View source for Sequence Thyme

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{{DISPLAYTITLE:Sequence ''Thyme''}}
{{Boolf sequences header}}
{{Boolf sequences header/family}}

<math>\text{Thyme}(n) = \frac{  2^{2^n}  +  (2^{2^{n-1}})  (2^n - 1)  }{  2^n  }</math> 

==Sequences ''Thyme<sub>(Drop)</sub>''==

{| class="wikitable" style="text-align: center;"
|+ 
!
! 0 !!  1  !!  2  !!  3  !!  4  !!  5  !!  6 !!  7
|-
! 🌊 ''Thyme'' <small>({{oeis|A000231}})</small>
| 2 || 3 || 7 || 46 || 4336 || 134281216 || 288230380379570176 || 2658455991569831764110243006194384896
|- 
! 💧 ''ThymeDrop''
| 2 || 1 || 4 || 39 || 4290 || 134276880 || 288230380245288960 || 2658455991569831763822012625814814720
|}

{| class="boolf-seq-legend"
|class="nutshell"| ''a'' ↦ families
|class="left"| Thyme(''a'')<br><span class="drop">ThymeDrop(''a'')</span>
| is the number of {{boolf-prop|family|families}} with
| {{boolf-prop|arity}}<br><span class="drop">{{boolf-prop|adicity}}</span>
|class="right"| ''a''.
|}

{{Collapsible START| row sums of ''Olive<sub>(Drop)</sub>'' |open wide gap-above}}
{{Triangle pair Olive}}
{{Collapsible END}}


[[Category:Boolf sequences/pages]]