Template:Boolf integer sequences

		name	OEIS	description	🌊 ↔ 💧	children	entries
2	🌊	Fir		(a, lw) ↦ BF	Larch	row sums Grass
2	💧	Larch		(a, lw) ↦ BF	Fir	row sums Moss
2	🌊	Pine		(a, cw) ↦ BF	Spruce	row sums Grass
2	💧	Spruce		(a, cw) ↦ BF	Pine	row sums Moss
1	🌊	Grass	A001146	a ↦ BF	Moss		2, 4, 16, 256, 65536
1	💧	Moss	~A111403	a ↦ BF	Grass		2, 2, 12, 240, 65280
1	🌊	SmallGrass	~A058891		SmallMoss		1, 2, 8, 128, 32768
1	💧	SmallMoss	~A040996		SmallGrass		1, 1, 6, 120, 32640
1	🌊	Maitake	A318130	column 0 of Fir	2, 1, 8, 208, 64376		2, 3, 11, 219, 64595
1	🌊	Meshima		column 0 of Pine SmallMeshima + 1	2, 1, 6, 176, 62280		2, 3, 9, 185, 62465
1	🌊	Crocus			Hibiscus		2, 6, 26, 318, 66674
1	💧	Hibiscus			Crocus		2, 4, 20, 292, 66356
1	🌊	SmallCrocus	A246418	a ↦ ♂ BF	SmallHibiscus		1, 3, 13, 159, 33337
1	💧	SmallHibiscus		a ↦ ♂ BF	SmallCrocus		1, 2, 10, 146, 33178
1	🌊	Primula	A246537	a ↦ ♀ BF	Petunia		1, 1, 3, 97, 32199
1	💧	Petunia		a ↦ ♀ BF	Primula		1, 0, 2, 94, 32102
1				♂ Ж			1, 2, 3, 4, 5, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 32, 33, 34, 35, 48
1				♀ Ж			0, 6, 7, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 36, 37
2	🌊	Willow		(a, v) ↦ BF	Poplar	row sums Grass diagonal Lotus
2	💧	Poplar		(a, v) ↦ BF	Willow	row sums Moss diagonal Lotus
2	🌊	SmallWillow			SmallPoplar	RS SmallGrass, D SmallLotus
2	💧	SmallPoplar			SmallWillow	RS SmallMoss, D SmallLotus
2	🌊	Cedar			Cypress	RS Crocus, D Grass
2	💧	Cypress			Cedar	RS Hibiscus, D Grass
2	🌊	SmallCedar		(a, v) ↦ ♂ BF	SmallCypress	row sums SmallCrocus diagonal SmallGrass
2	💧	SmallCypress		(a, v) ↦ ♂ BF	SmallCedar	row sums SmallHibiscus diagonal SmallGrass
2	🌊	Robinia		(a, v) ↦ ♀ BF	Acacia	row sums Primula diagonal Violet
2	💧	Acacia		(a, v) ↦ ♀ BF	Robinia	row sums Petunia diagonal Violet
2	🌊	Chestnut		(a, v) ↦ ♂−♀ BF SmallCedar − Robinia	Chinkapin	row sums Mallow diagonal Orchid
2	💧	Chinkapin		(a, v) ↦ ♂−♀ BF SmallCypress − Acacia	Chestnut	row sums Mullein diagonal Orchid
1	🌊	Mallow		a ↦ ♂−♀ BF SmallCrocus − Primula Crocus − Grass	Mullein		0, 2, 10, 62, 1138, 330422
1		SmallMallow	A059301	(filter bases of an n-set)			0, 1, 5, 31, 569, 165211
1	💧	Mullein		a ↦ ♂−♀ BF SmallHibiscus − Petunia Hibiscus − Moss	Mallow		0, 2, 8, 52, 1076, 329284
1		Orchid	A005530	SmallGrass − Violet Grass − Lotus			0, 2, 6, 38, 942, 325262
1		SmallOrchid	A051381				0, 1, 3, 19, 471, 162631
2		SignedCedar				row sums Lotus diagonal Grass
2		SmallSignedCedar				RS SmallLotus, D SmallGrass
1	🌊	Lotus	A000371	a ↦ dense BF inverse binomial transform of Grass	Lily		2, 2, 10, 218, 64594, 4294642034
1	🌊	SmallLotus	A003465		SmallLily		1, 1, 5, 109, 32297, 2147321017
1	💧	Lily		a ↦ dense BF	Lotus		2, 0, 8, 208, 64376, 4294577440
1	💧	SmallLily			SmallLotus		1, 0, 4, 104, 32188, 2147288720
1		Violet	~ 2·A007537	Lotus − SmallGrass			1, 0, 2, 90, 31826, 2147158386
1	💧		A342286	a ↦ dense self-reverse BF S(n) = Lotus(n−1) − S(n−1)	2, 2, 4, 12, 222, 64606		2, 0, 2, 8, 210, 64384
1			A327041	OR			0, 1, 2, 3, 3, 3, 3, 3, 4, 5, 6, 7, 7, 7, 7, 7
1			A261283	XOR		long version A253315	0, 1, 2, 3, 3, 2, 1, 0, 4, 5, 6, 7, 7, 6, 5, 4

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Overview of sequences related to Boolean functions
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