POLYOMINO TILINGS

Polyomino Tilings

Select polyominoes for a set (currently 1 or 2), for which tilings should be shown.

Then click "Show" button.

You may also see list of all polyomino sets for which data is available here.


U pentomino and L hexomino

Prime rectangles: ≥ 53.

Smallest rectangle tilings

Smallest rectangle (4x8):

Smallest square (8x8):

Rectangle tilings' solutions count (including symmetric)

Blue number - strongly prime rectangle (which cannot be divided into two or more number of rectangles tileable by this set).

Green number - weakly prime rectangle (which cannot be divided into two rectangles tileable by this set, but which can be divided into three or more rectangles).

Purple number - prime rectangle (unknown if weakly or strongly prime).

Red number - composite rectangle (which can be divided into two rectangles tileable by this set).

Gray number - it is unknown whether rectangle is prime or composite.

Question mark (?) - solution count is unknown.

Click on underlined numbers to view picture with one solution.

w \ h
1-3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
N>0
1-3
0
4
0
0
5
0
0
0
6
0
0
0
0
7
0
0
0
0
0
8
0
2
0
0
2
8
9
0
0
0
0
0
0
0
10
0
0
0
0
16
196
16
144
11
0
0
0
0
0
104
32
40
?
12
0
0
0
0
4
24
32
224
?
?
13
0
0
0
16
0
192
640
4824
?
≥1
?
14
0
16
20
0
0
1108
864
70832
?
≥1
≥1
≥1
15
0
0
0
64
100
456
616
17536
?
≥1
≥1
≥1
≥1
16
0
4
0
0
24
21384
1112
117738
≥1
≥1
≥1
≥1
≥1
≥1
17
0
0
0
192
80
15192
3324
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
18
0
0
0
0
252
5040
10468
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
19
0
0
0
896
176
22208
29436
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
20
0
96
0
2
4108
142888
44324
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
21
0
0
0
3376
2728
101360
121000
≥1
?
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
22
0
48
0
8
28704
2203934
495428
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
23
0
0
0
10944
17720
1725976
895104
≥1
?
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
24
0
8
0
312
6804
828088
1602064
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
25
0
0
0
38592
30508
2610566
6689928
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
26
0
512
0
1568
23776
16754840
11571030
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
27
0
0
0
131968
98884
15482760
19291508
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
28
0
384
432
5760
76468
216035896
40332880
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
29
0
0
0
428416
143596
180721518
97374220
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
30
0
128
200
27520
692018
116160780
260300642
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
31
0
0
0
1406864
817012
304372872
547509744
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
32
0
2576
0
113480
5337348
1.84885373×10¹⁰
1.14218428×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
33
0
0
0
4576184
6317492
1.99893024×10¹⁰
2.81383051×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
34
0
2560
0
414128
27233596
2.05001226×10¹¹
8.24427200×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
35
0
0
0
14610112
19649760
1.81312020×10¹¹
1.56773188×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
36
0
1280
0
1556560
10797182
1.47082098×10¹¹
3.45315882×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
37
0
0
0
46586048
37491592
3.47554333×10¹¹
9.24117980×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
38
0
12608
2048
5698242
39123410
1.95683754×10¹²
1.92009772×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
39
0
0
0
147711696
99948572
2.34840697×10¹²
4.03082603×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
40
0
15392
6144
20004404
156623540
1.90472448×10¹³
8.86928247×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
41
0
0
0
464500672
292717512
1.77397704×10¹³
2.08042497×10¹³
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
42
0
10240
9536
69599184
1.09550248×10¹⁰
1.74073533×10¹³
5.01481296×10¹³
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
43
0
0
0
1.45655040×10¹⁰
1.54167681×10¹⁰
3.87344114×10¹³
1.09139861×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
44
0
61184
8640
239526368
5.71776990×10¹⁰
2.00868871×10¹⁴
2.42547357×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
45
0
0
0
4.54988693×10¹⁰
7.38771959×10¹⁰
2.59803020×10¹⁴
5.68253459×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
46
0
86784
2000
811128602
2.14802155×10¹¹
1.74544345×10¹⁵
1.42009806×10¹⁵
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
47
0
0
0
1.41482475×10¹¹
1.89293026×10¹¹
1.70990128×10¹⁵
2.99863182×10¹⁵
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
48
0
71744
0
2.71705216×10¹⁰
1.52840021×10¹¹
1.96419616×10¹⁵
6.83956860×10¹⁵
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
49
0
0
0
4.38818991×10¹¹
4.04501876×10¹¹
4.21594482×10¹⁵
1.61119822×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
50
0
297984
0
9.03287612×10¹⁰
5.56651357×10¹¹
2.01472662×10¹⁶
3.61158422×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
51
0
0
0
1.35732494×10¹²
1.16311277×10¹²
2.75818729×10¹⁶
8.06998484×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
52
0
469504
131072
2.97865423×10¹¹
2.44404600×10¹²
1.58527157×10¹⁷
1.81543527×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
53
0
0
0
4.18627099×10¹²
4.44993565×10¹²
1.63366950×10¹⁷
4.17942074×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
54
0
460544
286720
9.74501629×10¹¹
1.30995633×10¹³
2.13908700×10¹⁷
9.71766291×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
55
0
0
0
1.28842836×10¹³
1.98644241×10¹³
4.49101582×10¹⁷
2.18868819×10¹⁸
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
56
0
1466496
334592
3.17008091×10¹²
5.38310994×10¹³
1.98506050×10¹⁸
4.93375584×10¹⁸
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
57
0
0
0
3.95742651×10¹³
7.28696956×10¹³
2.84296526×10¹⁸
1.13434807×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
58
0
2473984
284032
1.02586228×10¹³
1.65619365×10¹⁴
1.43194938×10¹⁹
2.66895007×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
59
0
0
0
1.21307969×10¹⁴
1.77908043×10¹⁴
1.55302811×10¹⁹
5.94944934×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
60
0
2781184
129600
3.30173569×10¹³
1.95273848×10¹⁴
2.26672092×10¹⁹
1.35699895×10²⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
61
0
0
0
3.71228391×10¹⁴
4.33329836×10¹⁴
4.69412592×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
62
0
7311360
347680
1.05808565×10¹⁴
7.26004692×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
63
0
0
0
1.13426419×10¹⁵
1.41615491×10¹⁵
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
64
0
12828928
851968
3.37785662×10¹⁴
3.12745683×10¹⁵
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
65
0
0
0
3.46046851×10¹⁵
5.59755163×10¹⁵
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
66
0
16072704
5996544
1.07417752×10¹⁵
1.37597375×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
67
0
0
0
1.05433282×10¹⁶
2.16044035×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
68
0
36904960
11272192
3.40466257×10¹⁵
4.81309464×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
69
0
0
0
3.20835855×10¹⁶
6.82332223×10¹⁶
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
70
0
65938432
12891136
1.07594358×10¹⁶
1.33424844×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
71
0
0
0
9.75168915×10¹⁶
1.70962694×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
72
0
89948672
10196992
3.39035694×10¹⁶
2.34603856×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
73
0
0
0
2.96081217×10¹⁷
4.74643888×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
74
0
188153856
5660160
1.06555843×10¹⁷
8.78617335×10¹⁷
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
75
0
0
0
8.98064124×10¹⁷
1.66229754×10¹⁸
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
76
0
337563648
24272384
3.34108516×10¹⁷
3.54907468×10¹⁸
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
77
0
0
0
2.72141839×10¹⁸
6.26842059×10¹⁸
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
78
0
491671552
78581056
1.04524131×10¹⁸
1.35350260×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
79
0
0
16777216
8.23952833×10¹⁸
2.16807228×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
80
0
966067200
262668288
3.26321697×10¹⁸
4.27549636×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
81
0
0
0
2.49259933×10¹⁹
6.37667712×10¹⁹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
82
0
1.72656230×10¹⁰
438304768
1.01682178×10¹⁹
1.15665940×10²⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
83
0
0
0
7.53471672×10¹⁹
1.70243704×10²⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
84
0
2.64181350×10¹⁰
490647552
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
85
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
86
0
4.98182963×10¹⁰
426174464
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
87
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
88
0
8.83838361×10¹⁰
592541696
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
89
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
90
0
1.40203786×10¹¹
1.38492825×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
91
0
0
134217728
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
92
0
2.57478164×10¹¹
4.94571289×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
93
0
0
671088640
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
94
0
4.53171937×10¹¹
1.11895194×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
95
0
0
335544320
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
96
0
7.37582817×10¹¹
1.71696455×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
97
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
98
0
1.33179506×10¹²
1.87318435×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
99
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
100
0
2.32764407×10¹²
2.01660334×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
101
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
102
0
3.85667514×10¹²
3.51011921×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
103
0
0
2.41591910×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
104
0
6.88824524×10¹²
8.74624368×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
105
0
0
9.66367641×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
106
0
1.19741664×10¹³
2.45711350×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
107
0
0
2.38907555×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
108
0
2.00819887×10¹³
4.75746472×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
109
0
0
2.06695301×10¹¹
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
110
0
3.56099286×10¹³
6.80088644×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
111
0
0
5.03316480×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
112
0
6.16731562×10¹³
7.67863488×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
113
0
0
0
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
114
0
1.04276287×10¹⁴
1.00412211×10¹³
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
115
0
0
8.58993459×10¹⁰
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
116
0
1.83978081×10¹⁴
1.93275309×10¹³
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
117
0
0
1.99715979×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
118
0
3.17912482×10¹⁴
4.96527844×10¹³
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
119
0
0
6.30286450×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
120
0
5.40451463×10¹⁴
1.13591227×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
121
0
0
9.64220157×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
122
0
9.49962460×10¹⁴
1.99352300×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
123
0
0
9.14291163×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
124
0
1.63960609×10¹⁵
2.73497015×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
125
0
0
4.18759311×10¹²
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
126
0
2.79763082×10¹⁵
3.35606133×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
127
0
0
1.78509578×10¹³
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
128
0
4.90274300×10¹⁵
5.13370960×10¹⁴
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
≥1
?
N>0
x
?
all
all
all
all
all
all
?
?
?
?
?
?
?
?
?
?

See Also

U pentomino and K hexominoU pentomino and N1 hexomino