- Pārliecinieties, vai jūsu pārlūkprogramma ir atjaunināta
- Instalējiet Tampermonkey:
- Firefox: https://addons.mozilla.org/en-US/firefox/addon/tampermonkey/
- Chrome: https://chromewebstore.google.com/detail/tampermonkey/dhdgffkkebhmkfjojejmpbldmpobfkfo
- Opera: https://addons.opera.com/en/extensions/details/tampermonkey-beta/
- Edge: https://microsoftedge.microsoft.com/addons/detail/tampermonkey/iikmkjmpaadaobahmlepeloendndfphd
- Dodieties uz https://gist.github.com/mindbound/4e96536c3287f9acbcb9b7d0ed8909a9
- Noklikšķiniet uz pogas Raw faila augšdaļā, lai skatītu tā neapstrādātu izejas kodu
- Ensure your browser is up to date
- Install Tampermonkey:
- Firefox: https://addons.mozilla.org/en-US/firefox/addon/tampermonkey/
- Chrome: https://chromewebstore.google.com/detail/tampermonkey/dhdgffkkebhmkfjojejmpbldmpobfkfo
- Opera: https://addons.opera.com/en/extensions/details/tampermonkey-beta/
- Edge: https://microsoftedge.microsoft.com/addons/detail/tampermonkey/iikmkjmpaadaobahmlepeloendndfphd
- Go to https://gist.github.com/mindbound/4e96536c3287f9acbcb9b7d0ed8909a9
- Click the Raw button at the top of the file to view its source
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| // ==UserScript== | |
| // @name YT2IV | |
| // @author mindbound | |
| // @version 0.1 | |
| // @description Redirect YouTube to Invidious Datura Network instance | |
| // @license MIT; https://opensource.org/license/mit/ | |
| // @namespace https://gist.github.com/mindbound | |
| // @downloadURL https://gist.github.com/mindbound/e1b18e800092f9bef6f36023bb618b62/raw/089bd2662dcf95bad35263af8807d19a080423e2/YT2IV.user.js | |
| // @updateURL https://gist.github.com/mindbound/e1b18e800092f9bef6f36023bb618b62/raw/089bd2662dcf95bad35263af8807d19a080423e2/YT2IV.user.js | |
| // @icon https://invidious.io/invidious-colored-vector.svg |
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| // ==UserScript== | |
| // @name LCF | |
| // @namespace https://gist.github.com/mindbound | |
| // @version 1.0.0 | |
| // @description Applies user-defined filters to the latest posts page | |
| // @author Arets Paeglis <arets.paeglis@protonmail.com> (https://github.com/mindbound/) | |
| // @copyright 2021+, Arets Paeglis (https://github.com/mindbound/) | |
| // @license MIT; https://spdx.org/licenses/MIT.html | |
| // @match http://klab.lv/stats/latest.bml | |
| // @icon data:image/png;base64,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 |
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| This Gist confirms the Linked Identity in my OpenPGP key, and links it to this GitHub account. | |
| Token for proof: | |
| [Verifying my OpenPGP key: openpgp4fpr:d0bd488eb490336ac1b41f4bba213fbc026c843a] |
mindbound
/ keybase.md
Created
September 2, 2017 11:18
I hereby claim:
- I am mindbound on github.
- I am mindbound (https://keybase.io/mindbound) on keybase.
- I have a public key whose fingerprint is 2711 6E98 BD9C 5079 1344 8149 38C4 CF3A 9623 3A48
To claim this, I am signing this object:
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| This Gist confirms the Linked Identity in my OpenPGP key, and links it to this GitHub account. | |
| Token for proof: | |
| [Verifying my OpenPGP key: openpgp4fpr:b370e7422b01f8779f5b5fcfcf118e8b8d61a4ed] |
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| // export SIZE_X=40 | |
| // export SIZE_Y=21 | |
| // export DEPTH=15 | |
| // g++ -Wall -O2 -ftemplate-depth-$((($SIZE_X + 1) * $SIZE_Y + $DEPTH)) -fpermissive mandeltemp.cpp -o mandeltemp | |
| #include <iostream> | |
| static const int size_x = 40; | |
| static const int size_y = 21; | |
| static const int depth = 15; |
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| #include <stdio.h> | |
| #include <stdlib.h> | |
| #include <math.h> | |
| #include "scoplib_ansi.h" | |
| #undef PI | |
| #define nil 0 | |
| #include "md1redef.h" | |
| #include "section.h" | |
| #include "nrniv_mf.h" | |
| #include "md2redef.h" |
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| from sympy.mpmath import * | |
| fls = lambda a, x: nsum(lambda n: (1 / (a ** n)) * nprod(lambda k: 1 - x * (a ** -k), [0, n - 1]), [1, inf]) |
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