Dichotomy System Signature Map

$Σ_{D_{i}} := (Name, Z_{2}^{l o g_{2} (∣ I_{D_{i}} ∣)}, SelectorType (S / I_{D_{i}}), Respects (I_{D_{i}}))$

Table of Dichotomy Systems

#	Name	Structure of $I$	Selector Type for $r I$	$I$ Respects?
1	Receptive-Adaptive Result Compass Process HEF	$Z_{2}$	Waffle	$D A \land J P$
2	Semidual Mirage HEF	$Z_{2}^{2}$	Orbital	$J P$
3	Kindred Business HEF	$Z_{2}^{2}$	Orbital	$J P$
4	Flexible-Manoeuvring Result Compass Process HEF	$Z_{2}$	Waffle	$D A \land J P$
5	Parallel Club Quadra Charged Rationality	$Z_{2}$	Orbital	$D A \land J P$
6	Balanced-Stable Process Compass Result HEF	$Z_{2}$	Waffle	$D A \land J P$
7	Linear-Assertive Process Compass Result HEF	$Z_{2}$	Waffle	$D A \land J P$
8	Perpendicular Club Quadra Vertedness	$Z_{2}$	Orbital	$D A \land J P$
9	Activation Quasi-Identity HEF	$Z_{2}^{2}$	Orbital	$D A$
10	Balanced-Stable Result Compass Process HEF	$Z_{2}$	Waffle	$D A \land J P$
11	Linear-Assertive Result Compass Process HEF	$Z_{2}$	Waffle	$D A \land J P$
12	Mirror Conflict HEF	$Z_{2}^{2}$	Orbital	$D A$
13	Receptive-Adaptive Process Compass Result HEF	$Z_{2}$	Waffle	$D A \land J P$
14	Tencer-Minaev	$Z_{2}^{3}$	Orbital	$J P$
15	Reinin	$Z_{2}^{3}$	Orbital	$D A$
16	Flexible-Manoeuvring Process Compass Result HEF	$Z_{2}$	Waffle	$D A \land J P$