[see also: condition, demand, stipulation]
The conclusion of Theorem 3 becomes false if this requirement is omitted.
We next show how the continuity requirement on $f$ in Theorem 2 can be weakened.
In less precise language, the requirement is that the two angles are the same in size and in orientation.
The remaining requirements of Definition 3 are also easily seen to hold in $L^1$.
The other requirements for a type $F$ map are also met.
Thus $W$ satisfies two of the four requirements for membership in $Z$.
the main $\langle$key/essential/detailed/precise/reasonable/minimum/further/specific$\rangle$ requirement
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