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![A Log with a Branch in Cartoon Style on an Isolated White Background. Stock Vector Illustration Stock Illustration - Illustration of abstract, outdoor: 174661284 A Log with a Branch in Cartoon Style on an Isolated White Background. Stock Vector Illustration Stock Illustration - Illustration of abstract, outdoor: 174661284](https://thumbs.dreamstime.com/z/log-branch-cartoon-style-isolated-white-background-stock-vector-illustration-174661284.jpg)
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![SOLVED:The principal branch of the natural log function is defined as: In z = lnr + i0 with ST < 0 T . Where is the branch cut? Select one: a. on SOLVED:The principal branch of the natural log function is defined as: In z = lnr + i0 with ST < 0 T . Where is the branch cut? Select one: a. on](https://cdn.numerade.com/ask_images/21632aec7e0a417e8a3e675fbdb9684c.jpg)
SOLVED:The principal branch of the natural log function is defined as: In z = lnr + i0 with ST < 0 T . Where is the branch cut? Select one: a. on
![Split a log and found twine tied to an old branch inside. | /r/mildlyinteresting | Mildly Interesting | Know Your Meme Split a log and found twine tied to an old branch inside. | /r/mildlyinteresting | Mildly Interesting | Know Your Meme](https://i.kym-cdn.com/photos/images/facebook/001/795/422/d4e.jpg)
Split a log and found twine tied to an old branch inside. | /r/mildlyinteresting | Mildly Interesting | Know Your Meme
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Log portal. A fallen log in the forest rotted from the inside has a hole where a branch used to be. | CanStock
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Stacks of cut logs and branches for firewood in frame by stone wall of old house Stock Photo - Alamy
![The log I split had a perfectly formed branch inside | /r/mildlyinteresting | Mildly Interesting | Know Your Meme The log I split had a perfectly formed branch inside | /r/mildlyinteresting | Mildly Interesting | Know Your Meme](https://i.kym-cdn.com/photos/images/original/001/712/648/1b8.jpg)
The log I split had a perfectly formed branch inside | /r/mildlyinteresting | Mildly Interesting | Know Your Meme
![complex analysis - Branch cut for $\log (iz)$ in the region $\{z:\mathrm{Im}(z)>0\}$ - Mathematics Stack Exchange complex analysis - Branch cut for $\log (iz)$ in the region $\{z:\mathrm{Im}(z)>0\}$ - Mathematics Stack Exchange](https://i.stack.imgur.com/HARD9.jpg)