NUE_13
Records held: 13, across 10 problems. Verified breakthroughs: 4. Longest standing: 18 days.
Contribution25
Current rank#10
Records held13
Breakthroughs30
Scoring & awards ↗
- Record points
- 13
- Proof points
- 0
- Breakthrough points
- 12
- Special-contribution points
- 0
VERIFIED BREAKTHROUGHS
Verified breakthroughs
4 of this player's breakthroughs passed review of the external source, metric, numerical precision and complete construction. The distinction and points remain even after the record changes hands.
Show 4 breakthroughs+
VERIFIEDP51n = 21Lighting a unit square172.658+→184.0090712026-09-05+6.573692%Permanent +3 contributionInspect construction and certificate →VERIFIEDP51n = 18Lighting a unit square141.556+→147.3399462026-09-05+4.085242%Permanent +3 contributionInspect construction and certificate →VERIFIEDP51n = 10Lighting a unit square62.408+→63.5334092026-09-05+1.801678%Permanent +3 contributionInspect construction and certificate →VERIFIEDP51n = 5Lighting a unit square22.213+→22.2415392026-09-05+0.123971%Permanent +3 contributionInspect construction and certificate →
Records held over time
Records held right now
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Not drawn above: 1 more.
Breakthrough history
Every record ever taken stays here, even once overtaken — losing a record does not mean losing the credit.
The sofa in a hairpinP80 · 隔墙厚度 w = 1/5
<0.01% better
HumanMinimum star discrepancy in the unit squareP54 · n = 26
<0.01% better
HumanMinimum star discrepancy in the unit squareP54 · n = 25
<0.01% better
HumanMinimum star discrepancy in the unit squareP54 · n = 23
<0.01% better
HumanThe most uniform sampling mesh in the unit squareP56 · n = 24
0.33% better
HumanThe most uniform sampling mesh in the unit squareP56 · n = 16
<0.01% better
HumanThe most uniform sampling mesh in the unit squareP56 · n = 19
<0.01% better
HumanThe sofa in a hairpinP80 · 隔墙厚度 w = 1/10
1.04% better
HumanCovering a regular pentagon with n equal discsP75 · n = 18
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 15
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 13
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 11
<0.01% better
HumanLighting a unit squareP51 · n = 21
<0.01% better
HumanLighting a unit squareP51 · n = 10
<0.01% better
HumanLighting a unit squareP51 · n = 18
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 10
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 9
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 8
<0.01% better
HumanCovering a regular pentagon with n equal discsP75 · n = 7
<0.01% better
HumanSpreading points in an LP19 · n = 9
55.08% better
HumanEqual circles in a plus signP10 · n = 7
0.39% better
HumanMinimum star discrepancy in the unit squareP54 · n = 35
84.01% better
HumanMinimum star discrepancy in the unit squareP54 · n = 34
86.09% better
HumanMinimum star discrepancy in the unit squareP54 · n = 33
84.84% better
HumanMinimum star discrepancy in the unit squareP54 · n = 32
84.16% better
HumanMinimum star discrepancy in the unit squareP54 · n = 31
85.80% better
HumanMinimum star discrepancy in the unit squareP54 · n = 30
84.33% better
HumanMinimum star discrepancy in the unit squareP54 · n = 29
83.28% better
HumanSmallest ratio of largest to smallest distanceP52 · n = 9
0.18% better
HumanMinimum star discrepancy in the unit squareP54 · n = 28
83.40% better
Human