From 61f69af51a785d5907331f64cbec36b46a13678f Mon Sep 17 00:00:00 2001
From: OOOO <oooooooooooooooo@skiff.com>
Date: Wed, 2 Aug 2023 08:05:45 +0000
Subject: [PATCH] =?UTF-8?q?LMTH....=E2=B5=99=E1=94=93=E1=94=95=E2=B5=99?=
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LMTH....⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✻⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀✻⠀ⵙ⠀Ⓞ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀⚭⠀ⵙ⠀Ⓞ⠀ⵙ⠀✻⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✻⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML

Signed-off-by: OOOO <oooooooooooooooo@skiff.com>
---
 .../◯ᴥᗱᗴᔓᔕᗯⓄᴥ⚭◯ⵙ◯⚭ᴥⓄᗯᔓᔕᗱᗴᴥ◯/LMTH....⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✻⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀✻⠀ⵙ⠀Ⓞ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀⚭⠀ⵙ⠀Ⓞ⠀ⵙ⠀✻⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✻⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML | 35 ++++++++++---------
 1 file changed, 19 insertions(+), 16 deletions(-)

diff --git a/◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯ⵙ◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯/◯ᗩIᗝI8◯ⵙ◯8IᗝIᗩ◯/◯✤ᗱᗴИNᴥᗱᗴ✤ИNꖴ◯ⵙ◯ꖴИN✤ᗱᗴᴥИNᗱᗴ✤◯/◯ᴥᗱᗴᔓᔕᗯⓄᴥ⚭◯ⵙ◯⚭ᴥⓄᗯᔓᔕᗱᗴᴥ◯/LMTH....⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✻⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀✻⠀ⵙ⠀Ⓞ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀⚭⠀ⵙ⠀Ⓞ⠀ⵙ⠀✻⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✻⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML b/◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯ⵙ◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯/◯ᗩIᗝI8◯ⵙ◯8IᗝIᗩ◯/◯✤ᗱᗴИNᴥᗱᗴ✤ИNꖴ◯ⵙ◯ꖴИN✤ᗱᗴᴥИNᗱᗴ✤◯/◯ᴥᗱᗴᔓᔕᗯⓄᴥ⚭◯ⵙ◯⚭ᴥⓄᗯᔓᔕᗱᗴᴥ◯/LMTH....⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✻⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀✻⠀ⵙ⠀Ⓞ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀⚭⠀ⵙ⠀Ⓞ⠀ⵙ⠀✻⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✻⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML
index c54f9b15..36dc0f47 100644
--- a/◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯ⵙ◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯/◯ᗩIᗝI8◯ⵙ◯8IᗝIᗩ◯/◯✤ᗱᗴИNᴥᗱᗴ✤ИNꖴ◯ⵙ◯ꖴИN✤ᗱᗴᴥИNᗱᗴ✤◯/◯ᴥᗱᗴᔓᔕᗯⓄᴥ⚭◯ⵙ◯⚭ᴥⓄᗯᔓᔕᗱᗴᴥ◯/LMTH....⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✻⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀✻⠀ⵙ⠀Ⓞ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀⚭⠀ⵙ⠀Ⓞ⠀ⵙ⠀✻⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✻⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML
+++ b/◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯ⵙ◯ᔓᔕᴥᗱᗴᙁᗩ✤ᔓᔕИNꖴ◯⚪◯ꖴИNᔓᔕ✤ᗩᙁᗱᗴᴥᔓᔕ◯/◯ᗩIᗝI8◯ⵙ◯8IᗝIᗩ◯/◯✤ᗱᗴИNᴥᗱᗴ✤ИNꖴ◯ⵙ◯ꖴИN✤ᗱᗴᴥИNᗱᗴ✤◯/◯ᴥᗱᗴᔓᔕᗯⓄᴥ⚭◯ⵙ◯⚭ᴥⓄᗯᔓᔕᗱᗴᴥ◯/LMTH....⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✻⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀✻⠀ⵙ⠀Ⓞ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀⚪⠀⠀⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀◌⠀ⵙ⠀⠀⊚⠀⠀ⵙ⠀⚭⠀ⵙ⠀Ⓞ⠀ⵙ⠀✻⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀✻⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML
@@ -9,7 +9,7 @@
 <H1>Bookmarks Menu</H1>
 
 <DL><p>
-    <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1690844993" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
+    <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1690966536" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
     <DL><p>
         <DT><A HREF="about:networking" ADD_DATE="1686620191" LAST_MODIFIED="1689093825"></A>
         <DT><A HREF="about:unloads" ADD_DATE="1686967501" LAST_MODIFIED="1687312931"></A>
@@ -22,7 +22,7 @@
         <DT><A HREF="file:///C:/USERS/ADMINISTRATOR/APPDATA/ROAMING/MOZILLA/FIREFOX/PROFILES/LIZQECW1.DEFAULT-RELEASE/CHROME/USERCHROME.CSS" ADD_DATE="1689020283" LAST_MODIFIED="1689093760"></A>
         <DT><A HREF="http://oooooooooooooooo.boards.net/" ADD_DATE="1686506562" LAST_MODIFIED="1689872320" ICON_URI="https://storage.proboards.com/7292646/images/I0iVBPPsvJ0cqILUhydx.ico" ICON="data:image/png;base64,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">‌</A>
         <DT><A HREF="http://o.iboards.ru/" ADD_DATE="1686506562" LAST_MODIFIED="1689872312" ICON_URI="http://o.iboards.ru/store/o_iboards_ru/images/favicon.ico" 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">⠀ⵙ⠀◯⠀ⵙ⠀◯⠀ⵙ⠀</A>
-        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993"></H3>
+        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536"></H3>
         <DL><p>
             <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236"> </H3>
             <DL><p>
@@ -113,7 +113,7 @@
                 <DT><A HREF="https://www.desmos.com/calculator/1fqz8esril" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.desmos.com/assets/img/apps/graphing/favicon.ico" ICON="data:image/png;base64,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">Desmos | Graphing Calculator</A>
                 <DT><A HREF="https://numpy.org/doc/stable/reference/generated/numpy.diff.html" ADD_DATE="1689288446" LAST_MODIFIED="1689288493" ICON_URI="https://numpy.org/doc/stable/_static/favicon.ico" ICON="data:image/png;base64,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">numpy.diff — NumPy v1.25 Manual</A>
             </DL><p>
-            <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
+            <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
             <DL><p>
                 <DT><A HREF="https://pinetools.com/add-text-each-line" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://pinetools.com/files/favicon.ico" ICON="data:image/png;base64,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">Add text to each line online</A>
                 <DT><A HREF="https://playground.babylonjs.com/#M7MYT8#11" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.babylonjs.com/favicon.ico" ICON="data:image/png;base64,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">Particle Systems Demo - Glowing Orb Portal | Babylon.js Playground</A>
@@ -190,7 +190,7 @@
                 <DT><A HREF="https://nnmclub.to/forum/viewforum.php?f=958" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Дизайн, рисование, видеокурсы :: NNM-Club</A>
                 <DT><A HREF="https://www.toxik.sk/maya-startup-window-history/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">www.toxik.sk | CG Blog » Maya HISTORY</A>
                 <DT><A HREF="https://sverchok.readthedocs.io/en/latest/main.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Welcome to Sverchok’s documentation! — Sverchok 0.5 documentation</A>
-                <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗯ⠀ⵙ⠀✤⠀ⵙ⠀ꗳ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ꗳ⠀ⵙ⠀✤⠀ⵙ⠀ᗯ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀</H3>
+                <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗯ⠀ⵙ⠀✤⠀ⵙ⠀ꗳ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ꗳ⠀ⵙ⠀✤⠀ⵙ⠀ᗯ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀</H3>
                 <DL><p>
                     <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀人⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀人⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
                     <DL><p>
@@ -223,7 +223,7 @@
                             <DT><A HREF="https://codec.kiev.ua/ad0be.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">64-bit Plug-ins for Ad0be Creative Cloud</A>
                         </DL><p>
                     </DL><p>
-                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
+                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
                     <DL><p>
                         <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ߦ⠀ⵙ⠀⚪⠀ⵙ⠀ߦ⠀ⵙ⠀⠀⠀⠀ⵙ⠀ЭЄ⠀ⵙ⠀⚪⠀ⵙ⠀ЭЄ⠀ⵙ⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀⚪⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀ⵙ⠀Н⠀ⵙ⠀⚪⠀ⵙ⠀Н⠀ⵙ⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⚪⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀ⵙ⠀ߦ⠀ⵙ⠀⚪⠀ⵙ⠀ߦ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ߦ⠀ⵙ⠀⚪⠀ⵙ⠀ߦ⠀ⵙ⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⚪⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀ⵙ⠀Н⠀ⵙ⠀⚪⠀ⵙ⠀Н⠀ⵙ⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀⚪⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀ⵙ⠀ЭЄ⠀ⵙ⠀⚪⠀ⵙ⠀ЭЄ⠀ⵙ⠀⠀⠀⠀ⵙ⠀ߦ⠀ⵙ⠀⚪⠀ⵙ⠀ߦ⠀ⵙ⠀⠀⠀⠀</H3>
                         <DL><p>
@@ -538,7 +538,7 @@
                                     <DT><A HREF="https://mathworld.wolfram.com/Helix.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Helix -- from Wolfram MathWorld</A>
                                     <DT><A HREF="https://www.wolframalpha.com/input?i=-20*LOG10%281.5%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">-20*LOG10(1.5) - Wolfram|Alpha</A>
                                     <DT><A HREF="https://www.wolframalpha.com/input/?i=%282*sqrt%282%29%29*%283%5E%280%2F3%29%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">(2*sqrt(2))*(3^(0/3)) - Wolfram|Alpha</A>
-                                    <DT><A HREF="https://www.wolframalpha.com/input?i=1%2F84.406022589954030768899117092091000289089388918088900852079*3%5E9" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">1/84.406022589954030768899117092091000289089388918088900852079*3^9 - Wolfram|Alpha</A>
+                                    <DT><A HREF="https://www.wolframalpha.com/input?i=1%2F84.406022589954030768899117092091000289089388918088900852079*3%5E9" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.wolframalpha.com/_next/static/images/favicon_1zbE9hjk.ico" ICON="data:image/png;base64,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">1/84.406022589954030768899117092091000289089388918088900852079*3^9 - Wolfram|Alpha</A>
                                     <DT><A HREF="https://www.wolframalpha.com/input?i=10%5E%28+20*LOG10%281.5%29+%2F+20+%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">10^( 20*LOG10(1.5) / 20 ) - Wolfram|Alpha</A>
                                     <DT><A HREF="https://www.wolframalpha.com/input?i=1000%2F%289%5E10%29%2F%281%2F%28299792458+*+84.406022589954030768899117092091000289089388918088900852079+%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">1000/(9^10)/(1/(299792458 * 84.406022589954030768899117092091000289089388918088900852079 ) - Wolfram|Alpha</A>
                                     <DT><A HREF="https://www.wolframalpha.com/input?i=2+6+24+120" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">2 6 24 120 - Wolfram|Alpha</A>
@@ -554,7 +554,7 @@
                                 </DL><p>
                             </DL><p>
                         </DL><p>
-                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᗩ⠀ⵙ⠀Н⠀ⵙ⠀ߦ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ЭЄ⠀ⵙ⠀Ⓞ⠀ⵙ⠀Y̊⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀Y̊⠀ⵙ⠀Ⓞ⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ߦ⠀ⵙ⠀Н⠀ⵙ⠀ᗩ⠀ⵙ⠀ЭЄ⠀ⵙ⠀⠀⠀⠀</H3>
+                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᗩ⠀ⵙ⠀Н⠀ⵙ⠀ߦ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ЭЄ⠀ⵙ⠀Ⓞ⠀ⵙ⠀Y̊⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀Y̊⠀ⵙ⠀Ⓞ⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ߦ⠀ⵙ⠀Н⠀ⵙ⠀ᗩ⠀ⵙ⠀ЭЄ⠀ⵙ⠀⠀⠀⠀</H3>
                         <DL><p>
                             <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1689126562">◯ᙁᙏ✤옷◯ⵙ◯옷✤ᙏᙁ◯ⵙ◯ᙁᙏ✤옷◯⚪◯옷✤ᙏᙁ◯</H3>
                             <DL><p>
@@ -569,9 +569,9 @@
                                     <DT><A HREF="https://linuxhint.com/set-inner-border-css/" ADD_DATE="1689126562" LAST_MODIFIED="1689126562" ICON_URI="https://linuxhint.com/wp-content/uploads/2021/09/cropped-512x512_linuxhint-32x32.png" ICON="data:image/png;base64,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">How to Set Inner Border in CSS</A>
                                 </DL><p>
                             </DL><p>
-                            <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ꖴᙏᗩᕤᕦᗱᗴ⚭Ⓞᗩᴥᗝᔓᔕ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀</H3>
+                            <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ꖴᙏᗩᕤᕦᗱᗴ⚭Ⓞᗩᴥᗝᔓᔕ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀</H3>
                             <DL><p>
-                                <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀◯⠀✤ИNᗱᗴ✤ИNⓄᑐᑕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᑐᑕⓄИN✤ᗱᗴИN✤⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀✤ИNᗱᗴ✤ИNⓄᑐᑕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᑐᑕⓄИN✤ᗱᗴИN✤⠀◯⠀⠀</H3>
+                                <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀◯⠀✤ИNᗱᗴ✤ИNⓄᑐᑕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᑐᑕⓄИN✤ᗱᗴИN✤⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀✤ИNᗱᗴ✤ИNⓄᑐᑕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᑐᑕⓄИN✤ᗱᗴИN✤⠀◯⠀⠀</H3>
                                 <DL><p>
                                     <DT><H3 ADD_DATE="1688946491" LAST_MODIFIED="1688952955">ⵙᗩⵙ✻ⵙІⵙ✤ⵙᗩⵙᙏⵙᗱᗴⵙ✤ⵙᗩⵙᙏⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⚪ⵙ◯ⵙ◯ⵙ⚪ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙᙏⵙᗩⵙ✤ⵙᗱᗴⵙᙏⵙᗩⵙ✤ⵙІⵙ✻ⵙᗩⵙ</H3>
                                     <DL><p>
@@ -626,7 +626,7 @@
                                         <DT><A HREF="https://endchan.net/philosophy/res/325.html#338" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/philosophy/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
                                         <DT><A HREF="https://tbpchan.cz/philosophy/res/15.html#38" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/philosophy/res/15.html#38</A>
                                     </DL><p>
-                                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀◯⠀ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ</H3>
+                                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀◯⠀ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ</H3>
                                     <DL><p>
                                         <DT><H3 ADD_DATE="1688961896" LAST_MODIFIED="1688970574">ⵙᗱᗴⵙᕤᕦⵙᗩⵙᑎⵙᕤᕦⵙИNⵙᗩⵙᙁⵙ◯ⵙߦⵙᑎⵙ✻ⵙᴥⵙᗩⵙᙏⵙ◯ⵙ✤ⵙꕤⵙᗱᗴⵙ✤ⵙ◯ⵙᴥⵙᗱᗴⵙߦⵙ人ⵙ옷ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⚪ⵙ◯ⵙ◯ⵙ⚪ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ옷ⵙ人ⵙߦⵙᗱᗴⵙᴥⵙ◯ⵙ✤ⵙᗱᗴⵙꕤⵙ✤ⵙ◯ⵙᙏⵙᗩⵙᴥⵙ✻ⵙᑎⵙߦⵙ◯ⵙᙁⵙᗩⵙИNⵙᕤᕦⵙᑎⵙᗩⵙᕤᕦⵙᗱᗴⵙ</H3>
                                         <DL><p>
@@ -692,7 +692,7 @@
                                                 <DT><A HREF="https://tbpchan.cz/gd/res/36.html#37" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/gd/res/36.html#37</A>
                                             </DL><p>
                                         </DL><p>
-                                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀ИN⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᙁ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⚭⠀ⵙ⠀ᙁ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ИN⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀⠀⠀⠀</H3>
+                                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690966536">⠀⠀⠀⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀ИN⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᙁ⠀ⵙ⠀⚭⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⚭⠀ⵙ⠀ᙁ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ИN⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀⠀⠀⠀</H3>
                                         <DL><p>
                                             <DT><A HREF="https://www.bronnen.net/mod.php?/biz/res/951.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/biz/ - ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀</A>
                                             <DT><A HREF="https://2.0-chan.ru/draw/res/326.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/draw/ - Рисовач</A>
@@ -745,10 +745,11 @@
                                             </DL><p>
                                             <DT><A HREF="https://blender.stackexchange.com/questions/248064/how-could-i-get-the-distance-of-a-point-to-its-nearest-point" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">geometry nodes - How could I get the distance of a point to its nearest point? - Blender Stack Exchange</A>
                                             <DT><A HREF="https://www.youtube.com/watch?v=vqUz8mud7Bw" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Blender Quick Tips #8 - How to use the Edge Detect Node - YouTube</A>
-                                            <DT><H3 ADD_DATE="1690842285" LAST_MODIFIED="1690844993">ⵙᗝꖴⓄᙏᕤᕦꖴᔓᔕⵙᕤᕦИNꖴИNⓄꖴ✤ꖴᔓᔕИNᗩᴥ✤ꗳᙁᗱᗴᔓᔕⵙᙁᗩᗱᗴᗝꖴ⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚ꖴᗝᗱᗴᗩᙁⵙᔓᔕᗱᗴᙁꗳ✤ᴥᗩИNᔓᔕꖴ✤ꖴⓄИNꖴИNᕤᕦⵙᔓᔕꖴᕤᕦᙏⓄꖴᗝⵙ</H3>
+                                            <DT><H3 ADD_DATE="1690842285" LAST_MODIFIED="1690966536">ⵙᗝꖴⓄᙏᕤᕦꖴᔓᔕⵙᕤᕦИNꖴИNⓄꖴ✤ꖴᔓᔕИNᗩᴥ✤ꗳᙁᗱᗴᔓᔕⵙᙁᗩᗱᗴᗝꖴ⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚ꖴᗝᗱᗴᗩᙁⵙᔓᔕᗱᗴᙁꗳ✤ᴥᗩИNᔓᔕꖴ✤ꖴⓄИNꖴИNᕤᕦⵙᔓᔕꖴᕤᕦᙏⓄꖴᗝⵙ</H3>
                                             <DL><p>
                                                 <DT><A HREF="https://endchan.net/gfx/res/83.html#109" ADD_DATE="1690842261" LAST_MODIFIED="1690842288">/gfx/ - ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⚪⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⚪⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀</A>
                                                 <DT><A HREF="https://www.bronnen.net/biz/res/951.html#1018" ADD_DATE="1690844993" LAST_MODIFIED="1690844993" ICON_URI="https://www.bronnen.net/apple-touch-icon.png" 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- ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀</A>
+                                                <DT><A HREF="https://tbpchan.cz/gd/res/30.html#79" ADD_DATE="1690966536" LAST_MODIFIED="1690966536">https://tbpchan.cz/gd/res/30.html#79</A>
                                             </DL><p>
                                         </DL><p>
                                         <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᗱᗴ✻ᑎИN⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ИNᑎ✻ᗱᗴ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᗱᗴ✻ᑎИN⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ИNᑎ✻ᗱᗴ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᗱᗴ✻ᑎИN⠀◯</H3>
@@ -822,7 +823,7 @@
                                             <DT><A HREF="https://tbpchan.cz/gd/res/24.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/gd/res/24.html</A>
                                             <DT><A HREF="https://old.diochan.com/int/res/32529.html#32529" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/int/ - International</A>
                                         </DL><p>
-                                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690843896">⠀⠀⠀⠀⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⚪⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀</H3>
+                                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690964488">⠀⠀⠀⠀⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⚪⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀</H3>
                                         <DL><p>
                                             <DT><A HREF="https://www.bronnen.net/mod.php?/biz/res/971.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/biz/ - ⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ</A>
                                             <DT><A HREF="https://endchan.net/gfx/res/88.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/gfx/ - ⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ</A>
@@ -867,10 +868,11 @@
                                                 <DT><A HREF="https://endchan.net/gfx/res/88.html#107" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/gfx/ - ⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀⠀⠀</A>
                                                 <DT><A HREF="https://www.bronnen.net/biz/res/971.html#1010" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.bronnen.net/apple-touch-icon.png" 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-                                            <DT><H3 ADD_DATE="1690839973" LAST_MODIFIED="1690843896">ⵙᔓᔕᗱᗴᙁᑐᑕᴥꖴᑐᑕⵙ✤ИNᗱᗴᕤᕦИNᗩ✤ⵙᙁᗩꖴᗝᗩᴥ⊚◌⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚◌⊚ᴥᗩᗝꖴᗩᙁⵙ✤ᗩИNᕤᕦᗱᗴИN✤ⵙᑐᑕꖴᴥᑐᑕᙁᗱᗴᔓᔕⵙ</H3>
+                                            <DT><H3 ADD_DATE="1690839973" LAST_MODIFIED="1690964488">ⵙᔓᔕᗱᗴᙁᑐᑕᴥꖴᑐᑕⵙ✤ИNᗱᗴᕤᕦИNᗩ✤ⵙᙁᗩꖴᗝᗩᴥ⊚◌⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚◌⊚ᴥᗩᗝꖴᗩᙁⵙ✤ᗩИNᕤᕦᗱᗴИN✤ⵙᑐᑕꖴᴥᑐᑕᙁᗱᗴᔓᔕⵙ</H3>
                                             <DL><p>
                                                 <DT><A HREF="https://endchan.net/gfx/res/88.html#108" ADD_DATE="1690839956" LAST_MODIFIED="1690839978">/gfx/ - ⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀⠀⠀</A>
                                                 <DT><A HREF="https://www.bronnen.net/biz/res/971.html#1017" ADD_DATE="1690843896" LAST_MODIFIED="1690843905" ICON_URI="https://www.bronnen.net/apple-touch-icon.png" 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">ⵙᔓᔕᗱᗴᙁᑐᑕᴥꖴᑐᑕⵙ✤ИNᗱᗴᕤᕦИNᗩ✤ⵙᙁᗩꖴᗝᗩᴥ⊚◌⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚◌⊚ᴥᗩᗝꖴᗩᙁⵙ✤ᗩИNᕤᕦᗱᗴИN✤ⵙᑐᑕꖴᴥᑐᑕᙁᗱᗴᔓᔕⵙ</A>
+                                                <DT><A HREF="https://tbpchan.cz/gd/res/47.html#78" ADD_DATE="1690964488" LAST_MODIFIED="1690964488">https://tbpchan.cz/gd/res/47.html#78</A>
                                             </DL><p>
                                         </DL><p>
                                         <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ᴥ⠀ⵙ⠀Ⓞ⠀ⵙ⠀✤⠀ⵙ⠀ꖴ⠀ⵙ⠀ИN⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᙏ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᙏ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ИN⠀ⵙ⠀ꖴ⠀ⵙ⠀✤⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀</H3>
@@ -1341,7 +1343,7 @@
                             <DL><p>
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                             <DT><A HREF="https://codereview.stackexchange.com/questions/149095/n-dimensional-cubes" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">python - N dimensional cubes - Code Review Stack Exchange</A>
-                            <DT><A HREF="https://docs.python.org/3/reference/expressions.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">6. Expressions — Python 3.8.4rc1 documentation</A>
+                            <DT><A HREF="https://docs.python.org/3/reference/expressions.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://docs.python.org/3/_static/py.svg" ICON="data:image/png;base64,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">6. Expressions — Python 3.8.4rc1 documentation</A>
                         </DL><p>
                     </DL><p>
                 </DL><p>
@@ -1350,7 +1352,7 @@
                 <DT><A HREF="https://www.redcrab-software.com/en/Calculator/Helix" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Helix, online calculator and formula</A>
                 <DT><A HREF="https://www.behance.net/search/projects?tracking_source=typeahead_nav_suggestion_filter&tools=9524" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Grasshopper Projects | Photos, videos, logos, illustrations and branding on Behance</A>
             </DL><p>
-            <DT><H3 ADD_DATE="1686507139" LAST_MODIFIED="1690109007">⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ꕤ⠀ⵙ⠀ߦ⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀ߦ⠀ⵙ⠀ꕤ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀</H3>
+            <DT><H3 ADD_DATE="1686507139" LAST_MODIFIED="1690950852">⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀І⠀ⵙ⠀ꕤ⠀ⵙ⠀ߦ⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀ߦ⠀ⵙ⠀ꕤ⠀ⵙ⠀І⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀</H3>
             <DL><p>
                 <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">‌​</H3>
                 <DL><p>
@@ -2303,6 +2305,7 @@
                 <DT><A HREF="https://github.com/microelly2/PyFlow/tree/master7" ADD_DATE="1689479321" LAST_MODIFIED="1689479321" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">microelly2/PyFlow: Visual scripting tool for python</A>
                 <DT><A HREF="http://www.liralab.it/projects/logpolar/retina.html" ADD_DATE="1690033663" LAST_MODIFIED="1690033663" LAST_CHARSET="windows-1252">Retina-like Sensors</A>
                 <DT><A HREF="https://cgpersia.com/?s=%s" ADD_DATE="1690109007" LAST_MODIFIED="1690109007" SHORTCUTURL="cgp">Search CG Persia</A>
+                <DT><A HREF="https://www.shadertoy.com/view/tsfyRj" ADD_DATE="1690950852" LAST_MODIFIED="1690950852" ICON_URI="https://www.shadertoy.com/img/favicon.ico" ICON="data:image/png;base64,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">Schwarz-Christoffel Mapping</A>
             </DL><p>
             <DT><H3 ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀I⠀ⵙ⠀ᗝ⠀ⵙ⠀人⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀人⠀ⵙ⠀ᗝ⠀ⵙ⠀I⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
             <DL><p>