1048.3d | |

1050 | (87^{6}⁄_{12}) | T | 0.997109608107 | 0.997121769634 | tetsym.1050.txt | tetsym.1050.off | tetsym.1050.3d | |

1052 | (87^{8}⁄_{12}) | T | 0.997115182192 | 0.997127240005 | tetsym.1052.txt | tetsym.1052.off | tetsym.1052.3d | |

1054 | (87^{10}⁄_{12}) | T | 0.997120342783 | 0.997132689621 | tetsym.1054.txt | tetsym.1054.off | tetsym.1054.3d | |

1056 | (88^{0}⁄_{12}) | T | 0.997126227353 | 0.997138118601 | tetsym.1056.txt | tetsym.1056.off | tetsym.1056.3d | |

1058 | (87^{14}⁄_{12}) | T | 0.997131545820 | 0.997143527061 | tetsym.1058.txt | tetsym.1058.off | tetsym.1058.3d | |

1060 | (88^{4}⁄_{12}) | T | 0.997137220462 | 0.997148915117 | tetsym.1060.txt | tetsym.1060.off | tetsym.1060.3d | |

1062 | (88^{6}⁄_{12}) | T | 0.997142614453 | 0.997154282886 | tetsym.1062.txt | tetsym.1062.off | tetsym.1062.3d | |

1064 | (88^{8}⁄_{12}) | T | 0.997147093061 | 0.997159630480 | tetsym.1064.txt | tetsym.1064.off | tetsym.1064.3d | |

1066 | (88^{10}⁄_{12}) | T | 0.997153392798 | 0.997164958014 | tetsym.1066.txt | tetsym.1066.off | tetsym.1066.3d | |

1068 | (89^{0}⁄_{12}) | T | 0.997158721561 | 0.997170265600 | tetsym.1068.txt | tetsym.1068.off | tetsym.1068.3d | |

1070 | (88^{14}⁄_{12}) | T | 0.997163674373 | 0.997175553350 | tetsym.1070.txt | tetsym.1070.off | tetsym.1070.3d | |

1072 | (89^{4}⁄_{12}) | T | 0.997169341661 | 0.997180821375 | tetsym.1072.txt | tetsym.1072.off | tetsym.1072.3d | |

1074 | (89^{6}⁄_{12}) | T | 0.997173970238 | 0.997186069786 | tetsym.1074.txt | tetsym.1074.off | tetsym.1074.3d | |

1076 | (89^{8}⁄_{12}) | T | 0.997179620957 | 0.997191298691 | tetsym.1076.txt | tetsym.1076.off | tetsym.1076.3d | |

1078 | (89^{10}⁄_{12}) | T | 0.997184554135 | 0.997196508199 | tetsym.1078.txt | tetsym.1078.off | tetsym.1078.3d | |

1080 | (90^{0}⁄_{12}) | T | 0.997190417943 | 0.997201698419 | tetsym.1080.txt | tetsym.1080.off | tetsym.1080.3d | |

1082 | (89^{14}⁄_{12}) | T | 0.997194258398 | 0.997206869455 | tetsym.1082.txt | tetsym.1082.off | tetsym.1082.3d | |

1084 | (90^{4}⁄_{12}) | T | 0.997200650290 | 0.997212021416 | tetsym.1084.txt | tetsym.1084.off | tetsym.1084.3d | |

1086 | (90^{6}⁄_{12}) | T | 0.997205709308 | 0.997217154406 | tetsym.1086.txt | tetsym.1086.off | tetsym.1086.3d | |

1088 | (90^{8}⁄_{12}) | T | 0.997211053239 | 0.997222268530 | tetsym.1088.txt | tetsym.1088.off | tetsym.1088.3d | |

1090 | (90^{10}⁄_{12}) | T | 0.997216084816 | 0.997227363892 | tetsym.1090.txt | tetsym.1090.off | tetsym.1090.3d | |

1092 | (91^{0}⁄_{12}) | T | 0.997221325893 | 0.997232440595 | tetsym.1092.txt | tetsym.1092.off | tetsym.1092.3d | |

1094 | (90^{14}⁄_{12}) | T | 0.997224996161 | 0.997237498740 | tetsym.1094.txt | tetsym.1094.off | tetsym.1094.3d | |

1096 | (91^{4}⁄_{12}) | T | 0.997231033053 | 0.997242538431 | tetsym.1096.txt | tetsym.1096.off | tetsym.1096.3d | |

1098 | (91^{6}⁄_{12}) | T | 0.997236423042 | 0.997247559766 | tetsym.1098.txt | tetsym.1098.off | tetsym.1098.3d | |

1100 | (91^{8}⁄_{12}) | T | 0.997240993459 | 0.997252562847 | tetsym.1100.txt | tetsym.1100.off | tetsym.1100.3d | |

1102 | (91^{10}⁄_{12}) | T | 0.997246371349 | 0.997257547774 | tetsym.1102.txt | tetsym.1102.off | tetsym.1102.3d | |

1104 | (92^{0}⁄_{12}) | T | 0.997251492516 | 0.997262514643 | tetsym.1104.txt | tetsym.1104.off | tetsym.1104.3d | |

1106 | (91^{14}⁄_{12}) | T | 0.997255795731 | 0.997267463554 | tetsym.1106.txt | tetsym.1106.off | tetsym.1106.3d | |

1108 | (92^{4}⁄_{12}) | T | 0.997261444353 | 0.997272394604 | tetsym.1108.txt | tetsym.1108.off | tetsym.1108.3d | |

1110 | (92^{6}⁄_{12}) | T | 0.997266230052 | 0.997277307889 | tetsym.1110.txt | tetsym.1110.off | tetsym.1110.3d | |

1112 | (92^{8}⁄_{12}) | T | 0.997271075366 | 0.997282203506 | tetsym.1112.txt | tetsym.1112.off | tetsym.1112.3d | |

1114 | (92^{10}⁄_{12}) | T | 0.997275863465 | 0.997287081548 | tetsym.1114.txt | tetsym.1114.off | tetsym.1114.3d | |

1116 | (93^{0}⁄_{12}) | T | 0.997281166667 | 0.997291942111 | tetsym.1116.txt | tetsym.1116.off | tetsym.1116.3d | |

1118 | (92^{14}⁄_{12}) | T | 0.997285371350 | 0.997296785288 | tetsym.1118.txt | tetsym.1118.off | tetsym.1118.3d | |

1120 | (93^{4}⁄_{12}) | T | 0.997290887318 | 0.997301611173 | tetsym.1120.txt | tetsym.1120.off | tetsym.1120.3d | |

1122 | (93^{6}⁄_{12}) | T | 0.997295669137 | 0.997306419858 | tetsym.1122.txt | tetsym.1122.off | tetsym.1122.3d | |

1124 | (93^{8}⁄_{12}) | T | 0.997300490305 | 0.997311211435 | tetsym.1124.txt | tetsym.1124.off | tetsym.1124.3d | |

1126 | (93^{10}⁄_{12}) | T | 0.997305284208 | 0.997315985995 | tetsym.1126.txt | tetsym.1126.off | tetsym.1126.3d | |

1128 | (94^{0}⁄_{12}) | T | 0.997309958760 | 0.997320743628 | tetsym.1128.txt | tetsym.1128.off | tetsym.1128.3d | |

1130 | (93^{14}⁄_{12}) | T | 0.997314692837 | 0.997325484424 | tetsym.1130.txt | tetsym.1130.off | tetsym.1130.3d | |

1132 | (94^{4}⁄_{12}) | T | 0.997319573530 | 0.997330208473 | tetsym.1132.txt | tetsym.1132.off | tetsym.1132.3d | |

1134 | (94^{6}⁄_{12}) | T | 0.997324088164 | 0.997334915863 | tetsym.1134.txt | tetsym.1134.off | tetsym.1134.3d | |

1136 | (94^{8}⁄_{12}) | T | 0.997328880906 | 0.997339606682 | tetsym.1136.txt | tetsym.1136.off | tetsym.1136.3d | |

1138 | (94^{10}⁄_{12}) | T | 0.997333790090 | 0.997344281017 | tetsym.1138.txt | tetsym.1138.off | tetsym.1138.3d | |

1140 | (95^{0}⁄_{12}) | T | 0.997338283401 | 0.997348938956 | tetsym.1140.txt | tetsym.1140.off | tetsym.1140.3d | |

1142 | (94^{14}⁄_{12}) | T | 0.997342708821 | 0.997353580583 | tetsym.1142.txt | tetsym.1142.off | tetsym.1142.3d | |

1144 | (95^{4}⁄_{12}) | T | 0.997347786848 | 0.997358205986 | tetsym.1144.txt | tetsym.1144.off | tetsym.1144.3d | |

1146 | (95^{6}⁄_{12}) | T | 0.997352327790 | 0.997362815248 | tetsym.1146.txt | tetsym.1146.off | tetsym.1146.3d | |

1148 | (95^{8}⁄_{12}) | T | 0.997356385271 | 0.997367408454 | tetsym.1148.txt | tetsym.1148.off | tetsym.1148.3d | |

1150 | (95^{10}⁄_{12}) | T | 0.997361051487 | 0.997371985688 | tetsym.1150.txt | tetsym.1150.off | tetsym.1150.3d | |

1152 | (96^{0}⁄_{12}) | T | 0.997366140291 | 0.997376547033 | tetsym.1152.txt | tetsym.1152.off | tetsym.1152.3d | |

1154 | (95^{14}⁄_{12}) | T | 0.997369745756 | 0.997381092571 | tetsym.1154.txt | tetsym.1154.off | tetsym.1154.3d | |

1156 | (96^{4}⁄_{12}) | T | 0.997375360347 | 0.997385622385 | tetsym.1156.txt | tetsym.1156.off | tetsym.1156.3d | |

1158 | (96^{6}⁄_{12}) | T | 0.997379460449 | 0.997390136556 | tetsym.1158.txt | tetsym.1158.off | tetsym.1158.3d | |

1160 | (96^{8}⁄_{12}) | T | 0.997384323519 | 0.997394635165 | tetsym.1160.txt | tetsym.1160.off | tetsym.1160.3d | |

1162 | (96^{10}⁄_{12}) | T | 0.997388588248 | 0.997399118292 | tetsym.1162.txt | tetsym.1162.off | tetsym.1162.3d | |

1164 | (97^{0}⁄_{12}) | T | 0.997393369720 | 0.997403586017 | tetsym.1164.txt | tetsym.1164.off | tetsym.1164.3d | |

1166 | (96^{14}⁄_{12}) | T | 0.997396559970 | 0.997408038420 | tetsym.1166.txt | tetsym.1166.off | tetsym.1166.3d | |

1168 | (97^{4}⁄_{12}) | T | 0.997402290028 | 0.997412475578 | tetsym.1168.txt | tetsym.1168.off | tetsym.1168.3d | |

1170 | (97^{6}⁄_{12}) | T | 0.997406668423 | 0.997416897570 | tetsym.1170.txt | tetsym.1170.off | tetsym.1170.3d | |

1172 | (97^{8}⁄_{12}) | T | 0.997411120446 | 0.997421304474 | tetsym.1172.txt | tetsym.1172.off | tetsym.1172.3d | |

1174 | (97^{10}⁄_{12}) | T | 0.997415062084 | 0.997425696367 | tetsym.1174.txt | tetsym.1174.off | tetsym.1174.3d | |

1176 | (98^{0}⁄_{12}) | T | 0.997420046335 | 0.997430073325 | tetsym.1176.txt | tetsym.1176.off | tetsym.1176.3d | |

1178 | (97^{14}⁄_{12}) | T | 0.997423609738 | 0.997434435425 | tetsym.1178.txt | tetsym.1178.off | tetsym.1178.3d | |

1180 | (98^{4}⁄_{12}) | T | 0.997428694692 | 0.997438782742 | tetsym.1180.txt | tetsym.1180.off | tetsym.1180.3d | |

1182 | (98^{6}⁄_{12}) | T | 0.997432992525 | 0.997443115350 | tetsym.1182.txt | tetsym.1182.off | tetsym.1182.3d | |

1184 | (98^{8}⁄_{12}) | T | 0.997437190296 | 0.997447433325 | tetsym.1184.txt | tetsym.1184.off | tetsym.1184.3d | |

1186 | (98^{10}⁄_{12}) | T | 0.997441788750 | 0.997451736741 | tetsym.1186.txt | tetsym.1186.off | tetsym.1186.3d | |

1188 | (99^{0}⁄_{12}) | T | 0.997445712908 | 0.997456025671 | tetsym.1188.txt | tetsym.1188.off | tetsym.1188.3d | |

1190 | (98^{14}⁄_{12}) | T | 0.997449890355 | 0.997460300188 | tetsym.1190.txt | tetsym.1190.off | tetsym.1190.3d | |

1192 | (99^{4}⁄_{12}) | T | 0.997454650578 | 0.997464560364 | tetsym.1192.txt | tetsym.1192.off | tetsym.1192.3d | |

1194 | (99^{6}⁄_{12}) | T_{h} | 0.997458906100 | 0.997468806272 | tetsym.1194.txt | tetsym.1194.off | tetsym.1194.3d | |

1196 | (99^{8}⁄_{12}) | T | 0.997463080319 | 0.997473037983 | tetsym.1196.txt | tetsym.1196.off | tetsym.1196.3d | |

1198 | (99^{10}⁄_{12}) | T | 0.997467253863 | 0.997477255568 | tetsym.1198.txt | tetsym.1198.off | tetsym.1198.3d | |

1200 | (100^{0}⁄_{12}) | T | 0.997471587869 | 0.997481459098 | tetsym.1200.txt | tetsym.1200.off | tetsym.1200.3d | |

1202 | (99^{14}⁄_{12}) | T | 0.997475671187 | 0.997485648643 | tetsym.1202.txt | tetsym.1202.off | tetsym.1202.3d | |

1204 | (100^{4}⁄_{12}) | T | 0.997480018491 | 0.997489824273 | tetsym.1204.txt | tetsym.1204.off | tetsym.1204.3d | |

1206 | (100^{6}⁄_{12}) | T | 0.997484179062 | 0.997493986057 | tetsym.1206.txt | tetsym.1206.off | tetsym.1206.3d | |

1208 | (100^{8}⁄_{12}) | T | 0.997487788934 | 0.997498134064 | tetsym.1208.txt | tetsym.1208.off | tetsym.1208.3d | |

1210 | (100^{10}⁄_{12}) | T | 0.997492139202 | 0.997502268361 | tetsym.1210.txt | tetsym.1210.off | tetsym.1210.3d | |

1212 | (101^{0}⁄_{12}) | T | 0.997496649941 | 0.997506389017 | tetsym.1212.txt | tetsym.1212.off | tetsym.1212.3d | |

1214 | (100^{14}⁄_{12}) | T | 0.997499789231 | 0.997510496100 | tetsym.1214.txt | tetsym.1214.off | tetsym.1214.3d | |

1216 | (101^{4}⁄_{12}) | T | 0.997504957359 | 0.997514589675 | tetsym.1216.txt | tetsym.1216.off | tetsym.1216.3d | |

1218 | (101^{6}⁄_{12}) | T | 0.997508962540 | 0.997518669811 | tetsym.1218.txt | tetsym.1218.off | tetsym.1218.3d | |

1220 | (101^{8}⁄_{12}) | T | 0.997512956463 | 0.997522736572 | tetsym.1220.txt | tetsym.1220.off | tetsym.1220.3d | |

1222 | (101^{10}⁄_{12}) | T | 0.997517169492 | 0.997526790024 | tetsym.1222.txt | tetsym.1222.off | tetsym.1222.3d | |

1224 | (102^{0}⁄_{12}) | T | 0.997521191899 | 0.997530830234 | tetsym.1224.txt | tetsym.1224.off | tetsym.1224.3d | |

1226 | (101^{14}⁄_{12}) | T | 0.997524777523 | 0.997534857264 | tetsym.1226.txt | tetsym.1226.off | tetsym.1226.3d | |

1228 | (102^{4}⁄_{12}) | T | 0.997529340633 | 0.997538871181 | tetsym.1228.txt | tetsym.1228.off | tetsym.1228.3d | |

1230 | (102^{6}⁄_{12}) | T | 0.997532874092 | 0.997542872047 | tetsym.1230.txt | tetsym.1230.off | tetsym.1230.3d | |

1232 | (102^{8}⁄_{12}) | T | 0.997537329571 | 0.997546859926 | tetsym.1232.txt | tetsym.1232.off | tetsym.1232.3d | |

1234 | (102^{10}⁄_{12}) | T | 0.997541347168 | 0.997550834882 | tetsym.1234.txt | tetsym.1234.off | tetsym.1234.3d | |

1236 | (103^{0}⁄_{12}) | T | 0.997545335584 | 0.997554796978 | tetsym.1236.txt | tetsym.1236.off | tetsym.1236.3d | |

1238 | (102^{14}⁄_{12}) | T | 0.997548911161 | 0.997558746274 | tetsym.1238.txt | tetsym.1238.off | tetsym.1238.3d | |

1240 | (103^{4}⁄_{12}) | T | 0.997553237191 | 0.997562682834 | tetsym.1240.txt | tetsym.1240.off | tetsym.1240.3d | |

1242 | (103^{6}⁄_{12}) | T | 0.997556802778 | 0.997566606719 | tetsym.1242.txt | tetsym.1242.off | tetsym.1242.3d | |

1244 | (103^{8}⁄_{12}) | T | 0.997561015939 | 0.997570517990 | tetsym.1244.txt | tetsym.1244.off | tetsym.1244.3d | |

1246 | (103^{10}⁄_{12}) | T | 0.997564588446 | 0.997574416708 | tetsym.1246.txt | tetsym.1246.off | tetsym.1246.3d | |

1248 | (104^{0}⁄_{12}) | T | 0.997568975967 | 0.997578302933 | tetsym.1248.txt | tetsym.1248.off | tetsym.1248.3d | |

1250 | (103^{14}⁄_{12}) | T | 0.997572840818 | 0.997582176725 | tetsym.1250.txt | tetsym.1250.off | tetsym.1250.3d | |

1252 | (104^{4}⁄_{12}) | T | 0.997576739175 | 0.997586038143 | tetsym.1252.txt | tetsym.1252.off | tetsym.1252.3d | |

1254 | (104^{6}⁄_{12}) | T | 0.997580402163 | 0.997589887248 | tetsym.1254.txt | tetsym.1254.off | tetsym.1254.3d | |

1256 | (104^{8}⁄_{12}) | T | 0.997584447733 | 0.997593724096 | tetsym.1256.txt | tetsym.1256.off | tetsym.1256.3d | |

1258 | (104^{10}⁄_{12}) | T | 0.997588119938 | 0.997597548748 | tetsym.1258.txt | tetsym.1258.off | tetsym.1258.3d | |

1260 | (105^{0}⁄_{12}) | T | 0.997591932997 | 0.997601361261 | tetsym.1260.txt | tetsym.1260.off | tetsym.1260.3d | |

1262 | (104^{14}⁄_{12}) | T | 0.997595597722 | 0.997605161693 | tetsym.1262.txt | tetsym.1262.off | tetsym.1262.3d | |

1264 | (105^{4}⁄_{12}) | T | 0.997599750488 | 0.997608950101 | tetsym.1264.txt | tetsym.1264.off | tetsym.1264.3d | |

1266 | (105^{6}⁄_{12}) | T | 0.997603543596 | 0.997612726543 | tetsym.1266.txt | tetsym.1266.off | tetsym.1266.3d | |

1268 | (105^{8}⁄_{12}) | T | 0.997607037614 | 0.997616491074 | tetsym.1268.txt | tetsym.1268.off | tetsym.1268.3d | |

1270 | (105^{10}⁄_{12}) | T | 0.997610849505 | 0.997620243751 | tetsym.1270.txt | tetsym.1270.off | tetsym.1270.3d | |

1272 | (106^{0}⁄_{12}) | T | 0.997614956165 | 0.997623984629 | tetsym.1272.txt | tetsym.1272.off | tetsym.1272.3d | |

1274 | (105^{14}⁄_{12}) | T | 0.997618705207 | 0.997627713766 | tetsym.1274.txt | tetsym.1274.off | tetsym.1274.3d | |

1276 | (106^{4}⁄_{12}) | T | 0.997622350314 | 0.997631431215 | tetsym.1276.txt | tetsym.1276.off | tetsym.1276.3d | |

1278 | (106^{6}⁄_{12}) | T | 0.997625772196 | 0.997635137031 | tetsym.1278.txt | tetsym.1278.off | tetsym.1278.3d | |

1280 | (106^{8}⁄_{12}) | T | 0.997629295783 | 0.997638831269 | tetsym.1280.txt | tetsym.1280.off | tetsym.1280.3d | |

1282 | (106^{10}⁄_{12}) | T | 0.997633518495 | 0.997642513984 | tetsym.1282.txt | tetsym.1282.off | tetsym.1282.3d | |

1284 | (107^{0}⁄_{12}) | T | 0.997637180287 | 0.997646185229 | tetsym.1284.txt | tetsym.1284.off | tetsym.1284.3d | |

1286 | (106^{14}⁄_{12}) | T | 0.997640548932 | 0.997649845057 | tetsym.1286.txt | tetsym.1286.off | tetsym.1286.3d | |

1288 | (107^{4}⁄_{12}) | T | 0.997644499086 | 0.997653493522 | tetsym.1288.txt | tetsym.1288.off | tetsym.1288.3d | |

1290 | (107^{6}⁄_{12}) | T | 0.997648243604 | 0.997657130676 | tetsym.1290.txt | tetsym.1290.off | tetsym.1290.3d | |

1292 | (107^{8}⁄_{12}) | T | 0.997651491188 | 0.997660756573 | tetsym.1292.txt | tetsym.1292.off | tetsym.1292.3d | |

1294 | (107^{10}⁄_{12}) | T | 0.997655436930 | 0.997664371263 | tetsym.1294.txt | tetsym.1294.off | tetsym.1294.3d | |

1296 | (108^{0}⁄_{12}) | T | 0.997659164471 | 0.997667974800 | tetsym.1296.txt | tetsym.1296.off | tetsym.1296.3d | |

1298 | (107^{14}⁄_{12}) | T | 0.997662281042 | 0.997671567235 | tetsym.1298.txt | tetsym.1298.off | tetsym.1298.3d | |

1300 | (108^{4}⁄_{12}) | T | 0.997666012710 | 0.997675148618 | tetsym.1300.txt | tetsym.1300.off | tetsym.1300.3d | |

1302 | (108^{6}⁄_{12}) | T | 0.997669760682 | 0.997678719002 | tetsym.1302.txt | tetsym.1302.off | tetsym.1302.3d | |

1304 | (108^{8}⁄_{12}) | T | 0.997673325195 | 0.997682278435 | tetsym.1304.txt | tetsym.1304.off | tetsym.1304.3d | |

1306 | (108^{10}⁄_{12}) | T | 0.997676568598 | 0.997685826970 | tetsym.1306.txt | tetsym.1306.off | tetsym.1306.3d | |

1308 | (109^{0}⁄_{12}) | T | 0.997680581959 | 0.997689364655 | tetsym.1308.txt | tetsym.1308.off | tetsym.1308.3d | |

1310 | (108^{14}⁄_{12}) | T | 0.997683627960 | 0.997692891540 | tetsym.1310.txt | tetsym.1310.off | tetsym.1310.3d | |

1312 | (109^{4}⁄_{12}) | T | 0.997687730102 | 0.997696407675 | tetsym.1312.txt | tetsym.1312.off | tetsym.1312.3d | |

1314 | (109^{6}⁄_{12}) | T | 0.997691046185 | 0.997699913109 | tetsym.1314.txt | tetsym.1314.off | tetsym.1314.3d | |

1316 | (109^{8}⁄_{12}) | T | 0.997694429157 | 0.997703407891 | tetsym.1316.txt | tetsym.1316.off | tetsym.1316.3d | |

1318 | (109^{10}⁄_{12}) | T | 0.997697729082 | 0.997706892068 | tetsym.1318.txt | tetsym.1318.off | tetsym.1318.3d | |

1320 | (110^{0}⁄_{12}) | T | 0.997701779066 | 0.997710365690 | tetsym.1320.txt | tetsym.1320.off | tetsym.1320.3d | |

1322 | (109^{14}⁄_{12}) | T | 0.997704930524 | 0.997713828804 | tetsym.1322.txt | tetsym.1322.off | tetsym.1322.3d | |

1324 | (110^{4}⁄_{12}) | T | 0.997708708995 | 0.997717281458 | tetsym.1324.txt | tetsym.1324.off | tetsym.1324.3d | |

2000 | (166^{8}⁄_{12}) | T | 0.998483721290 | 0.998488725432 | tetsym.2000.txt | tetsym.2000.off | tetsym.2000.3d |

^{a} Face normals are provided as an unordered list of the tangent points in
N. J. A. Sloane's future-proof format: each point's *X*, *Y* and *Z*
coordinates are on three consecutive lines in the file.
^{b} Polyhedra are provided in the simple *OFF* polyhedron format.
The first line is the literal "OFF". The second line is three space separated integers
for the number of vertices, number of faces, and number of edges of the polyhedron.
The next lines are the *X*, *Y* and *Z* coordinates of the polyhedron vertices.
Finally are lines for each of the polyhedron faces, lists of space separated integers.
The first on each line is the number of sides of the polygon, followed by that number of
zero-based indices into the preceding list of vertices, in counter-clockwise order.
^{c} Proven best regardless of symmetry.
^{d} Best known regardless of symmetry.
^{f} The pentagonal hexecontahedron
(dual of the snub cube), suggested by Lengyel, Gáspár & Tarnai, optimized for maximum IQ in
this work.
^{i} Uses Phoria javascript package from http://www.kevs3d.co.uk/dev/phoria/ to display
polyhedra.

Wayne Deeter - wrd@deetour.net

Last modified: June 24, 2018