zero loci on products of type A Grassmannians and flag varieties
| family | ambient | sector dimension | spectral radius | distinct eigenvalues | diagonalizable at 1 | simple spectrum at 1 |
|---|---|---|---|---|---|---|
| 1-625-126-a | ℙ4P4 | 5 | $5$ | 5 | Yes | Yes |
| 1-512-105-a | ℙ5P5 | 5 | $5.65685425$ | 5 | Yes | Yes |
| 1-405-85-a | Gr(2, 5) | 6 | $6.69012124$ | 6 | Yes | Yes |
| 1-324-70-a | ℙ6P6 | 5 | $7.5595263$ | 4 | No | No |
| 1-288-63-a | Gr(2, 7) | 5 | $8.80733895$ | 5 | Yes | Yes |
| 1-256-57-a | Gr(3, 6) | 5 | $9.65685425$ | 5 | Yes | Yes |
| 1-243-55-a | ℙ5P5 | 5 | $9$ | 4 | No | No |
| 1-224-51-a | Gr(2, 6) | 6 | $10.3923048$ | 5 | Yes | No |
| 1-192-45-a | Gr(2, 5) | 6 | $11.6568542$ | 5 | Yes | No |
| 1-160-39-a | Gr(2, 5) | 6 | $13.3207627$ | 5 | Yes | No |
| 1-128-33-a | ℙ7P7 | 5 | $16$ | 3 | No | No |
| 1-96-27-a | ℙ6P6 | 5 | $20.7846097$ | 3 | No | No |
| 1-72-21-a | Gr(3, 7) | 6 | $29.7977466$ | 6 | Yes | Yes |
| 1-66-20-a | Gr(3, 7) | 6 | $33.7741424$ | 5 | No | No |
| 1-64-21-a | ℙ5P5 | 5 | $32$ | 3 | No | No |
| 1-61-19-a | Gr(3, 7) | 6 | $37.4203168$ | 4 | No | No |
| 1-57-18-a | Gr(2, 8) | 6 | $37.9360833$ | 4 | No | No |
| 1-56-18-a | Gr(2, 7) | 6 | $40.3606798$ | 4 | No | No |
| 1-42-15-a | Gr(2, 6) | 6 | $56.6848428$ | 4 | No | No |
| 1-42-15-b | Gr(3, 6) | 6 | $58$ | 3 | No | No |
| 1-36-14-a | Gr(2, 7) | 5 | $71.5692194$ | 3 | No | No |
| 1-33-13-a | Gr(2, 6) | 6 | $78.8521567$ | 4 | No | No |
| 1-32-13-a | Gr(3, 6) | 5 | $85.254834$ | 3 | No | No |
| 1-28-12-a | Gr(2, 6) | 6 | $100$ | 3 | No | No |
| 1-20-10-a | Gr(2, 5) | 6 | $165.442719$ | 3 | No | No |
| 1-16-9-a | ℙ8P8 | 5 | $240$ | 2 | No | No |
| 1-15-9-a | Gr(2, 5) | 6 | $281.434588$ | 3 | No | No |
| 1-12-8-a | ℙ7P7 | 5 | $408$ | 2 | No | No |
| 1-9-7-a | ℙ6P6 | 5 | $693$ | 2 | No | No |
| 1-8-7-a | ℙ6P6 | 5 | $976$ | 2 | No | No |
| 1-5-6-a | ℙ5P5 | 5 | $3005$ | 2 | No | No |
| 2-544-111-a | Fl(1, 2, 5) | 8 | $5.78004612$ | 8 | Yes | Yes |
| 2-513-105-a | ℙ2P2 × ℙ4P4 | 9 | $5.70461696$ | 9 | Yes | Yes |
| 2-513-105-b | ℙ2P2 × Gr(2, 5) | 9 | $5.74564939$ | 9 | Yes | Yes |
| 2-512-105-a | ℙ3P3 × ℙ1P1 | 8 | $6$ | 8 | Yes | Yes |
| 2-512-105-b | ℙ1P1 × ℙ4P4 | 8 | $5.69288796$ | 8 | Yes | Yes |
| 2-486-100-a | ℙ2P2 × ℙ2P2 | 9 | $6$ | 6 | Yes | No |
| 2-480-99-a | Fl(1, 2, 6) × ℙ4P4 | 8 | $6.269769$ | 8 | Yes | Yes |
| 2-433-90-a | Fl(1, 3, 5) | 9 | $6.35633099$ | 9 | Yes | Yes |
| 2-432-90-a | Fl(1, 2, 4) | 9 | $6.37656429$ | 9 | Yes | Yes |
| 2-432-90-b | ℙ4P4 × ℙ1P1 | 8 | $6.76220316$ | 8 | Yes | Yes |
| 2-432-90-c | Fl(2, 4, 7) | 9 | $6.60504694$ | 9 | Yes | Yes |
| 2-432-90-d | ℙ2P2 × ℙ3P3 | 9 | $6.60504694$ | 9 | Yes | Yes |
| 2-431-90-a | Fl(1, 2, 6) | 8 | $6.32581249$ | 8 | Yes | Yes |
| 2-416-87-a | Fl(1, 3, 6) × ℙ3P3 | 9 | $6.66038135$ | 9 | Yes | Yes |
| 2-384-81-a | Fl(1, 3, 5) | 8 | $7.32727615$ | 8 | Yes | Yes |
| 2-378-80-a | ℙ1P1 × Gr(2, 4) | 9 | $7$ | 8 | Yes | No |
| 2-352-75-a | ℙ3P3 × Gr(2, 6) | 9 | $7.39356507$ | 9 | Yes | Yes |
| 2-352-75-b | ℙ2P2 × Gr(2, 6) | 10 | $7.63778299$ | 10 | Yes | Yes |
| 2-352-75-c | Fl(2, 3, 5) | 9 | $7.5932223$ | 9 | Yes | Yes |
| 2-352-75-d | ℙ2P2 × ℙ2P2 × Gr(2, 4) | 10 | $7.6007564$ | 9 | Yes | No |
| 2-351-75-a | ℙ2P2 × ℙ4P4 | 9 | $7.30381074$ | 9 | Yes | Yes |
| 2-325-70-a | Fl(2, 3, 5) | 10 | $7.72903154$ | 10 | Yes | Yes |
| 2-320-69-a | Fl(1, 2, 7) | 8 | $15.9377413$ | 6 | No | No |
| 2-320-69-b | ℙ2P2 × ℙ2P2 × ℙ4P4 | 9 | $8.32387637$ | 9 | Yes | Yes |
| 2-320-69-c | Fl(1, 2, 5) | 9 | $8$ | 9 | Yes | Yes |
| 2-320-69-d | Gr(2, 6) | 6 | $8$ | 5 | Yes | No |
| 2-305-66-a | Fl(1, 3, 7) | 9 | $7.89486096$ | 7 | Yes | No |
| 2-304-66-a | ℙ4P4 × ℙ6P6 | 9 | $8.24692911$ | 9 | Yes | Yes |
| 2-297-65-a | ℙ1P1 × ℙ4P4 | 8 | $8.18103506$ | 7 | No | No |
| 2-292-64-a | Fl(1, 2, 7) | 8 | $8.32340409$ | 7 | No | No |
| 2-288-63-a | ℙ2P2 × Gr(2, 5) | 10 | $8.8103001$ | 10 | Yes | Yes |
| 2-277-61-a | Fl(1, 3, 5) | 10 | $8.65685425$ | 10 | Yes | Yes |
| 2-273-60-a | Fl(1, 3, 5) | 9 | $8.6538925$ | 9 | Yes | Yes |
| 2-272-60-a | ℙ5P5 × Gr(2, 4) | 9 | $9$ | 9 | Yes | Yes |
| 2-272-60-b | ℙ3P3 × ℙ6P6 | 9 | $8.71824572$ | 9 | Yes | Yes |
| 2-272-60-c | Fl(1, 3, 5) × Gr(2, 4) | 10 | $9$ | 9 | Yes | No |
| 2-272-60-d | ℙ2P2 × ℙ7P7 | 9 | $8.76220316$ | 8 | No | No |
| 2-272-60-e | Fl(1, 2, 5) | 8 | $9.04935242$ | 8 | Yes | Yes |
| 2-272-60-f | ℙ4P4 × ℙ6P6 | 8 | $9.04935242$ | 8 | Yes | Yes |
| 2-272-60-g | Fl(1, 5, 8) | 8 | $9.04935242$ | 8 | Yes | Yes |
| 2-272-60-h | ℙ4P4 × Gr(2, 4) | 10 | $9$ | 9 | Yes | No |
| 2-270-60-a | ℙ3P3 × Gr(2, 7) | 9 | $9.18182555$ | 9 | Yes | Yes |
| 2-270-60-b | ℙ2P2 × ℙ3P3 | 9 | $9.18182555$ | 9 | Yes | Yes |
| 2-256-57-a | ℙ2P2 × ℙ2P2 × ℙ3P3 | 9 | $9.32727615$ | 9 | Yes | Yes |
| 2-256-57-b | Fl(2, 4, 8) | 8 | $10$ | 6 | No | No |
| 2-244-55-a | ℙ4P4 × ℙ6P6 | 9 | $9.41672697$ | 8 | No | No |
| 2-240-54-a | Fl(1, 2, 4) | 9 | $9.75717659$ | 9 | Yes | Yes |
| 2-240-54-b | ℙ2P2 × ℙ6P6 | 9 | $9.71961286$ | 8 | No | No |
| 2-240-54-c | Fl(3, 4, 7) | 9 | $10.0901699$ | 9 | Yes | Yes |
| 2-240-54-d | ℙ3P3 × ℙ5P5 | 9 | $9.75717659$ | 9 | Yes | Yes |
| 2-240-54-e | Fl(1, 3, 5) | 8 | $10.2469291$ | 8 | Yes | Yes |
| 2-240-54-f | Fl(1, 2, 6) | 8 | $26.9630136$ | 6 | No | No |
| 2-240-54-g | ℙ1P1 × Gr(2, 5) | 9 | $10.0901699$ | 9 | Yes | Yes |
| 2-225-51-a | Fl(2, 4, 7) | 11 | $10.4104298$ | 11 | Yes | Yes |
| 2-225-51-b | ℙ4P4 × ℙ4P4 | 9 | $10$ | 7 | Yes | No |
| 2-224-51-a | ℙ3P3 × ℙ5P5 | 9 | $9.84486091$ | 9 | Yes | Yes |
| 2-224-51-b | Fl(1, 3, 5) | 9 | $10.3219405$ | 9 | Yes | Yes |
| 2-224-51-c | Fl(1, 3, 5) | 9 | $10.6969555$ | 9 | Yes | Yes |
| 2-216-50-a | ℙ3P3 × Gr(2, 6) | 8 | $10.8275008$ | 7 | No | No |
| 2-216-50-b | ℙ3P3 × ℙ8P8 | 8 | $10.8275008$ | 7 | No | No |
| 2-211-49-a | Fl(1, 2, 6) | 8 | $10.476977$ | 6 | No | No |
| 2-209-48-a | Fl(2, 3, 6) | 9 | $11.3096405$ | 9 | Yes | Yes |
| 2-208-48-a | ℙ2P2 × Gr(2, 4) | 10 | $11$ | 8 | No | No |
| 2-208-48-b | ℙ2P2 × ℙ5P5 | 9 | $11$ | 8 | No | No |
| 2-196-46-a | ℙ3P3 × ℙ6P6 | 9 | $11.6531233$ | 8 | No | No |
| 2-194-45-a | Fl(1, 3, 6) | 9 | $11.6568542$ | 6 | No | No |
| 2-194-45-b | Fl(1, 5, 7) | 10 | $11.4268281$ | 10 | Yes | Yes |
| 2-193-45-a | Fl(2, 3, 6) | 10 | $11.8568309$ | 9 | No | No |
| 2-193-45-b | Fl(2, 3, 9) | 9 | $11.2662531$ | 8 | No | No |
| 2-192-45-a | ℙ3P3 × Gr(2, 4) | 8 | $12$ | 5 | No | No |
| 2-192-45-b | Fl(1, 2, 4) | 8 | $12$ | 5 | No | No |
| 2-192-45-c | ℙ1P1 × ℙ6P6 | 8 | $11.7777019$ | 6 | No | No |
| 2-192-45-d | ℙ3P3 × ℙ5P5 | 8 | $12$ | 5 | No | No |
| 2-192-45-e | ℙ2P2 × ℙ5P5 | 9 | $11.0901699$ | 7 | No | No |
| 2-192-45-f | Fl(1, 4, 5) | 9 | $11.4729341$ | 9 | Yes | Yes |
| 2-192-45-g | Fl(1, 3, 5) | 8 | $12$ | 5 | No | No |
| 2-192-45-h | Fl(2, 3, 9) | 8 | $11.7777019$ | 6 | No | No |
| 2-188-44-a | Fl(1, 2, 7) | 8 | $12.2282976$ | 7 | Yes | No |
| 2-188-44-b | Fl(1, 4, 6) | 8 | $12.2282976$ | 7 | Yes | No |
| 2-178-42-a | Gr(2, 4) × Gr(2, 7) | 9 | $13.0334022$ | 8 | Yes | No |
| 2-177-42-a | Fl(2, 3, 6) | 10 | $12.4561769$ | 10 | Yes | Yes |
| 2-177-42-b | Fl(2, 4, 8) | 10 | $12.4153992$ | 9 | No | No |
| 2-176-42-a | ℙ2P2 × ℙ4P4 | 9 | $13.0860795$ | 8 | No | No |
| 2-176-42-b | ℙ3P3 × Gr(2, 4) | 9 | $12.8275008$ | 9 | Yes | Yes |
| 2-176-42-c | ℙ3P3 × Fl(1, 4, 6) | 9 | $12.8275008$ | 9 | Yes | Yes |
| 2-176-42-d | Fl(2, 4, 8) | 9 | $13.0860795$ | 8 | No | No |
| 2-165-40-a | ℙ2P2 × Gr(2, 5) | 10 | $14.7802912$ | 8 | Yes | No |
| 2-163-40-a | ℙ3P3 × ℙ5P5 | 9 | $13.5207111$ | 8 | No | No |
| 2-163-39-a | Fl(1, 4, 6) | 10 | $13.1163413$ | 7 | Yes | No |
| 2-162-39-a | Fl(2, 4, 6) | 11 | $13.6324607$ | 10 | No | No |
| 2-162-39-b | Fl(2, 3, 5) | 10 | $14$ | 5 | No | No |
| 2-161-39-a | Fl(2, 3, 8) | 9 | $13.0182367$ | 7 | No | No |
| 2-160-39-a | ℙ2P2 × ℙ4P4 | 9 | $13.3571929$ | 7 | No | No |
| 2-160-39-b | ℙ1P1 × Gr(2, 4) | 9 | $13.6568542$ | 6 | No | No |
| 2-160-39-c | ℙ1P1 × ℙ5P5 | 8 | $13.6568542$ | 6 | No | No |
| 2-160-39-d | Fl(2, 3, 8) | 8 | $13.6568542$ | 6 | No | No |
| 2-160-39-e | Fl(2, 4, 8) | 9 | $13.3571929$ | 7 | No | No |
| 2-160-39-f | ℙ2P2 × Gr(2, 5) | 9 | $15.2025601$ | 9 | Yes | Yes |
| 2-157-38-a | Fl(1, 3, 6) | 9 | $14.2344224$ | 9 | Yes | Yes |
| 2-147-36-a | ℙ6P6 × Gr(2, 5) | 10 | $14.8104546$ | 10 | Yes | Yes |
| 2-147-36-b | ℙ2P2 × Gr(2, 8) | 10 | $14.863812$ | 8 | Yes | No |
| 2-147-36-c | Fl(2, 3, 5) | 10 | $14.24974$ | 9 | No | No |
| 2-146-36-a | Fl(1, 4, 6) | 10 | $14.8275008$ | 9 | Yes | No |
| 2-146-36-b | Gr(2, 4) × Gr(2, 6) | 10 | $15.4246064$ | 9 | No | No |
| 2-146-36-c | Fl(1, 3, 7) | 10 | $14.4298701$ | 10 | Yes | Yes |
| 2-146-36-d | Gr(2, 4) × Gr(2, 5) | 10 | $14.8275008$ | 9 | Yes | No |
| 2-144-36-a | ℙ3P3 × Gr(2, 7) | 10 | $15.0748936$ | 9 | Yes | No |
| 2-144-36-b | ℙ1P1 × ℙ5P5 | 8 | $14.7259732$ | 6 | No | No |
| 2-144-36-c | Fl(1, 3, 4) | 9 | $15.0748936$ | 9 | Yes | Yes |
| 2-141-35-a | ℙ4P4 × ℙ10P10 | 9 | $15.2929144$ | 8 | No | No |
| 2-141-35-b | Fl(1, 2, 6) | 9 | $15.2929144$ | 8 | No | No |
| 2-136-34-a | Fl(1, 3, 6) | 9 | $16.3923048$ | 7 | No | No |
| 2-136-34-b | Fl(1, 4, 6) | 10 | $15.8499159$ | 9 | No | No |
| 2-132-34-a | ℙ2P2 × ℙ6P6 | 9 | $19.5595263$ | 6 | No | No |
| 2-131-33-a | ℙ5P5 × Gr(2, 5) | 10 | $16.735552$ | 10 | Yes | Yes |
| 2-130-33-a | Fl(2, 3, 5) | 10 | $16.2655516$ | 8 | No | No |
| 2-129-33-a | ℙ4P4 × Gr(2, 7) | 9 | $16.1086018$ | 6 | No | No |
| 2-129-33-b | ℙ3P3 × Gr(2, 7) | 10 | $16.6043912$ | 8 | No | No |
| 2-129-33-c | ℙ4P4 × ℙ10P10 | 9 | $16.1086018$ | 6 | No | No |
| 2-128-33-a | ℙ2P2 × Gr(2, 4) | 9 | $19.9377413$ | 7 | No | No |
| 2-128-33-b | ℙ4P4 × Gr(2, 7) | 8 | $17.198419$ | 6 | No | No |
| 2-128-33-c | ℙ2P2 × ℙ5P5 | 9 | $19.9377413$ | 7 | No | No |
| 2-128-33-d | ℙ4P4 × ℙ10P10 | 8 | $17.198419$ | 6 | No | No |
| 2-126-32-a | Fl(1, 3, 6) | 8 | $17.8499159$ | 7 | No | No |
| 2-126-32-b | Fl(1, 4, 6) | 10 | $17.2368871$ | 8 | No | No |
| 2-126-32-c | Gr(2, 4) × Gr(2, 5) | 9 | $17.8499159$ | 7 | No | No |
| 2-126-32-d | ℙ2P2 × Gr(2, 7) | 9 | $17.7223582$ | 9 | Yes | Yes |
| 2-124-32-a | Fl(1, 2, 8) | 8 | $18.0722347$ | 5 | No | No |
| 2-118-30-a | ℙ6P6 × Gr(2, 4) | 10 | $16.6495253$ | 10 | Yes | Yes |
| 2-116-30-a | Fl(1, 3, 5) | 10 | $18.7298891$ | 7 | No | No |
| 2-116-30-b | Fl(1, 3, 5) | 9 | $19.4759096$ | 8 | No | No |
| 2-116-30-c | ℙ6P6 × Gr(2, 4) | 10 | $18.2752829$ | 9 | No | No |
| 2-116-30-d | ℙ4P4 × ℙ8P8 | 9 | $17.4065346$ | 9 | Yes | Yes |
| 2-115-30-a | Fl(1, 3, 5) | 10 | $18.0714235$ | 8 | No | No |
| 2-115-30-b | Fl(1, 3, 8) | 9 | $17.6016223$ | 6 | No | No |
| 2-114-30-a | ℙ2P2 × Gr(2, 7) | 10 | $19.5101099$ | 10 | Yes | Yes |
| 2-114-30-b | Fl(2, 3, 5) | 9 | $19.1560034$ | 8 | No | No |
| 2-114-30-c | ℙ5P5 × ℙ7P7 | 9 | $18.3923048$ | 6 | No | No |
| 2-113-30-a | ℙ2P2 × ℙ4P4 | 9 | $21.6725752$ | 7 | No | No |
| 2-112-30-a | ℙ2P2 × ℙ4P4 | 9 | $21.9695252$ | 9 | Yes | Yes |
| 2-112-30-b | ℙ4P4 × Gr(2, 7) | 8 | $18.516419$ | 6 | No | No |
| 2-112-30-c | Fl(2, 4, 7) | 9 | $18.876545$ | 7 | No | No |
| 2-112-30-d | ℙ3P3 × ℙ11P11 | 9 | $18.876545$ | 7 | No | No |
| 2-112-30-e | ℙ2P2 × ℙ3P3 | 9 | $18.876545$ | 7 | No | No |
| 2-112-30-f | ℙ4P4 × ℙ9P9 | 8 | $18.516419$ | 6 | No | No |
| 2-112-30-g | ℙ1P1 × ℙ4P4 | 8 | $18.516419$ | 6 | No | No |
| 2-112-30-h | ℙ3P3 × Gr(3, 7) | 9 | $18.876545$ | 7 | No | No |
| 2-110-29-a | Fl(1, 2, 5) | 9 | $19.5008645$ | 7 | No | No |
| 2-110-29-b | ℙ4P4 × ℙ7P7 | 9 | $19.5008645$ | 7 | No | No |
| 2-110-29-c | ℙ3P3 × Gr(2, 5) | 9 | $19.563003$ | 9 | Yes | Yes |
| 2-110-29-d | ℙ3P3 × Gr(2, 5) | 10 | $19.563003$ | 9 | Yes | No |
| 2-106-28-a | Gr(2, 4) × Gr(2, 4) | 11 | $20.1803399$ | 7 | Yes | No |
| 2-104-28-a | ℙ4P4 × ℙ7P7 | 9 | $20.9161262$ | 6 | No | No |
| 2-102-27-a | Gr(3, 8) | 6 | $19.3137085$ | 5 | No | No |
| 2-101-27-a | ℙ5P5 × Gr(2, 4) | 10 | $20.2343955$ | 8 | No | No |
| 2-101-27-b | ℙ3P3 × Gr(2, 5) | 10 | $21.2955878$ | 10 | Yes | Yes |
| 2-100-27-a | ℙ2P2 × Gr(2, 6) | 10 | $22.3585047$ | 9 | No | No |
| 2-100-27-b | ℙ6P6 × Gr(2, 4) | 9 | $21.8180796$ | 7 | No | No |
| 2-100-27-c | ℙ5P5 × Gr(2, 4) | 10 | $21.3137085$ | 5 | No | No |
| 2-99-28-a | ℙ2P2 × ℙ5P5 | 9 | $30$ | 6 | No | No |
| 2-99-27-a | ℙ4P4 × ℙ7P7 | 9 | $20.6356574$ | 6 | No | No |
| 2-99-27-b | ℙ2P2 × Gr(2, 6) | 10 | $22$ | 8 | No | No |
| 2-98-27-a | ℙ3P3 × ℙ9P9 | 9 | $21.3137085$ | 6 | No | No |
| 2-96-27-a | ℙ2P2 × ℙ4P4 | 9 | $30.3219451$ | 7 | No | No |
| 2-96-26-a | Fl(1, 3, 5) | 8 | $22.9161262$ | 5 | No | No |
| 2-95-26-a | Fl(1, 3, 5) | 10 | $22.947874$ | 7 | No | No |
| 2-94-26-a | Fl(1, 2, 5) | 9 | $22.5971308$ | 7 | No | No |
| 2-93-26-a | Fl(1, 2, 7) | 8 | $29.0401344$ | 5 | No | No |
| 2-92-26-a | Fl(1, 2, 7) | 8 | $22.5618617$ | 6 | No | No |
| 2-90-25-a | ℙ5P5 × Gr(2, 4) | 9 | $24.3780194$ | 7 | No | No |
| 2-90-25-b | ℙ2P2 × Gr(2, 5) | 10 | $24.4992551$ | 9 | No | No |
| 2-90-25-c | Gr(2, 4) × Gr(2, 4) | 10 | $24.3780194$ | 7 | No | No |
| 2-90-25-d | ℙ1P1 × Gr(2, 7) | 8 | $25.1996438$ | 6 | No | No |
| 2-90-24-a | ℙ3P3 × Gr(2, 4) | 9 | $20.3923048$ | 7 | No | No |
| 2-86-24-a | ℙ4P4 × ℙ5P5 | 9 | $23.6131333$ | 6 | No | No |
| 2-85-24-a | Fl(1, 3, 5) | 10 | $24.8023735$ | 7 | No | No |
| 2-85-24-b | ℙ2P2 × Gr(2, 5) | 10 | $24.9866569$ | 10 | Yes | Yes |
| 2-84-24-a | ℙ3P3 × ℙ7P7 | 9 | $25$ | 5 | No | No |
| 2-83-24-a | ℙ4P4 × ℙ6P6 | 9 | $24.657513$ | 6 | No | No |
| 2-82-24-a | ℙ2P2 × Gr(2, 6) | 10 | $28.207279$ | 8 | No | No |
| 2-82-24-b | ℙ4P4 × ℙ6P6 | 9 | $26.4071416$ | 6 | No | No |
| 2-81-24-a | ℙ3P3 × Gr(2, 6) | 9 | $25.953746$ | 6 | No | No |
| 2-80-24-a | ℙ2P2 × ℙ3P3 | 9 | $34.4203168$ | 9 | Yes | Yes |
| 2-80-23-a | Fl(1, 4, 5) | 9 | $28$ | 4 | No | No |
| 2-80-23-b | ℙ3P3 × ℙ6P6 | 9 | $26.7833228$ | 6 | No | No |
| 2-80-23-c | ℙ1P1 × Gr(3, 6) | 8 | $28.9705627$ | 6 | No | No |
| 2-80-23-d | ℙ2P2 × Gr(2, 5) | 10 | $27.1669237$ | 8 | No | No |
| 2-75-22-a | ℙ2P2 × Gr(2, 5) | 10 | $29.6995319$ | 7 | No | No |
| 2-74-22-a | ℙ3P3 × ℙ6P6 | 9 | $28.5279952$ | 6 | No | No |
| 2-74-22-b | ℙ2P2 × Gr(2, 5) | 10 | $31.2108595$ | 8 | No | No |
| 2-70-21-a | ℙ3P3 × Gr(2, 4) | 10 | $30.9705627$ | 6 | No | No |
| 2-70-21-b | Fl(1, 4, 5) | 9 | $30$ | 4 | No | No |
| 2-70-21-c | ℙ1P1 × Gr(2, 6) | 9 | $33.3923048$ | 6 | No | No |
| 2-70-21-d | ℙ2P2 × Gr(2, 5) | 9 | $32.8239622$ | 7 | No | No |
| 2-69-21-a | Fl(1, 3, 5) | 9 | $32.014094$ | 7 | No | No |
| 2-68-21-a | ℙ3P3 × ℙ6P6 | 9 | $31.0244694$ | 6 | No | No |
| 2-68-21-b | ℙ2P2 × ℙ8P8 | 9 | $33.3091046$ | 6 | No | No |
| 2-64-20-a | Fl(1, 2, 4) | 9 | $34.2854176$ | 7 | No | No |
| 2-64-20-b | ℙ2P2 × ℙ7P7 | 9 | $35.7826352$ | 5 | No | No |
| 2-61-20-a | ℙ4P4 × ℙ5P5 | 8 | $34.7048288$ | 6 | No | No |
| 2-60-19-a | ℙ3P3 × Gr(2, 4) | 9 | $37.6981426$ | 6 | No | No |
| 2-60-19-b | ℙ2P2 × ℙ6P6 | 9 | $38.6083389$ | 5 | No | No |
| 2-60-19-c | ℙ1P1 × Gr(2, 5) | 9 | $40.627417$ | 6 | No | No |
| 2-56-18-a | ℙ2P2 × Gr(2, 4) | 10 | $39.7739215$ | 6 | No | No |
| 2-56-18-b | ℙ2P2 × Gr(2, 4) | 9 | $42$ | 5 | No | No |
| 2-55-18-a | ℙ2P2 × ℙ6P6 | 9 | $40.4965688$ | 7 | No | No |
| 2-55-18-b | Fl(1, 4, 5) | 9 | $40.0443287$ | 5 | No | No |
| 2-54-18-a | ℙ2P2 × ℙ6P6 | 9 | $42.4463463$ | 6 | No | No |
| 2-52-18-a | ℙ3P3 × ℙ5P5 | 9 | $42.3606798$ | 5 | No | No |
| 2-51-18-a | ℙ2P2 × ℙ7P7 | 9 | $50.7314732$ | 6 | No | No |
| 2-51-17-a | ℙ2P2 × ℙ5P5 | 9 | $45$ | 5 | No | No |
| 2-50-17-a | ℙ2P2 × Gr(2, 4) | 10 | $47.307623$ | 6 | No | No |
| 2-50-17-b | ℙ1P1 × Gr(2, 5) | 9 | $51.6814425$ | 6 | No | No |
| 2-48-17-a | ℙ2P2 × ℙ6P6 | 9 | $53.6899963$ | 5 | No | No |
| 2-46-16-a | ℙ3P3 × ℙ3P3 | 9 | $50$ | 4 | No | No |
| 2-45-16-a | ℙ2P2 × ℙ5P5 | 9 | $57$ | 5 | No | No |
| 2-45-16-b | ℙ1P1 × Gr(2, 5) | 9 | $57.6750207$ | 7 | No | No |
| 2-42-15-a | ℙ2P2 × ℙ4P4 | 9 | $60.8428189$ | 5 | No | No |
| 2-41-15-a | ℙ2P2 × ℙ4P4 | 9 | $58.7466959$ | 6 | No | No |
| 2-40-15-a | ℙ2P2 × ℙ4P4 | 9 | $63.2869178$ | 5 | No | No |
| 2-40-15-b | ℙ1P1 × ℙ7P7 | 8 | $72$ | 4 | No | No |
| 2-40-15-c | ℙ3P3 × ℙ3P3 | 9 | $60$ | 3 | No | No |
| 2-38-15-a | ℙ2P2 × ℙ5P5 | 9 | $69.5230676$ | 6 | No | No |
| 2-36-14-a | ℙ1P1 × ℙ6P6 | 8 | $79.1070731$ | 5 | No | No |
| 2-35-14-a | ℙ2P2 × ℙ4P4 | 9 | $77.2053021$ | 6 | No | No |
| 2-30-13-a | ℙ1P1 × ℙ6P6 | 8 | $116.78461$ | 4 | No | No |
| 2-27-12-a | ℙ1P1 × ℙ5P5 | 8 | $125.87793$ | 5 | No | No |
| 2-26-12-a | ℙ1P1 × Gr(2, 4) | 9 | $132.965745$ | 6 | No | No |
| 2-26-12-b | ℙ2P2 × ℙ3P3 | 9 | $114.991869$ | 5 | No | No |
| 2-20-11-a | ℙ1P1 × ℙ5P5 | 8 | $264$ | 4 | No | No |
| 2-17-10-a | ℙ1P1 × ℙ4P4 | 8 | $297.463192$ | 6 | No | No |
| 3-496-102-a | Fl(1, 2, 7) × ℙ2P2 | 12 | $6.29531504$ | 12 | Yes | Yes |
| 3-486-100-a | Fl(1, 3, 6) | 9 | $6.09016994$ | 9 | Yes | Yes |
| 3-480-99-a | Fl(1, 2, 5) × ℙ2P2 | 12 | $6.33888356$ | 12 | Yes | Yes |
| 3-464-96-a | Fl(1, 2, 4) × ℙ3P3 | 12 | $6.62091746$ | 9 | Yes | No |
| 3-464-96-b | ℙ1P1 × ℙ3P3 × ℙ4P4 | 12 | $6.3662441$ | 12 | Yes | Yes |
| 3-464-96-c | Fl(1, 2, 5) × ℙ6P6 | 12 | $6.3662441$ | 12 | Yes | Yes |
| 3-459-95-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $6.2187447$ | 12 | Yes | Yes |
| 3-433-90-a | ℙ2P2 × Fl(2, 3, 5) | 13 | $6.62739812$ | 13 | Yes | Yes |
| 3-432-90-a | Fl(1, 2, 3, 5) | 12 | $6.69996105$ | 12 | Yes | Yes |
| 3-432-90-b | ℙ1P1 × ℙ3P3 × ℙ7P7 | 12 | $6.72903154$ | 12 | Yes | Yes |
| 3-432-90-c | ℙ2P2 × ℙ1P1 × ℙ1P1 | 12 | $7$ | 9 | Yes | No |
| 3-431-90-a | Fl(1, 2, 3, 6) | 11 | $6.68229264$ | 11 | Yes | Yes |
| 3-431-90-b | ℙ1P1 × ℙ3P3 × ℙ4P4 | 11 | $6.68229264$ | 11 | Yes | Yes |
| 3-417-87-a | ℙ2P2 × Fl(1, 3, 5) | 13 | $6.44959933$ | 13 | Yes | Yes |
| 3-416-87-a | ℙ2P2 × ℙ4P4 × ℙ5P5 | 12 | $6.89893803$ | 12 | Yes | Yes |
| 3-406-85-a | ℙ2P2 × ℙ2P2 × Gr(2, 5) | 13 | $6.68003374$ | 13 | Yes | Yes |
| 3-405-85-a | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $6.73627548$ | 9 | Yes | No |
| 3-401-84-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $6.67090244$ | 9 | Yes | No |
| 3-400-84-a | Fl(1, 2, 4) × ℙ2P2 | 12 | $7.27131444$ | 12 | Yes | Yes |
| 3-400-84-b | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $7$ | 12 | Yes | Yes |
| 3-400-84-c | Fl(1, 2, 5) × ℙ4P4 | 12 | $6.92365875$ | 12 | Yes | Yes |
| 3-384-81-a | Fl(1, 2, 6) × ℙ2P2 | 13 | $6.88668805$ | 13 | Yes | Yes |
| 3-384-81-b | ℙ2P2 × ℙ2P2 × Fl(2, 3, 5) | 12 | $7.65685425$ | 8 | Yes | No |
| 3-384-81-c | ℙ2P2 × ℙ3P3 × ℙ5P5 | 13 | $7.16842123$ | 13 | Yes | Yes |
| 3-384-81-d | Fl(1, 2, 3) × ℙ1P1 | 12 | $7.65685425$ | 8 | Yes | No |
| 3-383-81-a | Fl(1, 2, 6) × ℙ3P3 | 12 | $7.14373213$ | 12 | Yes | Yes |
| 3-378-80-a | ℙ1P1 × ℙ2P2 × ℙ3P3 | 12 | $7.27521246$ | 12 | Yes | Yes |
| 3-368-78-a | Fl(1, 2, 4) × ℙ2P2 | 13 | $7.37470837$ | 13 | Yes | Yes |
| 3-368-78-b | ℙ1P1 × Fl(1, 2, 6) | 12 | $7.46340587$ | 12 | Yes | Yes |
| 3-358-76-a | Fl(1, 2, 4) × ℙ2P2 | 13 | $7.21615874$ | 10 | Yes | No |
| 3-352-75-a | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $7.79385284$ | 13 | Yes | Yes |
| 3-352-75-b | Fl(1, 2, 3, 4) | 12 | $7.65685425$ | 8 | Yes | No |
| 3-352-75-c | ℙ1P1 × ℙ2P2 × Gr(2, 5) | 13 | $7.5795297$ | 13 | Yes | Yes |
| 3-350-75-a | ℙ3P3 × Gr(2, 4) | 9 | $7.65685425$ | 8 | Yes | No |
| 3-346-74-a | ℙ1P1 × Fl(1, 2, 6) | 11 | $7.81168862$ | 10 | Yes | No |
| 3-337-72-a | Fl(1, 2, 4, 5) | 13 | $7.70765687$ | 13 | Yes | Yes |
| 3-336-72-a | Fl(1, 2, 3) × ℙ2P2 | 12 | $8.09016994$ | 9 | Yes | No |
| 3-336-72-b | Fl(1, 2, 4) × ℙ4P4 | 13 | $7.69626973$ | 13 | Yes | Yes |
| 3-336-72-c | Fl(1, 2, 5) × ℙ2P2 | 12 | $7.79935663$ | 12 | Yes | Yes |
| 3-336-72-d | ℙ2P2 × ℙ3P3 × ℙ5P5 | 13 | $7.74736891$ | 13 | Yes | Yes |
| 3-336-72-e | ℙ1P1 × ℙ3P3 × ℙ5P5 | 13 | $7.81130316$ | 13 | Yes | Yes |
| 3-330-71-a | ℙ1P1 × Fl(1, 2, 6) | 12 | $7.72776317$ | 12 | Yes | Yes |
| 3-324-70-a | ℙ1P1 × ℙ1P1 × ℙ3P3 | 12 | $8.09016994$ | 9 | Yes | No |
| 3-321-69-a | ℙ2P2 × Fl(2, 3, 6) | 13 | $8.34834017$ | 13 | Yes | Yes |
| 3-320-69-a | Fl(1, 2, 3, 4) | 12 | $8.29855552$ | 12 | Yes | Yes |
| 3-320-69-b | ℙ1P1 × Fl(2, 4, 7) | 12 | $8.61580377$ | 12 | Yes | Yes |
| 3-319-69-a | Fl(1, 2, 6) × ℙ2P2 | 12 | $8.37265267$ | 12 | Yes | Yes |
| 3-310-67-a | ℙ2P2 × Fl(1, 3, 5) | 13 | $7.93839038$ | 13 | Yes | Yes |
| 3-305-66-a | ℙ2P2 × ℙ2P2 × Gr(2, 5) | 13 | $8.19275234$ | 13 | Yes | Yes |
| 3-305-66-b | Fl(2, 3, 5) × Gr(2, 4) | 13 | $8.50650036$ | 10 | Yes | No |
| 3-304-66-a | ℙ1P1 × Fl(1, 2, 4) | 13 | $8.38893738$ | 13 | Yes | Yes |
| 3-304-66-b | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $8.37028013$ | 13 | Yes | Yes |
| 3-304-66-c | ℙ1P1 × ℙ2P2 × Gr(2, 4) | 13 | $8.58869708$ | 12 | Yes | No |
| 3-304-66-d | ℙ1P1 × Fl(1, 2, 4) | 12 | $8.65685425$ | 12 | Yes | Yes |
| 3-303-66-a | Fl(1, 2, 5) × ℙ2P2 | 13 | $8.42027757$ | 13 | Yes | Yes |
| 3-289-63-a | ℙ2P2 × Fl(2, 4, 6) | 14 | $8.63475887$ | 14 | Yes | Yes |
| 3-289-63-b | ℙ3P3 × Fl(2, 4, 6) | 14 | $8.61269953$ | 14 | Yes | Yes |
| 3-288-63-a | ℙ1P1 × ℙ2P2 × ℙ2P2 | 13 | $8.80267607$ | 9 | Yes | No |
| 3-288-63-b | Fl(1, 4, 7) | 9 | $8.9148198$ | 7 | No | No |
| 3-288-63-c | ℙ2P2 × Fl(1, 3, 4) | 13 | $8.77256942$ | 12 | Yes | No |
| 3-288-63-d | Fl(1, 2, 5) × ℙ2P2 | 13 | $9.09016994$ | 13 | Yes | Yes |
| 3-288-63-e | ℙ2P2 × ℙ2P2 × ℙ5P5 | 13 | $8.80267607$ | 9 | Yes | No |
| 3-288-63-f | ℙ2P2 × ℙ2P2 × Gr(2, 5) | 13 | $8.80267607$ | 9 | Yes | No |
| 3-288-63-g | ℙ1P1 × ℙ3P3 × ℙ4P4 | 12 | $8.61069223$ | 10 | Yes | No |
| 3-282-62-a | Fl(1, 2, 3, 6) | 12 | $8.85183111$ | 12 | Yes | Yes |
| 3-282-62-b | ℙ3P3 × Fl(1, 4, 6) | 12 | $8.85183111$ | 12 | Yes | Yes |
| 3-282-62-c | ℙ3P3 × Fl(1, 4, 6) | 12 | $8.85183111$ | 12 | Yes | Yes |
| 3-282-62-d | ℙ1P1 × ℙ3P3 × ℙ5P5 | 12 | $8.85183111$ | 12 | Yes | Yes |
| 3-282-62-e | Fl(1, 2, 7) × ℙ4P4 | 12 | $8.89260579$ | 11 | Yes | No |
| 3-274-60-a | Gr(2, 5) × Gr(2, 6) | 10 | $8.72903154$ | 10 | Yes | Yes |
| 3-273-60-a | ℙ2P2 × Fl(2, 3, 7) | 13 | $9$ | 13 | Yes | Yes |
| 3-273-60-b | ℙ2P2 × Fl(2, 3, 7) | 14 | $8.75467992$ | 14 | Yes | Yes |
| 3-273-60-c | ℙ2P2 × Fl(1, 3, 5) | 13 | $8.95976103$ | 13 | Yes | Yes |
| 3-273-60-d | ℙ2P2 × Fl(2, 3, 5) | 13 | $9.13636603$ | 13 | Yes | Yes |
| 3-273-60-e | ℙ2P2 × Fl(2, 4, 6) | 14 | $9.22229732$ | 14 | Yes | Yes |
| 3-273-60-f | Fl(2, 3, 5) × Gr(2, 5) | 13 | $9.13636603$ | 13 | Yes | Yes |
| 3-272-60-a | Fl(1, 2, 4) × ℙ2P2 | 13 | $9.26120405$ | 13 | Yes | Yes |
| 3-272-60-b | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $9.46856568$ | 11 | Yes | No |
| 3-272-60-c | ℙ2P2 × ℙ2P2 × ℙ5P5 | 13 | $9.26120405$ | 13 | Yes | Yes |
| 3-272-60-d | ℙ1P1 × Fl(1, 3, 5) | 12 | $9.32401435$ | 12 | Yes | Yes |
| 3-272-60-e | ℙ2P2 × Fl(2, 3, 7) | 12 | $9.46856568$ | 11 | Yes | No |
| 3-272-60-f | ℙ1P1 × ℙ3P3 × ℙ4P4 | 12 | $9.32401435$ | 12 | Yes | Yes |
| 3-272-60-g | ℙ1P1 × Fl(1, 2, 4) | 12 | $9.32401435$ | 12 | Yes | Yes |
| 3-272-60-h | ℙ1P1 × Fl(1, 3, 6) | 12 | $9.32401435$ | 12 | Yes | Yes |
| 3-267-59-a | Fl(1, 2, 3, 5) | 12 | $9.41901952$ | 12 | Yes | Yes |
| 3-266-59-a | Fl(1, 2, 3, 6) | 12 | $9.14819217$ | 12 | Yes | Yes |
| 3-262-58-a | ℙ2P2 × Fl(1, 3, 4) | 13 | $9.21615874$ | 10 | Yes | No |
| 3-261-58-a | Fl(1, 2, 6) × ℙ5P5 | 12 | $9.09016994$ | 9 | Yes | No |
| 3-260-58-a | ℙ4P4 × ℙ6P6 | 8 | $9.5595263$ | 7 | No | No |
| 3-260-58-b | ℙ4P4 × Fl(1, 5, 6) | 11 | $9.5595263$ | 7 | No | No |
| 3-260-58-c | Fl(1, 2, 6) × ℙ5P5 | 11 | $9.5595263$ | 7 | No | No |
| 3-257-57-a | ℙ2P2 × Fl(2, 3, 5) | 14 | $9.28870179$ | 14 | Yes | Yes |
| 3-256-57-a | ℙ1P1 × ℙ1P1 × Gr(2, 4) | 13 | $9.65685425$ | 9 | Yes | No |
| 3-256-57-b | ℙ1P1 × ℙ1P1 × ℙ5P5 | 12 | $9.65685425$ | 9 | Yes | No |
| 3-256-57-c | Fl(1, 4, 6) | 9 | $9.65685425$ | 9 | Yes | Yes |
| 3-256-57-d | Fl(1, 2, 4, 6) | 14 | $9.6243669$ | 14 | Yes | Yes |
| 3-256-57-e | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $9.31881071$ | 13 | Yes | Yes |
| 3-256-57-f | Fl(1, 2, 4) × ℙ2P2 | 12 | $9.66606845$ | 12 | Yes | Yes |
| 3-256-57-g | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $9.51207832$ | 13 | Yes | Yes |
| 3-256-57-h | Fl(1, 2, 4) × ℙ2P2 | 13 | $9.85683095$ | 13 | Yes | Yes |
| 3-256-57-i | Fl(1, 2, 7) × ℙ3P3 | 13 | $9.31266157$ | 13 | Yes | Yes |
| 3-256-57-j | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $9.85683095$ | 13 | Yes | Yes |
| 3-256-57-k | ℙ2P2 × Fl(2, 3, 7) | 13 | $9.31881071$ | 13 | Yes | Yes |
| 3-256-57-l | Fl(1, 2, 3) × ℙ3P3 | 13 | $9.65685425$ | 9 | Yes | No |
| 3-255-57-a | Fl(1, 2, 8) × ℙ2P2 | 13 | $9.57578775$ | 12 | No | No |
| 3-251-56-a | ℙ2P2 × Gr(2, 4) × Gr(2, 5) | 14 | $9.84748037$ | 14 | Yes | Yes |
| 3-249-56-a | ℙ1P1 × ℙ3P3 × ℙ4P4 | 12 | $9.73537118$ | 11 | No | No |
| 3-249-56-b | Fl(1, 2, 5) × ℙ7P7 | 12 | $9.73537118$ | 11 | No | No |
| 3-249-56-c | ℙ4P4 × Fl(2, 3, 6) | 12 | $9.73537118$ | 11 | No | No |
| 3-241-54-a | Fl(1, 2, 4, 5) | 13 | $9.93704895$ | 10 | Yes | No |
| 3-241-54-b | Fl(2, 3, 7) | 10 | $9.73438457$ | 9 | Yes | No |
| 3-241-54-c | ℙ2P2 × Fl(2, 3, 5) | 14 | $10.1962136$ | 14 | Yes | Yes |
| 3-241-54-d | Fl(1, 2, 5) × ℙ3P3 | 13 | $9.93704895$ | 10 | Yes | No |
| 3-241-54-e | ℙ2P2 × Fl(1, 4, 6) | 13 | $10.189386$ | 13 | Yes | Yes |
| 3-240-54-a | ℙ1P1 × Fl(1, 3, 4) | 13 | $10.0901699$ | 11 | Yes | No |
| 3-240-54-b | ℙ3P3 × Fl(2, 3, 6) | 13 | $10.0901699$ | 11 | Yes | No |
| 3-240-54-c | ℙ3P3 × Fl(1, 4, 6) | 13 | $10.0901699$ | 11 | Yes | No |
| 3-239-54-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $10.6676684$ | 13 | Yes | Yes |
| 3-230-52-a | ℙ3P3 × Fl(1, 4, 6) | 13 | $10.4879692$ | 13 | Yes | Yes |
| 3-230-52-b | Fl(1, 2, 7) × ℙ2P2 | 13 | $10.2097489$ | 12 | Yes | No |
| 3-225-51-a | ℙ2P2 × Fl(1, 3, 5) | 14 | $10.3051057$ | 14 | Yes | Yes |
| 3-225-51-b | ℙ3P3 × Fl(1, 4, 6) | 13 | $10.3822581$ | 13 | Yes | Yes |
| 3-225-51-c | ℙ1P1 × Fl(1, 3, 5) | 13 | $10.4032297$ | 12 | Yes | No |
| 3-225-51-d | ℙ2P2 × Fl(2, 3, 6) | 13 | $10.3822581$ | 13 | Yes | Yes |
| 3-225-51-e | ℙ2P2 × Fl(2, 3, 6) | 14 | $10.4214869$ | 14 | Yes | Yes |
| 3-225-51-f | ℙ1P1 × Fl(2, 3, 7) | 13 | $10.4032297$ | 12 | Yes | No |
| 3-224-51-a | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $10.9148198$ | 7 | No | No |
| 3-224-51-b | Fl(1, 2, 4) × ℙ2P2 | 13 | $10.6085062$ | 13 | Yes | Yes |
| 3-224-51-c | ℙ2P2 × ℙ2P2 × ℙ3P3 | 13 | $11.2498701$ | 13 | Yes | Yes |
| 3-224-51-d | Fl(1, 4, 5) | 9 | $10.9148198$ | 7 | No | No |
| 3-224-51-e | ℙ2P2 × ℙ2P2 × Fl(1, 3, 5) | 13 | $11.2498701$ | 13 | Yes | Yes |
| 3-224-51-f | Fl(1, 2, 6) × ℙ3P3 | 12 | $10.7667985$ | 12 | Yes | Yes |
| 3-224-51-g | Fl(1, 2, 7) × ℙ2P2 | 13 | $10.5402153$ | 12 | No | No |
| 3-224-51-h | ℙ1P1 × Fl(2, 3, 6) | 12 | $10.9148198$ | 7 | No | No |
| 3-224-51-i | ℙ1P1 × Fl(2, 3, 7) | 12 | $10.9148198$ | 7 | No | No |
| 3-220-50-a | ℙ2P2 × ℙ4P4 × ℙ6P6 | 13 | $10.7851408$ | 12 | Yes | No |
| 3-218-50-a | ℙ1P1 × ℙ2P2 × Gr(2, 4) | 13 | $11.4102759$ | 12 | Yes | No |
| 3-218-50-b | ℙ1P1 × ℙ2P2 × ℙ5P5 | 12 | $11.4102759$ | 12 | Yes | Yes |
| 3-218-50-c | ℙ2P2 × Gr(2, 4) × Gr(2, 5) | 13 | $11.4102759$ | 12 | Yes | No |
| 3-213-49-a | Fl(1, 2, 5) × ℙ5P5 | 13 | $10.828324$ | 12 | No | No |
| 3-211-48-a | Fl(1, 2, 4) × ℙ4P4 | 13 | $10.5045377$ | 13 | Yes | Yes |
| 3-211-48-b | ℙ2P2 × Fl(1, 3, 5) | 13 | $10.6274646$ | 13 | Yes | Yes |
| 3-209-48-a | Fl(1, 2, 4, 5) | 14 | $11.412646$ | 13 | Yes | No |
| 3-209-48-b | ℙ1P1 × Fl(2, 3, 5) | 14 | $11.3018358$ | 13 | Yes | No |
| 3-209-48-c | ℙ2P2 × ℙ2P2 × Gr(2, 6) | 14 | $11.2713422$ | 13 | Yes | No |
| 3-209-48-d | ℙ2P2 × ℙ3P3 × Gr(2, 5) | 14 | $11.412646$ | 13 | Yes | No |
| 3-208-48-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $11.9210697$ | 13 | Yes | Yes |
| 3-208-48-b | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $11.4968307$ | 13 | Yes | Yes |
| 3-208-48-c | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $11.2088247$ | 11 | No | No |
| 3-208-48-d | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $11.2614642$ | 13 | Yes | Yes |
| 3-208-48-e | ℙ1P1 × ℙ2P2 × ℙ3P3 | 12 | $11.3240144$ | 12 | Yes | Yes |
| 3-208-48-f | ℙ2P2 × Fl(1, 3, 5) | 13 | $11.9210697$ | 13 | Yes | Yes |
| 3-208-48-g | ℙ1P1 × Fl(2, 4, 7) | 13 | $11.2614642$ | 13 | Yes | Yes |
| 3-208-48-h | ℙ1P1 × Fl(2, 4, 7) | 13 | $11.4968307$ | 13 | Yes | Yes |
| 3-208-48-i | ℙ2P2 × ℙ3P3 × ℙ6P6 | 13 | $11.4968307$ | 13 | Yes | Yes |
| 3-208-48-j | ℙ2P2 × ℙ3P3 × ℙ7P7 | 13 | $11.2614642$ | 13 | Yes | Yes |
| 3-208-48-k | ℙ1P1 × ℙ4P4 × ℙ8P8 | 12 | $11.2088247$ | 11 | No | No |
| 3-208-48-l | ℙ2P2 × Fl(2, 3, 6) | 13 | $11.2614642$ | 13 | Yes | Yes |
| 3-208-48-m | ℙ1P1 × Fl(2, 3, 7) | 12 | $11.2088247$ | 11 | No | No |
| 3-206-48-a | Fl(1, 2, 4) × ℙ2P2 | 13 | $12.8485042$ | 13 | Yes | Yes |
| 3-204-47-a | ℙ2P2 × ℙ4P4 × Gr(2, 4) | 14 | $11.6001163$ | 13 | Yes | No |
| 3-203-47-a | ℙ2P2 × ℙ4P4 × ℙ6P6 | 14 | $11.2970089$ | 13 | No | No |
| 3-203-47-b | Fl(1, 2, 5) × ℙ4P4 | 12 | $11.5533007$ | 12 | Yes | Yes |
| 3-203-47-c | Fl(1, 2, 5) × Gr(2, 4) | 12 | $11.5533007$ | 12 | Yes | Yes |
| 3-203-47-d | ℙ3P3 × Fl(1, 4, 5) | 12 | $11.5533007$ | 12 | Yes | Yes |
| 3-202-47-a | Fl(1, 2, 3, 5) | 13 | $11.870097$ | 12 | No | No |
| 3-202-47-b | Fl(1, 2, 6) × ℙ3P3 | 12 | $11.1118917$ | 12 | Yes | Yes |
| 3-202-47-c | ℙ2P2 × ℙ4P4 × Gr(2, 5) | 13 | $11.870097$ | 12 | No | No |
| 3-199-46-a | ℙ2P2 × Fl(1, 3, 5) | 15 | $11.4432079$ | 15 | Yes | Yes |
| 3-199-46-b | ℙ2P2 × ℙ4P4 × Gr(2, 4) | 13 | $11.9976899$ | 13 | Yes | Yes |
| 3-198-46-a | ℙ2P2 × ℙ2P2 × ℙ2P2 | 13 | $12$ | 8 | Yes | No |
| 3-198-46-b | ℙ2P2 × ℙ4P4 × ℙ5P5 | 13 | $11.8695537$ | 11 | No | No |
| 3-195-45-a | ℙ2P2 × ℙ2P2 × ℙ8P8 | 14 | $11.0901699$ | 9 | Yes | No |
| 3-193-45-a | ℙ2P2 × ℙ4P4 × ℙ5P5 | 13 | $11.8273119$ | 13 | Yes | Yes |
| 3-193-45-b | ℙ1P1 × Fl(2, 3, 5) | 13 | $12.2882502$ | 13 | Yes | Yes |
| 3-193-45-c | ℙ2P2 × Fl(1, 3, 5) | 14 | $11.7848601$ | 14 | Yes | Yes |
| 3-193-45-d | ℙ2P2 × ℙ3P3 × Gr(2, 5) | 13 | $12.3506963$ | 11 | Yes | No |
| 3-192-45-a | Fl(1, 2, 3) × ℙ2P2 | 12 | $13.4217203$ | 12 | Yes | Yes |
| 3-192-45-b | Fl(1, 2, 3) × ℙ2P2 | 13 | $12.4648018$ | 9 | Yes | No |
| 3-188-44-a | Fl(1, 2, 4) × ℙ3P3 | 12 | $12.4428745$ | 8 | Yes | No |
| 3-188-44-b | Fl(1, 2, 4) × ℙ4P4 | 12 | $12.7851408$ | 11 | Yes | No |
| 3-188-44-c | ℙ1P1 × ℙ5P5 × ℙ6P6 | 11 | $16.9336449$ | 7 | No | No |
| 3-188-44-d | ℙ1P1 × Fl(1, 3, 5) | 14 | $12.4033298$ | 14 | Yes | Yes |
| 3-188-44-e | ℙ2P2 × ℙ3P3 × ℙ6P6 | 13 | $12.1227878$ | 13 | Yes | Yes |
| 3-188-44-f | Fl(1, 2, 3, 4) | 12 | $12.4428745$ | 8 | Yes | No |
| 3-188-44-g | ℙ4P4 × Gr(2, 6) | 9 | $12.4428745$ | 8 | Yes | No |
| 3-186-44-a | ℙ2P2 × ℙ3P3 × ℙ7P7 | 12 | $12.6283673$ | 11 | No | No |
| 3-185-44-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $13.738304$ | 11 | No | No |
| 3-183-43-a | ℙ1P1 × Fl(1, 2, 5) | 12 | $12.9524808$ | 12 | Yes | Yes |
| 3-183-43-b | ℙ2P2 × Fl(1, 3, 5) | 14 | $12.5499885$ | 13 | Yes | No |
| 3-183-43-c | ℙ2P2 × ℙ2P2 × Gr(2, 5) | 15 | $12.7895846$ | 11 | Yes | No |
| 3-183-43-d | ℙ1P1 × ℙ4P4 × ℙ6P6 | 12 | $12.9524808$ | 12 | Yes | Yes |
| 3-182-43-a | ℙ1P1 × ℙ5P5 × ℙ6P6 | 12 | $12.631015$ | 10 | No | No |
| 3-180-43-a | Fl(1, 2, 5) × ℙ4P4 | 12 | $12.4369963$ | 7 | No | No |
| 3-178-42-a | Fl(1, 2, 4) × ℙ2P2 | 14 | $12.7933504$ | 14 | Yes | Yes |
| 3-178-42-b | Fl(1, 2, 4) × ℙ2P2 | 13 | $12.5867977$ | 12 | Yes | No |
| 3-178-42-c | ℙ2P2 × ℙ2P2 × ℙ7P7 | 14 | $12.4015849$ | 14 | Yes | Yes |
| 3-178-42-d | ℙ2P2 × ℙ3P3 × ℙ5P5 | 14 | $12.7933504$ | 14 | Yes | Yes |
| 3-178-42-e | ℙ2P2 × Fl(1, 3, 6) | 14 | $12.4879692$ | 14 | Yes | Yes |
| 3-177-42-a | Fl(1, 2, 5) × ℙ3P3 | 13 | $12.6243221$ | 11 | Yes | No |
| 3-177-42-b | ℙ1P1 × ℙ3P3 × Gr(2, 6) | 13 | $12.7696111$ | 12 | No | No |
| 3-177-42-c | ℙ1P1 × ℙ3P3 × ℙ8P8 | 13 | $12.7696111$ | 12 | No | No |
| 3-176-42-a | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $14.2312428$ | 11 | Yes | No |
| 3-176-42-b | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $13.4023369$ | 13 | Yes | Yes |
| 3-176-42-c | ℙ2P2 × ℙ4P4 × ℙ5P5 | 13 | $12.398939$ | 10 | No | No |
| 3-176-42-d | ℙ2P2 × ℙ3P3 × ℙ6P6 | 13 | $13.2308483$ | 12 | No | No |
| 3-176-42-e | ℙ1P1 × ℙ2P2 × Fl(1, 3, 5) | 13 | $14.2312428$ | 11 | Yes | No |
| 3-173-41-a | ℙ2P2 × ℙ3P3 × ℙ5P5 | 13 | $12.396733$ | 13 | Yes | Yes |
| 3-173-41-b | ℙ1P1 × Fl(1, 3, 7) | 12 | $13$ | 9 | No | No |
| 3-172-41-a | ℙ1P1 × ℙ4P4 × ℙ6P6 | 12 | $13.4704256$ | 10 | No | No |
| 3-172-41-b | ℙ2P2 × ℙ3P3 × ℙ5P5 | 14 | $13.1576129$ | 13 | No | No |
| 3-172-41-c | ℙ2P2 × ℙ3P3 × Gr(2, 4) | 13 | $13.5353357$ | 13 | Yes | Yes |
| 3-172-41-d | Fl(1, 2, 3, 4) | 13 | $13.5353357$ | 13 | Yes | Yes |
| 3-167-40-a | ℙ1P1 × Fl(1, 2, 5) | 13 | $13.7180864$ | 12 | Yes | No |
| 3-167-40-b | ℙ1P1 × ℙ3P3 × ℙ7P7 | 13 | $13.7180864$ | 12 | Yes | No |
| 3-166-40-a | ℙ2P2 × Fl(1, 4, 5) | 14 | $13.5595263$ | 9 | No | No |
| 3-166-40-b | Fl(1, 2, 4) × Gr(2, 4) | 14 | $13.7898264$ | 11 | No | No |
| 3-166-40-c | Fl(1, 2, 4) × ℙ5P5 | 13 | $13.7898264$ | 11 | No | No |
| 3-164-39-a | ℙ2P2 × Gr(2, 7) | 10 | $12.9148198$ | 8 | No | No |
| 3-163-39-a | ℙ1P1 × Fl(1, 3, 5) | 13 | $13.8534425$ | 13 | Yes | Yes |
| 3-162-39-a | ℙ1P1 × ℙ5P5 × Gr(2, 4) | 13 | $14.3217295$ | 11 | Yes | No |
| 3-162-39-b | Fl(1, 2, 4) × ℙ2P2 | 13 | $14.1556632$ | 13 | Yes | Yes |
| 3-162-39-c | Fl(1, 2, 5) × ℙ2P2 | 13 | $13.9176209$ | 12 | No | No |
| 3-162-39-d | ℙ2P2 × ℙ2P2 × ℙ6P6 | 14 | $13.7456989$ | 9 | No | No |
| 3-162-39-e | ℙ2P2 × ℙ3P3 × ℙ4P4 | 13 | $14.1556632$ | 13 | Yes | Yes |
| 3-162-39-f | ℙ1P1 × Fl(1, 3, 5) | 13 | $14.5849395$ | 13 | Yes | Yes |
| 3-162-39-g | ℙ1P1 × ℙ4P4 × Gr(2, 4) | 14 | $14.3217295$ | 11 | Yes | No |
| 3-161-39-a | ℙ1P1 × ℙ4P4 × ℙ6P6 | 13 | $13.9694721$ | 12 | No | No |
| 3-161-39-b | ℙ2P2 × ℙ2P2 × Gr(2, 5) | 14 | $14.0547421$ | 14 | Yes | Yes |
| 3-161-39-c | ℙ2P2 × ℙ2P2 × ℙ6P6 | 14 | $14.0547421$ | 14 | Yes | Yes |
| 3-161-39-d | ℙ1P1 × ℙ2P2 × Gr(2, 6) | 14 | $14.3183398$ | 14 | Yes | Yes |
| 3-160-39-a | ℙ1P1 × ℙ1P1 × ℙ3P3 | 12 | $14$ | 6 | No | No |
| 3-160-39-b | ℙ1P1 × ℙ3P3 × Gr(2, 6) | 12 | $14$ | 6 | No | No |
| 3-160-39-c | ℙ1P1 × ℙ3P3 × Gr(2, 6) | 12 | $14.3217295$ | 9 | No | No |
| 3-160-39-d | ℙ1P1 × ℙ3P3 × ℙ7P7 | 12 | $14$ | 6 | No | No |
| 3-160-39-e | ℙ1P1 × ℙ3P3 × ℙ8P8 | 12 | $14.3217295$ | 9 | No | No |
| 3-157-38-a | Fl(1, 3, 5) × ℙ3P3 | 14 | $13.8275008$ | 14 | Yes | Yes |
| 3-156-38-a | ℙ2P2 × ℙ2P2 × ℙ6P6 | 12 | $14.876545$ | 7 | No | No |
| 3-156-38-b | Fl(1, 2, 4) × ℙ4P4 | 13 | $14.7060925$ | 12 | Yes | No |
| 3-152-37-a | ℙ1P1 × Fl(1, 3, 5) | 12 | $15.4704256$ | 9 | No | No |
| 3-151-37-a | Fl(1, 2, 5) × ℙ2P2 | 13 | $14.3468831$ | 12 | No | No |
| 3-151-37-b | ℙ2P2 × Fl(1, 4, 5) | 14 | $14.8698769$ | 14 | Yes | Yes |
| 3-151-37-c | ℙ1P1 × Fl(1, 2, 6) | 12 | $14.5188602$ | 10 | No | No |
| 3-150-37-a | ℙ1P1 × Fl(1, 2, 6) | 12 | $15.0972698$ | 8 | No | No |
| 3-150-36-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $13.4217203$ | 8 | No | No |
| 3-149-37-a | ℙ2P2 × ℙ3P3 × ℙ5P5 | 13 | $14.9584498$ | 11 | No | No |
| 3-148-36-a | ℙ2P2 × Fl(1, 3, 4) | 14 | $14.4428745$ | 8 | Yes | No |
| 3-146-36-a | Fl(1, 2, 4) × ℙ2P2 | 14 | $15.4309886$ | 12 | No | No |
| 3-146-36-b | ℙ2P2 × ℙ2P2 × Gr(2, 4) | 14 | $15.7281629$ | 12 | No | No |
| 3-146-36-c | ℙ1P1 × ℙ3P3 × ℙ6P6 | 13 | $15.1791174$ | 12 | No | No |
| 3-146-36-d | ℙ2P2 × ℙ2P2 × ℙ5P5 | 13 | $15.7281629$ | 12 | No | No |
| 3-146-36-e | ℙ2P2 × ℙ2P2 × ℙ5P5 | 14 | $15.4309886$ | 12 | No | No |
| 3-145-36-a | Fl(1, 2, 5) × ℙ2P2 | 13 | $15.0782377$ | 10 | No | No |
| 3-144-36-a | ℙ1P1 × ℙ2P2 × ℙ2P2 | 13 | $16.4217203$ | 13 | Yes | Yes |
| 3-144-36-b | ℙ2P2 × ℙ2P2 × ℙ5P5 | 13 | $16.4217203$ | 13 | Yes | Yes |
| 3-144-36-c | ℙ2P2 × ℙ2P2 × Gr(2, 5) | 13 | $16.4217203$ | 13 | Yes | Yes |
| 3-142-35-a | Fl(1, 3, 4) × ℙ3P3 | 14 | $15.3144013$ | 13 | Yes | No |
| 3-142-35-b | ℙ1P1 × ℙ4P4 × ℙ4P4 | 13 | $15.8128354$ | 11 | Yes | No |
| 3-141-35-a | Fl(1, 2, 6) | 9 | $15$ | 6 | No | No |
| 3-141-35-b | ℙ1P1 × Fl(1, 3, 5) | 13 | $16.2627934$ | 13 | Yes | Yes |
| 3-141-35-c | ℙ1P1 × ℙ2P2 × Gr(2, 5) | 14 | $16.3599845$ | 14 | Yes | Yes |
| 3-141-35-d | ℙ1P1 × Fl(1, 2, 6) | 11 | $27.9615973$ | 7 | No | No |
| 3-140-35-a | ℙ1P1 × ℙ3P3 × ℙ6P6 | 13 | $16.3752727$ | 11 | No | No |
| 3-136-34-a | Fl(1, 2, 3) × ℙ4P4 | 13 | $16.876545$ | 8 | No | No |
| 3-136-34-b | ℙ2P2 × Fl(1, 3, 4) | 14 | $16.4428745$ | 8 | No | No |
| 3-136-34-c | ℙ1P1 × Fl(1, 2, 4) | 12 | $16.876545$ | 8 | No | No |
| 3-136-34-d | ℙ1P1 × Fl(1, 2, 4) | 13 | $16.6084562$ | 12 | Yes | No |
| 3-136-34-e | ℙ1P1 × ℙ3P3 × Gr(2, 4) | 12 | $16.876545$ | 8 | No | No |
| 3-136-34-f | ℙ1P1 × ℙ3P3 × ℙ5P5 | 12 | $16.876545$ | 8 | No | No |
| 3-136-34-g | ℙ1P1 × ℙ3P3 × ℙ5P5 | 13 | $16.6084562$ | 12 | Yes | No |
| 3-135-34-a | ℙ1P1 × ℙ2P2 × Gr(2, 5) | 13 | $18.1803399$ | 11 | Yes | No |
| 3-134-34-a | ℙ1P1 × Fl(1, 2, 6) | 12 | $16.4031342$ | 10 | No | No |
| 3-133-34-a | Fl(1, 2, 4) × ℙ4P4 | 13 | $17.2664965$ | 11 | No | No |
| 3-131-33-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 14 | $16.2647535$ | 14 | Yes | Yes |
| 3-131-33-b | ℙ2P2 × ℙ2P2 × ℙ4P4 | 14 | $17.1478794$ | 10 | Yes | No |
| 3-130-33-a | ℙ2P2 × Fl(1, 3, 4) | 13 | $16.8458385$ | 13 | Yes | Yes |
| 3-130-33-b | Fl(1, 2, 4) × ℙ2P2 | 13 | $17.8227355$ | 12 | No | No |
| 3-130-33-c | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $17.8227355$ | 12 | No | No |
| 3-130-33-d | ℙ1P1 × ℙ2P2 × Gr(2, 5) | 12 | $18.7447162$ | 12 | Yes | Yes |
| 3-130-33-e | ℙ1P1 × ℙ2P2 × ℙ7P7 | 13 | $17$ | 11 | No | No |
| 3-130-33-f | ℙ1P1 × ℙ3P3 × ℙ5P5 | 13 | $16.7505513$ | 10 | No | No |
| 3-125-32-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 14 | $17.331417$ | 11 | No | No |
| 3-125-32-b | ℙ1P1 × ℙ3P3 × ℙ5P5 | 12 | $17.4124455$ | 11 | Yes | No |
| 3-124-32-a | Fl(1, 2, 4) × ℙ3P3 | 13 | $18.3923048$ | 13 | Yes | Yes |
| 3-120-31-a | ℙ1P1 × ℙ3P3 × ℙ4P4 | 13 | $19.3137085$ | 9 | No | No |
| 3-120-31-b | ℙ1P1 × ℙ2P2 × ℙ6P6 | 13 | $18.6886374$ | 10 | No | No |
| 3-120-31-c | ℙ1P1 × ℙ3P3 × ℙ4P4 | 12 | $18.7495201$ | 9 | No | No |
| 3-120-31-d | ℙ1P1 × Fl(1, 2, 4) | 12 | $18.7495201$ | 9 | No | No |
| 3-120-31-e | ℙ5P5 × ℙ7P7 | 8 | $18$ | 5 | No | No |
| 3-119-31-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 13 | $19.1803399$ | 11 | No | No |
| 3-116-30-a | ℙ2P2 × ℙ2P2 × ℙ3P3 | 13 | $19.5642197$ | 12 | No | No |
| 3-116-30-b | ℙ2P2 × ℙ2P2 × ℙ3P3 | 14 | $18.6476341$ | 14 | Yes | Yes |
| 3-115-30-a | ℙ1P1 × ℙ3P3 × ℙ4P4 | 13 | $19.4878664$ | 13 | Yes | Yes |
| 3-113-30-a | ℙ1P1 × ℙ2P2 × ℙ6P6 | 13 | $19.9239496$ | 10 | No | No |
| 3-113-30-b | ℙ1P1 × ℙ2P2 × Gr(2, 5) | 13 | $19.9239496$ | 10 | No | No |
| 3-113-30-c | ℙ1P1 × ℙ3P3 × ℙ5P5 | 13 | $19.9297538$ | 11 | No | No |
| 3-110-29-a | ℙ1P1 × ℙ2P2 × Gr(2, 4) | 14 | $20.0436309$ | 10 | No | No |
| 3-110-29-b | ℙ1P1 × ℙ2P2 × Gr(2, 4) | 14 | $20.72533$ | 10 | No | No |
| 3-110-29-c | ℙ1P1 × ℙ2P2 × ℙ5P5 | 13 | $20.0436309$ | 10 | No | No |
| 3-110-29-d | ℙ1P1 × ℙ2P2 × ℙ5P5 | 13 | $20.72533$ | 10 | No | No |
| 3-110-29-e | Fl(1, 2, 3) × ℙ3P3 | 13 | $20.554987$ | 12 | Yes | No |
| 3-110-29-f | ℙ2P2 × ℙ2P2 × ℙ3P3 | 14 | $20.0362058$ | 8 | No | No |
| 3-108-29-a | ℙ1P1 × ℙ2P2 × ℙ6P6 | 12 | $23.7777019$ | 8 | No | No |
| 3-105-28-a | ℙ1P1 × ℙ1P1 × Gr(2, 5) | 13 | $22.2935596$ | 8 | Yes | No |
| 3-104-28-a | ℙ1P1 × Fl(1, 2, 4) | 13 | $21.67426$ | 11 | No | No |
| 3-104-28-b | ℙ1P1 × ℙ2P2 × Gr(2, 4) | 12 | $24.2956723$ | 8 | No | No |
| 3-104-28-c | ℙ1P1 × ℙ2P2 × ℙ5P5 | 13 | $21.67426$ | 11 | No | No |
| 3-104-28-d | ℙ1P1 × ℙ2P2 × ℙ5P5 | 12 | $24.2956723$ | 8 | No | No |
| 3-103-28-a | ℙ1P1 × ℙ3P3 × ℙ4P4 | 12 | $20.7867325$ | 8 | No | No |
| 3-102-27-a | ℙ2P2 × ℙ2P2 × ℙ2P2 | 12 | $22$ | 7 | No | No |
| 3-100-27-a | ℙ1P1 × ℙ1P1 × Gr(2, 5) | 12 | $23.4109327$ | 7 | No | No |
| 3-100-27-b | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $22.6456058$ | 9 | No | No |
| 3-100-27-c | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $23.41054$ | 11 | No | No |
| 3-100-27-d | ℙ1P1 × Fl(1, 3, 4) | 13 | $22$ | 6 | No | No |
| 3-99-27-a | ℙ1P1 × ℙ2P2 × ℙ5P5 | 13 | $22.1722812$ | 10 | No | No |
| 3-98-27-a | Fl(1, 2, 4) × ℙ2P2 | 13 | $22.4316119$ | 10 | No | No |
| 3-95-26-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $23.7717741$ | 12 | No | No |
| 3-94-26-a | ℙ1P1 × Fl(1, 3, 4) | 13 | $24.5926281$ | 12 | No | No |
| 3-90-25-a | ℙ2P2 × ℙ2P2 × ℙ2P2 | 14 | $24$ | 4 | No | No |
| 3-90-25-b | ℙ4P4 × ℙ6P6 | 8 | $29$ | 5 | No | No |
| 3-89-25-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $28.5055759$ | 9 | No | No |
| 3-89-25-b | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $25.736337$ | 11 | No | No |
| 3-88-25-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $28.9254419$ | 10 | No | No |
| 3-88-25-b | Fl(1, 5, 8) | 9 | $28$ | 4 | No | No |
| 3-86-24-a | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $26.5082986$ | 11 | No | No |
| 3-84-24-a | ℙ1P1 × ℙ1P1 × ℙ6P6 | 12 | $28.8987662$ | 7 | No | No |
| 3-84-24-b | Fl(1, 2, 3) × ℙ2P2 | 13 | $26.9161262$ | 7 | No | No |
| 3-83-24-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 13 | $26.5604689$ | 10 | No | No |
| 3-81-24-a | ℙ1P1 × ℙ2P2 × ℙ5P5 | 12 | $35.7259732$ | 8 | No | No |
| 3-80-23-a | ℙ1P1 × ℙ1P1 × Gr(2, 4) | 12 | $30$ | 4 | No | No |
| 3-80-23-b | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $28.0767963$ | 10 | No | No |
| 3-78-23-a | ℙ1P1 × ℙ2P2 × ℙ4P4 | 12 | $36.1828857$ | 8 | No | No |
| 3-74-22-a | ℙ1P1 × ℙ1P1 × Gr(2, 4) | 13 | $33.0265658$ | 8 | No | No |
| 3-74-22-b | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $30.7788087$ | 9 | No | No |
| 3-68-21-a | ℙ1P1 × ℙ2P2 × ℙ3P3 | 13 | $35.8460664$ | 10 | No | No |
| 3-66-21-a | Fl(1, 4, 7) | 9 | $41.7846097$ | 5 | No | No |
| 3-65-20-a | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $37.2934025$ | 8 | No | No |
| 3-64-20-a | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $38.3606798$ | 5 | No | No |
| 3-63-20-a | ℙ1P1 × ℙ1P1 × ℙ5P5 | 12 | $42.7032672$ | 7 | No | No |
| 3-62-20-a | ℙ1P1 × ℙ2P2 × ℙ3P3 | 12 | $46.350333$ | 11 | Yes | No |
| 3-60-19-a | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $43.7846097$ | 5 | No | No |
| 3-54-18-a | ℙ1P1 × ℙ2P2 × ℙ2P2 | 13 | $44.4721165$ | 7 | No | No |
| 3-53-18-a | ℙ1P1 × ℙ1P1 × ℙ4P4 | 12 | $51.881972$ | 10 | No | No |
| 3-44-16-a | ℙ1P1 × ℙ1P1 × ℙ3P3 | 12 | $62.5463978$ | 5 | No | No |
| 4-432-90-a | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 16 | $6.80421672$ | 16 | Yes | Yes |
| 4-385-81-a | ℙ2P2 × Fl(2, 3, 7) | 13 | $7.54688474$ | 9 | Yes | No |
| 4-384-81-a | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 16 | $7.27742398$ | 12 | Yes | No |
| 4-384-81-b | ℙ1P1 × ℙ2P2 × ℙ3P3 × ℙ3P3 | 16 | $7.39429073$ | 16 | Yes | Yes |
| 4-384-81-c | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 | 16 | $8$ | 5 | Yes | No |
| 4-369-78-a | ℙ2P2 × ℙ2P2 × Fl(2, 3, 5) | 17 | $7.55638227$ | 17 | Yes | Yes |
| 4-367-78-a | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 15 | $7.81349343$ | 15 | Yes | Yes |
| 4-357-76-a | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 16 | $7.61695095$ | 16 | Yes | Yes |
| 4-352-75-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 16 | $7.76120869$ | 16 | Yes | Yes |
| 4-352-75-b | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 16 | $7.8855782$ | 16 | Yes | Yes |
| 4-352-75-c | ℙ1P1 × Fl(1, 3, 6) | 12 | $7.85683095$ | 12 | Yes | Yes |
| 4-347-74-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 16 | $7.75631328$ | 16 | Yes | Yes |
| 4-326-70-a | ℙ2P2 × Fl(1, 3, 6) | 13 | $8.22489168$ | 13 | Yes | Yes |
| 4-322-69-a | Fl(1, 2, 6) × ℙ4P4 | 13 | $7.59920951$ | 10 | Yes | No |
| 4-321-69-a | ℙ1P1 × ℙ2P2 × Fl(2, 3, 5) | 17 | $8.26943301$ | 17 | Yes | Yes |
| 4-320-69-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 17 | $8.42149907$ | 17 | Yes | Yes |
| 4-320-69-b | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 16 | $8.62584952$ | 16 | Yes | Yes |
| 4-320-69-c | Fl(1, 2, 4) × ℙ4P4 | 12 | $8.269769$ | 12 | Yes | Yes |
| 4-314-68-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 16 | $8.60718128$ | 16 | Yes | Yes |
| 4-310-67-a | ℙ1P1 × ℙ2P2 × Fl(1, 3, 5) | 17 | $8.26051478$ | 17 | Yes | Yes |
| 4-309-67-a | ℙ1P1 × Fl(1, 2, 6) × ℙ3P3 | 17 | $8.39272746$ | 17 | Yes | Yes |
| 4-305-66-a | ℙ2P2 × ℙ2P2 × Fl(1, 3, 5) | 18 | $8.32727615$ | 14 | Yes | No |
| 4-304-66-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ4P4 | 17 | $8.56171705$ | 9 | Yes | No |
| 4-304-66-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $8.71219215$ | 17 | Yes | Yes |
| 4-304-66-c | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 16 | $8.64269568$ | 12 | Yes | No |
| 4-304-66-d | Fl(1, 2, 5) × ℙ2P2 | 13 | $8.85631391$ | 13 | Yes | Yes |
| 4-303-66-a | Fl(1, 2, 4) × Fl(1, 2, 5) | 16 | $8.73421329$ | 16 | Yes | Yes |
| 4-299-65-a | ℙ1P1 × Fl(1, 2, 5) × ℙ4P4 | 16 | $8.53037412$ | 15 | Yes | No |
| 4-293-64-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 16 | $8.98640492$ | 13 | Yes | No |
| 4-290-63-a | Fl(1, 2, 4) × ℙ2P2 × ℙ2P2 | 18 | $8.26078237$ | 10 | Yes | No |
| 4-289-63-a | Fl(1, 2, 4) × ℙ2P2 × ℙ4P4 | 18 | $8.57520434$ | 18 | Yes | Yes |
| 4-288-63-a | ℙ1P1 × Fl(1, 2, 3) × ℙ2P2 | 16 | $9.28131955$ | 16 | Yes | Yes |
| 4-288-63-b | ℙ1P1 × Fl(1, 2, 6) × ℙ2P2 | 16 | $9.09016994$ | 16 | Yes | Yes |
| 4-286-63-a | ℙ2P2 × ℙ3P3 × Gr(2, 4) | 13 | $9.6007564$ | 12 | Yes | No |
| 4-286-63-b | ℙ2P2 × ℙ3P3 × ℙ5P5 | 12 | $9.6007564$ | 12 | Yes | Yes |
| 4-283-62-a | ℙ1P1 × Fl(1, 2, 6) × ℙ2P2 | 17 | $8.89391327$ | 17 | Yes | Yes |
| 4-282-62-a | ℙ1P1 × Fl(1, 2, 5) × ℙ4P4 | 16 | $9$ | 12 | Yes | No |
| 4-282-62-b | ℙ1P1 × ℙ3P3 × Gr(2, 4) | 13 | $9$ | 12 | Yes | No |
| 4-282-62-c | ℙ1P1 × ℙ3P3 × ℙ5P5 | 12 | $9$ | 12 | Yes | Yes |
| 4-282-62-d | ℙ1P1 × ℙ3P3 × Fl(1, 4, 5) | 16 | $9$ | 12 | Yes | No |
| 4-278-61-a | ℙ2P2 × ℙ2P2 × ℙ2P2 × Gr(2, 4) | 16 | $9.26433997$ | 12 | Yes | No |
| 4-277-61-a | Fl(1, 2, 5) × ℙ2P2 × ℙ2P2 | 17 | $9.31886711$ | 17 | Yes | Yes |
| 4-277-61-b | ℙ1P1 × Fl(1, 2, 6) × ℙ2P2 | 16 | $9.37854909$ | 16 | Yes | Yes |
| 4-277-61-c | ℙ1P1 × Fl(1, 2, 3, 5) | 17 | $9.28263704$ | 17 | Yes | Yes |
| 4-272-60-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $9.61450571$ | 13 | Yes | No |
| 4-272-60-b | Fl(1, 2, 4) × ℙ2P2 | 13 | $9.61450571$ | 13 | Yes | Yes |
| 4-272-60-c | ℙ2P2 × ℙ3P3 × ℙ3P3 | 13 | $9.61450571$ | 13 | Yes | Yes |
| 4-272-60-d | ℙ1P1 × ℙ2P2 × Fl(1, 3, 5) | 17 | $9.61450571$ | 13 | Yes | No |
| 4-272-60-e | ℙ1P1 × ℙ3P3 × Fl(2, 3, 5) | 17 | $9.61450571$ | 13 | Yes | No |
| 4-262-58-a | ℙ2P2 × ℙ2P2 × ℙ3P3 × ℙ3P3 | 18 | $9.45806308$ | 11 | Yes | No |
| 4-260-58-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 16 | $10.2248917$ | 13 | Yes | No |
| 4-260-58-b | ℙ2P2 × Fl(1, 3, 4) | 13 | $10.2248917$ | 13 | Yes | Yes |
| 4-257-57-a | ℙ2P2 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 17 | $9.70734231$ | 13 | Yes | No |
| 4-257-57-b | ℙ1P1 × ℙ2P2 × Fl(1, 3, 5) | 18 | $9.57958302$ | 18 | Yes | Yes |
| 4-257-57-c | ℙ1P1 × ℙ2P2 × Fl(2, 3, 5) | 18 | $9.57958302$ | 18 | Yes | Yes |
| 4-257-57-d | ℙ1P1 × ℙ2P2 × Fl(2, 3, 5) | 17 | $9.72655727$ | 17 | Yes | Yes |
| 4-256-57-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ3P3 | 17 | $9.85683095$ | 13 | Yes | No |
| 4-256-57-b | ℙ2P2 × ℙ2P2 × ℙ4P4 | 12 | $10.3238764$ | 12 | Yes | Yes |
| 4-256-57-c | ℙ2P2 × ℙ2P2 × Fl(1, 3, 4) | 16 | $10$ | 8 | Yes | No |
| 4-256-57-d | ℙ2P2 × ℙ2P2 × ℙ3P3 × ℙ3P3 | 18 | $9.75297227$ | 14 | Yes | No |
| 4-256-57-e | ℙ1P1 × Fl(1, 3, 4) | 13 | $9.85683095$ | 13 | Yes | Yes |
| 4-256-57-f | ℙ1P1 × ℙ1P1 × Fl(2, 3, 6) | 17 | $9.85683095$ | 13 | Yes | No |
| 4-246-55-a | ℙ1P1 × Fl(1, 2, 4) × ℙ2P2 | 17 | $10.3036205$ | 17 | Yes | Yes |
| 4-246-55-b | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 17 | $10.2538901$ | 16 | Yes | No |
| 4-246-55-c | ℙ1P1 × Fl(1, 2, 3, 4) | 17 | $10.3036205$ | 17 | Yes | Yes |
| 4-246-55-d | ℙ1P1 × ℙ1P1 × Fl(1, 2, 6) | 16 | $10.2863819$ | 14 | Yes | No |
| 4-241-54-a | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 16 | $10.1932843$ | 16 | Yes | Yes |
| 4-240-54-a | ℙ1P1 × ℙ1P1 × Fl(1, 2, 3) | 16 | $10.8563139$ | 12 | Yes | No |
| 4-240-54-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ2P2 | 17 | $10.4861413$ | 17 | Yes | Yes |
| 4-240-54-c | ℙ2P2 × Fl(1, 3, 4) | 12 | $10.8563139$ | 12 | Yes | Yes |
| 4-240-54-d | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ5P5 | 17 | $10.4861413$ | 17 | Yes | Yes |
| 4-240-54-e | ℙ1P1 × ℙ2P2 × Fl(2, 3, 5) | 17 | $10.4861413$ | 17 | Yes | Yes |
| 4-236-53-a | ℙ1P1 × Fl(1, 2, 4) × ℙ2P2 | 18 | $10.2315397$ | 14 | Yes | No |
| 4-236-53-b | ℙ1P1 × Fl(1, 3, 7) | 14 | $10.2315397$ | 14 | Yes | Yes |
| 4-235-53-a | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 18 | $10.4822572$ | 18 | Yes | Yes |
| 4-235-53-b | ℙ1P1 × ℙ2P2 × Fl(1, 4, 5) | 17 | $10.3822687$ | 17 | Yes | Yes |
| 4-235-53-c | ℙ1P1 × ℙ1P1 × Fl(1, 2, 6) | 17 | $10.4638742$ | 13 | Yes | No |
| 4-230-52-a | Fl(1, 2, 3) × Fl(1, 2, 4) | 17 | $10.7825807$ | 16 | Yes | No |
| 4-230-52-b | ℙ1P1 × ℙ2P2 × ℙ2P2 × Gr(2, 4) | 17 | $10.8275008$ | 12 | Yes | No |
| 4-230-52-c | ℙ1P1 × Fl(1, 2, 4) × ℙ2P2 | 17 | $10.8763769$ | 17 | Yes | Yes |
| 4-230-52-d | Fl(1, 2, 5) × Gr(2, 4) | 13 | $10.3234041$ | 11 | Yes | No |
| 4-230-52-e | Fl(1, 2, 5) × ℙ5P5 | 12 | $10.3234041$ | 11 | Yes | No |
| 4-230-52-f | ℙ1P1 × Fl(1, 2, 3, 4) | 17 | $10.8275008$ | 12 | Yes | No |
| 4-230-52-g | ℙ1P1 × Fl(1, 2, 6) | 12 | $10.8275008$ | 12 | Yes | Yes |
| 4-230-52-h | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ5P5 | 17 | $10.8763769$ | 17 | Yes | Yes |
| 4-230-52-i | ℙ1P1 × Fl(1, 5, 7) | 12 | $10.8275008$ | 12 | Yes | Yes |
| 4-230-52-j | Fl(1, 3, 6) × ℙ4P4 | 12 | $10.3234041$ | 11 | Yes | No |
| 4-229-52-a | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 17 | $10.6077015$ | 17 | Yes | Yes |
| 4-228-51-a | Fl(1, 3, 4) × Gr(2, 4) | 13 | $10$ | 7 | Yes | No |
| 4-215-49-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 18 | $10.8242262$ | 11 | Yes | No |
| 4-215-49-b | ℙ1P1 × ℙ2P2 × Fl(1, 3, 5) | 17 | $11.0351269$ | 14 | Yes | No |
| 4-214-49-a | ℙ1P1 × Fl(1, 2, 4) × ℙ2P2 | 17 | $11.6230845$ | 17 | Yes | Yes |
| 4-214-49-b | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 17 | $11.6230845$ | 17 | Yes | Yes |
| 4-214-49-c | ℙ1P1 × ℙ2P2 × Fl(1, 3, 4) | 18 | $11.3587813$ | 17 | Yes | No |
| 4-214-49-d | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ5P5 | 17 | $11.422244$ | 14 | Yes | No |
| 4-209-48-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 17 | $11.6268113$ | 17 | Yes | Yes |
| 4-209-48-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × Gr(2, 5) | 18 | $11.491981$ | 13 | Yes | No |
| 4-209-48-c | ℙ2P2 × Fl(1, 5, 7) | 14 | $11.491981$ | 13 | Yes | No |
| 4-209-48-d | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ6P6 | 18 | $11.491981$ | 13 | Yes | No |
| 4-208-48-a | ℙ2P2 × ℙ4P4 × ℙ6P6 | 12 | $11.7196129$ | 11 | No | No |
| 4-204-47-a | ℙ1P1 × ℙ1P1 × Fl(1, 2, 4) | 17 | $12.0586295$ | 16 | Yes | No |
| 4-204-47-b | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 17 | $11.7200264$ | 12 | Yes | No |
| 4-204-47-c | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 17 | $12.0586295$ | 16 | Yes | No |
| 4-204-47-d | Fl(1, 2, 3) × Fl(1, 2, 3) | 16 | $12$ | 5 | No | No |
| 4-203-47-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 17 | $12.3644716$ | 17 | Yes | Yes |
| 4-202-47-a | ℙ1P1 × ℙ2P2 × ℙ3P3 × ℙ3P3 | 17 | $12.0543378$ | 12 | No | No |
| 4-199-46-a | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 16 | $11.8112876$ | 13 | No | No |
| 4-194-45-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 16 | $12.1669188$ | 16 | Yes | Yes |
| 4-194-45-b | ℙ1P1 × ℙ2P2 × Fl(1, 3, 4) | 18 | $12.2315397$ | 14 | Yes | No |
| 4-192-45-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 | 17 | $12.6893597$ | 9 | Yes | No |
| 4-192-45-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ5P5 | 17 | $12.6893597$ | 9 | Yes | No |
| 4-192-45-c | ℙ1P1 × ℙ1P1 × ℙ2P2 × Gr(2, 5) | 17 | $12.6893597$ | 9 | Yes | No |
| 4-192-45-d | ℙ2P2 × Fl(1, 5, 6) | 13 | $12.6893597$ | 9 | Yes | No |
| 4-188-44-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ5P5 | 18 | $12.7309277$ | 14 | Yes | No |
| 4-188-44-b | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 18 | $12.422431$ | 18 | Yes | Yes |
| 4-188-44-c | ℙ1P1 × ℙ1P1 × Fl(1, 2, 4) | 18 | $12.7309277$ | 14 | Yes | No |
| 4-188-44-d | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 17 | $13.0989578$ | 17 | Yes | Yes |
| 4-188-44-e | ℙ1P1 × Fl(1, 2, 3) × ℙ3P3 | 18 | $12.8275008$ | 13 | Yes | No |
| 4-188-44-f | ℙ2P2 × Fl(1, 4, 6) | 14 | $12.7309277$ | 14 | Yes | Yes |
| 4-187-44-a | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 17 | $12.6977722$ | 15 | No | No |
| 4-182-43-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × Gr(2, 4) | 17 | $13.6943052$ | 15 | Yes | No |
| 4-182-43-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ5P5 | 16 | $13.6943052$ | 15 | Yes | No |
| 4-182-43-c | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 17 | $13.2000608$ | 17 | Yes | Yes |
| 4-182-43-d | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 17 | $13.0501886$ | 17 | Yes | Yes |
| 4-182-43-e | ℙ2P2 × Fl(1, 3, 6) | 13 | $13.4960947$ | 9 | No | No |
| 4-178-42-a | ℙ2P2 × ℙ3P3 × Gr(2, 4) | 13 | $13$ | 10 | No | No |
| 4-178-42-b | ℙ2P2 × ℙ3P3 × ℙ5P5 | 12 | $13$ | 10 | No | No |
| 4-176-42-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ3P3 | 17 | $14.6042713$ | 17 | Yes | Yes |
| 4-172-41-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 17 | $13.923227$ | 12 | No | No |
| 4-172-41-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × Gr(2, 4) | 17 | $14.3525941$ | 15 | Yes | No |
| 4-172-41-c | ℙ1P1 × ℙ1P1 × Fl(1, 2, 4) | 17 | $13.923227$ | 12 | No | No |
| 4-172-41-d | ℙ1P1 × ℙ1P1 × Fl(1, 3, 4) | 18 | $14$ | 8 | No | No |
| 4-172-41-e | ℙ1P1 × ℙ4P4 × ℙ6P6 | 12 | $13.7777019$ | 10 | No | No |
| 4-172-41-f | ℙ2P2 × Fl(1, 4, 5) | 13 | $13.923227$ | 12 | No | No |
| 4-167-40-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 17 | $13.8932328$ | 14 | Yes | No |
| 4-167-40-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 18 | $14.3085991$ | 13 | Yes | No |
| 4-167-40-c | ℙ2P2 × Fl(1, 3, 5) | 14 | $14.3085991$ | 13 | Yes | No |
| 4-162-39-a | ℙ1P1 × Fl(1, 2, 3) × ℙ2P2 | 16 | $15.3301986$ | 16 | Yes | Yes |
| 4-162-39-b | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ2P2 | 17 | $14.8026761$ | 11 | Yes | No |
| 4-162-39-c | ℙ1P1 × Fl(1, 2, 3) × ℙ2P2 | 17 | $14.568461$ | 13 | Yes | No |
| 4-160-39-a | Fl(1, 2, 5) × ℙ2P2 | 13 | $15.7995625$ | 11 | No | No |
| 4-156-38-a | ℙ1P1 × Fl(1, 2, 3) × ℙ2P2 | 17 | $15.4108573$ | 12 | Yes | No |
| 4-156-38-b | ℙ1P1 × Fl(1, 4, 7) | 12 | $15.5462975$ | 9 | No | No |
| 4-155-38-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 16 | $16.1941715$ | 15 | No | No |
| 4-152-37-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $15.4960947$ | 10 | No | No |
| 4-152-37-b | ℙ2P2 × Fl(1, 3, 4) | 13 | $15.4960947$ | 10 | No | No |
| 4-148-36-a | ℙ2P2 × ℙ2P2 × ℙ4P4 | 12 | $15.0860795$ | 11 | No | No |
| 4-146-36-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × Gr(2, 4) | 18 | $16.3923048$ | 8 | Yes | No |
| 4-146-36-b | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ5P5 | 17 | $16.3923048$ | 8 | Yes | No |
| 4-146-36-c | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 18 | $16.1348459$ | 14 | Yes | No |
| 4-146-36-d | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $16.835429$ | 14 | No | No |
| 4-146-36-e | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $16.6155403$ | 12 | Yes | No |
| 4-146-36-f | Fl(1, 2, 4) × ℙ2P2 | 13 | $16.6155403$ | 12 | Yes | No |
| 4-146-36-g | ℙ2P2 × ℙ3P3 × ℙ3P3 | 13 | $16.6155403$ | 12 | Yes | No |
| 4-146-36-h | ℙ1P1 × Fl(1, 4, 6) | 13 | $16.3923048$ | 8 | Yes | No |
| 4-142-35-a | ℙ1P1 × ℙ3P3 × Gr(2, 4) | 13 | $15.6568542$ | 10 | No | No |
| 4-140-35-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $16.3031897$ | 10 | No | No |
| 4-140-35-b | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 17 | $17.4366182$ | 17 | Yes | Yes |
| 4-136-34-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ4P4 | 17 | $17.5462975$ | 10 | No | No |
| 4-136-34-b | ℙ1P1 × Fl(1, 4, 5) | 13 | $17.5462975$ | 10 | No | No |
| 4-134-34-a | ℙ1P1 × Fl(1, 3, 6) | 12 | $18.2360583$ | 8 | No | No |
| 4-132-33-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ2P2 | 16 | $17.7995625$ | 10 | No | No |
| 4-132-33-b | ℙ2P2 × Fl(1, 3, 4) | 12 | $17.7995625$ | 10 | No | No |
| 4-126-32-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ2P2 | 18 | $18.1803399$ | 8 | Yes | No |
| 4-125-32-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ4P4 | 17 | $19.0883355$ | 11 | No | No |
| 4-125-32-b | ℙ1P1 × Fl(1, 3, 5) | 13 | $19.0883355$ | 11 | No | No |
| 4-120-31-a | ℙ1P1 × ℙ1P1 × Fl(1, 2, 3) | 17 | $19.3137085$ | 7 | No | No |
| 4-116-30-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ3P3 | 17 | $20.2360583$ | 9 | No | No |
| 4-116-30-b | ℙ1P1 × Fl(1, 3, 4) | 13 | $20.2360583$ | 9 | No | No |
| 4-114-30-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ2P2 | 17 | $21.412713$ | 17 | Yes | Yes |
| 4-104-28-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ3P3 | 17 | $23$ | 7 | No | No |
| 4-84-24-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 | 17 | $28.2086907$ | 6 | No | No |
| 5-310-67-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 × ℙ3P3 | 21 | $8.52267384$ | 14 | Yes | No |
| 5-299-65-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 20 | $9$ | 13 | Yes | No |
| 5-283-62-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ4P4 | 21 | $9.29027651$ | 15 | Yes | No |
| 5-283-62-b | ℙ1P1 × Fl(1, 2, 5) × ℙ3P3 | 16 | $9.29027651$ | 15 | Yes | No |
| 5-278-61-a | ℙ1P1 × ℙ1P1 × Fl(1, 2, 4) × ℙ2P2 | 21 | $9.49727019$ | 21 | Yes | Yes |
| 5-272-60-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × Fl(1, 3, 4) | 21 | $9.81520585$ | 21 | Yes | Yes |
| 5-256-57-a | ℙ1P1 × Fl(1, 2, 5) × ℙ2P2 | 16 | $10.4154119$ | 15 | Yes | No |
| 5-252-56-a | ℙ1P1 × ℙ2P2 × ℙ3P3 × ℙ4P4 | 16 | $9.81168862$ | 15 | Yes | No |
| 5-251-56-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 21 | $10.4098747$ | 17 | Yes | No |
| 5-251-56-b | ℙ1P1 × ℙ2P2 × Fl(1, 3, 5) | 17 | $10.4098747$ | 17 | Yes | Yes |
| 5-250-56-a | ℙ1P1 × ℙ2P2 × ℙ3P3 × Gr(2, 4) | 17 | $10.5886971$ | 16 | Yes | No |
| 5-246-55-a | ℙ1P1 × ℙ1P1 × Fl(1, 2, 3) × ℙ2P2 | 21 | $10.6375879$ | 14 | Yes | No |
| 5-236-53-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 21 | $10.5918776$ | 15 | Yes | No |
| 5-230-52-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 22 | $11.1899247$ | 16 | Yes | No |
| 5-230-52-b | ℙ1P1 × ℙ2P2 × ℙ3P3 × ℙ3P3 | 17 | $11.1899247$ | 16 | Yes | No |
| 5-230-52-c | ℙ1P1 × Fl(1, 2, 4) × ℙ2P2 | 17 | $11.1899247$ | 16 | Yes | No |
| 5-230-52-d | ℙ1P1 × ℙ1P1 × Fl(1, 3, 6) | 16 | $11.2344224$ | 13 | Yes | No |
| 5-224-51-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ3P3 | 21 | $11.6326819$ | 17 | Yes | No |
| 5-224-51-b | ℙ1P1 × ℙ2P2 × Fl(1, 3, 4) | 17 | $11.6326819$ | 17 | Yes | Yes |
| 5-220-50-a | ℙ1P1 × ℙ2P2 × ℙ2P2 × ℙ4P4 | 16 | $11.4685657$ | 15 | Yes | No |
| 5-214-49-a | ℙ1P1 × ℙ1P1 × ℙ3P3 × Gr(2, 4) | 17 | $11.6568542$ | 11 | Yes | No |
| 5-214-49-b | Fl(1, 3, 6) × ℙ3P3 | 12 | $11.6568542$ | 11 | Yes | No |
| 5-214-49-c | ℙ3P3 × ℙ3P3 × Gr(2, 4) | 13 | $11.6568542$ | 11 | Yes | No |
| 5-214-49-d | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ5P5 | 16 | $11.6568542$ | 11 | Yes | No |
| 5-209-48-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ4P4 | 23 | $12.0269371$ | 9 | Yes | No |
| 5-209-48-b | ℙ1P1 × ℙ1P1 × Fl(1, 3, 5) | 18 | $12.0269371$ | 9 | Yes | No |
| 5-209-48-c | Fl(1, 4, 8) | 9 | $12.0269371$ | 9 | Yes | Yes |
| 5-209-48-d | ℙ1P1 × Fl(1, 3, 6) | 13 | $12.0269371$ | 9 | Yes | No |
| 5-208-48-a | ℙ1P1 × ℙ1P1 × Fl(1, 2, 5) | 16 | $12.4428745$ | 9 | Yes | No |
| 5-204-47-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × Fl(1, 2, 3) | 21 | $12.4154119$ | 15 | Yes | No |
| 5-204-47-b | ℙ1P1 × ℙ2P2 × Fl(1, 3, 4) | 16 | $12.4154119$ | 15 | Yes | No |
| 5-200-46-a | ℙ2P2 × Gr(2, 4) × Gr(2, 4) | 12 | $11.5595263$ | 8 | No | No |
| 5-198-46-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ2P2 | 22 | $12.7929595$ | 14 | Yes | No |
| 5-188-44-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ3P3 | 22 | $13.2344224$ | 12 | Yes | No |
| 5-188-44-b | ℙ1P1 × ℙ1P1 × ℙ3P3 × ℙ3P3 | 17 | $13.2344224$ | 12 | Yes | No |
| 5-188-44-c | ℙ1P1 × ℙ1P1 × Fl(1, 2, 4) | 17 | $13.2344224$ | 12 | Yes | No |
| 5-188-44-d | ℙ1P1 × ℙ1P1 × Fl(1, 3, 4) | 17 | $13.2344224$ | 12 | Yes | No |
| 5-184-43-a | ℙ1P1 × ℙ1P1 × ℙ2P2 × ℙ4P4 | 16 | $12.9148198$ | 10 | No | No |
| 5-168-40-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 | 21 | $14.4428745$ | 7 | No | No |
| 5-168-40-b | ℙ1P1 × ℙ1P1 × Fl(1, 3, 4) | 16 | $14.4428745$ | 7 | No | No |
| 5-156-38-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ2P2 | 22 | $15.8376501$ | 11 | Yes | No |
| 5-120-31-a | ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 × ℙ1P1 | 22 | $20$ | 4 | No | No |
| 6-230-51-a | Fl(2, 3, 5) | 9 | $10$ | 6 | Yes | No |
| 6-172-40-a | Gr(2, 4) × Gr(2, 5) | 10 | $11.7130908$ | 8 | No | No |
| 8-80-21-a | Gr(2, 7) | 6 | $20$ | 3 | No | No |