MinMax Arena
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← Back to the standingsPLAYER · #72

邱仲普

Records held: 293, across 28 problems. Verified breakthroughs: 21. Longest-standing record: 63 days.

Contribution292
Current rank#3
Records held293
Breakthroughs30
Scoring & awards ↗
Site #1
292
Proof points
0
World #1
0
Special-contribution points
0
VERIFIED BREAKTHROUGHS

Verified breakthroughs

21 breakthroughs passed review of source, units, precision, and construction. Historical honours remain permanently; world #1 points apply only while currently eligible.

Show 21 breakthroughsHide 21 breakthroughs
VERIFIEDP51n = 21Lighting a unit square[172.658, 172.659)→183.9924432026-09-05+6.564062%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 28Lighting a unit square[252.447, 252.448)→267.5911732026-09-05+5.998532%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 20Lighting a unit square[165.272, 165.273)→174.3694622026-09-05+5.503901%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 18Lighting a unit square[141.556, 141.557)→147.2861332026-09-05+4.047227%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 27Lighting a unit square[242.055, 242.056)→251.8276622026-09-05+4.036943%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 19Lighting a unit square[152.854, 152.855)→158.6245982026-09-05+3.774556%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 30Lighting a unit square[285.345, 285.346)→294.2464862026-09-05+3.119191%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 35Lighting a unit square[347.195, 347.196)→357.3299822026-09-05+2.918807%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 26Lighting a unit square[234.759, 234.760)→239.2318172026-09-05+1.904846%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 10Lighting a unit square[62.408, 62.409)→63.5318132026-09-05+1.79912%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 34Lighting a unit square[337.906, 337.907)→343.494392026-09-05+1.653529%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 15Lighting a unit square[113.191, 113.192)→114.9244032026-09-05+1.5305%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 25Lighting a unit square[225.100, 225.101)→227.8075812026-09-05+1.202385%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 24Lighting a unit square[215.573, 215.574)→217.9356822026-09-05+1.095532%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 16Lighting a unit square[124.553, 124.554)→125.4170652026-09-05+0.692924%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 17Lighting a unit square[133.907, 133.908)→134.7493142026-09-05+0.628278%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 29Lighting a unit square[282.856, 282.857)→283.7054082026-09-05+0.299942%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 31Lighting a unit square[305.298, 305.299)→305.6395712026-09-05+0.111553%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP51n = 32Lighting a unit square[317.203, 317.204)→317.4890612026-09-05+0.089867%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP64d = 5, n = 19The most separated family of subspaces[1.1761278309, 1.1761278310]→1.176128992026-09-05+0.000099%Historical honour · no current pointsInspect construction and certificate →VERIFIEDP64d = 5, n = 20The most separated family of subspaces[1.1619417514, 1.1619417515]→1.1619418352026-09-05+0.000007%Historical honour · no current pointsInspect construction and certificate →

Records held over time

63d agopeak 375now 293

Records held right now

Packing circles of radius 1,2,…,n into a squareP13 · n = 58488.598312427
Equal circles in regular polygonsP82 · m = 6 · n = 460.120631837
Tans in a squareP89 · n = 233.463636757
Minimum L2-star discrepancy in the unit hypercubeP59 · d = 8, n = 80.010393980133
The smallest triangle in a plus signP25 · n = 120.194331691151725144
The biggest little polygonP53 · n = 140.7675310110952631555
The smallest triangle in an LP24 · n = 120.101378470860326079
Heilbronn minimum tetrahedron volumeP72 · n = 8234666626540786580399725792 / (6·10²⁷)
Dominoes in a squareP90 · n = 338.70710679
L's in a squareP91 · n = 228.656909044
Equilateral triangles in a squareP83 · n = 72.000000005
Regular pentagons in a squareP86 · n = 104.905820411

Not drawn above: 281 more.

Breakthrough history

Every record ever set by this player is preserved here, even if later surpassed.

Packing circles of radius 1,2,…,n into a squareP13 · n = 58
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 56
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 48
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 52
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 47
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Equal circles in regular polygonsP82 · m = 6 · n = 46
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 45
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 43
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 41
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 38
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 23
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 22
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 21
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 20
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 19
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 15
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 17
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 13
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 11
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Equal circles in regular polygonsP82 · m = 6 · n = 56
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Equal circles in regular polygonsP82 · m = 6 · n = 53
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Equal circles in regular polygonsP82 · m = 6 · n = 54
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Minimum L2-star discrepancy in the unit hypercubeP59 · d = 8, n = 8
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 35
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 34
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Minimum L2-star discrepancy in the unit hypercubeP59 · d = 2, n = 32
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 6
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 9
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Tans in a squareP89 · n = 7
<0.01% better
AI · OpenAI: GPT-5.6 Sol
Packing circles of radius 1,2,…,n into a squareP13 · n = 32
<0.01% better
AI · OpenAI: GPT-5.6 Sol