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Grand Theft Auto 4 — Episodes From Liberty City FULL CRACK v1.0. No CD, DVD or Intro fix.rar .Q:

Highlight/Mark Cells in one column, that contain a value in another column

I have a table that has one or more columns filled with #N/A. I want to automatically highlight the cell in that column, that has a #N/A in the other column.

A:

Use a formula like this (cursor in the cell that contains the #N/A):

=SUM(IF(ISNA(INDIRECT(“B”&FILL($B:$B;0)&”:A”&FILL($A:$A;0)&”)), 1, 0))>0

Q:

If two knots are homotopic, is the knot homology of their double covers the same?

Let $K_1,K_2$ be two knots. Suppose that $\Sigma(K_1)$ and $\Sigma(K_2)$ have the same double branched cover $S^3$ such that $S^3\setminus\mathcal N(K_i)$ is a standard $4$-ball. I have searched but can’t find a reference for this, and it looks plausible. It would imply, for instance, that the Jones polynomial of $\Sigma(K_1)$ and $\Sigma(K_2)$ agree up to a sign, which is a closed question. Are there any known results on this question?

A:

Dow’s classical paper “Self-linking and the Alexander polynomial
a2fa7ad3d0

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