From 795b82d39465cab71b18e33b5540a0022eeb703d Mon Sep 17 00:00:00 2001
From: OOOO <oooooooooooooooo@skiff.com>
Date: Mon, 31 Jul 2023 22:55:52 +0000
Subject: [PATCH] =?UTF-8?q?LMTH....=E2=B5=99=E1=94=93=E1=94=95=E2=B5=99?=
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=?UTF-8?q?....HTML?=
MIME-Version: 1.0
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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>
---
...�⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀....HTML | 157 ++++++++++--------
1 file changed, 88 insertions(+), 69 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 eb7d91f2..c54f9b15 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
@@ -9,11 +9,20 @@
<H1>Bookmarks Menu</H1>
<DL><p>
- <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1689479321" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
+ <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1690844993" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
<DL><p>
- <DT><A HREF="http://oooooooooooooooo.boards.net/" ADD_DATE="1686506562" LAST_MODIFIED="1687312931" 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="1687312931" ICON_URI="http://o.iboards.ru/store/o_iboards_ru/images/favicon.ico" 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EaHLoUHziww8bXoAghnH+YnXoH1SEgHokW0TqCGB8joC6DkfRukDGtNEAskjnYNEqQYzthh3AvS0aA+QnzwWeHIC8GHquACGANA9wEb3txZe5fHlEe7R3TkeQur4hdxJklAWVUuvZFJcSO0H0OoY0vruHbh9A3oSpHuAWXA8AL/VgzwjVx84gGMLWNzgUsA7wQkYyxy/k8EBTaDLGwxW3bYJ6D7NlmEcKwxLan8/FgH+PoxPdpdW2R4beIvxJD26igeS6LAdXmFPMf/kBGgeYFf2AGTet4fyZxPsAphN9pTlNrBD7ysjpO19WRYdQS5eWLkH+PECTEyh+3VuZX5mmaKSbQQsCDf1APGwc0A5lUN7w+GV5M1Q7HrwGNEN3R4KCLGMfeT+B4BIZxvYixi2zdOfFczG/b/HCzLwBmG54/YT2wqSJYUUGwjwMwJ4FijL4acGs04ALFuXiQ/mCU6RQ09OgiclwAL87gEcKOjSfPf73/++pA+ta1l8aXyAX29qIRaQRQfg0XUZ5dC4xbe0IIMqCDZLr/TnO4AfMgkxh4F38A4EbXkRHXMB+rwvgFXbOUV37VwHYOO8Jn9k7VU/2JTSCGAUUZA6NG+QACepXPakRDHv0UE/yCOWLeBCk0PekASSNxsrT4v/ExrK0GiG46CLNTwCzg0CQfvrzbNGggqQUVae4N///d8foiu1xyzDffV7f2pP8CQEaMDHDQjoDv6NbGi6v9KdAr7Ai4auLnsm4C/r7qA3mXMfljXLwPIDjPIeLO9Wf4gN7H6mGSFYegFfMbwIYIRQXfCZ7o4O3UGPfZIgJISI0EEvIszigdL6AisATVAn+OEJsByeCsGy4oLczyRPrgfwOwlcFoEMaChr6xQ081YONJjEA90b5P3zestwPIUkejQBaLTygZEIR3U/GrtofdW12cFf4FMjVwf/RPbIuss7uAcoj0GZU7IoLtnnB69B0M8kkKx9gR73YkB3L+AGwIGvh6j6n+l/PfSNByAY0J2igEKZJJAMjVwCOsEuaytgYx+AuuQOwS9JVOAXWSiVcnuLBwavge0o1BrLJJOKBHmgQ2bIibuMBwR8x54q99zpowmgEzYvsAJErkcfH6U7u+6HxEGgGwGvcv0O7rLyJnuqZTfWZRaI02zYCqsPnf+uBbqp91twXDEAiEECuJeAjLmjrk9vBi9C4K/u17NfMzLMnpdnPpwEM0AkYGC9AU54BxDBySCwkgTeoJWgP9it0v4FYMQG8Qtn8JNemMe2lEeY0rKj39B7eQIdB9ucJFiOwDgDZEgk7YtpiweOEaCyRE9h/fVAziXNpjzB76k/t4KD7idgME6mMjae7al5Br0igcCq7ffU/BtLb7JmsPxtvSy7iIBlgX7jCShxirQkx/S+dH9tmnUGNnH9bhYICLNKngF/mgUCyGVWMU8ibDI9IgOB6GlQn3/fPQGPDwDLY+SxTQ4NUolESDLMgmLbjvFJhy4bIBp/s+A4DcNTkODRHqCBX6SaggPSJ8bizKFLZPml931qGZ8iAACKMsz0eHanZA9B7tYduf0iAo8hoA/lCOpBEk2A771EfX6WBnXr342DAO4SSHXnHmCQPySGE8LB4QBK6QHr2ohQMockkKUegO+ewWIBZYhEAKU6Sz4B6CaJKiOE9bicPRLgWvHppxir1KVQD4jLA9BAPJoEFxPAJI+MlWt/D4ILKDPp48AHCBe6v0COPj2MCTLbY/EAzlOgBvAR7Ib+TOvuAa8sOKWSB8+oj/t4FnkcBLSYN41fMYGOQcN+igTq1r/XfaVCzfqlpVv9JCUEZrOYkkbwAsjMJJAw7+A2EkDaeGwgYiCjk2lSEKFJJQXJmkIWvWdvUieHAl+PB4YW5B0ppPhE9eAEUGo48XepN7iYAEK9eYBVzr9Ag34+1tWhS5+0viTAENQyk3OP1CVHbBisfpc91PsO+uU8SZQkAdgd9LhWeQEHvBFIwD+HAKq6TRpUG04lAEGbxn5BgpRB+EOQKTKICBMJJIIUAXBcSR7EBZrXepFC6yGH2GIsDyDi4DqRGVI61D1EZYdwrdZ9uqdHN8bgUuD7Q7B6P322eYAO/kECqYtzov+QJzxF95d0ocVPAoSLldX3xq60/iinBi3Mw3KbBHLJUzJI5KLVhzQbJJMBf5YRUmr3JQlQgePEIwhAQ54eBGsk2MgbeAoAFpYf5BHQzRP0WCCXQ6ImASh76rySQcfiAbUPwGsxK7RJ9TaP+HIeIG5mlfIcCNAbvCYEuGfX5gQfPIH0PJel/QF+SB8HvyTMFwArrL/K0LoD7Oj/49q/9kcZWvkkEeWOguKUQCDtwcvWS/RTKYQyix+99PB94KUHMK2P/Y4FwbOcfwIPYCLQJSXSEwDc+FmQXC293CbAp6yhd8kskPoRxTyGqPMWY6VVM0OkWECegQRIL0ASaH6QQyLACQ1kFSvFcxnk0Olm/OeXVM7ZJ8sekT4DASYNXoMHgOwRwMwCp6Vn0CvdP1hxkQQNXLD0SHd2OQRQyzvQmqfUIdCR58sGMuxnYB+yQvQSAr3ubRUEiyyntAd4MDzL/BQBjBQri1gpTgLW+/lXkCtSAIRo8Ip7TzJIIjUCKMAdpBHSo/AE2B/lHeQkhTyAiFDxAtOgea2UQ9N4ANd5QgNZGYdLpdBFMYCBPy3b5FcWUu/1Uv0oq5PWFMBCxgegBzjpGRL0Cl4BUMkUSSECWsFteoSV5edxXfJk+YnV9zRoT49mcEwCSfZsCICbsjJPSgAAhr9MdWre1stSK3MiQnhDlsokcCfeQLn+IcCNsitPUOUpv1z65HlFMATT9Ap1PSCDZYYUG2TIgn+4T+swtxcPpKG4hARnEaDpfgd/18BD4AtgOAFAGIHeujlUw5d3cwgCeLZHZQT6tN7N8ssLoGz1C4pz1nqCdJBKBnCPAeQJBPZOgmzBbqCvuuA29P8ZxgzKisPTOgB5mMcyHib+DoeucYCmuX8ew8Eha18tvHGM9Bqy1FwepA3XuUWvzBCkDwjD/XM95tlQpm4TSQYnAsrF88l16jNECVRZIr1XDNDzGgcCHAmI3Ruy6s7LCJ1FAJ1hIX+muX+26HrevzS+PAAsu3kBZHrgBe5o/QXIPk0AW/cGSR2B3gkwzEcNo0Ocg7skj2SVSEJiuAfYiweS68A0sa06cWOhRrBZDKBtvS0A43iKDF0CObhl/TsJKhgmiEsSAdj4UQIl0Anw3XmRiUFxkcKIUt4AXgAv1aDVWOeXFJp4gPQQ8gBoQQYx+NsNiJ/VAzTr3xt5ZlYwuzqn2GYQSX1fUqc1eJUHQKoTLb2y4E36DECn9QfQ3MKLLPIe6TEAaoJ/CIgJ9iFVqvLaBlBjnQBuxLg0E7QKgjv4V0FwlwRlQQniCnzN4ru0KQ8g0IMF8Yxk+SVvcB5JII8J0rLDCzhhRAxa+iITh1yR5S8PgGOQBJUWlTdg+vb9ost0t/5ebye3C5ztAeKCATZZqpn0KUBgAFt2u9x0cQaoOZyJxwAISiuQ7cCXdRYxwqKEcckennjbPUlAkKpR7B20flzDO2Rf49hfkJDI7qCsewvtI2vvJKmXZ0iiVHSYp5SZej+Sxo0FdAiuJ6UP4xC0uGUWI/CHw3lGYwb+evAoKwnE4LbaAyhFNpaez64CV5LjJwAfshskiDr9kfNYnwRwy05CYP2PCITDYG1IsCACjl3xBIH+gb1Ge8sxbg1Zq/c28K5nvGYt4r3+UK27f2cRwLyAHuqSAHq53fP+lDm4SIBfFr8yPAK4Al8CXVYXxKh4AOCHc7Eyme4kKEWEXAbYeR3yBAK7Z5WKDLTuimN0/pRJJFSSnMZAhFnViV6CUV2rnIwIHtBU+sS5tG32sGXhESsk8NEpjoCV5XUCaF6WfwhsAXD9oOVJqA5seYfyCCgL+QQSSN4wZvB4IOcVEMs7WDwAElSDGeVRZockhRgLHCOAYirPqD0NASbgx4Gnli+kzz36/OAj1JQ9qY0B8HCFd4wLnADvFPgC/ALxQvpkuhNgJGG69CmQizAme8oz8NorriDoZ20F1SbQiJGcohVXPVR9YJvVD+pq8ARcPjUNmjggUaTzcwrAc1tZfwK5JJACU653Imw8gUjgcoiAlvxRbFBBscUDToySSwR6kgcksIA4icHfe+j9kL4uk7L3KD7mjT5CIYX24gE3Fs8jgcziyZpNCfCnP/0pszP4EDWAL8uvHH/r6anGrwQfrT9ArTSnYoGKCSh9PL/vFn9Yj+PFeeEt3OoXyeQ1CNbyAnGv2S2iEcPbAjIzxDo5pWu0LFEngluoQcca4Dfgh7UHoGj9u96voBeABkGiXOXyY533/QEIS/c7AWK/n2i1ewwgEtR6dJueSCEnBICt43kMUF0mFAtYDJDb8CFvSK34NtlJBGgy8tk8wG7qE9b/+++/Tyv/61//GkFtegBJH1p5kKOsOcoy7TmkO137t6yPZJEHvTUfFZnZJckkA7MIVsExiVCSCNcCEjSrr3RoeQXFAmbhe714e4BLzlUQ7JZsNwYAAfBHong7wJDvB/hlZbEPQe6gl1wp644ylEIIjHE8J8EggXybZYW8gazkkNKi8hogmeIVTCWFQil8+OGHH9I7/OY3v0kvcE5KNO75JBl0NAYw6YMH4w8Ty/6wExzq8ena37xAjuMpaUNZVEFvs/653nR/5f5N988svxq6ckrLP2j/RogKnknKBD3Io1Qp5uHKGhkUCPcs0IoAXn+eCnXAixR6eHsEqCwQSTBIoHhu1d/HW3ml0yck8EYweQvo+5xndmgoI2nkUxBA5AHZsI3nlNzpXkDrkzDeLmDyKImOP2sY696gG460/MeIcBIBcJAmf1YS6C7kD150T3AQ4PgAdaZCof8lfyiLMogl0N36b/Q9dDwAONH9IlBmdbCdZSFLvpAXIHi7N3BiVCc7nkceoNoLUAe4pzhuZpFIiq7/Z7JQ4Pepz7u1cvDroc7y3xUQEuwAK2Yli0ryyAMQ9JWL1zIsuG2reUgRWP/4y34/IIHAjH1sfhMPGGHKe8jquxeQ/MK5sB0yCHEA/tiproLh6B8EGeRE9/aBgQCQQTDejyKADkAv0HP/0sND9gPZn576/NWvfqXBqhAcYwhzeYGhc5ulQBUXFOgt8B2svllzJ0JmhJqlH4JlbBcpjFgVP9DqVwMZvAPKmeTx+990i4Dx4T49+5OWids1r4en5d4WsGoAkhUsUNAbDBIIpACQBUCA3ecJ/k1w20jRdb9So9Mp2gd0DvMCeV4RgNdRHgCDa0Wwm2UA/r/+9a8gdHWRYEp0lgnyNpEiAg33LgmOeoA8WjDJHtgq530/6/QGS0/Ljx6f6NX5TgQAQGCxrbvDRvYIxND+Zv0F3gH0KCtPgdy/AbyTQSlTD5hrPu73Hj9Yex3DAuJKjxrI3QucI4E6AU6VQA6CHgOkxmdmSHIEXgGNDHsk2Oj/OE6ti/rPeXqBPTIk8F0KycqLCFr2NgHsAwJEi/FP8AIYZ5SewBvIJIMqBQx4xq8biITtMes/s0L+QHK+gd+tmuZR7E59/ictv0kAvgyT1h9ZHMoeZX4yKHVtT7Ajm6SX2gvspxCBwEUXaXkDpTi1rhrQcDx4GLxrgCnAD/1P0mWMQMuPewaxUC8KpI/GAKrDQxiRfyvDk/InyvsD7HHABvyUPQAl/vLFdXoCtdZmVwcQAJYZffZlobFvlE+JEz8QRt2cU7rYOtf/Xf6gnGv9PA/7Cnk6tLwFzgsC4Ly08plFAgkghxDwKiWKZd1T3sj4rgDueeYhvQ5V75vpUQ/Q5E/PaJTlU6/PuPA7ZX8Aamn9I8HvkgAgBYFYGp8glJ4vSQTrb1mf7iVk9TftBDgeSADgx3z+5AF4PM8I9WBYy4MUJMhVPzVAlsBP66T6h6uveT5sjwVOlUCSRLL2CSYSpBq6zBMMDV0Ee4IZ85Qwbu3RQDbzAhuPACvfM0K0/EmkCQGOBsPMBnkv0VXDWBmNY17gVAKAOXsPGP1+MvBV8CvggA2JCC8AACAASURBVAQ2nHnm5CUtKH82eh8ABPAFfi0LqJw6wD3zo5x/Esb2ddnjAXV5iHgoQ0aI5B0ax1gPWieAewyQ87FvdnU45ALK9Pc4atYQVvofrIC1i2PQoKe79+xHjwGKACwnOeT9fn6Ky6kXXgzobvEHXU9CKCOU3Sa4n5Ole4EsIxIY+CtLBIKhnYFEUye49CS4dQ63riBY2z0btIoHqg4fRYCJ/AER/GGX+9f7vpb98ZZevexe+X2An53eXPd7o1gRwKXRwvor2+Na3z0GrjnfGON0aDeA3EE/IdP8kjwVA/C+Xf87+OEhsi4AdqHejIYHwi4rBwLYw9qkQUmG6vvDspIt0sFD8EsS5DpJIgIX8uNHqAlZfYEwliWHMHUvUKCPY4EE2JZlQBAB3OebFxCwBwKEPMZQi5JB5QUmL8sMBLCuEe4dZSCA06rDPRLsegBzy+XKCSL3BrkN3RvK3PFlF+p67/ezSwDpftf4M/lDQrh1z+DXcv7d+pe3aB4hPY1Jn2wJpuWvVuEJ+LsMyjpgu8GzN4QRuAK9t/r2FuGh9ZdaGuUTzJRCsxToIHsEcvcE9AIz4Hss4DJo6CZBGYRBtaYEgAdQoxjm+TvkeePPukl7Bkh1IgJg225bwDEC4GHqrwfAQ/D35z//+T4aKYZXHSmD7vn1xgSWg9z6+3trMDQ/enl6n5/BsncCUPvPrL8Df5U5gt7XNgW8kji+3r1BEgDyBjIH82gboHF4dgLAorMrRL7XaxkfEaB7gtT6JEDOkwCz1t0Cv4hC6z7IHXqBKQHoOWqbgmEG3pv0aJNBOcAugmEMlgXPpDhGRAi5/eFf/uVfuvzbdBcp4O68MzwlgFl+B7+sviQQtgkot//6r/96j74/rv0Bdvys23MFuzbAlff1qcAW+4EI7g3ifIPVFxEm1t/bAQYSSE5pH06zxyhB7X2GugTSvStQTqtP6SRj4e0DToZs/WWcoTfE0kKBOLBstFZy6Z4S7ZkfFE2ryOyOA9/n3QPkPEmQgSxbiFPbT3R99wIDMWwfAX3pDaxNIMuY5i9ZxNclUwKBXLg/6ybtqdD36Bv0z//8z04AzOOvx0jewDj1BMc8QM/6dC+QgJi0/pb+R98fDFDF3H/2+sT7vmgPEEE43TRwzQggQoAMjQAzoG88APYR+M3yJ2Es6HUSaF6yxwNgt/wzDwBypObHH+qKvyQDf3pwWpeWDH/QruRFzwIVIeQJABj+BPoZEZwEJX3iPEUC1/JxvBkJch3aBZoMmgXBahMocuj4IgLIgB/y//becKZDMSBXiwUqDrBW4b02gazLs2MA8wAiyCwGqBSoBcDZZ4aAHjq/NbCnpWfXZ2V8hl6f0P4CuUmejUeg5Yb+L93v5MA8fz1tKulTaVEjQNf/ngmqQJia39Ogbv0L8Ab+NPKNBCKAW/xcR/TP2gG88UujRHfZowB3iAPcC2AeIAcBZJWxPCFBWXntw4axDQl4HJGh9mspUVn+JBMlUHkDkQLeoMUBigHypfnFOwLyqj0eON0DNAnUwe/LCQx8usiyPykJovtDbgv9X4GlWXr0D3qHd39p0YsEAm8LfpXR6alPWXOBfFPOCDD0GYr12VPUpI9AX4RAGf5KCkHCUPb0VGi9HWaARxkH/Qz8LLJ5KaZSeQSdvEJlgkCS+KXlB2gohxz4nQRKdUpmpPSRLAL4SQCVk+7vac9cv/ACajAbpJERYAA/rhvvCkfXh2qTwDoF7BEH5ProFlEyiDIJgbB7PRkSrfPlw0OY9BDdSCC66/TA2MceoOvZSgGq+wMzMB4DpAzSUIfuAQAq6/mZIIOVl7wRKGX5bVqNWRP5UyRwj0EAl1zSueL+8liQQbx2HXtoC9D+IDN+inG4rJigLD/umdtm8tHru9e969Vu9bWssX48A1SZHwLDPYEkTKU7SRjJGGSCEswx7S29FfQaMZwQKwIMWSASKs9nkqnORWuvHqIph/xnEkjyJ7U/W4Q1dpDHA1VXNBBJBMpJ2KYxLiDAh0kjgVv8wd2j+0MMX4cUqHeAS+nDxq/8iiNAYQTIOMCXBXx5CGh/ARUgnRAhwU4tP7P+vm4ZEOMcjQAiwRADgCwEdnaRmIC/kgHYZh5AgXEng/S+1/sQA/Dh6WGl5KEk8oBYYC8SKLcPMgDUAF77lfYHiEgAt/ie1+8ZIZdCSy9ACbUJjlsWqDyBAG+BsEiQngr3zUax8gK4dniAwGAfQlFkSOCD8Cvwo8AyCDYPoOBO5SsLFEMe5svm7P5c+p9aWn3/BwKox+dE+njrbxHArXknwoUEGNoEQFAQAYTiVOCvOEAEME/hAXEZBQLfZU9PiaoOpfedAJsYwEgg0KN86mBu6y2/SQT8NQJU7t/IkOBmxqW3Am80f5QtXa95TGcySATAdsxzOfsH+bKsP+8pQa8OctyW7xO0dwQqDkAgjBRwfGMM1ybAOwEqeTCTP1MCmPX3NoCZW0f3hwR9BgBgAhvAlO/3Vx8FNJThKM9D0GteIIGo4LaDHkDFOhAJx7Tg1/X/4AGaJBoyQy3wdfBX4AsvwdEnhgxQXEtJQXqIniVbeQABXwZoT/6g7KYvEABOMEsODUEwXiE06+4SSB5BBNhY/wb2IR5wcIsAIBGBWxKpe4GeZm3gR2NYdoHGehET94hlf1VS64D8RH/88V3h3iLssQD0//T9gKkHoPV3a+UP0nXv7SwDBFB5/x9yRFY95Q8AjF+4vVyOaS6LCMcIgO2UV8ck0CChYM1p7ZX3n3kArVM8kBKPHmKw/rg3eohpGjT26bGUx1UCvnsED367nvWgN9/zJRE85VlegMSphi8CuxNgkDk85tTay6K7BwDQQQAAvFt+L+/6H2QJGZwSKKZp9d3ydwLgHiGBEBiTOPmyvGWCVC+eEu2G47QgWKYpTrTXolkkUAaIlrSGF0fXCH3UmkBN6wlrTAIA9BoHKFt/QQKAjPn/waJfKH82xziXALD+mez/+d2AIQYgYSslbF6hewM3KJq/mABxgHzotJgVAxD0SQzT+Hse4CwCzEiwJ4PcE0ACAdwAv+QQyVCd4lg+74v6Xx/frlZh3LsIYJkgB/8miQAPIGz7dM8DzDJA2FfgRwPYO+h/yiDv/LbMAAHI/L5XEoABrwiQ1nnRADaAOSoAg1ydbP1p9d36q+Fr1wNQzlU8QIBnWtQ0/6r1143IUxLAs0CKCTbtALTOWu86f9D8TDkOKU9Z+S55dgiAjnE98PXljAFQBlZf85hi2T62t2kP6JkgkJve4IENYjiux0Woa/cKuTyLA44RYJYKHR62twEoRQir2NKflQXyFuAAenDgi5QZ8gxGAE9d9kxQ9v40AqCn51CegO/yp+t/D3xXwTDOU/GAJA+IQOu/1xC2FwO47JlJIJdCq5bgDPjoBTLrY7FBegBY3PZzi196W4BHWcQOXcPbdpc6CXp6ABzrx9l+WIefQE8ZIzLgQWK/ahHWPO5F894gRvBnDNA8gHS/Jw3KG5xMgKTLXAIJ/OkJehfoWKe0pwgAI+ktvT70oVKhig3QHVkeoDJCMyBzHcrLA4gA2D/nLyRAEQJSiSlPxSXVGIabou6XNyyviHpBPSx+qDc3Klj2v5n+7+5cWY5y+QAJwe+xQPX5ZwOZE8Fz/MoE1bojBEiwkhBu9aceAOWMAEqxVldqbstrw3FbFkjeQN8S0LWC9IqD1SKMY+BPJBjq7VIJpIc1bQ3GSzDUxwJ+qqGJByiw4x0AtAITvLMW4E13BwO69/+5RAIVMRizaLmnQSsIppcp8EcFpxEw7S+jUBmhHQK4rOzgT7vDlRsNy22uc93aCey9PxC8wG4QTCCrNXho6BJ4VUbTLovoAQYC+L7mFSoVyu3eIPYTWoP5bsBKBqkdAOjP9gF4uck3BFSXQ2boZA8Qx11ZsEH+dA/AVKesfrYCc11JoAD/F/ahO3WIy/d0AXR0gUDOEfJIwBdZoowIAAm0SoGe5AF4XV32DG0BSufi2uyn3p+eEj0lBuhy8hwCbNKgZukK9JQ/Q/cHBpPHZFBmcgjwYxKoZI4IYUGwbxu6REDm4Kvb1iUivYDJoRwyMUhQcgj3iOvyGACGgODvHsAbCHtKNA3KSQQw8OMBdQ8wpPr0EgwKAlAeA+gdAHgEawPIsX9c71MipXQRAQhu7xoNYJbOx9tb1gZQ+4IgKmdkqeA57i0Bjil1/fCWGEGuMvlCfgM/9s02D9wyt3UP4IHvKgaQ5vd2AG8Icw+A6j1GgAx08UdXPwAewxZCIkWZHgjX21/eKuwSyC05Ad9lD3ZNAuEtM/MOQzyAQkiFGgEc6NUq7EOmCOj+bgClj6RQ3vSRl2MGWdlJcGoQ3B9qEqF5gCELpCEQVynQuJAEH6bS/pjC8q8III+A7QC4B8EmkyoO6NIJuh0EMQIMQbGBPbM+fu22bSZ/vG3kFALIuOylQU8NgksKUZsPneHoASSDqhuErLdIYQT4kfHEplEryvZXICsIxvEs1499VwSoGILWX6NQ/KgXY0giT4VO3w6TC9gZOfp8CXSuB0jRH3+05JhNvb94C6zaABz0Fg98cYoEAgGQPiIRSj6d6AGU/qwhUwzc8giw9DgFgt18ZRK3qXK4Z57LPaK6QHgQ3NtSBHxMV3+zOMAfpII9T3tin9TEBHR1hYA1j8wb3L/Ai2Np3j0CvgmQy2d4gMz8APhxjpyaB9iTQHrf2DvO9baAyvsv3g6r74g9qQc4lwB4irDEAAjJkCBvBEiLKrljMkgZoJqiDeBED6Ag2CUQ5n9BcA5pUVhzeQ5cMoPgGQnyWkgyABweowiAefAd90NCdP3fCQBQzpIJe2lQBzzKdQJ0vSsJVKNAQypQ9gCb0G2b9Ce9QIKY4E8CoKzFBL0D3N9AMgI9gcxAOwlAIu55gOobxGPksfBrrcHZDwjX1QiQRMf98bw3L0qAR3iAAj2JkWA8sRU4v/RCoB9tA0A5eBnGABknkADe92cYMAsAV/eHCQGqXYBmHMfsLb+zZRQ/pSsEynkcMOvnklaf5xcBSusbAQBQeYs+AFZJIhIgJc0RD9C7SUgGQeMfawxTW8AmACYB1NUhr4vybfV+8OvwAFcCJASvBDgEuZ8fAfD0rxKoeoVKFrnkuUqgw2eUlAW6SiANh0Jp4t2ir0HwvDHsGgRvh0h5HgmU4nPbEHZNg9r7wcxgef7/mgb9XNOgbBS6NoT9/HLMKe0A14awQzuBXoB59Q1hrmmr7/u1K8ShX5D9euantwNc2hfoWEtwNn4h8xPTa1eIMW18fm/QHQkEhVR572tnuCkB9nqDXkoAT4mqN+i1MxxcyHN0hmMcMLNe1+7QfBGGbQPX7tA/vwTzprtDqwFn4+6vL8Rkw9ZLBsFoFc2GLvbhkQS6vhBzaCV8lARy4Mt9X1+JZDcI9gnybtF7MYDq8pSW4N4faC8GuL4S+c03T/tK5I4EUjBcFu/6Uny+xVaJAZvvZHhKAlRfIFr/60vx85Gh3fqf/VK8PzDv1+7u/josynVYlLc1LAoyQPEHXSnQD5mfWKiU6HVgrOvAWPYyzCnjAnkX6eF1yFc1MNakNXjmAW6uQyNW8Jte0WKCHjv11yG9K/QhVDsYltVL8T7KwXVoRDR4RDfpZxkaUeCnF3Adq4dUEug6OG51gR7iABJBdedSUkRQBzmBX9mK2WuR2JYEwJ/mOVU354oBMAJEbOtjg/YRIXLZX4OMZR8p4knGBmV//9nYoD46RL0A/yoGxzUJ1K3WrD9QfR2efeevw6Nfh0f3t7z83YFPa3h0M00Cfo8FsJyW7/qBjIMnYPDkw6PrNUkZk0s9gAbAQoB2/UAGxwR6lg9kmP6X6xbwlb/2lF8++OsnkpYNYQl4k0Quh1wGaX6IASh5+hhBPvBTEkOyh7KoGsIgc+yH9T4idI0SwTfAapnSRe8L9zfAcj1fR3ybn0iS9Z/0Ceq57YwHrh/JW7cD4P15ykr3Av6SjPT/QAKAn3FYxQAAu4E85wOImzYAgr5ekG9E0OeH6nVIEEAvrEzAL70+jB1qYwH17M9QHu0UGgiXsYledxwGv3qtH8kTF/zhKQguCQQSXD+TmiSQt+xesro/K71Mr6DGmetnUr/4Qi/H52BYIPdr+EyqtwV066/lfNjXD2VfP5StrI8svbwJPAAG55InYOu1AF/DoXC/l/9QdpNAqxhgIIBGiUvByy/FxHT2qdT6RgCGSIyh0jU8osYE1ZcjcyQHjBOEaVzEZszQWFfbNJQKytlv+DQq19crmNofPTsxz+05tpHmud77+3gP0KFzIAfTnfWidQ/qXnU2MJZLoq7/JXv6sCjS/Ss5lPqfIz9ULMDOcyWFmvxxKTPEA5JLOKbvY2nP2tdGglN2qEZ+ABG+/PJLjQdaHgDrkepvn0jVSNE5Ku6RoVBUh+lhISVV6X2qwHa63WKAPA4L9f7uCYL+ckwjgX8tckkAAnJFgAHMIgX3yeHSOZLbMNobX1/MsYNwnZzWObA/gIvhFkFYEaENfyiCCPCe98951pXGRvJMUE8n+yunAwHsQfXOcNkGgAevtgCWdeB78Du8FBPXl4OoAbDxS3BhGEMLngucsb2GS2RZB3+CFBIl6qdGeF4QIct2AnTrvyJA+0C2wK/B4PwbwX3IGA0cVnV4MQGSRof3g0WAVW9HfC8sx8zkKHEaIS4HkvXPJRGkCTSAUy/IE9ACpn8wL8G38AJpqbWvDZkoCz4MvIWyArjOr2VcC/V5jQxtYweJGDPrjzpxo5DzsS9Qx+rIkeS8DjU/8wCVCSLoMagV8ZtBsF6I8Xl/E8yD3ySCWX6N/FZDpxvIfZS4ClR5vgyAOb6QMj/VrYHHULZo8BwigDzFEfmT+l8egF+GzE/D4h44TRJwRGj3hKo3J8Su9ddD4LOZT8wL9Fy2kyEJAO0T4zTeff/99zVOKEGkL0ZqmPTyAnFWDZib6wR2We6VDHJSaB4E4NCMw7Dn5gV8vUgFcKe8MimU8yAvj5ffATOg9y7QToBZgyHemR5kEK2SiAGs13ycB0/cvcCsO/QuAShvCjhYJpj1LQEBPkdg0zYAnb96X1ckoPXPBq2J9KnWXezfrH8f8Arb4YUy2CXgcx3n37cvQyYJfvOb37wPpaEP43k6uHsB7wW6lD/nEkDlZy9936FbBB5y6gmYv4MVTMCHm5NEug9W30XHJ+n+BBKHSpwSACM0Y7Q4jhgniz9YfgEYUyOGZI/vUxII541fyh5cI46Pr9VgCrDjNhh/JEF0TzwHPGMOB4n75LFmmZ8EvYxIlJeVWUnPfFhRPickyawdYEiHAhxRVqPEZd94SR5sgxWG3AEJEIjGUIlYV5Y2yvcR4wYPwe3VeY0AL49BMgzjfOL4Cn5BIIGc8zMCvI+Y8CcMgwhrjwFvIz7UALnp9XIDbiSMQ3yfWgRAXc0MhNeh6n0z3Y0BVNq8AFbNLFzKAH01XjJIFhQEgAzCZ1PxiSSQgFY5pyAAjgtrj2V6Ai0nqAnGo8CnDAKAfaz/kkk4Fn+13TxEEhYEkAdQeVrwWTCsuKAToXtM1N05LcH5ACe/bvn08NUvSLKnpBAJ4pY/vYHkCOYBak61zfsGAXe5fWL9p0QA6QzssvQ1+gNAq7FAMY9rAfjRHoDPokL+gACSPk3+dCnYCXAS+PVAluwA8GGFmgzSfv7gSw4hGAb6aFmx//2vfvWrW3wbGPPfffddegEC3a2+PIE0vw+YpY/p+bqNvieQS+eTSAV4B3rchBOkYg8AHuUQVNPCD6C34Njv/6gEMvCrvrvxcVddcQAJcKoEUrA7kAHgYdBaMqiBfyAAt/XsUA2u69slhfpUHsZIUKTzbwBgP0kfEOC3v/1tEhPfDP7rX/8K7GXvV5QBCzkUujyg637vMZvrhV160inOj3oAI0FP7+GA3RvcTVqF8UmklEX0BAl+xQZm9ZMAAqDALNDKsvf1ALIBP+dZFkRUdkgkGFKgjQTySiKgdH8FwFEXGdSD3zgH2G11MJNA3o/KA+FOgg5+WX9NZwSoABDogGVGqzCtvWeB+rvCsvxeZpYKzeAZxIm/lEi0/pUVakTwGEAd3/q4P0kCEYDgTu9AS58fxablx9diMvCV9ecXIeUBp1afBkN9ptKALy08rdLeds8CyfJ7Ws8JkFawZ4PoCTKYBFjiwxk1TDq31UfomBGStt7IIZDD2gU23oDkqeHNsWyjSK9IkBofZXF9RriMA7Ce3kDZnsr9W1zQZdAsYeD1h4fi9ShLhnXd+h+NAaj3HRjJBIAXgINs1jxBK/An+FAGP1lxLcdUmR8H9IYsbv1d+uDYtPAiRy7jQxjc1nP/0+BXBLDsz0wCyVh4/T0+CyR2wBNwXg+ue4QCAWRQuKpbZYN+/etfo8FraBQj2IAht/ruBVweVSoUBCDQh3jA5Y/mAVzLChUBAHjKmwJ+JwG2xz1rH8//y+or3TmVggbwWSwgMszSoP1BrgiQMoDgFyCm8UDciyyppFFlgAj2lCEAvIFfOf/0AthG8gzzBH9ts7x/xRgkQRLNrT+WmfZM8uIa1PgVauHDDz/84NmfhyZ/eubnrPSncH1UAqlgPpXx06lYNQ2IQwbh+1p30VoHFyTrX1khBMMWAyg1qoyQ2gCqrUBantPMIun7XQ34PbB9B68CktETOAlEsAzA+dN8BsEW+HocMJCBdZKyiKDvhsEtvYC/lwWaxQJOgnzQ7ASnb4I5AQZPQJDVhzMANAJd5ZTSdEkEr5HgpLV28M+yQe/R1QFZHAJ56PCGa6CU6dZf2aEMgiF/MIUcwj0qAI5eBg9x/A/ffPONt4EsJVBgAttO+juZABMPsCQA3hWOYDe9AC1wEgFgRRyAbhNGgARiZIfu0TUCgAUYLTZwi5/7IVUZZbzFeCpvRBjo9UaAArokD47HX2l+egktzyQQYoGp/CF5egzg9S25I1LsBsFsF/CgLz1AnAdOwNOiAnKRgtZdAfAAdLPqgwew7g5DO4HLJMUAOkYLfCvoda0PQuFrkPb2V1p5lEH3BqU+uS5JEIriIYJjNH6dRICs0CPa/1IPcIoMSokAGSTz3+IArNaHtDOoJBkqE8NYYMgQxTGVyszy8ALQ6OYdUhKJPCRILoMATM0OmR8B3rxIgd+8grJBigdk7SGRBPBVFiit/6FZZPgyjMCv+lRMMOj/uG7styeBEhC0eNk1GoSAxaUlrnksc71kkKz6QAiUAcjBKgS9PI63DCdRBHqUhbOA9ec6EUayqnQ+vYmsvlv/kj64n576jONK/lTg3+rlIvnjD0WEODrlQ9cDm8UBlQ8PEmTDGEGewBcZSIK0npYR8i/JFzEI5qGbBPajFMIx1I/HPUMSAs8RbQKwyOjvw4a6zOKIMDo+CSFLL9kjj1TB7wEbh0+l4qaaNNyVQCgb15DWnt4DFZBIDyDhcO6+O/iH9B/KAhyHQ+VFlfyh1XcCyAOkZ+iWH2CHJ4HlRz8hzqPbQ3kG20fgxrd/E/yNKK7/K+uE/T33T6nj3Z7LG+C+cA9MfbqHG+qARBABev0dxfMlEkjE2fMGCQ40jBFwCQrKobL6jAV6ViilULhCbxBz8FdAjHOwhTgzOS5n3KrLS6C8yaFu7XWOqRfA9ZMoK6u/Ar7HAH1+FgQfywK5DHLLl97A5E6PC0oCNfDXepc9JImyRD0GqKwOZE8HvwjmHiGkb0ofyqHq8oDrlfan7AGXFQMkAUL6dAJ0EgCTZ2V/xIyTCeBUigudpfmmATH1vj6lKrCXN1BA7F4gCHCPr25aR7lNHEDrm92l3YJL93Oda/2aJwk2BOAxV5kfD4Tz+kmKIQvEuAFeAVU2iwHkPWcxwFQKAWBx3HzIBPiGBASbA0V6uTeKeSao5A9TpcoCue6fzotElvVR94mN9Yf0wVdtMfaPSEGZo8C3ujqLIBnYxJ91e+6g71mg6Zfgj7mAswhA4PsxT0qJKhaQB5A3AEAm7QIAf3oBgMm6SVQDlSw6wI9sE72AAOrvFQwZHvMQki+eBi3J08AtQngQXDIP92ZAH+a5Lcmg+bI8B+mULKGMGoJgbDPQuxQash88hqSPQOLgF+BRtAfCSYBYL0uvZU+TFgG4f3VgY1+f7Guk48gDCehKe1rgWylZlPFObyI4yCECnJP6tLr1utzlwFkE0JHMA+Tzm/zKKqqXaIrmQ+e41M0AGebhAcz6p4cAAaJi0kIrIJaVF4hpaasxLEhQAbFZcgXFDm41lJUHUIMXgaz1SUCcl/enYwjkm8B3QoaV/FG9zSRQWnr+fL6sPkHfLWIBHR4DgOQxEnC2ruZh9VkOuX4nQzVUcb8hYAZhos6G8g58EQ3rFPiGoVPmp64HQKf8cQ+QEkgEYLfnmQRyo5D1BJuyi/bJxosIkGeby6CZR8hYgASQ/h+mUTkJJoCbJFHgmWQgaUqjGwnSOtML6BvD3ZK7RFImp1p5QTDsj2NGpasna5GAZKoAmCSRN5jeL+/FDYMbCj2Gc9KgwLzLntm8AD8LhCsYZrCcUgQBrADqrcUAvXmLIWDGelh+WH3sDwIZ4L2FN4HOdGetl/QBhCYvvVS3B1ynaf/Z/ToBLgK/Hsq5pKnycYOZ38MDb78hHoghFO9+//vf75EAPUXlFQD0nAe45SmMCMr0JEhppQHgfONr5Ql4vLL6Zt0RGHdvUJbfSKFrKvnDex5igEldVLKAHuIoAQzsaWt2fl36pDwiILP7cBiUIRaYWH2BeEiTSu5IyhDosvwAavYPMstfHsGAP8QFyWJ+Fywsv+aV+RnAH/1+Hv7whz/4/c2yP5KQnjk7C8+P9QD+MJ0EAwH0rsCeF5AcEuA5Lc+AZXSqQ5/9iQwqsjAozjKQNuw7VIGt9qUlrx6fADrAax7INb97AODYQX8yAUiOowQwwJ9FAILR5YJLnwScMiwkhuRIBcYN8LD22Sis9Qx6q5GLxChPgHcNJcfV7gAAFKBJREFU2IlNnqFAj+vDcUz2DODHdvvzPv97HuBggS+QP7LcZzGmF46LnsUAnQxJCL03TAvf5VBafsghgtQ9QlpkEADBsTwDQGxEqfXwAl5mb57HKGmE9gKQAeTBH73DQACSRzFCD4Jn9aG6doNzlgRaeAFZ/JI9LFfLh1vIF0nSGyC50sBf8shkj0ugmofu72VEDK1HsAsCiBiy+PJMlD1T64+VuNYjge+TSB+3QhcRgMD3fV0OefqvgkX1FE0TCqQdAuL6AVgkgMCvbE3p/9CdAv0Q4LplxzwsfzyMCqZNAhWYY11liUQ6kIXeIC9RZKD1nlp+eoQ9Q+AE8DSo158erIihgG4pgSYWfwgWHfRxouoRKjBiHX5xHM8CaV2CGMFrGJ30BN07cF/p+wyUI6ao/Y0cFeSCANxvI31EAAt8cT8ojz+XQFgeZM9r8ABOqkECETy3kELoIxQ3OCWAyNAayCobg+2MBdJbAKzuAToJQCiTQFUe67Evpo0YdVxsk/UnWXvgu+z+wGvrGaBOAi3r4Wq5Z4C0PQU0gbAXBCdoBCYCv6QQj1FtAw5qA7Qa1RL4DnQeewh2dT4ci0FvxRWSPZgekz5hILPPD1933Av6hbWLg18Hq+YvnpoM8oe8zJCAEN9++62C3WlmqPUYLaCSJPdoKaYccoIMrbmy6kaCIXA2EgxZHxKjPMWECF33O+FXEsjbAuQFvM61TkCvh9xA7yQY2gQIVL0PvOoa4WQY0qP0KAVugj/lCkAuImiZ5dHA9QEtvZQ77gGqa8Me+HGCr776SsF6D3b9HgfjcKnV90q/OAjubDFJtKeJEygzKYT1VEb3oSFv2YIs4M8kUXaXQKux9qWkQVk1cN3YS/WSU936d8/gwW+eF4TAOUCEQ2IlR3g4pQu0ewE3DnvGxh9yWf8FCRIc6AQHcFLfC/i5jmAVqCpVaqAWwD0bhCAoX5xHN2derBrMUF59gR7QukvwV6Asq49rEynQohsxXHV047aMTybSZwb6QQI9Bfj1QC62/Pl0+N6w5gkWf9ib7BCkEHtyuhRKAlDSJOAW8cDgDSSJSAL3AINnwHbrNiGQD5IH104970FvXktbr27QeW9sSDsn+JXOlwEq60+g65l0OTRIIKY0cx0bsioGoHXeZIRktUGO+KVUwtTnu+X3fQjokkgmeaqfD4nXdX/iXIRIN8esT7IkgnSTPisCoF7QLSTjI8fepSB+Eg/QrD8uzoPgZXp00kAmEhQQATzrLlFW3LtLNDnkvTernUDdJnBtCI4PnVTLupen4bVrP3kz3c8080OJlPd5iO0zPlHdzmIBGQgFup4RymfLBzoQgIgpEhjoyzoaWIeAmOt7t4iSK/AiCHYBMDRwmfYfPAM9h8uenG9ESKBzcFudw4PeAv+JDV6qExyr6uopvMCTEKDM1fa1yQ6CITjuDWSytIkg6zqNeCAq+S4qdMjTT0gg+eNyZ+jSAHkE8COlSi+ka/J+/w743U5vfCCSSN0L1IBY8aDxgvJhiI2fCTIQQNsAxgB3PnQohEYGbNsEiGbxO/B7F4lqvDoY0exynKlLnDf+clwheoQCLz1GZoziWTxI9gj8PFa2M4TBApl60JsH13Uq339Cg5fAX8bgKYAvzD4pAeSWePCZJOjeoLpJpOlnatSIUAGyZYYGmSQrjt0ph6TpFfD6cqVVAUZ4ArQZgFhqQOO5N6A3CbQJ7rltA37GC5I3eB9BL8fUugZuSCvELWXlYxn7KOU3SKAJ6IsYtq1aU2m9kyCw8AAqtD4sP8Hv2aFBIsmDAMFd9ohIOD7K4TcLelWu6f6BsCTfcJ+27uIGLwG+T5+cAI0E3jbQAVLeoHWYK83NmOCgKcIj4FNMCJDlHeJcg1QSAYwU1ZJMSz1YeYGaDWcb/U9L3XP/kjjTVC8J5J4PVdI9oQjgz2MWB7j1T3PdADJkgWy71suCD7GAZBI7tMkjuLUvjS/LDtIQ4J0ALnEy0MWni1RWhOiWH9fa8v27uj8r8cLW3hX4/cHslTlrGzy8eQCdo+vgnjbsHebSIciycj5Fu+QQBtdCnYR1RMYnjw95gykH4boLS5VkAVFIFpTz8XwGrU8i5Lm1j+03iwd0r7M0aAc+nyFHGouTDOhHxeEJ/wzytCUss5FB3JaegfsMoOfqGfDT6gPQLJOWngBHeWR4aj8AOQxLShe28GJeMgkSLecxqJXJHpRRN4vcl7/q6zDp6FZxjN3zEAOxAlUXZ+FyVfhZPAAfCkDhrn5PEmFs0cymqNFJVp9WOLW/wNjk0EzvJ3nwUo3A3Kc8Vll3ESVIkEAHGUKKCPQ5FSFBMhJkuCddK7dPCcBtF3kA1icANZMIZUFl4UWSkF4F+qjjBBoAqu1WvryB1mGKl1l8mftvglvKnjw+YgGR0LyBxvdExscBv5I8Wo+qlQx8EuDrIM9GAJLAASJAzIhQFlQv06cZnscE8ALDewUAlXmMLos2JBCRYrrJ9hDEKZ1EBgN+XWcjw+yeigBGDDcIToIuf3A8AT2rkg9sCRRJDIGa+ydICXrsq7TnxgM0q1/gXoFf5zNw53ieedG0+LoGaX5ssH4+xwig+350a+8eY56VAGeQYBMPOAHoDTaxAbtQK4UJFgzDFcKqywugD5FJIrfoOi5Aj788XvzhJfX0ECSC9tkEwSTgJgjGeh5T284iQAN+AcLI4YSQpClgydpD8sQ9gFEKcjUvbzAEypA86NNj1t+9hSRQHgNl2LW50pwCvsjgBDhD9+e9QRXuAfix256NAHHzeWzK2h4DLANidZ02AhD/+QaZtH7JETWWEbgZMAvEBGbpf5KhWo5Rzstwv0HeUBrleRUjENh5XZqfTNX1IauBv4sIQOs8EIDkSJB0SUSNr21DF4OJpXcSYHO+v6tybunjXLme63Kendu61c/jsGx92QYp3Z1+Pk7mvFfDzrMEwHowjyXR0f1Jhm4NHRgOpLPkEECLhjIBWdIEwDUylNaHJzCgF6linc9PG7xc9phXqGtvhPD6fRQBCPYiQAc8tpvMEUAFKA923UuU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">⠀ⵙ⠀◯⠀ⵙ⠀◯⠀ⵙ⠀</A>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993"></H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236"> </H3>
<DL><p>
@@ -21,7 +30,7 @@
<DT><A HREF="http://dictionary.tamilcube.com/gujarati-dictionary.aspx" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="https://www.shabdkosh.com/dictionary/english-gujarati/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.shabdkosh.com/apple-touch-icon.png" 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"></A>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀ꖴ⠀ⵙ⠀ᗝ⠀ⵙ⠀ᑎ⠀ⵙ⠀ᗩ⠀ⵙ⠀I⠀ⵙ⠀ᗝ⠀ⵙ⠀I⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀I⠀ⵙ⠀ᗝ⠀ⵙ⠀I⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑎ⠀ⵙ⠀ᗝ⠀ⵙ⠀ꖴ⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1689894386">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀ꖴ⠀ⵙ⠀ᗝ⠀ⵙ⠀ᑎ⠀ⵙ⠀ᗩ⠀ⵙ⠀I⠀ⵙ⠀ᗝ⠀ⵙ⠀I⠀ⵙ⠀Y̊⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Y̊⠀ⵙ⠀I⠀ⵙ⠀ᗝ⠀ⵙ⠀I⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑎ⠀ⵙ⠀ᗝ⠀ⵙ⠀ꖴ⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀⠀⠀⠀◯⠀ᙏᔓᔕꖴИNꖴᗩᒍᒐ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᒍᒐᗩꖴИNꖴᔓᔕᙏ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᙏᔓᔕꖴИNꖴᗩᒍᒐ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᒍᒐᗩꖴИNꖴᔓᔕᙏ⠀◯⠀⠀</H3>
<DL><p>
@@ -49,7 +58,7 @@
<DL><p>
<DT><A HREF="https://www.instagram.com/explore/tags/ahimsayatra/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.cdninstagram.com/rsrc.php/yv/r/BTPhT6yIYfq.ico" ICON="data:image/png;base64,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">#ahimsayatra hashtag on Instagram • Photos and Videos</A>
<DT><A HREF="https://www.youtube.com/c/Terapanth/videos" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/de07fa91/img/favicon_144x144.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJAAAACQCAYAAADnRuK4AAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAhGVYSWZNTQAqAAAACAAFARIAAwAAAAEAAQAAARoABQAAAAEAAABKARsABQAAAAEAAABSASgAAwAAAAEAAgAAh2kABAAAAAEAAABaAAAAAAAAAEgAAAABAAAASAAAAAEAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAkKADAAQAAAABAAAAkAAAAADMBWeLAAAACXBIWXMAAAsTAAALEwEAmpwYAAABWWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNi4wLjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgoZXuEHAAAIYElEQVR4Ae2d+3XbNhjF6Z7+H6UD1LA7QHzSAaKkA+QxQPNYoEkGqGUP0KQTJFmgdRaIlQUSZ4GIXiBWFqh7L8VPAWm+JFOKBVycAwEEPoLED/d8AKFXkiiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAismcDWmq+3ksudJ8kADTNWhaa6KvvLlqU1DUwBe1pTt7HFaxcQBtvltJja4F5D/npevp2nVsdDP191nJ+ycQkFxWghtUye2vFXHJudlVmatYGBtGOYri/0KqDcEzjc/h4iU4phgMhjBpe96mWVBFI0nokKKfOniGeInxDpBU+Q9hbQ3vIhFwzFcQ/xLqJDVLj6BCiiFPEI8T1EwPxSYSkB5cL5A1d8ijhY6so66SoRGONmXkMMbxa9qYUEJOEsinfj7Ce442cQxduud95ZQBDPHhr9F9F1bVx2G0vgBYTxvMvd/9DFCOLhdHWM6LrYy2bjCTzDmH9AbB1vCK05oJF9WIyarVQbKIEJ+nUTIpnW9a/RA0k8ddiiKd9BT/9p6m2tgCCeezhx1HSy6qIgcBta+Kuup5VTGE5wOOEYkamCCEASyR2IZVxGUeeBRjB0ZWMdR0sA2kn+rOo9Kwoh9z6TQqEORCBJKr1QlQcaiZYIVBCgs/m9XF7lgeh9XNlQxyIAAmeIuxDN/LG+4IHgo4YwcIgKIlBFYIDCPb+iIKBypW+ovAiAAGesoU+iLKBbfqXyIlBB4IZfVhaQ8yuVF4EKAgUnQ5eUBax/OL9xkaQgAk0EIJVsIZ3SyPdAhcURKxVEoIbAfBrzBUQPpCACXQjsmJEvIHkgo6K0iQCXPdtm4AvIWaFSEWgh4KzeF9BcVVapVARqCGgNVANGxd0IzNfLvgdy3c6VlQgkg3zbp/AYP1dVkIAePsS32J4G2bXv1KlML5kHgprcd7qJ9V12B0+eL14kyWSC3obf3TWAzSDaFBYPUYqHIqKYJKTL6KwgoMs0tJnncjo7Pk4STm0KSxMwDxT2+qcODz3Q69dJ8uqVvFEdo+ryLRQ7VsUtIBJgePRoNq3t72eHeulE4BqtTECu0ymhG41GMyHdvRt6T/voX0FAfTQYRhuc1o6ONK21j2b2i3LmgdrNY7PgtKZFdtOoFzyQa7KMts4W2do7qpLAt43EqlqVeQQoJNs7GsT5wOrRsKwEZCQ6p9w7+vhRe0ceMFsDbXtlyjYRsGlNe0eOmExATchUV0WAi+zPn/HzW3HvHUlAVeLoWra1hV9QGs2ENBx2PSsoOwmoj+Hc2Zk98kc2rZ3j7QwJqA8BWRuc1t69i2qRLQHZ4PeV0hvxDVquj7jgDjxIQKsaYArJFtkB7x1JQKsSENu1RfaHD8FOaxLQKgVkbdu0FuAiWwKyQV5HantH4Xy4X09h69BN4Rrj8ezjIoXCzT34cXNvfcPunG/GPnmCX1oeb9iNN97uVFNYI5+eKl++xD9O3AxNPIQzlQfqSSOVzfADac/xr0knJ5XVIRTKA61iFM/O8Ldtz/DnAHeCFg/RyQP1LSBOVwcHcO7Tvlu+ku1JQH0NS5iL5FY6msJaEbUY0NPQ4+zuhrhIbuz8Fv7tWR6oEVFLJRfJfDRP0xbDcKvNA52G28UV9IzT1f37s0VyxOIhWRPQCigH2qTt6fDLh3GH7ClBU1hXEUSwp9MVRW6XCUgeqI0aF8mR7Om0oSjVFzxQWqrUIQnwk4UUTyR7OgsOekFAC54buDkXxo8fR/dYvsyo2hQGYgoJ34Lgng4/ABbWu+arGNyUjWoRTQrn5zPBRL6nQxSLBvNA2Xy26MlB2HNP58ED7eksPpjZ3mG8AqLX0Z7O4rKZnQF4yVdmbQpLeRBFsOnq8FDrnMsNeIRPYVwkUzj0PAqXJZCygS1rBT6JbincMBzOPtylPZ0+xphauQnxnPgCmqDQ9dG62gieAAX0E8RT+FB9vE9iwY93/x2keNiqPYUxn/JFQQQ6EDgxG19Ap1aoVARaCMxnK19AactJqhYBI/DJMhKQkVDalQAX0KkZ+wKaz2tWqVQEagjMPRAW098CpIWdtmTwrUQ5EbhAYP4IzxrfA/E45YuCCDQQmNojPG3KApq7poYGVBU3gcJSpyygcdxs1PsOBN77NhKQT0P5NgJc/9QLCHNbCoMxooIIVBFIoZGxX1H2QKx76xsoLwIegbGXz7IQVDHAR/ExHr+SnVwv1ugocgKcvnbzWWqO4oIHgsEUtYdzC2VEYPZZsYOyeAjmggcyWpAb/vQhuW3HSqMm8BlC+aWKwAUP5BnhqwrJxDtWNk4CX9Dt3+q6XisgKI5T2R1EiaiOXvjlmXighbSuq6hrDpjKHCw4ne00W6o2MAImnsLOc7mPtR7IDHP10RMdW5nSoAnAZ2RP4b9i7BvFQwqtAqIRRYRIER0g8gIKYRLg2P6NSPGkK+kiruAQXyH+h8iv6SmGweAYYzlcVDQQ2nIBF3M4cx/xFiLzDEu3Nztdr2smwAelI8Q3GLjxMtfuZcBz5d7ADZiY9ko308t1Sm3qcHECKU7humaMyI/u8IuBFNHSYWUDC1E53BXjAJGCupZHh5RlfsRhY1jZfTZedTMq0/w2mU7zeIqUny79injCMgBMkfYersTAQGy+mJhnsDLmHV+88LOXZ9aVjv3Dct26+pz6N+Hlp8gz+oED7ZfZ4JtNmmcsTdCJeT6vUyICIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIrAxBP4HtLBfcwuxz0sAAAAASUVORK5CYII=">Terapanth - YouTube</A>
- <DT><A HREF="https://www.youtube.com/watch?v=jqExyhLTFaA" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/50a00ebf/img/favicon_144x144.png" ICON="data:image/png;base64,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">Life of Jain Monks (Glimpses) - YouTube</A>
+ <DT><A HREF="https://www.youtube.com/watch?v=jqExyhLTFaA" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/41d65310/img/favicon_32x32.png" ICON="data:image/png;base64,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">Life of Jain Monks (Glimpses) - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=9K8UTys-o4o" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/50a00ebf/img/favicon_144x144.png" ICON="data:image/png;base64,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">Dialogue : Jain Acharya Shri Mahashraman and Christian Community - YouTube</A>
<DT><A HREF="http://www.jainpedia.org/themes/principles/sects/svetambara-terapanthin/mediashow/print.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">JAINpedia > Themes > Principles > Śvetāmbara Terāpanthin</A>
<DT><A HREF="https://www.youtube.com/watch?v=NxYPx8I5w0Y" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Song : hamare bhagya bade balwan Acharya Shri Mahashraman I Terapanth - YouTube</A>
@@ -104,7 +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="1689475737">⠀⠀⠀⠀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="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>
<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>
@@ -181,7 +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="1689475737">⠀⠀⠀⠀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="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>
<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>
@@ -214,7 +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>
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+ <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>
<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>
@@ -230,18 +239,18 @@
<DT><A HREF="https://www.youtube.com/watch?v=bTd2VLTBOX4" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Frutiger Aero Deep Dive - YouTube</A>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀⠀⠀⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᗩ⠀ⵙ⠀Н⠀ⵙ⠀ߦ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ЭЄ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ߦ⠀ⵙ⠀✤⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀✤⠀ⵙ⠀ߦ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ߦ⠀ⵙ⠀Н⠀ⵙ⠀ᗩ⠀ⵙ⠀ЭЄ⠀ⵙ⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844438">⠀⠀⠀⠀ⵙ⠀ЭЄ⠀ⵙ⠀ᗩ⠀ⵙ⠀Н⠀ⵙ⠀ߦ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ЭЄ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ߦ⠀ⵙ⠀✤⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀✤⠀ⵙ⠀ߦ⠀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="1688942319">⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690672041">⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀ꖴ⠀ⵙ⠀ᙁ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ߦ⠀ⵙ⠀Ⓞ⠀ⵙ⠀✤⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀✤⠀ⵙ⠀Ⓞ⠀ⵙ⠀ߦ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᙁ⠀ⵙ⠀ꖴ⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
<DT><A HREF="https://help.topsolid.com/7.16/en/TopSolid'Design/index.htm#t=welcome.htm" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">TopSolid'Design</A>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690672041">⠀⠀⠀⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀⠀⠀⠀</H3>
<DL><p>
<DT><A HREF="https://www.reddit.com/r/rhino/comments/avdh7a/g3_and_g4_curvature/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">G3 and G4 curvature : rhino</A>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690672041">⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀⠀⠀</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯✻Λ◯ⵙ◯Λ✻◯</H3>
<DL><p>
@@ -258,8 +267,7 @@
<DT><A HREF="https://www.grasshopper3d.com/forum/topics/efficient-method-for-meshing-a-circle" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Efficient method for meshing a circle - Grasshopper</A>
<DT><A HREF="https://www.youtube.com/watch?v=6ZXTI_ept-E" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Kangaroo Physics Simulations - Chapter 08 | Mesh Relaxation | Rhino & Grasshopper Tutorial - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=YIYBk09DEvA" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Easiest Way To Learn Kangaroo Physics (Grasshopper Tutorial) - YouTube</A>
- <DT><A HREF="https://vimeo.com/315494080?embedded=true&source=vimeo_logo&owner=798992" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Isothermic mesh on Vimeo</A>
- <DT><A HREF="https://vimeo.com/315494080" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Isothermic mesh on Vimeo</A>
+ <DT><A HREF="https://vimeo.com/315494080" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://f.vimeocdn.com/images_v6/favicon.ico?b45a08a743cd3847a6fd9819d510668acd18e428" ICON="data:image/png;base64,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">Isothermic mesh on Vimeo</A>
<DT><A HREF="https://github.com/Dan-Piker/Kangaroo-examples" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Dan-Piker/Kangaroo-examples: Example grasshopper definitions for the Kangaroo plugin</A>
</DL><p>
<DT><A HREF="https://physics.stackexchange.com/questions/111251/infinite-series-of-derivatives-of-position-when-starting-from-rest" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">mathematical physics - Infinite series of derivatives of position when starting from rest - Physics Stack Exchange</A>
@@ -295,7 +303,7 @@
<DT><A HREF="https://www.google.gr/search?q=SOLIDWORKS+CUSTOM+HATCH+STYLES&newwindow=1&source=lnms&tbm=isch&sa=X&ved=2ahUKEwjBpK6Z3af3AhUDOewKHTt7DbwQ_AUoA3oECAEQBQ&biw=2100&bih=1182&dpr=0.8#imgrc=WcQPk52Xy_ABMM" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">SOLIDWORKS CUSTOM HATCH STYLES - Google Search</A>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844438">⠀</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯人✤ꖴИNᑎ◯ⵙ◯ᑎИNꖴ✤人◯</H3>
<DL><p>
@@ -339,12 +347,12 @@
<DT><A HREF="https://answers.unrealengine.com/questions/589692/how-do-i-change-the-position-of-the-arms-of-the-de.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">How do I change the position of the arms of the default mannequin? - UE4 AnswerHub</A>
<DT><A HREF="https://answers.unrealengine.com/questions/394990/how-to-export-static-geometry-in-the-level-into-fb.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">How to export static geometry in the level into FBX ? - UE4 AnswerHub</A>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯ᗱᗴ✻ᑎИN◯ⵙ◯ИNᑎ✻ᗱᗴ◯</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690484891">◯ᗱᗴ✻ᑎИN◯ⵙ◯ИNᑎ✻ᗱᗴ◯</H3>
<DL><p>
- <DT><A HREF="https://www.cameroncarson.com/nuke-wave-expressions" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Nuke Wave Expressions — Cameron Carson</A>
+ <DT><A HREF="https://www.cameroncarson.com/nuke-wave-expressions" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static1.squarespace.com/static/55ca2f2ce4b0b1138d6adb8f/55cbecc7e4b02a0f1ad6c533/55cbed1be4b09e646febf222/1439427991318/CC-logo-black-favicon-32x32.png" ICON="data:image/png;base64,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">Nuke Wave Expressions — Cameron Carson</A>
<DT><A HREF="https://davemne.wordpress.com/category/vfx/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">VFX | emeny@thegate</A>
<DT><A HREF="https://www.iquilezles.org/www/articles/functions/functions.htm" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Inigo Quilez :: fractals, computer graphics, mathematics, shaders, demoscene and more</A>
- <DT><A HREF="http://www.nukepedia.com/written-tutorials/expressions-101" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Expressions 101 - Written Tutorials - Nukepedia</A>
+ <DT><A HREF="http://www.nukepedia.com/written-tutorials/expressions-101" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="http://www.nukepedia.com/templates/yoo_sync/apple_touch_icon.png" 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">Expressions 101 - Written Tutorials - Nukepedia</A>
<DT><A HREF="https://learn.foundry.com/nuke/8.0/content/user_guide/expressions/adding_math_functions.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Adding Mathematical Functions to Expressions</A>
<DT><A HREF="https://community.foundry.com/discuss/topic/68291/radial-gradient" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Radial gradient? | Foundry Community</A>
<DT><A HREF="https://learn.foundry.com/nuke/content/comp_environment/configuring_nuke/command_line_operations.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Command Line Operations</A>
@@ -359,11 +367,12 @@
<DT><A HREF="https://learn.foundry.com/nuke/8.0/content/user_guide/configuring_nuke/custom_menus_toolbars.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Defining Custom Menus and Toolbars</A>
<DT><A HREF="https://www.ftrack.com/en/2019/09/8-ways-to-increase-your-efficiency-with-foundrys-nuke.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">8 ways to increase your efficiency with Foundry's Nuke | ftrack</A>
<DT><A HREF="https://learn.foundry.com/nuke/11.2/content/comp_environment/organizing_scripts/using_performance_timingscript_profiling.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Using Performance Timing</A>
- <DT><A HREF="http://www.andreageremia.it/tutorial_animation_nuke.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Andrea Geremia - VFX Artist</A>
+ <DT><A HREF="http://www.andreageremia.it/tutorial_animation_nuke.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="http://www.andreageremia.it/images/favicon.ico" 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">Andrea Geremia - VFX Artist</A>
<DT><A HREF="https://www.youtube.com/results?search_query=NUKE+EXPRESSION+GRADIENTS" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">NUKE EXPRESSION GRADIENTS - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=EQRx9ahd-r8" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Nuke Nodes Kickstart - GridWarp - YouTube</A>
+ <DT><A HREF="https://www.artstation.com/blogs/johntoth/GvKw/displaying-certain-knob-values-on-nuke-nodes" ADD_DATE="1690484572" LAST_MODIFIED="1690484891" ICON_URI="https://www.artstation.com/assets/favicon.ico" ICON="data:image/png;base64,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">ArtStation - Displaying certain Knob Values on Nuke Nodes</A>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯ᴥᗱᗴᗝИNᗱᗴᙁ⚭◯ⵙ◯⚭ᙁᗱᗴИNᗝᗱᗴᴥ◯</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844438">◯ᴥᗱᗴᗝИNᗱᗴᙁ⚭◯ⵙ◯⚭ᙁᗱᗴИNᗝᗱᗴᴥ◯</H3>
<DL><p>
<DT><A HREF="https://blender.stackexchange.com/questions/78066/make-a-mesh-be-pure-light" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Make a mesh be pure light? - Blender Stack Exchange</A>
<DT><A HREF="https://www.youtube.com/results?search_query=BLENDER+CYCLES+GLASS+TUTORIAL" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">BLENDER CYCLES GLASS TUTORIAL - YouTube</A>
@@ -393,10 +402,13 @@
<DT><A HREF="https://blenderartists.org/t/how-to-do-disk-mapping-in-blender/577068" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">How to do disk mapping in Blender? - Support / Materials and Textures - Blender Artists Community</A>
<DT><A HREF="https://www.youtube.com/watch?v=1ArOVAO7FjI" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/5d9cddd1/img/favicon_144x144.png" ICON="data:image/png;base64,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">Blender Math Series Part 2 - The Beauty of Polar Coordinate System - YouTube</A>
<DT><A HREF="https://www.youtube.com/playlist?list=PLEPLtrfjLBXjNObTIyYO8PEVtHtXFwsF9" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Procedural Nodes - YouTube</A>
- <DT><A HREF="https://www.youtube.com/watch?v=s8b5Y7M4Ho8" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/5d9cddd1/img/favicon_144x144.png" ICON="data:image/png;base64,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">But what makes Polar Coordinates so special? - YouTube</A>
+ <DT><A HREF="https://www.youtube.com/watch?v=s8b5Y7M4Ho8" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/51e20ad6/img/favicon_144x144.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJAAAACQCAYAAADnRuK4AAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAhGVYSWZNTQAqAAAACAAFARIAAwAAAAEAAQAAARoABQAAAAEAAABKARsABQAAAAEAAABSASgAAwAAAAEAAgAAh2kABAAAAAEAAABaAAAAAAAAAEgAAAABAAAASAAAAAEAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAkKADAAQAAAABAAAAkAAAAADMBWeLAAAACXBIWXMAAAsTAAALEwEAmpwYAAABWWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNi4wLjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgoZXuEHAAAIYElEQVR4Ae2d+3XbNhjF6Z7+H6UD1LA7QHzSAaKkA+QxQPNYoEkGqGUP0KQTJFmgdRaIlQUSZ4GIXiBWFqh7L8VPAWm+JFOKBVycAwEEPoLED/d8AKFXkiiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAismcDWmq+3ksudJ8kADTNWhaa6KvvLlqU1DUwBe1pTt7HFaxcQBtvltJja4F5D/npevp2nVsdDP191nJ+ycQkFxWghtUye2vFXHJudlVmatYGBtGOYri/0KqDcEzjc/h4iU4phgMhjBpe96mWVBFI0nokKKfOniGeInxDpBU+Q9hbQ3vIhFwzFcQ/xLqJDVLj6BCiiFPEI8T1EwPxSYSkB5cL5A1d8ijhY6so66SoRGONmXkMMbxa9qYUEJOEsinfj7Ce442cQxduud95ZQBDPHhr9F9F1bVx2G0vgBYTxvMvd/9DFCOLhdHWM6LrYy2bjCTzDmH9AbB1vCK05oJF9WIyarVQbKIEJ+nUTIpnW9a/RA0k8ddiiKd9BT/9p6m2tgCCeezhx1HSy6qIgcBta+Kuup5VTGE5wOOEYkamCCEASyR2IZVxGUeeBRjB0ZWMdR0sA2kn+rOo9Kwoh9z6TQqEORCBJKr1QlQcaiZYIVBCgs/m9XF7lgeh9XNlQxyIAAmeIuxDN/LG+4IHgo4YwcIgKIlBFYIDCPb+iIKBypW+ovAiAAGesoU+iLKBbfqXyIlBB4IZfVhaQ8yuVF4EKAgUnQ5eUBax/OL9xkaQgAk0EIJVsIZ3SyPdAhcURKxVEoIbAfBrzBUQPpCACXQjsmJEvIHkgo6K0iQCXPdtm4AvIWaFSEWgh4KzeF9BcVVapVARqCGgNVANGxd0IzNfLvgdy3c6VlQgkg3zbp/AYP1dVkIAePsS32J4G2bXv1KlML5kHgprcd7qJ9V12B0+eL14kyWSC3obf3TWAzSDaFBYPUYqHIqKYJKTL6KwgoMs0tJnncjo7Pk4STm0KSxMwDxT2+qcODz3Q69dJ8uqVvFEdo+ryLRQ7VsUtIBJgePRoNq3t72eHeulE4BqtTECu0ymhG41GMyHdvRt6T/voX0FAfTQYRhuc1o6ONK21j2b2i3LmgdrNY7PgtKZFdtOoFzyQa7KMts4W2do7qpLAt43EqlqVeQQoJNs7GsT5wOrRsKwEZCQ6p9w7+vhRe0ceMFsDbXtlyjYRsGlNe0eOmExATchUV0WAi+zPn/HzW3HvHUlAVeLoWra1hV9QGs2ENBx2PSsoOwmoj+Hc2Zk98kc2rZ3j7QwJqA8BWRuc1t69i2qRLQHZ4PeV0hvxDVquj7jgDjxIQKsaYArJFtkB7x1JQKsSENu1RfaHD8FOaxLQKgVkbdu0FuAiWwKyQV5HantH4Xy4X09h69BN4Rrj8ezjIoXCzT34cXNvfcPunG/GPnmCX1oeb9iNN97uVFNYI5+eKl++xD9O3AxNPIQzlQfqSSOVzfADac/xr0knJ5XVIRTKA61iFM/O8Ldtz/DnAHeCFg/RyQP1LSBOVwcHcO7Tvlu+ku1JQH0NS5iL5FY6msJaEbUY0NPQ4+zuhrhIbuz8Fv7tWR6oEVFLJRfJfDRP0xbDcKvNA52G28UV9IzT1f37s0VyxOIhWRPQCigH2qTt6fDLh3GH7ClBU1hXEUSwp9MVRW6XCUgeqI0aF8mR7Om0oSjVFzxQWqrUIQnwk4UUTyR7OgsOekFAC54buDkXxo8fR/dYvsyo2hQGYgoJ34Lgng4/ABbWu+arGNyUjWoRTQrn5zPBRL6nQxSLBvNA2Xy26MlB2HNP58ED7eksPpjZ3mG8AqLX0Z7O4rKZnQF4yVdmbQpLeRBFsOnq8FDrnMsNeIRPYVwkUzj0PAqXJZCygS1rBT6JbincMBzOPtylPZ0+xphauQnxnPgCmqDQ9dG62gieAAX0E8RT+FB9vE9iwY93/x2keNiqPYUxn/JFQQQ6EDgxG19Ap1aoVARaCMxnK19AactJqhYBI/DJMhKQkVDalQAX0KkZ+wKaz2tWqVQEagjMPRAW098CpIWdtmTwrUQ5EbhAYP4IzxrfA/E45YuCCDQQmNojPG3KApq7poYGVBU3gcJSpyygcdxs1PsOBN77NhKQT0P5NgJc/9QLCHNbCoMxooIIVBFIoZGxX1H2QKx76xsoLwIegbGXz7IQVDHAR/ExHr+SnVwv1ugocgKcvnbzWWqO4oIHgsEUtYdzC2VEYPZZsYOyeAjmggcyWpAb/vQhuW3HSqMm8BlC+aWKwAUP5BnhqwrJxDtWNk4CX9Dt3+q6XisgKI5T2R1EiaiOXvjlmXighbSuq6hrDpjKHCw4ne00W6o2MAImnsLOc7mPtR7IDHP10RMdW5nSoAnAZ2RP4b9i7BvFQwqtAqIRRYRIER0g8gIKYRLg2P6NSPGkK+kiruAQXyH+h8iv6SmGweAYYzlcVDQQ2nIBF3M4cx/xFiLzDEu3Nztdr2smwAelI8Q3GLjxMtfuZcBz5d7ADZiY9ko308t1Sm3qcHECKU7humaMyI/u8IuBFNHSYWUDC1E53BXjAJGCupZHh5RlfsRhY1jZfTZedTMq0/w2mU7zeIqUny79injCMgBMkfYersTAQGy+mJhnsDLmHV+88LOXZ9aVjv3Dct26+pz6N+Hlp8gz+oED7ZfZ4JtNmmcsTdCJeT6vUyICIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIrAxBP4HtLBfcwuxz0sAAAAASUVORK5CYII=">But what makes Polar Coordinates so special? - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=F1xd6FmoeWs" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/afaf5292/img/favicon_144x144.png" ICON="data:image/png;base64,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">Geometry Nodes Halftone Effect | Blender Tutorial - YouTube</A>
<DT><A HREF="https://www.reddit.com/r/blender/comments/soivdx/help_how_can_i_get_set_a_gradient_to_follow_the/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">HELP - How can I get set a gradient to follow the edges ? : blender</A>
<DT><A HREF="https://stackoverflow.com/questions/60219419/making-a-circle-in-using-math-nodes" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">geometry - Making a Circle in using Math nodes - Stack Overflow</A>
+ <DT><A HREF="https://blenderartists.org/t/curvature-analysis-rt-shader/1110466" ADD_DATE="1689892412" LAST_MODIFIED="1689894587" ICON_URI="https://blenderartists.org/uploads/default/optimized/4X/6/3/8/63805ad38248f37fb2d562b897e24871dd8e974f_2_32x32.ico" ICON="data:image/png;base64,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">Curvature analysis rt shader? - Support / Materials and Textures - Blender Artists Community</A>
+ <DT><A HREF="https://github.com/Radivarig/UvSquares" ADD_DATE="1690131284" LAST_MODIFIED="1690131284" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">Radivarig/UvSquares: Blender addon for reshaping UV selection into grid.</A>
+ <DT><A HREF="https://discourse.mcneel.com/t/ellipsoid-mesh-from-curvature-lines/81480/3" ADD_DATE="1690673271" LAST_MODIFIED="1690673271" ICON_URI="https://global.discourse-cdn.com/mcneel/uploads/default/optimized/3X/e/8/e8ac746b7d3ee947a397b6e4f08d03f650423c3c_2_32x32.ico" ICON="data:image/png;base64,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">Ellipsoid mesh from curvature lines - Grasshopper - McNeel Forum</A>
</DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯ᙁᗩᴥᑎᗝᗱᗴᑐᑕⓄᴥߦⵙߦᴥⓄᑐᑕᗱᗴᗝᑎᴥᗩᙁ◯</H3>
<DL><p>
@@ -476,11 +488,11 @@
<DT><A HREF="https://www.youtube.com/c/JunichiroHorikawa/videos" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/afaf5292/img/favicon_144x144.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJAAAACQCAYAAADnRuK4AAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAAhGVYSWZNTQAqAAAACAAFARIAAwAAAAEAAQAAARoABQAAAAEAAABKARsABQAAAAEAAABSASgAAwAAAAEAAgAAh2kABAAAAAEAAABaAAAAAAAAAEgAAAABAAAASAAAAAEAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAkKADAAQAAAABAAAAkAAAAADMBWeLAAAACXBIWXMAAAsTAAALEwEAmpwYAAABWWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNi4wLjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgoZXuEHAAAIYElEQVR4Ae2d+3XbNhjF6Z7+H6UD1LA7QHzSAaKkA+QxQPNYoEkGqGUP0KQTJFmgdRaIlQUSZ4GIXiBWFqh7L8VPAWm+JFOKBVycAwEEPoLED/d8AKFXkiiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAismcDWmq+3ksudJ8kADTNWhaa6KvvLlqU1DUwBe1pTt7HFaxcQBtvltJja4F5D/npevp2nVsdDP191nJ+ycQkFxWghtUye2vFXHJudlVmatYGBtGOYri/0KqDcEzjc/h4iU4phgMhjBpe96mWVBFI0nokKKfOniGeInxDpBU+Q9hbQ3vIhFwzFcQ/xLqJDVLj6BCiiFPEI8T1EwPxSYSkB5cL5A1d8ijhY6so66SoRGONmXkMMbxa9qYUEJOEsinfj7Ce442cQxduud95ZQBDPHhr9F9F1bVx2G0vgBYTxvMvd/9DFCOLhdHWM6LrYy2bjCTzDmH9AbB1vCK05oJF9WIyarVQbKIEJ+nUTIpnW9a/RA0k8ddiiKd9BT/9p6m2tgCCeezhx1HSy6qIgcBta+Kuup5VTGE5wOOEYkamCCEASyR2IZVxGUeeBRjB0ZWMdR0sA2kn+rOo9Kwoh9z6TQqEORCBJKr1QlQcaiZYIVBCgs/m9XF7lgeh9XNlQxyIAAmeIuxDN/LG+4IHgo4YwcIgKIlBFYIDCPb+iIKBypW+ovAiAAGesoU+iLKBbfqXyIlBB4IZfVhaQ8yuVF4EKAgUnQ5eUBax/OL9xkaQgAk0EIJVsIZ3SyPdAhcURKxVEoIbAfBrzBUQPpCACXQjsmJEvIHkgo6K0iQCXPdtm4AvIWaFSEWgh4KzeF9BcVVapVARqCGgNVANGxd0IzNfLvgdy3c6VlQgkg3zbp/AYP1dVkIAePsS32J4G2bXv1KlML5kHgprcd7qJ9V12B0+eL14kyWSC3obf3TWAzSDaFBYPUYqHIqKYJKTL6KwgoMs0tJnncjo7Pk4STm0KSxMwDxT2+qcODz3Q69dJ8uqVvFEdo+ryLRQ7VsUtIBJgePRoNq3t72eHeulE4BqtTECu0ymhG41GMyHdvRt6T/voX0FAfTQYRhuc1o6ONK21j2b2i3LmgdrNY7PgtKZFdtOoFzyQa7KMts4W2do7qpLAt43EqlqVeQQoJNs7GsT5wOrRsKwEZCQ6p9w7+vhRe0ceMFsDbXtlyjYRsGlNe0eOmExATchUV0WAi+zPn/HzW3HvHUlAVeLoWra1hV9QGs2ENBx2PSsoOwmoj+Hc2Zk98kc2rZ3j7QwJqA8BWRuc1t69i2qRLQHZ4PeV0hvxDVquj7jgDjxIQKsaYArJFtkB7x1JQKsSENu1RfaHD8FOaxLQKgVkbdu0FuAiWwKyQV5HantH4Xy4X09h69BN4Rrj8ezjIoXCzT34cXNvfcPunG/GPnmCX1oeb9iNN97uVFNYI5+eKl++xD9O3AxNPIQzlQfqSSOVzfADac/xr0knJ5XVIRTKA61iFM/O8Ldtz/DnAHeCFg/RyQP1LSBOVwcHcO7Tvlu+ku1JQH0NS5iL5FY6msJaEbUY0NPQ4+zuhrhIbuz8Fv7tWR6oEVFLJRfJfDRP0xbDcKvNA52G28UV9IzT1f37s0VyxOIhWRPQCigH2qTt6fDLh3GH7ClBU1hXEUSwp9MVRW6XCUgeqI0aF8mR7Om0oSjVFzxQWqrUIQnwk4UUTyR7OgsOekFAC54buDkXxo8fR/dYvsyo2hQGYgoJ34Lgng4/ABbWu+arGNyUjWoRTQrn5zPBRL6nQxSLBvNA2Xy26MlB2HNP58ED7eksPpjZ3mG8AqLX0Z7O4rKZnQF4yVdmbQpLeRBFsOnq8FDrnMsNeIRPYVwkUzj0PAqXJZCygS1rBT6JbincMBzOPtylPZ0+xphauQnxnPgCmqDQ9dG62gieAAX0E8RT+FB9vE9iwY93/x2keNiqPYUxn/JFQQQ6EDgxG19Ap1aoVARaCMxnK19AactJqhYBI/DJMhKQkVDalQAX0KkZ+wKaz2tWqVQEagjMPRAW098CpIWdtmTwrUQ5EbhAYP4IzxrfA/E45YuCCDQQmNojPG3KApq7poYGVBU3gcJSpyygcdxs1PsOBN77NhKQT0P5NgJc/9QLCHNbCoMxooIIVBFIoZGxX1H2QKx76xsoLwIegbGXz7IQVDHAR/ExHr+SnVwv1ugocgKcvnbzWWqO4oIHgsEUtYdzC2VEYPZZsYOyeAjmggcyWpAb/vQhuW3HSqMm8BlC+aWKwAUP5BnhqwrJxDtWNk4CX9Dt3+q6XisgKI5T2R1EiaiOXvjlmXighbSuq6hrDpjKHCw4ne00W6o2MAImnsLOc7mPtR7IDHP10RMdW5nSoAnAZ2RP4b9i7BvFQwqtAqIRRYRIER0g8gIKYRLg2P6NSPGkK+kiruAQXyH+h8iv6SmGweAYYzlcVDQQ2nIBF3M4cx/xFiLzDEu3Nztdr2smwAelI8Q3GLjxMtfuZcBz5d7ADZiY9ko308t1Sm3qcHECKU7humaMyI/u8IuBFNHSYWUDC1E53BXjAJGCupZHh5RlfsRhY1jZfTZedTMq0/w2mU7zeIqUny79injCMgBMkfYersTAQGy+mJhnsDLmHV+88LOXZ9aVjv3Dct26+pz6N+Hlp8gz+oED7ZfZ4JtNmmcsTdCJeT6vUyICIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACIrAxBP4HtLBfcwuxz0sAAAAASUVORK5CYII=">Junichiro Horikawa - YouTube</A>
<DT><A HREF="https://www.sidefx.com/forum/topic/77549/?page=1#post-330479" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Extruding Heightmaps/Noise | Forums | SideFX</A>
<DT><A HREF="https://www.youtube.com/watch?v=VPaJTTEA9c0" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Tutorial - How to use images to extrude and create abstract illustrations - YouTube</A>
- <DT><A HREF="https://archive.ph/PUBtt" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">SideFX Houdini FX 16 v16.5.634 - SideFX Houdini FX - 后期资源网 - Powered by Discuz!</A>
- <DT><A HREF="https://archive.ph/7G13B" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini FX-城通网盘资源搜索引擎-微盘</A>
- <DT><A HREF="https://archive.ph/sim3B" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">how to change viewport background color | Forums | SideFX</A>
+ <DT><A HREF="https://archive.is/PUBtt" ADD_DATE="1686506557" LAST_MODIFIED="1690510404">SideFX Houdini FX 16 v16.5.634 - SideFX Houdini FX - 后期资源网 - Powered by Discuz!</A>
+ <DT><A HREF="https://archive.is/7G13B" ADD_DATE="1686506557" LAST_MODIFIED="1690510472">Houdini FX-城通网盘资源搜索引擎-微盘</A>
+ <DT><A HREF="https://archive.is/sim3B" ADD_DATE="1686506557" LAST_MODIFIED="1690510425">how to change viewport background color | Forums | SideFX</A>
<DT><A HREF="https://www.sidefx.com/forum/topic/82081/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Color Schemes | Forums | SideFX</A>
- <DT><A HREF="https://archive.ph/22Iz2" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Color Schemes | Forums | SideFX</A>
+ <DT><A HREF="https://archive.is/22Iz2" ADD_DATE="1686506557" LAST_MODIFIED="1690510442">Houdini Color Schemes | Forums | SideFX</A>
<DT><A HREF="https://www.youtube.com/watch?v=j-B5Cib_DXw" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Displace Geometry in Houdini || Quick Tricks - YouTube</A>
<DT><A HREF="https://hdbp.io/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Blueprints</A>
<DT><A HREF="https://indyzone.co.jp/archives/7126" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Custom Desktop Settings – Visual Crossing</A>
@@ -542,7 +554,7 @@
</DL><p>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1689475737">⠀⠀⠀⠀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="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>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1689126562">◯ᙁᙏ✤옷◯ⵙ◯옷✤ᙏᙁ◯ⵙ◯ᙁᙏ✤옷◯⚪◯옷✤ᙏᙁ◯</H3>
<DL><p>
@@ -557,9 +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="1688970574">⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ꖴᙏᗩᕤᕦᗱᗴ⚭Ⓞᗩᴥᗝᔓᔕ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ꖴᙏᗩᕤᕦᗱᗴ⚭Ⓞᗩᴥᗝᔓᔕ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᔓᔕᗝᴥᗩⓄ⚭ᗱᗴᕤᕦᗩᙏꖴ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀</H3>
<DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1688970574">⠀⠀⠀⠀◯⠀✤ИNᗱᗴ✤ИNⓄᑐᑕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᑐᑕⓄИN✤ᗱᗴИN✤⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀✤ИNᗱᗴ✤ИNⓄᑐᑕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᑐᑕⓄИN✤ᗱᗴИN✤⠀◯⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀◯⠀✤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>
@@ -614,7 +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="1688970574">⠀⠀⠀⠀◯⠀ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690844993">⠀⠀⠀⠀◯⠀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>
@@ -624,9 +636,9 @@
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<DT><H3 ADD_DATE="1688962023" LAST_MODIFIED="1688970574">ⵙᔓᔕⵙᔓᔕⵙᑐᑕⵙ◌ⵙᗱᗴⵙᙏⵙⓄⵙᴥⵙ옷ⵙᑐᑕⵙᴥⵙᗱᗴⵙᔓᔕⵙᑎⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⚪ⵙ◯ⵙ◯ⵙ⚪ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙᑎⵙᔓᔕⵙᗱᗴⵙᴥⵙᑐᑕⵙ옷ⵙᴥⵙⓄⵙᙏⵙᗱᗴⵙ◌ⵙᑐᑕⵙᔓᔕⵙᔓᔕⵙ</H3>
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- ⵙᔓᔕⵙᔓᔕⵙᑐᑕⵙ◌ⵙᗱᗴⵙᙏⵙⓄⵙᴥⵙ옷ⵙᑐᑕⵙᴥⵙᗱᗴⵙᔓᔕⵙᑎⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⚪ⵙ◯ⵙ◯ⵙ⚪ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙᑎⵙᔓᔕⵙᗱᗴⵙᴥⵙᑐᑕⵙ옷ⵙᴥⵙⓄⵙᙏⵙᗱᗴⵙ◌ⵙᑐᑕⵙᔓᔕⵙᔓᔕⵙ</A>
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@@ -680,7 +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>
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- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀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="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>
<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>
@@ -733,6 +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>
+ <DL><p>
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- ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᴥᗱᗴᗝИNᗱᗴᙁ⚭⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀⚭ᙁᗱᗴИNᗝᗱᗴᴥ⠀◯⠀⠀⠀⠀</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>
<DL><p>
@@ -805,7 +822,7 @@
<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="1687312236">⠀⠀⠀⠀⠀⠀⠀⠀◯⠀ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⠀◯⠀ⴲ⠀◯⠀ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⠀◯⠀⚪⠀◯⠀ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⠀◯⠀ⴲ⠀◯⠀ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⠀◯⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690843896">⠀⠀⠀⠀⠀⠀⠀⠀◯⠀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>
@@ -850,6 +867,11 @@
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FeeSjpDmL5H0G6ubWW4ywLnbLcspktHYpVHo3MF2AIXrxAWzGsaXmoxEfJeIs/wdz2kGPDZ8GJ+Qc13Rhpq/PHD/t/7+97+/h+/beLg6145WvzoWALL4jjItw3DEgnfSOTfnijOv6iWdGH3O0WF1xeTFLl3sDW0rdThoynnGrHbYYbd1UyktfGk5zX/hc9q+vJgam5sACPbnoJfYSR2GTQTzOdaRQQnubEpwZUFFJcMUt4KsFuFlKwstQWor2hpgwwk8CqmuSr0xCl06pYKT6SNAOjSn5WGMkjYC8FAkGkn1MOPd37hl58kl3GXNzc1DPR4PB09Z8rDFZc9jjHBHbvea1UXyP48//ot777/3QXAm5anq0uOYAIhnLbAu4S2G74zOndGbJl7ZS6kdJskmMm6XLuam2gLHvGf1ArcarfpkE81/8VNa8NJK2r2pXPlz3A44kJinALAu6ZM+V7pIdvemOBd4jSsZ/hgkjsHEDbNJrQgwDuKuhHHL+UOIShDcNRSd7CQOD/DYNYOrNdfgGCTAu6PgwfGyj9k61kQeujwa+w+l6hMj8cLhkAvrwsLCv2pPWdOkR+mc8mBz8FKnx3kHjuxvA0/blmjxjnau+HwNPT3n33fNmnXvTYWFhceHBNIOdSED9UEx4kdp8juzBumIA+f1WVJH8RebSm4POHwAP4MwTz9+byW9+cQSWvrOWtpTXg1eA+HgdqloEaehRok0SnbnUoorn3yeFPhwvDg7R5OgnowribuZl3AhiBnE04XlOIn9PNT3pASZe7JPpbZ6fEAWcNZQHaTdX9SLbR/Uyk0Lq0TDDoQQ4NdkPwsD6UBOzMOZ4a1VtTY62H/jktHO+tq6ZSOvSbvqO3/Jvwwp/9ejSzAtI5JHc339sEt0dY757y6U773/zsN33HHHdfx9lzF/TCSQ5WIO+UNi6r8GyJMuztTxGvh2LGugVR+36jyVsM5hASyKwkguXbSann9wAS2dt5ZqamrBZTjdwaHIN4qEUpwDoPH2oWRXLpbgxSowIW6vVQC0FTv11FouSJsgEuk53BDX10354+Np4MREyj8piZKzvEq1tjfwQaQAFBfVifdmb6eNL1ZZ4QqbT+dw0NL2GDOVlIDTHI+bH2qUYSwLcwycGrdn2l0Di2N87lHWoUZtGfCotiuPAnM1y/3R2BiQzz77X7F585a/zZw586cKYV1t7zEBEHcDSyEM8rR/FNCoizPVzXUwRuqW+Kb1jes0ia2IcM95aB699Y+P4ACsV5aUAys5+TxIdKAkT29KdefDkspSOTT8YG6kJiMvymOHJPKig7xoD1/HJLgoZ7yPBp+fTAWnxVNm31gOd0a606y0aNW/aIeOgwqqrfbLp3+1gTa9UCVc0ezMgvbcf8HGoQ2PkhFWDExZFCzhdDwwgCBq5qhoOf6n2TT6okwRFav8ZMr6snDQCjz6wlZKiyW+Vq9YH3r19RdQYzF4/y3Tb7kePzhOVJiaSeCdzSHxzQfz5en/k8srIuBcbo1/o7YMgBTPCfjpzSc/psf/9BptW7MDXl/wF+THcK8xcNI8/SndM4DiPcmqwzRo9IMT4VnrBZFmHoTUcfqkyB7qk3nnJYhBpyVRvzEJ5NEpEIakaj6E4yzJGJEFiopYmoGzAxB/osVP76SXrt0CPsTnaOEqh4QaS8roBrPO0XlPKowfEIjqB4QvxyOHT0sW46/JkVl94KpX7VArLxScretFKEBLP+rwCavXxsZm+dST/6WdJcUS0ftfTZ8+fTaOO55INPIs68J0yu8y6dJbBqjUUxNWMD4fwyOsdASqRH7Nw7e9SG89vJACCC944J1m97wXAco0gCbDWwBLKoWNJMVtNNfUE5HfBhvZFCeKzYeKGhdPgycl0YDxUFEZLUlnTJj12qsW6tC2PQZgxsMNq5GX2NCCf5bK16/fLJxRsNLMpTuLHpu00XgwqLfajr5ypzlo8OQkOvXqHCoYHc8CQyWcGc+8hXvj59lPG+ncKA7hOOS8t+bJjz/9mJ23VWGHY3LhzTd/fNyQaDUjIG2C9SHKmxxPP3h0KEXHwifD3Ma2UM+oLf6srKSS7rzuMVr08jKKccK2BkhcSHtI9wyjLO9A+HAS1cwKg98oco0h5A7jvCBWVW7kyqSPjJbDJ6eIQZNSZAZUlMetRZ5ObzUqoqXqRkdE2HAy/gvJKV0QnTW1NXLmT+ZQw6u5Ij4mARovxK3oFKmIcDxL+qjrsuAJCliBYenwCdH7DJ885cosOuHsVMFhHSuPmyMs5iKtjA6DWyN97Nbq50uXyzfefE2iX3mqvBwMBi8FeFRA9fjgQFZ8CFY3RaW45BVPDRD9xySxuax8Q5YXFcQaqgEze8+efTTjh/+iD19dCg+xWymmeMqj3OgRIMjZSnKF4exT8hsebS5QoByKboFVGF4qmJRAg89Oor5j42VcAiobaCVl5Q5F1ndpSaWIZvvdaLcEuYACS0ZOzg8Emmj2jDn0zKx5VOCeQPmxIygY9mu+ZhdmbU/bhuPwjxVBBugD8MoLj6Dc8T456rtpYuyUDBkVjRvidrf0k055acfqs3/O7eQH42X1yjX0xluvh+ErgtR0NgA83wR45hvAHR8AsvxALKr9DUE646be9I0/5CszQYFAWRmc5qB97v+4+wX6203PwWfDOTceynQPl7nRJ4oodwyKY/DyC3h54JDEcmQhPZLiszzU69Q4ysPynSHjkymrX2xEkaiOtQCsxtaKl5nXkR/aXrRyIfDhbDHqbHzaurtC/nPGc7TwwcX4JkRZ7rE0IPk00BUAiBmXHl8mM4rKGCtIfa44js4QUOob/QJ+RhLGQPbYWDrx8jQa/c10FGngeGBLspwBeHt+MnU5ZWzoCxiLi98sW7qc3nnvbdnU1BR2u92OYDh4B8jzzfZ7Pi4ApLwYrItB2fw1JJPG+cU1z54o01KSlEeXzXlOH+XZWFNdL3914T1ixeK1MjEqjXKdYyg3dohASgfSOYPwDuP38L/E5LgpB2vX+2PpTt9xCZTVP5a83tZ50ToY23qZcFt/k70z7bO4xQrUvqfGZj89u3Y1/XXREtqyZBsl7EY7MBnG0WTqVRxHogZOBk5uR+UO5l2KjBswWeDRINIcB4sCOPeMMkZH06jvpNPIKfBbpWluZoVnNAwtE7x9d4e+gJkUEUqAIxd/uITeXzhfhlBaxONBCkgg+GJdvffKWbNuqD3uAKQ8tixVuX5OyC2rXeXiogey5XmXjlH5zuyaMdGA+rpmuuHyB+ijN1bRkJizKMPRn/OIpTfVIeLzvDJjUAwVnJIgckfFy7TeUcgLblniorgNz3LlcDSWVefTW+2zmFUWfEFKes3fsoX+smQxLdm6jQKQlJ5otww2+kXuKafJ3sMmkPPTfSL23X0yeVmt8K3zE4L7FIanWnkFtIrETUJa+oVk3xPCJSJ9ZIwce2WGOOG8VJB6lYGguZml1lokS8fq1bTXrrIaG5vkggUL6JNPPmbOE/J6ve7mZv9HfqfjsttvvrlYy0HLnLTe2AF1yK+PhR/INJcj2swh6vY1UeykMvrdExdQoi9Ri3QTDoAUWr96M302pxIhiDTyJEhKQgdnFKCkSp9oSkj3tloW3qoyhgUeuwrqTIe0kGTWKqyutNTZUbWPZn/0MT25bBnVI+fYy2Qe+dEOl0dmjxsrMs86S4acbAmz6oBe3VgrEl+vpJRXKsm3sgkFx/AVgMQuBAaOG2vys0+JoROR233iuRmUmAbvuCVxlHDqZPvt7WXVzw/mO+W7dst577wlNm3aBKnjkW4sjIP/6M2w2/mzwhtv3MJWF56tCi8cHypMQd6SQpA2rrBH7HCukt/+c3+actkZakYYFWbNjgPel91fpAGyv8QxXtgDAagV12ELC08u34LqY/TC2rV0/weLaOWuMooBkRdwO/DvE/J6U8bJ4yhxyBCEzti7ZTn+LFcAvwuV1lHSy7sp64lKcm5qJG+UU/Y5I06MuixdDj0jiXzx0HPqpo2eOzg3s9/zfioL51q9qki+N/8dUVlZEYbU4QnggLvheVnv/UXhrBs63NXnuAFQRAphxrATrr6qiYITi6jwP9+h1OSUVia94h/GTaZmZktlDEu0Ryw3Cz8RodxiUbVr5aqftwWOmdF87Pa9e+m+xR/SkytWYsVrENmHLvJD+sSkpFDG2DGUOnIkAsKxSlJxuxQv1hBm1qutAFiSSLIkx+ZaOv/VPTR5sE/2HZ8UUbd2X05bYLQHeDt5bsvNqvZVy0UfLhKrVq2UWJkByeN18m+g1v4iK+QfC2cX1hxoEh0/ADJSyCLUSBalTQ1LacJvkum6W76jHIvsK2L1YbMkzL0bva1nrma7LeSRB8sYQJaZa6TSwSSQkTp8ztfWb6C7Fsyn1ZA6XgDHweYwwiJpQ4dR5vjx5ElDojqfEGqM80S02rUsSUDIrwwrzp0mGoa/34K6HgFE+SxvC9dFVAU1D5LzZG+z3QelvQ4qk5OJtiwqKhILFy6ksrJdIVhZhKcT19gD+BQCQI9Yvp5WnKdtfxxXADJSSFlkYDJNWM67xfMh/X7uFDr1zBMpiPXi7AdqzxNs3Tj6syXnmQtdgugqAcBqhwtGuQ98fEvIAgcZolxZX09/+vBDemzpUmpUXIc93kHUQMyknNPPoPjBQ5TTH9kUmqBr9EbUF681ZfCkoiVD8LwIABkJpHmUA5VjEmrolZ61BzeV4Org0coHhftSPigrxrf1ixL6fOmntGFLkWxqbA5HRXnRDeBaweDn4Oq/n1443fh5DggedRsHmmGd+e6YkGhbQ9QaBSttlRfTbalcQ95TdtDdc39B6Wkp1lIUK9ejRdIo4KgBwGAwcHggjdTZuGePSvHITUykOK/2oeix093TVk3o5S76Gh9u20azFi6ghV9shqcaFh2vZMDf1BNPpGxIHWcSHJ6sroyZaEkdvnYT+7VwiT643khc51y07gQFFyvZXiXWt5aWB5KMB+M5u8ur5WtPLaT35n5MmaOclJzthovR5ZLhUD1MrsccjXTvzbffvL0z424X7Yfy+/1+e6wBpPqXBTFLIRbFUF0r982jcT/MoBv+/BOKjnarKmLKIjHzw5omxmxVNwEQLty+jT4uLpb9k5PFGfn5lBILbmKBs72BUtzAMs85pvboZ5/RPR9+QKXVNRQH0IQCAYrNyKBeZ02k+EFD4O1mncTBMqNatVeJYwB+nGcoXo/H/ZyGduYprKjUoYjD0LAjy7PY4Wxvq5IN6E2Yp76ugd584VN69W8Lwms+2uSIS3PLU6/OEwkJUby0eSXY/6233HbLi9bgHlTq2EFw3EkgLRK0Vcb/cYWwav8eWl39Bk35/Sn0k+nTKCbGBDtb450l+fa9lWL+1q30YtE6Cb+d4xenniZP7d1bMGdpbb4bP5zJWVPgYZWnADNz4ftyzoqVqrNVxiu+Sz3hBJl1+ngRlZqG9TCccM98WOdoII1bgceFzwbi+Q28HgNIcA4AIyZkZTYqF4CWgS0T4ABTvLVJrlNYWI3zo6nJTx/PX0NP3fcWrflgAweUsdBICB+KZI2allMbn+j+e3Ug9OdZhYXGyuJLd7o+om55Fx/HXAKZzmWXvpJE0O1Ye7WtbiVtrf+AJnx3NE3+/nhKyUikACRRoLaBygONcpWjUazYs0suLy6lPfW14rujR8ubzzhTZMdzlFrVwokEZtv6gZgfGd/OB1u30PR33qWlxTspFqVTJCwtd1wc9Tr9dEoeM4bC4D9QCbrADsDDC8n5fOno6eF4fS7AAzuMHc5a4rBnmX9qwUW/s6/RaH+AWnEcZXXqla48oo1NzbRswTqa++g79Pkr66gRsTcv53+7wiFHKNqRkJCyLf/8uB/Nfmr6u3z2wkKCf+fQgGNadVwCSEkga+mLnoGgHhAvm+oXU3HjcuQsR1MU3Prww1MjJuO2C1OoLgsRaXRyTmIC/d/EifKqsScZ36PiR8Z6i3SM1ndw74Fog7AHodv++dmndPeChVQB0qTKX4cAACAASURBVBytVZZIHjhAZk+ciKpmOZzwCoexdmo24skW2mCcZBROdQ7a3E/lfWiAKBeOiXcpLKmbsmJS+4NG07mWsIMxFJRK1R5E1AcCcBatp1f/tZAWv7ic6rEwwMuZ/GodmhtZCanB3u6xriRv1grf3oHnFVLm7qk0Fdu2z21JgjpEgXJ8Akj3ZQRETFJ5dUSTbKStDYupvHm9Klnnh9VRfn4G+U9LlE0NfjE8J1veMWkSnZHfV81/VjuaSEei6hErTVMttZxZ7G1slDPef58e++xTFJrHAmSQcOl0yuzRo0UmwOiIjkYmAPgoLDrUhkMivqQTcdbT8TwFYGHpw+1V211YxFhzafXBQSVOK1PcgqAScJbroREW36fvrKJ5//yQPsJfxAOxuBHAgT+A42Yx8MhneYZSsqdPKMGZ5vCL2tVm12Z1ccPUDxE8/PPjF0A2EBlO5AQfagrXQ5XBnA4U0+bz46h+QhohB4Em9etLd0FS9E1NVZ5ivnEmmVoV6D40TsRW6Qy7dtENb72lrK0oN8LekDqe5GTZa+KZIgX+HVZZzZZfh0s4jAMozsff/jgfQqTq3MrjjP+sOmCRbj9Y57eVOkrVWaDh29/b0EBvb9xI/123ita9sYYSnixBYQYQO6R1hOHSiHGkU2bUYEpz96UoF2cYIHIiEJ4I82YrurhCz7bfZvw5AAkl4uBiAPsCtOOKOCr9YxY1Q22cj279NbII41weVkWab1ij18ZnBKnEJr7OEHx9/Xp5y7x5tLFyL8IRWLEBICb260e5k86lmMws0QTJB0Enc3Gyk5AN8E1E7/O0X1CpFB3b1MDU1aEPzm3aEwJtPcnbq6oAnA30/KpVtLysnPzBoIQVIHwf7ZF5r+2GGyFVpLkKZKZ3oIjz8HpBnaqLJmBdWLQz1FJcoQdARvooKcKLALEua9/oGPri34PImeujaei1/7UGMLL0wDaL7epBeWA4Bxq67ZFPP6WZ8+eLRhSthHdHKZrM0aMp+8wzsZ2Bj+qgsnJxyTMBtQtxULYFZIMfDQQrztVJYtwWPEYC8edoBy3fVUpvrV9PLxQVURGAww8f4lZcUopbGJuWQcOeR1niz7IoOi5NecJR5drSUKwzeb8wL5Lim011jh4AKXPXsmacXMoOSXgr/9WfPOA+18L1fwE8wDy22tJpUfYch2rHK01VKKRw6/z59Dh8PKwuwHfI7YulnAkTYWWNAvVxilrIqVPw3U8wbPkKJ9oMV5LNMtc1GCxh1J5Y6cRnDCCOlrOqrYXXfUXZLiqpqYFrCfUU4fHevm8fFZWU0PqAX0YPGy4yRg6Xsbuiqf9lq4RnC+RjDEdEGVzaLaAAxOVd2qnO0YnmtPuTg6nhg573yzDjTaPs0oNjRC5In/VXosjCvYPod6xWgJgQixQeSisVWLEd4xW2XhvnIA8I853X162TMR4PcqMDIiYtTeZfcIGIgeriwWR/Tj7OPRPPLJwTq5fV0gRWenrfuMNTUx11dFuXgv13DIp9DY20DYB+J9YnOMexGko1+ZFiGnRTiTLPtLXKzVJujx4A7QcetoexB5ezPkwlQ1HN69FBdP2QBBrG4pvBo8xlHlRDliJDoCQQbwiIfhbLMJN/9/rrcunOnaij7JEAD/Md0efCC6U7JQW7leg4FlfgvgaAuRyA4TAE+3tUQYVOOv4OOiNtP2AJZLStcptq09ASblyftUXKMbiLIIFfgLT6oNpPGVetoz7za2UwnlcjmLTKHgCpzmtl1rJeUimeIUq6LZe+dz3qHzNbVCa4qb2sh1eNQMtDFYViH8+bGzfK619/XZTs2ydjoKLYFZsxeixlnYlsQfAdNtFZnXH5bkS2aCbA0x/Hsd+HS9ftB81OoKStad6JQ9r9iRYuqjKVpuhQ2+/Bxf7GO7tJXrGRvCgRLnldgGb0PRLIjJaaiQweLmiAThv9k3SadkNfrE+Hgw8/ipi7Zpba1JbyOlvOt38u/YwK331XcQxE0YEop+h99kSZMvYUJZows5Xy49+z+srFJf+E11yNyACns0pLtVk7gFrEoA0WStXaCP6BQKW98Jpl6UN0HI11Fhot9uEH7921lZb+tRQeRihYLP5H3DDkgRVmK3H39STRKhrP6RFIkGcn4rhfZdE3fpeP/blgatvCDvupO3S64Tusv+5etEjc9+EHcFgjHBIKYXfBeJk/aZKIHz5cGb28wakqzaKscWwriYk+AKj9C956lfyx7wbW/nC358sxasjEydoeydsYNAWxdQHUaBOeFn+BL8dFSVGosWjbqoCPtYdaGNdwVcDhyb4gKd95bId4fyb4ECrzoxBAyBX2wtaAFfZ13XRXiX5exgPwSEQmT/99Dl3wqzwVtDSrVdvLB+LjDHiasNz5tvfeo7998gnoE/xGGKwoRNH7Tp5MMfn5GBBrzZgVCDXqphmQ6QyAWsxv9jdp7sLX5kcr0OCjfU2NVAbLahsI/MaKCtqMjMat1VVUBydhJaQi15A298PLlNIQd+uflkrD0zNobK9eNBztZivNDiIVIeQ1ciqXSNJbs7fR+zOKGe5q011/uHGVO/R1cyQqK1SDJ4wEcw6Bn3VLLzrnx72R9KdXlZr0hfb4hQpLoEOrGhto+ttvy/98vkx42bMM52B8fp7oPXmyjErPQGIZ1wXSUsdSOeo1awlO/GIVdh8kkF5Jb9lcChtGoejYnNFSkdUZlpipQ7xqE4CyZnc5rULm4rrdu2l9xR5ZXlfH2woqQ45dBcxr1Eoyc9/WFdQCRTw5JSQ7Po6+MWgwXXvyyTSQsx0V79M2l0W4VduRGC9f+ONG8fnDe0JRsVBh8ESbUMZX3xNtHHQseRgoWEUqUGj+nBm5dOYVvVX5fwUsG3doK4F4dvJs3F1bS39443V6HgnvXpdbeZZThwyl3hdMJmdCXEvGoDZ5W/MRNWhYuQqKjYqCNIw5B8YKrCliKhlewoNurxzC/GppWSktwfKez0pKacOe3bQTbeFNUTh70Y228VNJSa5ab60M5Yr3ht9E1LH6TncKGwoNAPyIrGx66OIpNDq3134JdazuubRNVWUT/fvKotCuRQGnIya4qqnGMfn+xq96KMMOHpY8vCgQCYPn3tGLJn4fFcp0Fd5IdmB7nMfkLJejFtB1r7ysYkeIpLOZLjJPOklmn3MOiagotZm7yjFsDzw2+cJq7IdQBt/DAPIaLwRXlbjh2W/PckR4gdaUl9Mb8BwvBHA27q2kavhssFEpUitQdFwdxzyKiTUqSLsRpYr1STeyBWKSkkVMUpJ0ebEEKSYG0VmoWc5X8gco3AS1Vl9H9XtQ9R6e6RDUXwVCG6f2L6AnL7ucMmA1GvCre+H/LOlctLgiNPcH25wNu1Fo3OlHLOzsry6JbuskDGMzOJQopEl3avBg5x1FY1UNHMVxW0sMfm/Aww7C6155hRZt3qzSMJhA54wbJzLPPlvCtQzVgbVaDk5lj6zk3J8R8/nxaT3+GQfSfSvya5ALGvH+mN2Yy1B8/P0tm+mF1avok50lsO5QnIc92gANe7XN5hyuaJDhhASC2qS4XjkyFr4mF5yWDmRFIp6neHtHXl5uqJJ2DfXUBIm2FzGxLatX033gcD+GOlPfWf3BIFIpuCyxHKHwnF9vdyx9eOeqmD6eybdv/IpKoPbAg1V2NPGPvWjSTwEe3vTL4jSKfVidFXGyWZ8x59mB2XnNiy/Sh0gEi2O1he/yEM9KPW08ITQNIGqSaiydDs1oa1A4baQe/OVndXV0KbzT5rEJedUvrV9HLyPTcVVpqQqUYHEenx/LqQMqrdGLnGtOtI/OzgZoelE0thNwxcUrhdTWsLffy/5o1ua7XkrPxhXRziVLaBhSdB+/dKrKybb3iTkXZ9hu+riR/vOjFavqNzdDhX0VJVAbtcWVJ7hc+ll/zKVJ1/VRyVOd5Txs2fz4JYBny1ZVaAHslPLOOotSTj1VRd3ZRFJkWY+QFexob7j0Z3p/C6wGgZRpBBH/SZ/elJeSKuZv3ixfXVck1u2pQKYhTHxch38bRpqHO9ZHSbDs4vL6YD/53hQDCwr1VhRgVO4oJ+xEkoKspugFAMo52GFr2G1ogVpxbbQrpbiYHoZVFs/J/awZ7YsC1Htko9Q76L/Xr1n59CNbJr8jp+wqFPiPWq827bgH9v+m4wZ28ixHNBZmAw9PMSwxgZMwRONhqn/jt/mtCLNdUthnmxpkDCCD5ycvv6TBwwOKZ99zz6VkiHgm1dzDJh9I++EO0hU8WJZk80B9bZn3Du35aDH5wFEqoUpYRUSzOY3d7NgZGZWWKtNB0H39C4Q3LR0cx63QoXa/QDDUSD196XZI+8H632qPOZZzjnIhHf+Kv1wxk62w/ftIXd7x8XNlq2+ZtvDCt+V3dn61AKRmpGWuc9ypOUSjrkmjqTMHqOpiSpcfgPMYk3lndTVd/eILEfDgYOp7/vmUiFWhxsejy4q1sbQOMmiWKtDu5Koque6pp6iKY2fR0aiBF0Stw2hsu5Ar00eMELEF/aQz2tpeSt0UR900UDVUTfysE+A9ULs0UrDKI0yn4eWtSh3zvTHvsVLYlE2vJBJb/86SjdUrnrpz8eTfP35hmZWl1KJBDwbcNt93GwmkpIghw1zGpS5EBd9MoO/NHohK9PD7tuvnsRBnSQaWKNUgrT9+4QV6FdaPD5xHwGubf/55lDRyFEi1zkTsbLigvb7koeDi4VykvBYJZzvffVcEmppkXG6OSBs9hnx98zFE1o47xhlkTmSBZz8XwSEOmv3nPPKoVUs1uLEboPEuYugogtQ6e1FfU9kVzuLN5Zsf+/Pzkwsf+tlG7NLjMDv1HE4zugeAjOriouGgKkHU90sa6KHvPjaQ8oYlKsljRL39r/GHmIV+7Pa/4c036N+fL8NeFViFoMBzAcDDksdaK2api9bn6VzXtSbrvNYLzkVkK4ZgWkdnpKPtTNJxM0pS8rDqEIjiM0x5LQnUuasd/Fe627R/Kh1Xvgd/s1VwVxXWbmXFWQBSaeCrVqwJP/PMM9+/a9btT+Jz5bQ8+NXa/0X3AJAlQZRkgKRh/8rku/No4g96qZrM9mKa5jaMxFIDZllkd6CuzT14chyIU1s5NJE0CpLHFpro6uxXSFBGkE5lM66+CHDsFp1G6eGOzUGP4xZgmiAHSHJym/JNWXMxoiatk+iYMKcs4d+PPvyU5sydO+v+v9z7h66AR91e21YyIq3Z2SlUHhESbXgPVFcAlbq4XNtVzw6hpFQszWG1w7yn9UCoflLQYfDgy+fXFsmfv/SiYAce12XKO3cSrK1TusR5OhrBVpLIqCnTPiuO0RU1eVDkaA2lGA6HVwbg760YSrM/UwvLajmT1WZ2eYbn/nO+49157/331DllP/pf8XhTZ67X0W86nB6dBdIRAZCWuArOzbVBGnl1On33foQtdTQo8mhrVRjSvAnxpGnPPENfwIyOhds+Z8IEwnIbazVE1zhPVzr3qB1rTR9O8eFumw7QMoHm7FWzcW8b2aAkEE/ExrpA4E83P+7etrfoiT/8p+81/cUvkDF0+I9WAAJouORVFgMbg7WrM6c9IgCy5C6r4iYkho24Kg0AGqiTtVjCWEt1jUOMxS7vJsg8IwCT+GcvvyieWb5SwowWaVBZvaC6wnD/q4IGkaU7Xw0gGd7DJgeHVa62wip6P7L2cyNZTDOAuJbkF0XFgdt++Q93XH7ggYceuevXyq3WhUcEQLhENs7zEJ5j8OQVuUvwfASD9dGBzn9EAMQimQcbKiyEcrU+FPb+/pNDKG9IPErpaJ+NXY2p/kCHcLmSl4uK5FXPPSecWNqSiAWDfb8NT2x8TCQvSPPWo8dDutD3h3yoAQ+7P+sx2S7CB79RDjPt92FSr23Z1qpLvbMm0z/veiX09AOvO0+4NPfn98/+44Na7h8+iNjjzhQC2kD+ECd6tM1dVeD9nXjOxm+Q2bT/44gAyOJA6jaQ4xOudZHvtAq65K7+NHzEoMhF1dZOyg7XH5XW1dD/PP0MLd2+g+IRVyq4/DKKhrfX1OFp8bkc8lh1uwMi4MHNNwAMZ6IPfgcgKachY8iy8FqBx6BDi26xr7ImfO3Zs6iirFwOm5r/7Qceupm38NZOo8N8MIA4+QTLvAM3u1yu22wn47YoTxTUxazly5ffPHr0aKQFtzb5jgiArMbzfbIJ6sHa9o3ly6i57wa65NozaNx5Iymnbyp5o+Ffwa021AXljjU7xe1rP5ZvlW8lbzAs8i64QKYhQBq0J4NZTrbD7Jvuc5jFeZTkQQ9NxMj8Gq8T8Fevdds/8KqtVC1alHTCSP77gbeCD//yKVdsfPTmpL69L3h+xfRNNvgd1v1GJBAAdBMANNOMpQVe5T613OI/A3j+1vYqRwpAEbOc17lji8Ca4B5aUfkyagXWUU5eFvUuQNQ6JUYBaF95g9xRVCw+Pz9OBgd4KTV/gOh72WWo9YLIurbKLKfv8a+6zGoPBgLi+nQB/l5rgUfX2GzJejSqOmIl8uTnqm1Q9ZvXF9P1U+4L7d5Y5ciKHrByjLhm8v81pDHPPTISCBf9DU52rwGtkT74axZ08sXOQyPX2EF0pADE5zQkmV+jegGVBdbRtsYlVNdcqx10xlTDK97Ja+vFWeQ/JZUGfutS8hUUwGTnfS/YcutsmvthTbpjdhCDh6ULW1ucj40pQj/Aey4No/OPOl5QxH1pjNta7BEx/Z5nafH0N0IplO7Mi5uwamTsmZOv3Zla0uWMRKPC8Pdq9AxvumqftkYKMohcUGU3IVDJnCjyOJIAMic1JewYCGWNW2g3gFQf3o0VKwjl8KIbqFGnX4pdlw6Ucb8/jzJGjRYhOH55DZ2ahV8B1WWchLxwkf+/Erf1PWUv8SpYDl9oPtiWNOt5qHx5plCtuO/jD+U9D78k+jxfFsqXY519fSevaq6rRDrHRSWoDoQZ14VovAEQCixOATiewoWZl9mK5CpAmfd/xwBde9QAZByKyqOqrUukbVFTqImqg2WoslFFflTfEE63jG2MEg03ni5rZgzm+ag0rfLJq5l5fKou3XaLs6APGjEj0tANP8KH50RUQ8u+dJb3Q/WT9mfqe+eUWCWvQXy4AMPP571O4SW7aOBbgdDIqEucsd74VY01DUcmH8hYYeBA48GBXsF1uZwDA0btpGY1TDkZtm3dtuj++++/aPbs2ZHawUdFApl5hV5QFTfgUHTw6glECXkZD9urLhRSLrkwmnY+PhjlTHg7ZGud1PEKnjain8ky70d5Le5soFr7z4U6LZVl6QXbROGpp+15vLCqz9JnxTvlVXPniOJ9tbL3C3vFmC9ODPVOHOVspjqsynAemfIuLO70xJV9cfE38WTPeKSQhVV0UgnMF198MfzRR0u+c++9984xUuhoAEhLbcUQ1Zp2lderQKXfI5tVOprCom6QV256bhjqq6CKgDogUsLXLiS7/WtjorNa0rWiSZFlljzxeK09zMZh0z6/MxII4XaJ9FqxGqb6D154njaV74aTJiRHz00TJ5eODAlfFGpBN61qDgcm338kc6JxXfZCM4AmWhKIO15njGPo2Dp+5tmnae26onvumDnz9+Z+jgqAzJArSFha3oCKpxgDCxDnvUtXzx1I4fFpAJaWTMfbQ5sGGkLs38lRXEdgDx/dw5zqz5sGtbu6X2kIpbb0iiDIASzVBnjK6JqXXpJFJaVYL4CdpBuT6NznT6CEck9IeD1IzT7Cy3psUog9k7wbr1GvLdsFQYLOfW6OXLl69W0AEIqY6403jiqA2gLJxMG1cCKJhLNNN2dR3W8L1F4UBkDdmgOxr4utROXz4vrjvLoDy7MBkpPxnlVWH2sAGDYGXMacj3SJFcRVnIc981YFWawEkT9EDvja0hJUuHeQq08mDZen0fDbmshR3xx2eVBgKtx0ZNeF2QD0YzSQfT2awbLGsGxr1nMvvfSyhArDnlGznjgmEqg9ccK8iAEEeS+wp+meixJo298HYScblGOxaul0Zylk1JWRKE3o6iQ0+Lt4TmbPspI6lnPQpEUbKWzdmN1QUCterXSWJSjD96vXX6d1WE4UAxPfFRdLeRdfQvlPuKjPvVspGO8JeaTn6BWYQsM4DvY+nj48I5aYTthyiEWLFoXffev9s2feVbjADNIxkUBtEKH6DB2NYn9Un+6kDY/3J3FSmso15ponSpF1QzKt/DoKQbpQA5eG4UJVl+OzQZZJrpKWLYXVjonearWFtRJVWV6vrCuiG5HoX4yNhjk32xEVRX2/PYXiU/Ip9+IVIn1ZQAawdtITAgc6WiXuACCu8z8PTy4wqtUzv7BE1OrVq4PPvvDs2bcX3r7oS5NA3CC22nW6LxZqhWjbLTlU+VtU5uANc7lUcjdzJBqpw8lfDBzsjUt9cA/T8BeeWbW6lVe58kPnEbZVWPpWIx5mnIMzLHnvNN6i4VGUH759/vtUj4xM3iHWGRMr8ydPFvFDh5JrXpkcdPUm4WzCJjxgPx7kah7VCmVo5K1o6x/xNJZYZP7vrawKPPv4a5f99LdXvPRlSyDlnAJY3PtCVHGGjzbPHYLahV6rky0S92VJIYvfGEqv/+o4VhradDb+Xo73SZbzQQNMS07LGdHKm2s89Bbf0cuLAJ49qFd914L36T9LP9d+aVhbnqREyjv/fBGPNfMBDGHaT9ZQ/n9QtywR0ET5fNTQProAKi8vPyc9PZ0BogK9lhRS98hbYlfsqPthZr/4fxne9GWoMDUbWQphMSmvMwhAbm55pIDqLsjkMi3aSrMqa0TQfyxeWB7wiAWihaWqasZkmJ2BU/DlYGtZM9cAUUXCLWtTw6jl0co5yKC0zs+xvpUoP/x/77xN72OTl1jkYodQcSQuK4v6XDiZYvvkqex5Wlcth3xrPUXtAUV3w1UPru05WjUSDSD+9dDTvS6ads681NTUQXxBoL6lvDqGBqLzCZfT9X3bbbLSCN2UseSXuMU/c16Imm9HMxxlUXz+w1LIUx2i7dPiqeyvQ8jp5XWaOu/jmFljduAwobXEN+e/8OsT0FBWV6MAD96IWy0lVN9F3J+tgKMmiOWVVi4UWA0qtKHKuEh6esVy7BC0kLahDEwsKtEH/U0yecBAkXvhZOlNTsEGw9jAF2X/Emdson73lJPEVpnqiseoRqJr6dLP/zF69KgreZ7r4Lb2cFpe6z14PQmfreD308RcMZemHVsAGfSamctSKI5ow6MFFDg7E0RVu/I1kI++b8hwHCbIbKLXQ8VE429/vL8YAzcBTdBb+9qquXKHWkCyCR3bnVklWtjEUomV2A0Re7Des+gDega7C6IWkkBFD87MpCxkYXKRCGxVhF2sQ7xZrghvr5eDv7lWxOz0U8gDqKoOOco1EgslfDuiMPzvf/37fyadP+nfmVmZxoxXSWfWPXONgAex+PLnDKBbxQJHIU0MHlMJpPrCciiiVWGYM66qMBVP9VHZg0PI4cOadCWFbNs5tzNKXfnITnNVMR4LOLwiRO39hY/OxsR3WXt/6fIGhu3sT5MNzzGg5/emOATP4ufXrFF7sK5CfehortQBwuxBsamc08dTGvZgDbPKZm8v9DeYBqXeupH6zN6NghTY/IURqD36R71GouJxF59/ed7Pf/vjt886+8z+eA+Qo3l6Zz+WvgCQ3Nfc3DQ5JibmkzlT13qmzR3qP+YAMiDiBmN68VbZXCN6/ew+1PStHDSSHXZaAtn9Jl0BTcuxLZ5hxXEwwFxP41T00Bl4fyquGc0AV23T4ZfIOlSdOthWZdmFkXK98WEMShSjkn9esljMWbUa1V0CqHDo5L1YZUp+vsg6a6IE34FTXhEk5SLASAnnR5XU/6pN0rc7IIIosOngMjhqZI8+gLScxaUeeujh6d++5JLC9Kx0XSdNjYW1vBsgwk2+WVlZeRm4Uh1/flMaOJDjGHGgNihQrAsT0IFSv9UneGnDU4PJ3StObbuk/UJHRo0xCPhcmhhrJRmL9+Pw+jy8HozXbHnwaAW5+BT/ugOCrH6m1UoE5Ha/DlcyewFLle7FBr5b9+wRXNMI1dRAolyUMXKUzJ4wQTghgbDaVhXV5BQX/ieIPcIyf7qOej9XS8E4qC5rHx7LwjvqEigCoGuu+emIb1504bwLvzGZLU/jCjLl3dWQQZXdAlV2G6uymzKX/Ayd8RfF9xTajtCoHUxkRAg1qxH8GPtIbvtFBlXekg9HHcQ3j6DFgw6VDxmxwMBhwsukmBdRReF9Ov6ejM8uxOs8NXQaOFwhll8frPC4nSRz53IEnf063NMLtm4VDy5eLBds3ixCOBkrZLUHa1Ym5WIP1jjswcpxQE7bMLsN6WvDA/zETuo3fTu5Gnh/dJZ+lkhQgD02EsiASNw5457Hvz3t4iv6Dyjgz4xnWrlgrGbV+mtDV3rjXS/dlPPhr8MBx584KmNB58hM+4MByGqtrhiODsMoB7FbzcbZedT47Sy145HiAFp8RnIe2p62pZ/NqxY/MC+cYuDA162kzFj8ZVWVomwskyegpYlRT+25Ao0ZrlZIWKrVXkNxA9TVI59+Qs+sXIVqZg0Ui30wwpBErpgYvRviqacKtQcrTmD2YLWEGN+YcCzdK/tf9QX5SuABUqpL33DEogCAXGzGwxMN+3ryrIrxHe4H35luN0Dp8Le/vfFXpwzIG/bWd7/zvbjYuCgmQ2rLaKtJSgphX66yPa7Nl84QJYMSsjyP8jJiVblN26jH/KGcizWSqgd76Iv/DiQ5MIFj1UYFR7j3/g1r4TX8Y54hXMqCe5/XhXCMh81wzH1IBA0ck9DeMkJmtNpfWmNAowe9pShoCaqJPLF8OYCzktajUFUcqonwynr2Mif17UtZ40+j+H79VVqH2oPVFAHl86hyCVBdFc2yL6rTp71fR6F4zp2yJLJ9DBhADgAIwVRZHzt5VsOo0i6ntB5khMWNN944+4wJt5AgAwAADgRJREFUE6+bdN65bO+opaLGrLf62emn2s3z7qxYuvDukks8HpfH6dJlZ4+dCLLdBRNJ8B4n9s0oPzeeimcjvSkDSoDlvfZpWVaJ1njqXnAMhxcMYJi7JOHDE/D9BLweir9mb1MDHIaIkT/tkOJIg+zhB5XHzLPOcnLuRV2hZ5Ax+PSyFXJVeRlPThmF75AdSh4sU8pBLaPEUSPJhTIxhusYB6ni6AwS1mFIrku77Qvq/fAekl69mteuukxjwihm5RExWJBYv9bl9p93+86zkdLaxaT6g4kIpGwUuFyOdy76xiV5J5w4TK01xxYCnLml56fe9s9RXxWkt2fvWP/pQ7tebK4O18WkOHmHM6wKOPw1RwdrW0ffm2RyURsMFf2tX0LDFRn/i9h0ArdWGWZW1itzGlZPzFt459RUPLlo3Sl48oa4HCXXD21D6fPq+zZWVXuTxE6O+bc8mVgQmDqKvGXmGxs20L+wpdRKpF+wE9frcsowimiyukoZMkRmnHyS8GZkqmuqfTpapI6RKbzRhyPoCAeT3tj378EXrtjZ1MfncjYpadv+g5OmAi6PI3dvScZzT/7nF/2fjGSWHm5fH0xIKJl8841//GF6VupDl156qTMrKwu1JZV4tKf/qb4NUTPmTuCxUlr/p75i7IbDbdSRPu5CKa9EAx/AeeORpB5GQQIH3wIXI+iDO+wFonAiUMWb4aZoI1RBhB96NFredwSc1n4cZVspNWXnODtrqunt9Rvo6dWr5dLt25XT0eNyibDfLx0ut0jCypKMcSeTD7sr8vFcWEKDlf9RjEB7BSwOCruLFdiMeQ5xO/PsI91vnTnfwQCEhH1yPJD8gHv37t2P9+7d+/JvX3JZKDk1Hr4ga5dj3bemn5XyR0xvG2712ZA/MMcT61lmawjq8UkxZOpc/Gqq9TG2fJ1LUBNT25k5t1q/uWW/e1lLOAdOoc9izkU4F85HRThX65UGJ0h5eTr2kcsU5BuGgShA8wswFPkYmHgzLGoUNBdqTeBa/DhtO6ytKa7gxvNLiTr9ay639ypqUz9ftFauQJYgj3os6hiqkAN+nZSfJ9LGnCTjBw5A/UQ3lglzLRaenyqdTPULn85Cst7ogQWipNtgqc+ci4WhzGU6M+D8m0JUuraUXGcP6fB3BweQ1fA7C+/v2xDa+1xB3/4jp1w8JZSQCBAhC5AX7JtJYt2gWgJkdWQ5+nABXnOq7Ad47kCvaKrRzoNFue1cVr+pH7aigpY/6oA3j3Nx9CAHF8tDzw7Bc8xGKaclChGLjVLCsM4s/37LnqbGz3Mg9WQuaiSOolAsEjSSWrYywPv1qBryzJrV9Nq69XJrRQWC4XABuLF2WwV8BcXlZFPG2JOkb0B/4YqKhstG7/ocIckaidaWX8p048qg0HUSfFpMf+t5moUg25cieUw/dAZAZiDlnTPuPKfB3/hsQb9+yRdPuTgcnxjvQFFJTi1oCyJj5ttnxW6c6HM8uVjDRjyxrJZ24smFHLBL9qF1BIOtqKjIPWTIEM5h4gQ4ds1k4MmLA3hhAAQNsf+BqQ1/rx+WeFDRamUQaDc/K4aO8o7tSG3P+WcHTj12EsSeYzQXoYd3v9hE5dU1atmCh/sIe3I4nC4Rm5MTTh81Cvk6vKIERc65WRDbqjK9pbHskke7prkytoCDXSJLXvzmLSH+a2/Xl/W6swCKgOj2O+/8QVND44P9C/p5L5w8RSanJsArrYrPRH6jRkZLDQOs9q7DOxIxgFBUWZRBI5bybgR4X4cnu134WOa4/JcdvHwBlmzMd5PxexYkyTg2FU8uScPg4V2YOnqosbe0i/Wbg4PGbkWpg6w7s3uN+WMOdC7YvBXkeD0tQk3q2ma/KrPHRpLiOB6vSMrvE04cNkwkI9GL8F4vJNFItvMc6zKmz1SNNratMCsX4cc3vi0EV07pFo9DARA3WK2jvu22mb8Phfy3Z2XkOi68aLLMzc3hNWS6Zk/rNIq2vMaAyqxSOVAnRFJqrWHrTIeZgK8Z6v3uzwLQAcNjLepJx9H40SJiLa8zPmNze8nOYsLuzgDNNllUXi64zC9vl8kFxvG95MqtTI6Thw2jhH79YG55YWyw1FOCSbXTSBsDHH7PmlG/R55YOMxehtmw4v70mhAl7EdUorMbPA4VQOqeYNqjNo9rht/vvyk+Pp7OPuvs0IgRI9h9omIeakZZm9qqA6x0EAsI5sYNmNqTVO0RQvM7M56m+8w92PmTkYCHdH8RVKkR1RYUP+xbNPFveLedD1AV/jUAZyW2GtgDrzE3mCUOF9jk49zxPkodhDJ9w4bJ6Kws4eA9WBkTKm9bb9FieaYtoFhhs4iXX4t0UKKPnQH/3W96PK+wGkMHc1lGbZ51g8chdbC9vbysx+Xx/AF1YW5ha3TUiDHBCWec7oyLj1MwUmV5dVFnEw238yRzKgMmM+CH2iX24w73XpQfRvMhLUXZBNMeU41jHmiuPf1J8Q6oqc14bqGS+nrQFmxS53Jh2zLADdJIACRciT5p4EBKHjxYuFE13niMzB4ZEf+ZwmjEE8LUmX1U3GHKKsHzCyDu0ZCD/vauENVWQ7oVeJRwONQRa/v7GTNmXIfT3BEMBuKRPxScMP5M58CBAwW4Yquth6zjrMFqMXG7ev3OHq+kix6Ydh9G+pgBxt4utL16n1xZXCw+Ki6WvGSmCNs0hVExzQMTnMNuvAcGaxtvQiLF5/WRCQX9ReKA/lLExKp+VWE469HetdXcUupKqCJ+2pySa2BrPe930GPzhdje2fv7sn7XVQCpfpk5cybqW4tZiBgPcrnc4cEDh9BJJ48VObnZuiON6WID7NHJ02nVjQqshmbo1zqZIDKolp/GvIchJJGiQiXgNeu3bxOv7Nol34G6qmhulnFIO0BKhVI7vKMzVFI4LicHsap86YPEiU1PR8kQF+KXgA3Er5U/1d64WqpWx8v4CU5UBdHyIbTbS0Dm2yDJxd1V4rS9oa4CiM+niHXhTbcPc8fSDIDoYjbtfbFxoaFDh4nRo8ZSemZKhNNo76qO1LT4c2ye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">ⵙᔓᔕᗱᗴᙁᑐᑕᴥꖴᑐᑕⵙ✤ИNᗱᗴᕤᕦИNᗩ✤ⵙᙁᗩꖴᗝᗩᴥ⊚◌⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚◌⊚ᴥᗩᗝꖴᗩᙁⵙ✤ᗩИNᕤᕦᗱᗴИN✤ⵙᑐᑕꖴᴥᑐᑕᙁᗱᗴᔓᔕⵙ</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>
<DL><p>
@@ -1129,7 +1151,7 @@
<DL><p>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1689475737">⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀ꖴ⠀ⵙ⠀◯⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗩ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᙁ⠀ⵙ⠀ߦ⠀ⵙ⠀ᑎ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᑎ⠀ⵙ⠀ߦ⠀ⵙ⠀ᙁ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀◯⠀ⵙ⠀ꖴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1690636615">⠀⠀⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀ꖴ⠀ⵙ⠀◯⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗩ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᙁ⠀ⵙ⠀ߦ⠀ⵙ⠀ᑎ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᑎ⠀ⵙ⠀ߦ⠀ⵙ⠀ᙁ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀◯⠀ⵙ⠀ꖴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
<DT><A HREF="https://iili.io/HTyqEQ.png" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">HTyqEQ.png (4836×4836)</A>
<DT><A HREF="https://freeimage.host/i/RTPISI" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀◯⠀ᔓᔕ✻ᴥⓄᗯᗝꖴᙁⓄᔓᔕ⠀◯⠀ИNꖴ⠀◯⠀ⵘ⠀◯⠀ᔓᔕᑎИNᗱᗴᕤᕦᴥᗱᗴߦ人옷⠀◯⠀⠀ⵙ⠀⠀◯⠀옷人ߦᗱᗴᴥᕤᕦᗱᗴИNᑎᔓᔕ⠀◯⠀ⵘ⠀◯⠀ꖴИN⠀◯⠀ᔓᔕⓄᙁꖴᗝᗯⓄᴥ✻ᔓᔕ⠀◯⠀⠀ — Freeimage.host</A>
@@ -1282,7 +1304,7 @@
<DT><A HREF="https://freeimage.host/i/88.HXDHZhb" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">ⵙᗱᗴᗝᑎᴥ✤ꕤᗱᗴⵙᗱᗴᴥᑎ✤ꕤᗱᗴ✤ⵙᗱᗴ8ᑎᑐᑕᗱᗴᙁⓄ옷ⵙᗝᗱᗴᴥᗱᗴꗳᙏᗩ옷ᑐᑕ◌⚪ⵙ◯ⵙ◯ⵙ⚪◌ᑐᑕ옷ᗩᙏꗳᗱᗴᴥᗱᗴᗝⵙ옷Ⓞᙁᗱᗴᑐᑕᑎ8ᗱᗴⵙ✤ᗱᗴꕤ✤ᑎᴥᗱᗴⵙᗱᗴꕤ✤ᴥᑎᗝᗱᗴⵙ — Freeimage.host</A>
<DT><A HREF="https://freeimage.host/i/HhB9OVj" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀ⵙⵘ꞉⠿ⵘ⠿◌ⵔ⊚ⵘ꞉⠿ⵔ∷·⁂⠿◌∷⚇ⵘ△❋⠿∷ⵔ❋∷◌⁂·ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⠀⚪⠀ⵙ⠀◯⠀ⵙ⠀◯⠀ⵙ⠀⚪⠀ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ·⁂◌∷❋ⵔ∷⠿❋△ⵘ⚇∷◌⠿⁂·∷ⵔ⠿꞉ⵘ⊚ⵔ◌⠿ⵘ⠿꞉ⵘⵙ⠀ — Freeimage.host</A>
<DT><A HREF="https://freeimage.host/i/HOWAvdx" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">ⵙⵘⵙᔓᔕᑎИNᗱᗴᕤᕦᴥᗱᗴߦ人옷ⵙᙁᗩ✤ᔓᔕ人ᴥᑐᑕⵙ옷✤ߦᗱᗴᗝⵙ人ᗩᴥⵙ⊚ⵙ◌ⵙ⚪ⵙ◯ⵙ◯ⵙ⚪ⵙ◌ⵙ⊚ⵙᴥᗩ人ⵙᗝᗱᗴߦ✤옷ⵙᑐᑕᴥ人ᔓᔕ✤ᗩᙁⵙ옷人ߦᗱᗴᴥᕤᕦᗱᗴИNᑎᔓᔕⵙⵘⵙ — Freeimage.host</A>
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+ <DT><A HREF="https://freeimage.host/i/HZubt5u" ADD_DATE="1690636615" LAST_MODIFIED="1690636615" ICON_URI="https://freeimage.host/content/images/system/favicon_1576620820075_18c066.png" ICON="data:image/png;base64,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">ⵙᗝꖴⓄᙏᕤᕦꖴᔓᔕⵙᕤᕦИNꖴИNⓄꖴ✤ꖴᔓᔕИNᗩᴥ✤ꗳᙁᗱᗴᔓᔕⵙᙁᗩᗱᗴᗝꖴ⊚◌⊚◌⚪ⵙ◯ⵙ◯ⵙ⚪◌⊚◌⊚ꖴᗝᗱᗴᗩᙁⵙᔓᔕᗱᗴᙁꗳ✤ᴥᗩИNᔓᔕꖴ✤ꖴⓄИNꖴИNᕤᕦⵙᔓᔕꖴᕤᕦᙏⓄꖴᗝⵙ — Freeimage.host</A>
</DL><p>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀人⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀人⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1689892423">⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀人⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗩ⠀ⵙ⠀人⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ᗩ⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀ИN⠀ⵙ⠀ꖴ⠀ⵙ⠀ᙏ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᴥ⠀ⵙ⠀ߦ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ߦ⠀ⵙ⠀ᴥ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᙏ⠀ⵙ⠀ꖴ⠀ⵙ⠀ИN⠀ⵙ⠀ᕤᕦ⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
@@ -1324,7 +1350,7 @@
<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="1689479321">⠀⠀⠀⠀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="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>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></H3>
<DL><p>
@@ -1395,7 +1421,7 @@
</DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1688942419">⠀⠀⠀⠀ⵙ⠀✻⠀ⵙ⠀ᗯ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗯ⠀ⵙ⠀✻⠀ⵙ⠀⠀⠀⠀</H3>
<DL><p>
- <DT><A HREF="https://archive.ph/Jum2P" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Более подробный, чем ранее, перевод части из.. | Mansur Rakhmetov</A>
+ <DT><A HREF="https://archive.is/Jum2P" ADD_DATE="1686506557" LAST_MODIFIED="1690510477">Более подробный, чем ранее, перевод части из.. | Mansur Rakhmetov</A>
<DT><A HREF="https://vk.com/o____dac____o____cad____o" ADD_DATE="1688456264" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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| VK</A>
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@@ -1432,7 +1458,7 @@
<DT><A HREF="http://vk.com/wall-97260967_3680" ADD_DATE="1686506557" LAST_MODIFIED="1688942319"></A>
<DT><A HREF="https://vk.com/club199016554" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᙁƧSᙁᕤᕦⵙᕤᕦᙁƧSᙁ◯</A>
<DT><A HREF="https://vk.com/o_esiralc_o_clarise_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᗱᗴᔓᔕꖴЯRᗩᙁᑐᑕ◯ⵙ◯ᑐᑕᙁᗩЯRꖴᔓᔕᗱᗴ◯</A>
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<DT><A HREF="https://vk.com/3dklad" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">3D-модели, уроки, текстуры, 3d MAX, Vray, Corona</A>
<DT><A HREF="https://vk.com/blender3dmodelling" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Blender 3D modeling</A>
- <DT><A HREF="https://vk.com/o_stcefe_retfa_o_after_efects_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ƧS✤ᑐᑕᗱᗴꗳᗱᗴ◯ᴥᗱᗴ✤ꗳᗩⵙᗩꗳ✤ᗱᗴᴥ◯ᗱᗴꗳᗱᗴᑐᑕ✤ƧS◯</A>
+ <DT><A HREF="https://vk.com/o_stcefe_retfa_o_after_efects_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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<DT><A HREF="https://vk.com/adobe_products" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Adobe [After effects, Premiere Pro, Flash]</A>
<DT><A HREF="https://vk.com/wall-97260967_5315" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">.. | Ищу тебя Минск, Беларусь/ Знакомства</A>
<DT><A HREF="https://vk.com/search?c%5Bper_page%5D=40&c%5Bq%5D=Valdamar%20Valerian%20Matrix&c%5Bsection%5D=auto" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Пошук навін па запыце Valdamar Valerian Matrix</A>
@@ -1569,7 +1595,7 @@
<DT><A HREF="http://biglistofwebsites.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="https://rawranked.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="https://www.deimos.ca/notefreqs/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
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<DT><A HREF="http://texttospeech.io/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="http://glosbe.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="http://biglistofwebsites.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
@@ -1577,7 +1603,7 @@
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<DT><A HREF="https://www.boxentriq.com/code-breaking/big-number-calculator" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="https://www.deimos.ca/notefreqs/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
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<DT><A HREF="https://www.acharyamahashraman.in/organization" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="https://www.linkedin.com/in/oo0oo/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"> | LinkedIn</A>
<DT><A HREF="https://soundcloud.com/88888088888" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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"> | Free Listening on SoundCloud</A>
@@ -1872,10 +1898,10 @@
<DT><A HREF="https://oooo.onestream.live/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OneStream.live - Real-time or Prerecorded Scheduled Live Streams to Facebook Live, YouTube Live, Instagram, Twitch, Steam, Wowza Media Systems, Vimeo, etc.</A>
<DT><A HREF="https://planetcalc.com/984/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Online calculator: Relation between two numbers</A>
<DT><A HREF="https://oo.cgsociety.org/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OO portfolio | CGSociety</A>
- <DT><A HREF="https://www.pearltrees.com/0000000000000000" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://cdn.pearltrees.com/images/favicon.png" ICON="data:image/png;base64,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">OOOO (0000000000000000) | Pearltrees</A>
+ <DT><A HREF="https://www.pearltrees.com/0000000000000000" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="http://cdn2.pearltrees.com/images/favicon.ico" ICON="data:image/png;base64,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">OOOO (0000000000000000) | Pearltrees</A>
<DT><A HREF="https://alternativeto.net/user/oooo/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OOOO | AlternativeTo</A>
<DT><A HREF="https://stackshare.io/OOOO" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OOOO | StackShare</A>
- <DT><A HREF="https://www.last.fm/user/OOOOO8OOOOO" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OOOOO8OOOOO’s Music Profile | Last.fm</A>
+ <DT><A HREF="https://www.last.fm/user/OOOOO8OOOOO" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.last.fm/favicon.ico" ICON="data:image/png;base64,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">OOOOO8OOOOO’s Music Profile | Last.fm</A>
<DT><A HREF="https://pcpartpicker.com/user/OOOOOOOOOOOOOOOO/builds/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OOOOOOOOOOOOOOOO - Completed Builds - PCPartPicker</A>
<DT><A HREF="https://audioz.download/user/OOOOOOOOOOOOOOOO" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">OOOOOOOOOOOOOOOO » Audio wareZ 🎹 Professional Audio Software Community</A>
<DT><A HREF="https://beacons.ai/oooooooooooooooo" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">oooooooooooooooo | Beacons mobile website</A>
@@ -1967,7 +1993,7 @@
<DT><A HREF="https://www.youtube.com/watch?v=4rBMb2oijyo" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Dark Zebra - Hans Zimmer and Howard Scarr - YouTube</A>
<DT><A HREF="http://thegeometryofbending.blogspot.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Geometry of Bending</A>
<DT><A HREF="https://www.bibliotecapleyades.net/vida_alien/esp_vida_alien_18za.htm" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Greys</A>
- <DT><A HREF="https://archive.ph/yA78F" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Greys</A>
+ <DT><A HREF="https://archive.is/yA78F" ADD_DATE="1686506557" LAST_MODIFIED="1690510482">The Greys</A>
<DT><A HREF="https://css-tricks.com/the-making-of-an-animated-favicon/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Making of an Animated Favicon | CSS-Tricks</A>
<DT><A HREF="https://www.youtube.com/watch?v=D5vqUX5pa3g" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">The Music of Mass Effect 1 - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=32dXw6cU6Jw" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/af4cfc59/img/favicon_144x144.png" ICON="data:image/png;base64,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">The story of LinkFacts : your social mindmapping tool ! - YouTube</A>
@@ -1990,7 +2016,7 @@
<DT><A HREF="https://meyerweb.com/eric/tools/dencoder/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">URL Decoder/Encoder</A>
<DT><A HREF="https://yoksel.github.io/url-encoder/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">URL-encoder for SVG</A>
<DT><A HREF="https://flibusta-club.translate.goog/b/271614/read?_x_tr_sl=ru&_x_tr_tl=en&_x_tr_hl=be&_x_tr_pto=wapp" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Us and them. A visual guide to identifying ethnic kinship - read online for free, author M. Tikhomirov | Flibusta</A>
- <DT><A HREF="https://archive.ph/8jacg" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Us and them. A visual guide to identifying ethnic kinship - read online for free, author M. Tikhomirov | Flibusta</A>
+ <DT><A HREF="https://archive.is/8jacg" ADD_DATE="1686506557" LAST_MODIFIED="1690510466">Us and them. A visual guide to identifying ethnic kinship - read online for free, author M. Tikhomirov | Flibusta</A>
<DT><A HREF="https://patents.google.com/patent/US8810579" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">US8810579B2 - Method and apparatus for interactive curve generation - Google Patents</A>
<DT><A HREF="https://one.linkfacts.link/user/profile/oooooooooooo8oooooooooooo" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">User</A>
<DT><A HREF="https://listenbrainz.org/user/OOOOOOOOOOOOOOOO/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">User "OOOOOOOOOOOOOOOO" - ListenBrainz</A>
@@ -2078,7 +2104,7 @@
<DT><A HREF="https://www.whosampled.com/forum/topic/15882/%25E2%25B5%2599%25E9%259B%25B2%25E2%25B5%2599%25E6%25B8%2585%25E2%25B5%2599%25E2%2597%25AF%25E2%25B5%2599%25E6%259D%258E%25E2%25B5%2599%25E2%2597%25AF%25E2%25B5%2599%25E2%2597%25AF%25E2%25B5%2599%25E6%259D%258E%25E2%25B5%2599%25E2%2597%25AF%25E2%25B5%2599%25E6%25B8%2585%25E2%25B5%2599%25E9%259B%25B2%25E2%25B5%2599/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">ⵙ雲ⵙ清ⵙ◯ⵙ李ⵙ◯ⵙ◯ⵙ李ⵙ◯ⵙ清ⵙ雲ⵙ | WhoSampled</A>
<DT><A HREF="https://tagpacker.com/user/OOOO" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://tagpacker.com/assets/images/891abdb06e4dadcc8141f3d65a1e7493-favicon.png" ICON="data:image/png;base64,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"></A>
<DT><A HREF="https://github.com/junh1024/junh1024-Audio" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">junh1024/junh1024-Audio</A>
- <DT><A HREF="https://archive.ph/jJUHb" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀ⵙⵘⵙ◌ⵙ·ⵙ⊚ⵙⵔⵙ·ⵙᕤᕦⵙⓄⵙᙁⵙ✺ⵙⵔⵙ꞉ⵙ⊝ⵙ⊚ⵙᗯⵙᗩⵙᙁⵙ◯ⵙИNⵙᗩⵙߦⵙ⠀◯⠀ⵙ⠀◯⠀ⵙߦⵙᗩⵙИNⵙ◯ⵙᙁⵙᗩⵙᗯⵙ⊚ⵙ⊝ⵙ꞉ⵙⵔⵙ✺ⵙᙁⵙⓄⵙᕤᕦⵙ·ⵙⵔⵙ⊚ⵙ·ⵙ◌ⵙⵘⵙ⠀ — Freeimage.host</A>
+ <DT><A HREF="https://archive.is/jJUHb" ADD_DATE="1686506562" LAST_MODIFIED="1690510489">⠀ⵙⵘⵙ◌ⵙ·ⵙ⊚ⵙⵔⵙ·ⵙᕤᕦⵙⓄⵙᙁⵙ✺ⵙⵔⵙ꞉ⵙ⊝ⵙ⊚ⵙᗯⵙᗩⵙᙁⵙ◯ⵙИNⵙᗩⵙߦⵙ⠀◯⠀ⵙ⠀◯⠀ⵙߦⵙᗩⵙИNⵙ◯ⵙᙁⵙᗩⵙᗯⵙ⊚ⵙ⊝ⵙ꞉ⵙⵔⵙ✺ⵙᙁⵙⓄⵙᕤᕦⵙ·ⵙⵔⵙ⊚ⵙ·ⵙ◌ⵙⵘⵙ⠀ — Freeimage.host</A>
<DT><A HREF="https://web.archive.org/web/20221003195302/https://freeimage.host/i/LiHXSI" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀ⵙⵘⵙ◌ⵙ·ⵙ⊚ⵙⵔⵙ·ⵙᕤᕦⵙⓄⵙᙁⵙ✺ⵙⵔⵙ꞉ⵙ⊝ⵙ⊚ⵙᗯⵙᗩⵙᙁⵙ◯ⵙИNⵙᗩⵙߦⵙ⠀◯⠀ⵙ⠀◯⠀ⵙߦⵙᗩⵙИNⵙ◯ⵙᙁⵙᗩⵙᗯⵙ⊚ⵙ⊝ⵙ꞉ⵙⵔⵙ✺ⵙᙁⵙⓄⵙᕤᕦⵙ·ⵙⵔⵙ⊚ⵙ·ⵙ◌ⵙⵘⵙ⠀ — Freeimage.host</A>
<DT><A HREF="https://coub.com/stories/5074338" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">ⵙᔓᔕⵙᙏⵙᑎⵙᴥⵙᗝⵙ◯ⵙ◯ⵙᗝⵙᴥⵙᑎⵙᙏⵙᔓᔕⵙ</A>
<DT><A HREF="https://web.archive.org/web/20221004161658/https://coub.com/stories/5074338" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">ⵙᔓᔕⵙᙏⵙᑎⵙᴥⵙᗝⵙ◯ⵙ◯ⵙᗝⵙᴥⵙᑎⵙᙏⵙᔓᔕⵙ</A>
@@ -2086,7 +2112,7 @@
<DT><A HREF="https://www.youtube.com/watch?v=2H6vnzowF7Q&t=140s" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Drum & Bass / Hip Hop Breaks (Part 7) - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=Z_oUvxJhSL8&t=13s" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">DJ Seduction - My Own - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=qq4SNkt53Q0&t=161s" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Aquarian vs Evans vs Remo: 62 heads - ULTIMATE Snare Head Comparison - Timpano Percussion - YouTube</A>
- <DT><A HREF="https://coub.com/oooooooooooo8oooooooooooo" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">ⵙ✻ИNꖴᙁ·Ⓞꖴ⚭·ⓄⓄⓄⓄⵙⓄⓄⓄⓄ·⚭ꖴⓄ·ᙁꖴИN✻ⵙ - Coub</A>
+ <DT><A HREF="https://coub.com/oooooooooooo8oooooooooooo" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://coub.com/favicon.ico" ICON="data:image/png;base64,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">ⵙ✻ИNꖴᙁ·Ⓞꖴ⚭·ⓄⓄⓄⓄⵙⓄⓄⓄⓄ·⚭ꖴⓄ·ᙁꖴИN✻ⵙ - Coub</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Big_beat" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Big beat - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/List_of_big_beat_artists" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">List of big beat artists - Wikipedia</A>
<DT><A HREF="https://stackoverflow.com/questions/166160/how-can-i-scale-the-content-of-an-iframe/35984409#35984409" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">html - How can I scale the content of an iframe? - Stack Overflow</A>
@@ -2101,7 +2127,7 @@
<DT><A HREF="https://www.google.gr/search?tbm=isch&q=%E8%90%AC%E4%BD%9B%E9%A0%82" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">萬佛頂</A>
<DT><A HREF="https://leechpremium.net/uploaded" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Reevown Cloud - Free uploaded, filefactory, social and keep2share premium link generator</A>
<DT><A HREF="https://audiosex.pro/threads/plugin-doctor-alternative.53621/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Plugin Doctor Alternative ? | AudioSEX - Professional Audio Forum</A>
- <DT><A HREF="https://rutracker.org/forum/viewtopic.php?t=6199277" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">TBProAudio - DSEQ3 v3.6.0 Regged READ NFO (WIN/MAC)-R2R VST, VST3, AAX x86 x64 [03.04.2022] :: RuTracker.org</A>
+ <DT><A HREF="https://rutracker.org/forum/viewtopic.php?t=6387658" ADD_DATE="1686506562" LAST_MODIFIED="1689845571" ICON_URI="https://rutracker.org/favicon.ico" ICON="data:image/png;base64,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">TBProAudio - DSEQ3 v3.8.3 VST, VST3, AAX (x86/x64) [19.07.2023] (R2R) :: RuTracker.org</A>
<DT><A HREF="https://unicode.org/emoji/charts/full-emoji-list.html" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Full Emoji List, v15.0</A>
<DT><A HREF="https://www.youtube.com/channel/UCm4OLwmo1MPzRYFpqquREyw" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/7fca68b5/img/favicon_144x144.png" ICON="data:image/png;base64,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">ᙁᴥꖴᗩ⊚ᗩꖴᴥᙁ</A>
<DT><A HREF="https://www.bolbewoners.nl/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Bolbewoners Wiki</A>
@@ -2125,7 +2151,7 @@
<DT><A HREF="https://github.com/andrewreeman/SpectralSuite" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">andrewreeman/SpectralSuite</A>
<DT><A HREF="https://archive.org/details/@0000000000000000000000000000000000000000000000000000000000000000?tab=web-archive" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://archive.org/images/glogo.jpg" ICON="data:image/png;base64,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">Your Account</A>
<DT><A HREF="https://github.com/nortikin/sverchok/releases" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">Releases · nortikin/sverchok</A>
- <DT><A HREF="https://dagshub.com/O/O" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://dagshub.com/img/favicon.png" 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⠀⠀⠀⠀ⵙ⠀✻⠀ⵙ⠀ИN⠀ⵙ⠀ꖴ⠀ⵙ⠀ᙁ⠀ⵙ⠀·⠀ⵙ⠀Ⓞ⠀ⵙ⠀ꖴ⠀ⵙ⠀⚭⠀ⵙ⠀·⠀ⵙ⠀Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀Ⓞ⠀ⵙ⠀·⠀ⵙ⠀⚭⠀ⵙ⠀ꖴ⠀ⵙ⠀Ⓞ⠀ⵙ⠀·⠀ⵙ⠀ᙁ⠀ⵙ⠀ꖴ⠀ⵙ⠀ИN⠀ⵙ⠀✻⠀ⵙ⠀⠀⠀⠀</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Truncated_octahedron" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Truncated octahedron - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Truncated_cuboctahedron" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Truncated cuboctahedron - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Truncated_rhombicuboctahedron" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Truncated rhombicuboctahedron - Wikipedia</A>
@@ -2160,21 +2186,21 @@
<DT><A HREF="https://blenderforums.org/t/o/" ADD_DATE="1686506562" LAST_MODIFIED="1688942360">O | Blender Forums</A>
<DT><A HREF="https://github.com/agmmnn/awesome-blender" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">agmmnn/awesome-blender: 🪐 A curated list of awesome Blender addons, tools, tutorials; and 3D resources for everyone.</A>
<DT><A HREF="https://css-ig.net/pingo" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://css-ig.net/apple-touch-icon.png" 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image optimizer for web</A>
- <DT><A HREF="https://archive.ph/QTCBD" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">newest submissions : FrutigerAero</A>
+ <DT><A HREF="https://archive.is/QTCBD" ADD_DATE="1686506562" LAST_MODIFIED="1690510494">newest submissions : FrutigerAero</A>
<DT><A HREF="https://twitter.com/search?q=FRUTIGER%20AERO&src=typeahead_click&f=live" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">FRUTIGER AERO - Twitter Search / Twitter</A>
<DT><A HREF="http://web.archive.org/web/20230112043238/http://www.scribd.com/embeds/584978871/content" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">JAMES DUKE HANDBOOK OF NUTS</A>
<DT><A HREF="https://libking.ru/books/home-/home-health/1067981-rim-ahmedov-kniga-otkrovenij-po-sledam-odolen-travy.html" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://libking.ru/templates/king/images/favicon.svg" ICON="data:image/png;base64,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">Рим Ахмедов - Книга откровений. По следам Одолень-травы читать онлайн бесплатно</A>
<DT><A HREF="https://web.archive.org/web/20230112141607/https://www.scribd.com/embeds/584980208/content" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">JAMES DUKE HANDBOOK OF MEDICINAL SPICES</A>
<DT><A HREF="https://web.archive.org/web/20230112143122/https://www.scribd.com/embeds/584979051/content" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">JAMES DUKE HANDBOOK OF MEDICINAL PLANTS OF BIBLE</A>
<DT><A HREF="https://www.youtube.com/playlist?list=PLQYeIQor5uzgG8Wn6MuPjz09ixmeO_8a2" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Abyss - YouTube</A>
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+ <DT><A HREF="https://archive.is/http://WWW.REDDIT.COM/user/0000888888880000" ADD_DATE="1686506562" LAST_MODIFIED="1690510498">http://www.reddit.com/user/0000888888880000: overview for 0000888888880000</A>
<DT><A HREF="https://oo8oo.tumblr.com/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">OO8OO.TUMBLR.COM</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Blobitecture" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Blobitecture - Wikipedia</A>
<DT><A HREF="https://www.pinterest.com/pin/784541197605321351/" ADD_DATE="1686506562" LAST_MODIFIED="1688942360">Pinterest</A>
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+ <DT><A HREF="https://archive.is/IGGMa" ADD_DATE="1686506562" LAST_MODIFIED="1690510461">Front Desk Architects and Planners Forum - Profile of OOOO</A>
<DT><A HREF="https://www.youtube.com/watch?v=VSddFnDjPUA" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">How to design and use components in 3d with Spline - YouTube</A>
- <DT><A HREF="http://archive.ph/SKETCHFAB.COM/OOOOOOOOOOOOOOOO" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">http://sketchfab.com/OOOOOOOOOOOOOOOO: OOOOOOOOOOOOOOOO - Sketchfab</A>
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+ <DT><A HREF="http://archive.is/SKETCHFAB.COM/OOOOOOOOOOOOOOOO" ADD_DATE="1686506562" LAST_MODIFIED="1690510454">http://sketchfab.com/OOOOOOOOOOOOOOOO: OOOOOOOOOOOOOOOO - Sketchfab</A>
+ <DT><A HREF="https://archive.is/SKETCHFAB.COM/OOOOOOOOOOOOOOOO" ADD_DATE="1686506562" LAST_MODIFIED="1690510448">http://sketchfab.com/OOOOOOOOOOOOOOOO: OOOOOOOOOOOOOOOO - Sketchfab</A>
<DT><A HREF="https://3dorchard.com/app/profile/640d0116b00b110c6d108d59" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Orchard</A>
<DT><A HREF="https://my.spline.design/OMoQR6WfZ1dACI4H6lkNq5Rl/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀</A>
<DT><A HREF="https://madtealab.com/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Mad Tea Lab</A>
@@ -2233,11 +2259,11 @@
<DT><A HREF="https://notabug.org/OOOO" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://notabug.org/img/icon-48.ico" ICON="data:image/png;base64,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">⠀ - NotABug.org: Free code hosting</A>
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- <DT><A HREF="https://archive.ph/search/?q=%s" ADD_DATE="1686610307" LAST_MODIFIED="1687312236" SHORTCUTURL="a">Search Webpage archive</A>
+ <DT><A HREF="https://archive.is/search/?q=%s" ADD_DATE="1686610307" LAST_MODIFIED="1690510437" SHORTCUTURL="a">Search Webpage archive</A>
<DT><A HREF="https://archive.org/advancedsearch.php?q=OOOOOOOOOOOOOOOO.CARRD.CO" ADD_DATE="1686610492" LAST_MODIFIED="1687312236" ICON_URI="https://archive.org/images/glogo.jpg" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAExElEQVRYR7VXWShubRRe5vkkU0QZw5VLkozp/NwpRG78uEHKhYzHkHnKjVKIm/PHhTuS6WTIPESSe27cKKWIzMez/n995/32N5xN539r973ffp+93mc9a613r21DRG/vl9VhY2NDb2+/YPiPSwbW1PXf2VPXYeW3BOQB2fj19dVkD1tbWybxUSImBLSemfPG19eXioqKKDQ0lM7Ozmh8fJyurq4sOq5V0KICloDwrqCggHJycigkJIQ8PDwoMDCQnJyc6OHhgS4uLujm5oZOT09pbm6OZmZm6Pb2VlckDAqI59nZ2eTu7k4xMTGUkJBAsbGxugxpQS8vL7S8vEwLCwtMEHNzKhmFACRGRkbI3t6enp+fCUbwi5hLfPGrhgkb457khYODA6/jwhwX7I2OjtLW1paJM0YEIHVXVxfZ2dkxUM12CQ82A06tAMEKGcGCFJwAAYRmZWXFOgFsDI//j9He3k7Nzc3slFFJq2UIz/b39+np6YmTy9HRkVxdXZkPPEGiwYCbm/u7V3YsO55BwoG4s7MzXxj4L/d9fHyor6+PJicnrRMQz+Pj4yk6OppWV1fp/PzcIEh+fj5vOjU1ZSQS8JGRkTQ/P0+Xl5eGtby8PPZWi7dYhljw9PSko6MjrvHv3/95r/e/2UhFRQUNDg7ys+Xl5TQ8PMxzLy8vOjw8pODgYFpbW6P09HQmWVZWRkNDQ4wpLS3l5DZX5iYHUUBAAG1sbFBQUBBtrG/Q17++MoGGhgaOIeYdHR3U2dnJxv39/Wlzc5PxBwcHlJKSwuFqbGykpqYmxiP+wCNc2lPULAGUCxTY3t6mxMREfqi6uprjCIO1tbXU39/PBPz8/Gh3d5fxIJKUlMSYmpoa6unpYYzgdSkAj0AgLCyMDSYnJxsI9Pb2ssG6ujomIwSAj4iIMMKrBAT/KQKqRyAANWBQFMB7YWdnh8LDwzl0IAwFoFh3dzfHXfC6CEBSSA+DqqSWQuDt7U17e3sGvCj2aQX0ENCGAAogZFAASSg5IznwIQXUHFAlVT2qr68nyQdtEkoVIPHUJETO6AoBCCAEyGptTGEE3oGAJCFyAFVgTgEhqasKhB3OAcTeWhWoCgAvZatWDTZFEmJ8a/hG3T3/JqS2YzI5ByCplJWqAA4iHEBS4wMDA1bLsKqqyqASwge8LgIIATaWKpCkgkFIitNMTUIpQwlBamoqhwkKgLDgUba6CKDlgpRoudbX1yktLc1wtOJIxWhpaaG2tjaeAy9HN8oRXRSOYhzbra2tRnhdRzFYzs7OUlxcHL9wcKZjZGRk0NjYGM9LSkpocXGR5yp+YmKCKisr+X5mZibjEbLi4mJaWlrSpwB6QTc3N0PDeX9/zx0NmhUXFxc2fn19zfcgNS40p1iT9z8w8PbLly+8jt7i5OSEYEs7jJIQ/dvj46MJ6E/cQP4gd6x2RNgoNzeXvTUpl/++hKQnlOZUcNqeUV67+IVa09PTdHd3Z/BF8KyA/Pmx9IO8vL04iWxt0ZiqH02/PsVMFQFOFdN4/vr6wuEoLCzk94aqghEB9O5RUVHcz8mnlmwmHbKlttzgkaKUtO+wh3lWVhYdHx+bEvgTMf6sDZMPk88a0vOcuQ/XD30d69nko5ifXTdaLu+IVQkAAAAASUVORK5CYII=" SHORTCUTURL="ia">Search Internet Archive: Search Engine</A>
<DT><A HREF="https://www.webdesignmuseum.org/web-design-history" ADD_DATE="1686630221" LAST_MODIFIED="1687312236" ICON_URI="https://www.webdesignmuseum.org/wp-content/themes/webdesignmuseum/favicons/favicon-32x32.png" ICON="data:image/png;base64,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">Web Design History - Web Design Museum</A>
<DT><A HREF="https://history.user-interface.io/" ADD_DATE="1686631291" LAST_MODIFIED="1687312236" ICON_URI="https://history.user-interface.io/favicon/favicon-32x32.png" ICON="data:image/png;base64,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">The History of User Interfaces</A>
@@ -2266,7 +2292,7 @@
<DT><A HREF="https://www.audionodes.com/s/GCcc9W2NCr/" ADD_DATE="1688552901" LAST_MODIFIED="1688943021" ICON_URI="https://www.audionodes.com/wp-content/uploads/2021/10/cropped-favicon-16x16-1-32x32.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe2Wz0tVURDHP/e85yMiQiJaRLQIFyEu2hRShCKiUQQVUlLYfyBBRC2s5YOQIlxU64pESqLfoUkpEUhBi4hwES4iooWEhEnc653TYuag96aVi+IunM333TnfmXfne8+ZORFL2dh4GYAo2mBYayhKiOayAV753jvDb4ZfAGhqzPHV3JIv8J8s+sXz7OVqAJzbZDijTDcFwO7t8W8zvnhdAcDLegBE1hh+BqBl18xCeoEUGB4LlW82/ATMv/Hw6CpjbrXQLdlUftJ+TADQ1vwDgOemaCqaV0TztjXNQCEUePhUd2+ppBU5p9+qvVkrfzTSoMyox7DNYmtzuaYB8H7EsArAvta3AAyNqhIiurfSdBIKocC9J2G36/ne364K3H1slbsbxty2rMyed4pyDIADe1WJB0MbARBxUAgFBu/XA+DcBwDiRFfKpWvG6czFaIeLolf2rMp532jPa3P8QQDStAuAmoryJa2DAihQJo71jY52aIe7eVu/taStOa5W7ly34UBmVaTD8Kp5ghItAHivSh85+AaA/kGBgiiQnVJJEjrcuhxXv7lztwA43pmdCdcH7gAg0mWePYahX9QZqgJxHENBFMh68s95E1ncP/tdF1wpvxKKrCz2P4VQoJzxJIlNNf/VPDrXPTsU5RAAfVd0L4SBmiTqj9LGhe4lLY4rUAAFIi5d1vPpRTth2QQR0RngOZwN8Tb1GDeHWKadljI/JYPp6UjifgBqKvVQAAXKzCXh9qrf+mS3TsMLfVXz1xu3wTBUGM75ck37y1wyDYVQQETv7SLaAau9eos9dULn9/mLOs+9P2cxYUaEXv+nIqxxeL0REWmccx//Jvif2/xpDZV7r7ffs2emMsxqb7gVhz0Renu2wy1pfsL+8j0APadnoQAKrNiK/QT5+t7eIRHSrQAAAABJRU5ErkJggg==">ⵙ∞⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋ⵙ◯ⵙ◯ⵙ❋∷◌∷ⵔ⠿ⵔ꞉꞉ⵘ❋⁂⁂ⵘ∷ⵔⵈⵔᐃ⠿❋❋⁂⁂··ᐃⵔ⁂꞉ⵔ⁂∞ⵙ</A>
<DT><A HREF="https://stackoverflow.com/questions/12179941/how-do-i-make-text-reverse-direction-in-html" ADD_DATE="1688741984" LAST_MODIFIED="1688943021" ICON_URI="https://cdn.sstatic.net/Sites/stackoverflow/Img/favicon.ico?v=ec617d715196" ICON="data:image/png;base64,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">css - How do I make text reverse direction in HTML? - Stack Overflow</A>
<DT><A HREF="https://yandex.by/images/search?text=%s" ADD_DATE="1688831574" LAST_MODIFIED="1688942420" SHORTCUTURL="yai"></A>
- <DT><A HREF="https://archive.ph/bVjjT" ADD_DATE="1688850426" LAST_MODIFIED="1688942420">PLOT EXP(-1/X)/(EXP(-1/X)+EXP(-1/(1-X))) FOR X=0..1</A>
+ <DT><A HREF="https://archive.is/bVjjT" ADD_DATE="1688850426" LAST_MODIFIED="1690510418">PLOT EXP(-1/X)/(EXP(-1/X)+EXP(-1/(1-X))) FOR X=0..1</A>
<DT><A HREF="https://stackexchange.com/search?q=%s" ADD_DATE="1688897698" LAST_MODIFIED="1688942362" SHORTCUTURL="se">Search Search the Stack Exchange Network of Sites</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Fabius_function" ADD_DATE="1688850490" LAST_MODIFIED="1688942360" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Fabius function - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Isothermal_coordinates" ADD_DATE="1689206880" LAST_MODIFIED="1689206880" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Isothermal coordinates - Wikipedia</A>
@@ -2275,6 +2301,8 @@
<DT><A HREF="https://github.com/sryze/node-win7/releases" ADD_DATE="1689350313" LAST_MODIFIED="1689350313" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">Releases · sryze/node-win7</A>
<DT><A HREF="https://stackoverflow.com/questions/68067843/no-access-to-http-0-0-0-08000" ADD_DATE="1689357231" LAST_MODIFIED="1689357231" ICON_URI="https://cdn.sstatic.net/Sites/stackoverflow/Img/favicon.ico?v=ec617d715196" ICON="data:image/png;base64,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">python - No access to http://0.0.0.0:8000 - Stack Overflow</A>
<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>
</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>
@@ -2358,14 +2386,5 @@
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