[see also: keep, remain, preserve]
Then we can find some net $(s_k)$ which eventually leaves every compact subset of $G$.
We leave the details to the reader.
We leave it to the reader to verify that ......
The mapping $f$ leaves the origin fixed.
These results leave open the basic case $k=\omega$.
So $s$ can be thought of as $q$ with $F^q$ extended but $X^q$ left the same.
What is left is to show that ......
We are left with the task of determining ......
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