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If
Group 1 (Sufficient Conditions)
When
Group 1 (Sufficient Conditions)
where
Group 1 (Sufficient Conditions)
All
Group 1 (Sufficient Conditions)
The only
Group 1 (Sufficient Conditions)
Every
Group 1 (Sufficient Conditions)
Any
Group 1 (Sufficient Conditions)
Only
Group 2 (Necessary Conditions)
Only if
Group 2 (Necessary Conditions)
Only when
Group 2 (Necessary Conditions)
Only where
Group 2 (Necessary Conditions)
Always
Group 2 (Necessary Conditions)
Must
Group 2 (Necessary Conditions)
Requires
Group 2 (Necessary Conditions)
Unless
Group 3 (Sufficient Conditions)
Until
Group 3 (Sufficient Conditions)
Or
Group 3 (Sufficient Conditions)
Without
Group 3 (Sufficient Conditions)
What is the rule of Group 3
Pick either idea, negate that idea, then make that idea the sufficient condition
No
Group 4 (Necessary Conditions)
None
Group 4 (Necessary Conditions)
Not both
Group 4 (Necessary Conditions)
Never
Group 4 (Necessary Conditions)
Cannot
Group 4 (Necessary Conditions)
What is the rule of Group 4 ?
Pick either idea, negate that idea, then make the idea the necessary conditions
"Inclusive" Or
And/or
"Exclusive" Or
either or but not both
"Simply" Or
And