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...✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....JSON | 2 +-
...✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....HTML | 234 +++++++++---------
2 files changed, 120 insertions(+), 116 deletions(-)
diff --git a/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/ИOƧᒐ.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....JSON b/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/ИOƧᒐ.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....JSON
index 348afb56..fd145ce6 100644
--- a/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/ИOƧᒐ.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....JSON
+++ b/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/ИOƧᒐ.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....JSON
@@ -1 +1 @@
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ImgPile","index":12,"dateAdded":1686506557000000,"lastModified":1687312236000000,"id":2952,"typeCode":1,"iconUri":"https://imgpile.com/content/images/system/favicon_20160407151420.png","type":"text/x-moz-place","uri":"https://imgpile.com/i/7v7hXC"},{"guid":"H__H6fkUdnd6","title":"◯ᴥᗱᗴꖴꗳ人ᴥ✤ᗱᗴᙏ人ᔓᔕ◯ᴥᗩᙁᑎᑐᑕᴥꖴᑐᑕ◯ИNᗱᗴᴥᑐᑕᔓᔕ◯ᙁᗩᑐᑕꖴ✤ᴥᗱᗴᗯ◯ⵙ◯ᗯᗱᗴᴥ✤ꖴᑐᑕᗩᙁ◯ᔓᔕᑐᑕᴥᗱᗴИN◯ᑐᑕꖴᴥᑐᑕᑎᙁᗩᴥ◯ᔓᔕ人ᙏᗱᗴ✤ᴥ人ꗳꖴᗱᗴᴥ◯ — Freeimage.host","index":13,"dateAdded":1686506557000000,"lastModified":1687312236000000,"id":2953,"typeCode":1,"iconUri":"https://freeimage.host/content/images/system/favicon_1576620820075_18c066.png","type":"text/x-moz-place","uri":"https://freeimage.host/i/R1iFPp"},{"guid":"YNcH9Mdc4KmX","title":"⠀◯ᴥᗱᗴꖴꗳ人ᴥ✤ᗱᗴᙏ人ᔓᔕ◯ᴥᗩᙁᑎᑐᑕᴥꖴᑐᑕ◯ИNᗱᗴᴥᑐᑕᔓᔕ◯ᙁᗩᑐᑕꖴ✤ᴥᗱᗴᗯ◯ⵙ◯ᗯᗱᗴᴥ✤ꖴᑐᑕᗩᙁ◯ᔓᔕᑐᑕᴥᗱᗴИN◯ᑐᑕꖴᴥᑐᑕᑎᙁᗩᴥ◯ᔓᔕ人ᙏᗱᗴ✤ᴥ人ꗳꖴᗱᗴᴥ◯⠀ - 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ImgPile","index":12,"dateAdded":1686506557000000,"lastModified":1687312236000000,"id":2952,"typeCode":1,"iconUri":"https://imgpile.com/content/images/system/favicon_20160407151420.png","type":"text/x-moz-place","uri":"https://imgpile.com/i/7v7hXC"},{"guid":"H__H6fkUdnd6","title":"◯ᴥᗱᗴꖴꗳ人ᴥ✤ᗱᗴᙏ人ᔓᔕ◯ᴥᗩᙁᑎᑐᑕᴥꖴᑐᑕ◯ИNᗱᗴᴥᑐᑕᔓᔕ◯ᙁᗩᑐᑕꖴ✤ᴥᗱᗴᗯ◯ⵙ◯ᗯᗱᗴᴥ✤ꖴᑐᑕᗩᙁ◯ᔓᔕᑐᑕᴥᗱᗴИN◯ᑐᑕꖴᴥᑐᑕᑎᙁᗩᴥ◯ᔓᔕ人ᙏᗱᗴ✤ᴥ人ꗳꖴᗱᗴᴥ◯ — Freeimage.host","index":13,"dateAdded":1686506557000000,"lastModified":1687312236000000,"id":2953,"typeCode":1,"iconUri":"https://freeimage.host/content/images/system/favicon_1576620820075_18c066.png","type":"text/x-moz-place","uri":"https://freeimage.host/i/R1iFPp"},{"guid":"YNcH9Mdc4KmX","title":"⠀◯ᴥᗱᗴꖴꗳ人ᴥ✤ᗱᗴᙏ人ᔓᔕ◯ᴥᗩᙁᑎᑐᑕᴥꖴᑐᑕ◯ИNᗱᗴᴥᑐᑕᔓᔕ◯ᙁᗩᑐᑕꖴ✤ᴥᗱᗴᗯ◯ⵙ◯ᗯᗱᗴᴥ✤ꖴᑐᑕᗩᙁ◯ᔓᔕᑐᑕᴥᗱᗴИN◯ᑐᑕꖴᴥᑐᑕᑎᙁᗩᴥ◯ᔓᔕ人ᙏᗱᗴ✤ᴥ人ꗳꖴᗱᗴᴥ◯⠀ - 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diff --git a/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/⅃MTH.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....HTML b/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/⅃MTH.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....HTML
index 99bd85eb..1cf95d52 100644
--- a/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/⅃MTH.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....HTML
+++ b/𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠/𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠/𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠/⅃MTH.....𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪✻⚪𔗢⚪ᴥ⚪𔗢⚪ᗩ⚪𔗢⚪ᙏ⚪𔗢⚪✻⚪𔗢⚪Ⓞ⚪𔗢⚪⚭⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪⚭⚪𔗢⚪Ⓞ⚪𔗢⚪✻⚪𔗢⚪ᙏ⚪𔗢⚪ᗩ⚪𔗢⚪ᴥ⚪𔗢⚪✻⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠.....HTML
@@ -9,12 +9,12 @@
<H1>Bookmarks Menu</H1>
<DL><p>
- <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1708834604" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
+ <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1710188727" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
<DL><p>
<DT><A HREF="about:unloads" ADD_DATE="1686967501" LAST_MODIFIED="1700814028"></A>
<DT><A HREF="about:processes" ADD_DATE="1686620374" LAST_MODIFIED="1700814035" ICON_URI="chrome://global/skin/icons/performance.svg"></A>
<DT><A HREF="about:performance" ADD_DATE="1686620638" LAST_MODIFIED="1700814037" ICON_URI="chrome://global/skin/icons/performance.svg"></A>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1708834604"> </H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710188727"> </H3>
<DL><p>
<DT><H3 ADD_DATE="1708506428" LAST_MODIFIED="1708506428">𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠</H3>
<DL><p>
@@ -74,7 +74,7 @@
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀옷✤ИNᗩߦ⠀◯⠀ИNᗩᴥᗩ✤⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀✤ᗩᴥᗩИN⠀◯⠀ߦᗩИN✤옷⠀◯⠀⠀⠀⠀</H3>
<DL><p>
- <DT><A HREF="https://en.wikipedia.org/wiki/Taran_Panth" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Taran Panth - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Taran_Panth" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Taran Panth - Wikipedia</A>
<DT><A HREF="https://play.google.com/store/apps/details?id=jain.taranpanth.com.taranpanth" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Taranpanth – Apps on Google Play</A>
<DT><A HREF="https://www.youtube.com/c/TARANPANTHDESHANA/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=">TARAN PANTH DESHANA - YouTube</A>
</DL><p>
@@ -86,7 +86,7 @@
<DL><p>
<DT><A HREF="https://www.youtube.com/channel/UClFRpSQJfRQSpK-SSmJBJfQ" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/de07fa91/img/favicon_144x144.png" ICON="data:image/png;base64,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">Vardhaman Sthanakwasi Jain Shravak Sangh Mulund - YouTube</A>
<DT><A HREF="https://www.youtube.com/playlist?list=PLnf94UQpz2mANrIPG3c8UfmXTK28NU2zC" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/de07fa91/img/favicon_144x144.png" ICON="data:image/png;base64,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">Sthanakvasi - YouTube</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Sth%C4%81nakav%C4%81s%C4%AB#Subsects" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Sthānakavāsī - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Sth%C4%81nakav%C4%81s%C4%AB#Subsects" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Sthānakavāsī - Wikipedia</A>
<DT><A HREF="http://www.jainpedia.org/themes/principles/sects/svetambara-stanaka-vasin/mediashow/print.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">JAINpedia > Themes > Principles > Śvetāmbara Stānaka-vāsīn</A>
<DT><A HREF="https://www.youtube.com/c/jainacharyaji/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,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">Jain Acharya - YouTube</A>
</DL><p>
@@ -100,7 +100,7 @@
<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>
<DT><A HREF="https://www.youtube.com/watch?v=yRaJP8dVYgk&t=11s" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Acharya Mahashraman Bangalore Chaturmas Mangal Paravesh-2019 - YouTube</A>
</DL><p>
- <DT><A HREF="https://en.wikipedia.org/wiki/Sth%C4%81nakav%C4%81s%C4%AB" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Sthānakavāsī - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Sth%C4%81nakav%C4%81s%C4%AB" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Sthānakavāsī - Wikipedia</A>
<DT><A HREF="http://www.jainpedia.org/themes/principles/sacred-writings/svetambara-canon/mediashow/print.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">JAINpedia > Themes > Principles > Śvetāmbara canon</A>
<DT><A HREF="http://www.jainpedia.org/themes/principles/sacred-writings/svetambara-canon/cheda-sutras/mediashow/print.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">JAINpedia > Themes > Principles > Cheda-sūtras</A>
</DL><p>
@@ -189,15 +189,15 @@
</DL><p>
<DT><A HREF="https://www.jdoodle.com/" ADD_DATE="1686506557" LAST_MODIFIED="1691032336">Online Compiler and Editor/IDE for Java, C/C++, PHP, Python, Perl, etc</A>
</DL><p>
- <DT><A HREF="https://en.wikipedia.org/wiki/List_of_arbitrary-precision_arithmetic_software" ADD_DATE="1691039322" LAST_MODIFIED="1691039322" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">List of arbitrary-precision arithmetic software - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/List_of_arbitrary-precision_arithmetic_software" ADD_DATE="1691039322" LAST_MODIFIED="1691039322" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">List of arbitrary-precision arithmetic software - Wikipedia</A>
</DL><p>
<DT><A HREF="https://arxiv.org/abs/1609.07999" ADD_DATE="1691557436" LAST_MODIFIED="1691557527" ICON_URI="fake-favicon-uri:https://arxiv.org/abs/1609.07999" ICON="data:image/png;base64,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">[1609.07999] Evaluating the Fabius function</A>
<DT><A HREF="https://math.stackexchange.com/questions/1856807/radius-of-inner-circles-given-radius-of-outer-circle-and-number-of-inner-circles" ADD_DATE="1693137407" LAST_MODIFIED="1693137407" ICON_URI="https://cdn.sstatic.net/Sites/math/Img/favicon.ico?v=92addaa54d18" ICON="data:image/png;base64,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">geometry - Radius of inner circles given radius of outer circle and number of inner circles in circular fractal - Mathematics Stack Exchange</A>
<DT><A HREF="https://www.quora.com/How-can-I-work-out-how-many-small-circles-I-can-fit-into-a-big-circle-See-additional-information" ADD_DATE="1693138044" LAST_MODIFIED="1693138044">How to work out how many small circles I can fit into a big circle - Quora</A>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1708834604">𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710188727">𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠</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://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>
<DT><A HREF="https://nme.babylonjs.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.babylonjs.com/favicon.ico" ICON="data:image/png;base64,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">Babylon.js Node Material Editor</A>
<DT><A HREF="https://www.gsn-lib.org/docs/index.php" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">GSN Composer | An interactive editor for web-based visual programming</A>
@@ -250,7 +250,7 @@
<DT><A HREF="https://www.corona-materials.de/en/material-library/-" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Corona Cinema 4D Materials - Wood Metal Architecture</A>
<DT><A HREF="https://www.exds.com.au/html_content/12d_Model_Super_Alignment_1_IP/Super%20Alignment%20Design%20using%20I.P.s.html?Transition.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Super Alignment Design using I.P.s</A>
<DT><A HREF="https://www.youtube.com/watch?v=WOzcSftaq10" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">EG-121 8a Transition curves - YouTube</A>
- <DT><A HREF="https://dynamopackages.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Dynamo Packages</A>
+ <DT><A HREF="https://dynamopackages.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://dynamopackages.com/favicon.png" ICON="data:image/png;base64,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">Dynamo Packages</A>
<DT><A HREF="https://www.youtube.com/watch?v=m2AKFJx4D9k" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Rendering Alphas Out Of Unreal Engine - YouTube</A>
<DT><A HREF="https://docs.unity3d.com/ScriptReference/Application.CaptureScreenshot.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Unity - Scripting API: Application.CaptureScreenshot</A>
<DT><A HREF="https://en.calameo.com/accounts/6048259" ADD_DATE="1686506557" LAST_MODIFIED="1688942360">Calaméo - ⠀</A>
@@ -262,7 +262,7 @@
<DT><A HREF="http://paulbourke.net/dome/fisheyetypes/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Classification of fisheye mappings</A>
<DT><A HREF="https://www.downloadpirate.com/aescripts-bao-layer-sculptor-v1-1-9-for-after-effects-full-version-free-download/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">AEScripts BAO Layer Sculptor v1.1.9 for After Effects Full Version Free Download | Download Pirate</A>
<DT><A HREF="https://thefulldomeblog.com/2013/07/23/stitching-hemicube-renders-into-a-domemaster/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Stitching Hemicube Renders into Fisheye or Spherical – The Fulldome Blog</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Gnomonic_projection" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Гномоническая проекция - Википедия</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Gnomonic_projection" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Гномоническая проекция - Википедия</A>
<DT><A HREF="https://www.laetusinpraesens.org/docs20s/uncosys.php" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Systemic Coherence of the UN's 17 SDGs as a Global Dream</A>
<DT><A HREF="https://laetusinpraesens.org/docs20s/uncosys.php#poly" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Systemic Coherence of the UN's 17 SDGs as a Global Dream</A>
<DT><A HREF="https://www.quora.com/If-velocity-acceleration-jerk-snap-crackle-and-pop-are-the-first-second-third-fourth-fifth-and-sixth-derivatives-of-position-what-would-a-graph-of-y-1-on-a-pop-v-s-time-graph-look-like-converted-to-a-position-v-s" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">If velocity, acceleration, jerk, snap, crackle, and pop are the first, second, third, fourth, fifth, and sixth derivatives of position, what would a graph of y=1 on a pop v.s time graph look like converted to a position v.s time graph? - Quora</A>
@@ -272,7 +272,7 @@
<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="1709187595">𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ꗳ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ꗳ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710188727">𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ꗳ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᔓᔕ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ꗳ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠</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>
@@ -305,7 +305,7 @@
<DT><A HREF="https://codec.kiev.ua/ad0be.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">64-bit Plug-ins for Ad0be Creative Cloud</A>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1708834604">𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710188727">𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠</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>
@@ -321,7 +321,7 @@
<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="1708588623">𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1709595727">𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠</H3>
<DL><p>
<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>
@@ -385,7 +385,7 @@
<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="1699288480">⠀</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1709595727">⠀</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯人✤ꖴИNᑎ◯ⵙ◯ᑎИNꖴ✤人◯</H3>
<DL><p>
@@ -454,7 +454,7 @@
<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="1709188124">𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1709595727">𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠</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>
@@ -494,6 +494,8 @@
<DT><A HREF="https://twitter.com/asahidari/status/1332868362867654659" ADD_DATE="1692368419" LAST_MODIFIED="1692368419" ICON_URI="https://abs.twimg.com/favicons/twitter.3.ico" ICON="data:image/png;base64,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">Kukan Kogei on X: "#Nodevember2020 Day 29. Fractal Apollonian gasket 2d and 3d (spherical), using script node. #b3d #sverchok https://t.co/DUAbB6rg0b" / X</A>
<DT><A HREF="https://blender.stackexchange.com/questions/263591/how-do-you-draw-sin-cos-and-tan-with-shaders" ADD_DATE="1699138593" LAST_MODIFIED="1699138593" ICON_URI="https://cdn.sstatic.net/Sites/blender/Img/favicon.ico?v=478a7a353f21" ICON="data:image/png;base64,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">mathematics - How do you draw sin, cos and tan with shaders? - Blender Stack Exchange</A>
<DT><A HREF="http://web.archive.org/web/20231027000615/http://blender-3d.ru/forum/index.php/topic%2C2773.msg39603.html#msg39603" ADD_DATE="1699288480" LAST_MODIFIED="1699288480" LAST_CHARSET="windows-1251">Blender и обратная перспектива</A>
+ <DT><A HREF="https://blender.stackexchange.com/questions/257832/taper-mesh-deform-with-geometry-nodes" ADD_DATE="1709569091" LAST_MODIFIED="1709569091" ICON_URI="https://cdn.sstatic.net/Sites/blender/Img/favicon.ico?v=478a7a353f21" ICON="data:image/png;base64,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">Taper Mesh Deform with Geometry Nodes - Blender Stack Exchange</A>
+ <DT><A HREF="https://www.vfxmed.com/2023/08/blender-3-3-higgsas-geo-node-groups-v6-crack-2023-download/" ADD_DATE="1709595727" LAST_MODIFIED="1709595727" ICON_URI="https://www.aeblender.com/pakistan.png" 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3.3+ Higgsas Geo Node Groups v6 Crack 2023 Download - Vfxmed</A>
</DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯ᙁᗩᴥᑎᗝᗱᗴᑐᑕⓄᴥߦⵙߦᴥⓄᑐᑕᗱᗴᗝᑎᴥᗩᙁ◯</H3>
<DL><p>
@@ -576,13 +578,13 @@
<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>
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<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://www.sidefx.com/forum/topic/82081/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.sidefx.com/images/apple-touch-icon.png" 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">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" ICON_URI="https://hdbp.io/static/favicon.ico" ICON="data:image/png;base64,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">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>
<DT><A HREF="http://ct.vpan123.com/d/23082641.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">2017062705sidefx houdini 官方教程-城通网盘资源搜索引擎-微盘</A>
- <DT><A HREF="https://scrapbox.io/hounotes/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">hounotes</A>
+ <DT><A HREF="https://scrapbox.io/hounotes/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://scrapbox.io/assets/img/favicon/favicon.ico" ICON="data:image/png;base64,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">hounotes</A>
<DT><A HREF="https://www.sidefx.com/forum/topic/58443/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Using "bbox D_ZSIZE" as value for a keyframe? | Forums | SideFX</A>
</DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">◯ᗱᗴᕤᕦᗩᑎᕤᕦИNᗩᙁ◯ᕤᕦИNꖴᗝᗩ옷ᔓᔕ◯ИNᗱᗴߦⓄⵙⓄߦᗱᗴИN◯ᔓᔕ옷ᗩᗝꖴИNᕤᕦ◯ᙁᗩИNᕤᕦᑎᗩᕤᕦᗱᗴ◯</H3>
@@ -623,7 +625,7 @@
<DT><A HREF="https://mathworld.wolfram.com/Helix.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Helix -- from Wolfram MathWorld</A>
<DT><A HREF="https://www.wolframalpha.com/input?i=-20*LOG10%281.5%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">-20*LOG10(1.5) - Wolfram|Alpha</A>
<DT><A HREF="https://www.wolframalpha.com/input/?i=%282*sqrt%282%29%29*%283%5E%280%2F3%29%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">(2*sqrt(2))*(3^(0/3)) - Wolfram|Alpha</A>
- <DT><A HREF="https://www.wolframalpha.com/input?i=1%2F84.406022589954030768899117092091000289089388918088900852079*3%5E9" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.wolframalpha.com/_next/static/images/favicon_1zbE9hjk.ico" ICON="data:image/png;base64,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">1/84.406022589954030768899117092091000289089388918088900852079*3^9 - Wolfram|Alpha</A>
+ <DT><A HREF="https://www.wolframalpha.com/input?i=1%2F84.406022589954030768899117092091000289089388918088900852079*3%5E9" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.wolframalpha.com/_next/static/images/favicon_1zbE9hjk.ico" ICON="data:image/png;base64,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">1/84.406022589954030768899117092091000289089388918088900852079*3^9 - Wolfram|Alpha</A>
<DT><A HREF="https://www.wolframalpha.com/input?i=10%5E%28+20*LOG10%281.5%29+%2F+20+%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">10^( 20*LOG10(1.5) / 20 ) - Wolfram|Alpha</A>
<DT><A HREF="https://www.wolframalpha.com/input?i=1000%2F%289%5E10%29%2F%281%2F%28299792458+*+84.406022589954030768899117092091000289089388918088900852079+%29" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">1000/(9^10)/(1/(299792458 * 84.406022589954030768899117092091000289089388918088900852079 ) - Wolfram|Alpha</A>
<DT><A HREF="https://www.wolframalpha.com/input?i=2+6+24+120" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">2 6 24 120 - Wolfram|Alpha</A>
@@ -639,7 +641,7 @@
</DL><p>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1708834604">𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710188727">𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪Ⓞ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠⚪𔗢⚪ᙏ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪Н⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ЭЄ⚪𔗢⚪𖣠</H3>
<DL><p>
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1700502027">⚪ᗱᗴ⚪ᕤᕦ⚪ᗩ⚪ᑎ⚪ᕤᕦ⚪ИN⚪ᗩ⚪ᙁ⚪◯⚪ߦ⚪ᑎ⚪✻⚪ᴥ⚪ᗩ⚪ᙏ⚪◯⚪✤⚪ꕤ⚪ᗱᗴ⚪✤⚪ᴥ⚪ᗱᗴ⚪ߦ⚪人⚪옷⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪옷⚪人⚪ߦ⚪ᗱᗴ⚪ᴥ⚪✤⚪ᗱᗴ⚪ꕤ⚪✤⚪◯⚪ᙏ⚪ᗩ⚪ᴥ⚪✻⚪ᑎ⚪ߦ⚪◯⚪ᙁ⚪ᗩ⚪ИN⚪ᕤᕦ⚪ᑎ⚪ᗩ⚪ᕤᕦ⚪ᗱᗴ⚪</H3>
<DL><p>
@@ -791,7 +793,7 @@
<DT><A HREF="https://tbpchan.cz/gd/res/36.html#37" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/gd/res/36.html#37</A>
</DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1709188153">𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪⚭⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1709571622">𖣠⚪ᴥ⚪ᗱᗴ⚪ᗝ⚪ИN⚪ᗱᗴ⚪ᙁ⚪⚭⚪𖣓⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪🞋⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪𖣓⚪⚭⚪ᙁ⚪ᗱᗴ⚪ИN⚪ᗝ⚪ᗱᗴ⚪ᴥ⚪𖣠</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>
@@ -1031,7 +1033,7 @@
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ꖴ✻ᗩᔓᔕᗩᕤᕦᗩИN⠀◯⠀ꖴᙏᑎꗳᗩᔓᔕᗩᙏ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᙏᗩᔓᔕᗩꗳᑎᙏꖴ⠀◯⠀ИNᗩᕤᕦᗩᔓᔕᗩ✻ꖴ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ꖴ✻ᗩᔓᔕᗩᕤᕦᗩ</H3>
<DL><p>
</DL><p>
- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᗯᗱᗴꖴΛᴥᗱᗴ✤ИNꖴ⠀◯⠀ᙁᴥꖴᗩ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᗩꖴᴥᙁ⠀◯⠀ꖴИN✤ᗱᗴᴥΛꖴᗱᗴᗯ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᗯᗱᗴꖴΛᴥᗱᗴ✤ИNꖴ⠀◯⠀ᙁᴥꖴᗩ</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1709419215">𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖡼⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᙁ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ИN⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᴥ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ᗱᗴ⚪𔗢⚪𖣠⚪𔗢⚪ᗯ⚪𔗢⚪𖣠</H3>
<DL><p>
<DT><A HREF="https://www.bronnen.net/user.php?/int/res/3088194.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/int/ - ⠀⠀⠀⠀◯⠀ᗯᗱᗴꖴΛᴥᗱᗴ✤ИNꖴ⠀◯⠀ᙁᴥꖴᗩ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᗩꖴᴥᙁ⠀◯⠀ꖴИN✤ᗱᗴᴥΛꖴᗱᗴᗯ⠀◯⠀⠀⠀⠀</A>
<DT><A HREF="https://83channel.org/txt/44" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/txt/ - ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ◯ QXhJM2ИtxK0\ƎB.UTUⓄY\\:PTTH ◯⠀⠀⠀◯ https://YⓄUTU.BE/0KxtN2MJhXQ ◯ ⚪ ◯ QXhJM2ИtxK0\ƎB.UTUⓄY\\:PTTH ◯⠀⠀⠀◯ https://YⓄUTU.BE/0KxtN2MJhXQ ◯ ⦿</A>
@@ -1252,7 +1254,7 @@
<DL><p>
</DL><p>
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- <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1708834604">⚪ᔓᔕ⚪ᗱᗴ⚪ᕤᕦ⚪ᗩ⚪ᙏ⚪ꖴ⚪◯⚪ᗝ⚪ᗱᗴ⚪ᗝ⚪ᗩ⚪Ⓞ⚪ᙁ⚪ߦ⚪ᑎ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ᑎ⚪ߦ⚪ᙁ⚪Ⓞ⚪ᗩ⚪ᗝ⚪ᗱᗴ⚪ᗝ⚪◯⚪ꖴ⚪ᙏ⚪ᗩ⚪ᕤᕦ⚪ᗱᗴ⚪ᔓᔕ⚪</H3>
+ <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710188727">⚪ᔓᔕ⚪ᗱᗴ⚪ᕤᕦ⚪ᗩ⚪ᙏ⚪ꖴ⚪◯⚪ᗝ⚪ᗱᗴ⚪ᗝ⚪ᗩ⚪Ⓞ⚪ᙁ⚪ߦ⚪ᑎ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ᑎ⚪ߦ⚪ᙁ⚪Ⓞ⚪ᗩ⚪ᗝ⚪ᗱᗴ⚪ᗝ⚪◯⚪ꖴ⚪ᙏ⚪ᗩ⚪ᕤᕦ⚪ᗱᗴ⚪ᔓᔕ⚪</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>
@@ -1379,7 +1381,7 @@
<DT><A HREF="https://freeimage.host/i/pnByRS" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀✤⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀ᗩ⠀ⵙ⠀ꗳ⠀ⵙ⠀✻⠀ⵙ⠀ИN⠀ⵙ⠀ꖴ⠀ⵙ⠀ᙁ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ᙁ⠀ⵙ⠀ꖴ⠀ⵙ⠀ИN⠀ⵙ⠀✻⠀ⵙ⠀ꗳ⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀✤⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀ — Freeimage.host</A>
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<DT><A HREF="https://freeimage.host/i/yYqvHb" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ((·)ИNᗩ✤ᗩ✺∷)⚇(꞉✺(ⵘ◌ⵔ⊝ꕤ))ᔓᔕⓄᑐᑕᗩⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᗩᑐᑕⓄᔓᔕ((ꕤ⊝ⵔ◌ⵘ)✺꞉)⚇(∷✺ᗩ✤ᗩИN(·))ⵙ⠀⠀⠀⠀ — Freeimage.host</A>
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<DT><A HREF="https://freeimage.host/i/yGWcR2" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙⓄⵙᕤᕦⵙⓄⵙᙁⵙ⠀◯⠀ⵙᗝⵙᗩⵙᑐᑕⵙИNⵙⓄⵙᴥⵙꖴⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙꖴⵙᴥⵙⓄⵙИNⵙᑐᑕⵙᗩⵙᗝⵙ⠀◯⠀ⵙᙁⵙⓄⵙᕤᕦⵙⓄⵙ⠀⠀⠀⠀ — Freeimage.host</A>
<DT><A HREF="https://freeimage.host/i/yVm9PS" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙⓄⵙᕤᕦⵙⓄⵙᙁⵙ⠀◯⠀ⵙᔓᔕⵙ✻ⵙᴥⵙⓄⵙᗯⵙᗝⵙꖴⵙᙁⵙⓄⵙᔓᔕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᔓᔕⵙⓄⵙᙁⵙꖴⵙᗝⵙᗯⵙⓄⵙᴥⵙ✻ⵙᔓᔕⵙ⠀◯⠀ⵙᙁⵙⓄⵙᕤᕦⵙⓄⵙ⠀⠀⠀⠀ — Freeimage.host</A>
<DT><A HREF="https://freeimage.host/i/yN8JCF" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀ⵙ옷ⵙᔓᔕⵙ⚭ⵙⴱⵙ∷ⵙ·ⵙ❋ⵙⵔⵙⴱⵙ·ⵙᔓᔕⵙ⊚ⵙ옷ⵙᑐᑕⵙᔓᔕⵙ✤ⵙᗱᗴⵙᴥⵙᕤᕦⵙ⠀◯⠀ⵙ⠀◯⠀ⵙᕤᕦⵙᴥⵙᗱᗴⵙ✤ⵙᔓᔕⵙᑐᑕⵙ옷ⵙ⊚ⵙᔓᔕⵙ·ⵙⴱⵙⵔⵙ❋ⵙ·ⵙ∷ⵙⴱⵙ⚭ⵙᔓᔕⵙ옷ⵙ⠀ — Freeimage.host</A>
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<DT><A HREF="https://freeimage.host/i/HXwBsfV" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀ⵙᗱᗴᗝᑎᴥ✤ꕤᗱᗴⵙᗱᗴᴥᗱᗴ옷ߦᔓᔕⵙᗱᗴᴥᑎ✤ᑐᑕꖴߦ⊚◌⊚◌⠀⠀⚪⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀⚪⠀⠀◌⊚◌⊚ߦꖴᑐᑕ✤ᑎᴥᗱᗴⵙᔓᔕߦ옷ᗱᗴᴥᗱᗴⵙᗱᗴꕤ✤ᴥᑎᗝᗱᗴⵙ⠀⠀ — Freeimage.host</A>
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X0Hvex0vAGJhyWwVDNA3ADxMJiS9vmlXIGD1UR//WHweJ4AFGYABoMrRfgCYZRcAF5ABgifBwe5Z5eo0VXa5lK+DAFjPDKDIQ/4AsCuBMAfYfWBQd6BTZJZL+jJYBmUAqPKQLwDemm0TAOd1AMh3Aqi6R75OYA7w9jpmAEVR4c8AU20mwQSA/cwAinwT7DLa8OVrGQCKjCwAQO3QcZgEXz0VF8bYaIeuIgDsYwZQ5JugAMhhBlBmYgIAlSLzsT/nrZk6AHxfmG3mizwLYiopCWYJZMZmds5hBrBjvYDPEgBoMm0EtiUsnTnNXjcoM4BCzwS/FAJgDUsghaamGeVEXBe8aMYUmDQ0KWQG2FhZBXdTDkCTWbyBj0IPBSTBw99mAKiyrmw+o9mo16ZPhrnpuJuDe5cHs9/hlUBVIgcQk1cMALPms3weMsBqZgDLZgv+AbHoBJcZLkAAzErDd4q5e4vMfoVnTXAV5QBlnASbNVyI52nDVzAAQrSd4cdoJpZ6cxaUTLEFgE0oge4qJQZgCaTSP4HXYgZQbF0PAKbbA8BmZgDFnjG+nJazYhVLIIWm9jLAVJhtQwJtqkIG2MMSSKFrDC+l5SxfyQBQaGUvA0yzCQDKAUo5B1DoG6NLYQ7AAFBpY18GmJWG266EnAQTA+xlAKh0jsG1tJx3GAAqbewBwDS7DFAJ80vLOAlW6RwjAGSveIclkEIjexlgGsyxwQAbMQeYv6eUAaDQN4YSKOedFQwAhUb2Z4D0kCUQJcHzS/cwABT6hgHQz8aky3sBUIJJcOg5AANgAJyFX4Fl0OXMAApt7QXAdJiNrRChJsECAHt2MwMo9E0QBmAAqLSxHwBsMQAlwSyBVPrGGAArGQAqjewHgFSbDLCXGUClb4IwwNssgRRa2Z8BKAmml1mY34Pf0w1aRQzAAFDoGuOZ4OyVDACVRpYAWDhtBsy2xQDn4c69LIFU+iYIAyxjBlBoZe88AAHABgNUIgPs3cVJsELfGAIge+VSBoBCI/szAL7jt7sLJZD5tzH6SqA79+5kACj0TRAAMAOotLE/AGwwAOYAdzIDqHSNcQ6QtYoZQKWVJQBen3q1PQl04TzcwQBQ6ZpgSfBbLIEUmtnLAAQAkkChV4Hu3LuDJZBC3xhLoFUMAJU29gBAMIANACADcA6g0jPG19KyVy5hBlBoZy8DzLIpgSrgzlJOghW6JogEWsUAUGlkLwPMVMAALIFU+sZYAq1mAKg0sgcAU0gCDQs9ByAJVMYAUOmbIDnAP1kCKbSylwFIAtnNAbZzEqzQN4YAyFrNAFBpY08ZdIp9ANxRxgBQ6ZsgEuhNZgCFVvZKoNk2GQCTYAaAQs8EqQJlrXqDAaDQzN6JsDk2AUATYVtZAin0jSEDZK5mAKi0sQTAoinEAHaS4AqYV7aNAaDSOQbX0rLWMABU2tjDAJPtMsAncMc+zgFU+iZIEryYJZBCK3uTYAKAPQa4o4wlkELXGE+EZa1ZxABQaGV/Bsi0MQ9QgQzwLksghb4JwgAMAJU29gJgLm6LYoMBqhgAKv0S7FqYAzAAVBraDwB2JRAzgErXBJFAa19nCaTQzF4AfAZmp9hggGpigC0sgRT6xrgMuoYBoNLGnjLoZASATQaYxwBQ6RpjBshcu5AZQKGZvQC4xjYDzNu3mRlAoW+Mk+C1CxgACo3slUDX2gQAzQMwABS6JggDrGEGUGlk70ywAgYoYwCo9I0hAwxjBlBqYwmAxZMJADbmAao/gduZAZT6xjgJXvcaSyCFZvYwQPF1NiXQOZi3nxlAoWuCJcEMAJVG9ibBlAPYY4B5+zZxEqzSOQbX0jLX/YMZQKGRvQxAAMgKvRUCJdC8/RsZAAp9E0QCMQBU2thfAtlhAJJAzAAqfWMMgLV/ZwZQaGWvBLrepgQ6CyyBFDomyKVQAjEAVJqZAKBpGiyadB3MSc2CTtwZLiKE9wNsrD4Hd7AEUuka4yR42HoGgEord7twK8SwMASAlwHCQBOgMHN4doe+cBZuP0g5AL7IzeRnzVyfz/G3ADLA31gCKYyKbkAGwD+vIwDm2mWAAxvA5eqGMAaAQg8FAGDYegaASuvSON+FQbsQJdB1aTnQQRLIAgN04pAfgQG//kI53Hlgo35rDACVLvK7ljZs3V+ZARSal4zZhSzw6sTPwBcy8kUOEG4BAFICba2pgK/uXwudzAAKvdPzUlrG+lcZAApNTPKnw9UFz42fA1/NKhJviNG6NQjDvMDM4UIGIMmzt64KbitbDW14LZZAZiwX2jnasA0MgNBMZ/wpkkAtXV3wzNiZcHfO6JAZ4GBDNdxcuhLaCUAICHMptMoncca1EACvMAMo9DWFanNnJzw2ZgbcnztOvCmexn6zlRxiAAr2j5rr4ea970B1RxtEhHH4K3RRQA7AEkipbankebGzFX5WNAV+XFgsABBOI7jJRFbOI1S3t8AXylbCscY6iA4z/5I9pQ/jgIsxAyh2sgAAjto0+j81dha4MAnG8d+0jpcM4MJE+ot7V8LW2gqIC4/A/+OjPyygDVv/MttWoWVJAjV1dcCNqbmweNKNmPxqliaziAFEOwUmzT88ug2eP3MYksKjgADBh3oLIAMwAFSbtR0rN1fEJcGqqbdAckQMhq4LGcBkFQhnkrtRLtHZL5Yfge8d2wqJAgDEI3yotoCWsfElHloUW5Vmb5Mio2B58c0wJn6oJ3jN5AE0+tM8As0dbL6IHaEH16KMon4IxTfJlxMWQAZgACiPBa0b5wK64R8Tb4DPpeeJAA43yQC+EqimvRVuKVsB7zfVQFwY5wHK/UQAYAZQb9YwHLAbXR3wo/xJWA0qEZNhUgKZZQGiZUqoHzy6BV46dxQSwiMFk/Ch1gJa+sYXWQKptamQL/Wd7fD51DxYfNXn9VYeUjEm6vnEAPQBF+YClEAvr/wY5r+3DmKwFIoTynwotoCWsYEBoNim4nJtrk4YETsElk++BbJjErCy4xJdolYYgOKdSqq37HsbDjdeRBCwDFLtK5RAf2EGUGxVMigFL1WDXh5/A9yWMcIzI2ymJ0iwAP6Q5KG1Bb89WQq/PLEHEiOiRTmUiUCdw7SMTQwAdeb0XomClGTQfTnj4enRc9yVIB0aZllANsYdbboIX9y/Amo6WiASAcEQUOcxZIAXmAHU2dPvStQVmo8yaPXk2yAjOharQZjYor6X7Q59fa2oCOGfMPzzsxM74Xen9sGQiEhkE66K9mU7s79HBvgzA8CstSycJ0ZpkjH48+qEz8LNafmW+oIkSCgZ1nDUL2+ph5v2LYOzrU0QFY4JseASdp0FlxieigzAALBrxGCfp9ncuq52mJ81Bv489nqUQajq3Wt8zcogujbpfppHePnsYXjw2GbRG0RswrmAfc9p6Zv+xMOIfTsajy4Yol1Y/aFWhuWTboVxCamCEShwRY+/iQ5RkkD0HyXExAr3HF4Hb1R+AMnh0WLG2F1h7acnuPwvq6VvZgD0p5tpTqAOk+GH8qfAI0XThX6XXUFmACDvrYvmBRAwp1ob4MsHlsPJljqIRSZgENjzHuYADAB7Juzr0924qssFudEJsGbyv8CwqDg9CaYlku49hHq7giiJug/RUoGfW1t9Gu46tAoX3HdhVSjczSosiPryhNHvkQGeZwkUiuUsfIbWBDdiLvCzwhnwUMFUIYuozYFmfK2ErWiUo10jEAR//eQwfOfoJrHpFpVGuWHOgkN8TtXSGAChWc7CpyjIqSQ6LDIOO0S/BEXYKt3t3u1BVHPM5AJutiAQyKR4QcUx+M6xDbjuuFvMEpMcEgmDJVhZeJDL8FRMgp9jBuhnx5KBaVlkXWcbfCt7Ijwz+hroFPV98yvF6BY9pVF3eZWYYPWFj+G7H2yC8tZGnCmOFOEvE+1+fqzL4vIogZ5lAAyQKykwSbO/OfFWmJmcjRto6YktHWZYwBcEggncOcGB+ir4/vFNsLP+E4hFJpB5AbEB80HvztXStzADDET86+3NIJZLzkrKhsUTb8EW5yiRCFN/kNnZ4WAgaMRK0zPl++D58oNQhS0TNFcQpdGEmd5TxIexBZgBBjAydCmEk2MYrD/OnwaPFM70sAAxQCggoNsXO1ATvPDa+xsq4cVzh2DZhRNwvr0ZQRCG5dJIn/kCnRV6HE6iCvmsNJmYvuWPLIEGCgRuw8ueoIXjb4brUnD7RNpR2j0xZhUEUj55+obcK8/ea7wASyqPw5qaU3CgsVKwAOUc9D2ReI5HerkTZqdOqCEDMAAGKv6FfKFAxGhr6erEhfPJ8MbE23DdQJIfE1i9HwkaWSGi4qoM8NqOVihtqIAttWfxpxwq2pqgFvctasGqFOUQVFHSP+ec2pEc8cW29Wmb/8AMYDXibJwvR1oaiRtQCn02pQBeHXcTVnCiekgg04mxu13CN5mm4KY/vmuRmzH/qGhrhNNtDXC8pRYIHK24jWMTLt+U7RnuBWk2nvDS/6j+Fp8wUZVDCcQAGAyXeUujrfCvmRPh2dE36Hv/4H802ytGJRMzxYH37jtzLBlHjnAEOj68FqB2Ei3tXQbAYAYFbXpYiyPRf+aVwC8LZwsWkBUjmim2khMY5rY+E2heQOiQsDYPPZhWUvvd3oVGNQiALf/HEkitfa1djToi0ANExw/ll8AvRiAIxOCvb5NutTrU25dLdpDXtHajl8/ZfgBIffcZBsBg+pZKcbQTHP59EUHw/eFT4LGR14iMVE6U+Qas2bxgMB/pUv9uLwCqiQEYAIPtML0fSK/C1OIuEPflTIJHkQmSI2P8SqR6WiAQw90+NpzmAQCWijEH+F9mABvGVPVRfYpAD2xaTH/90Hx4AplgXHyaYAL5kgyVkkjVvX/aruNlAALAVgbApeJAOUFJ9ekGbJ8uiEmC3xVei+uJi8QtdmLtnsqaLInsecxfAjED2LOm4k+L16yK3aE1nKzqgGgtAu7Nvgp+MHwapLsX01C5VL57mCWRdQf4A2Dr0yyBrNuw3z9BUp+q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- IM.GE - Free Image Hosting - Upload Image & Share</A>
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<DT><A HREF="https://blog.jim-nielsen.com/2021/displaying-favicons-for-any-domain/" ADD_DATE="1696849692" LAST_MODIFIED="1696849692">Displaying Favicons For Any Domain - Jim Nielsen’s Blog</A>
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@@ -1549,60 +1553,60 @@
<DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1704708819">⠀⠀⠀⠀ⵙ⠀✻⠀ⵙ⠀ᗯ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ᗯ⠀ⵙ⠀✻⠀ⵙ⠀⠀⠀⠀</H3>
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<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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<DT><A HREF="https://vk.com/wall-6825591_3008" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Доступна для загрузки Houdini 15: http://bit.ly/1hGThYp.. | Школа компьютерной графики RealTime School</A>
<DT><A HREF="https://vk.com/club3917947" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Poser - Digital Art Community</A>
- <DT><A HREF="https://vk.com/blender3d_club" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Blender 3d | Blender3d, Модели, Уроки на русском</A>
+ <DT><A HREF="https://vk.com/blender3d_club" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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FNvqB+hadujCpk15zSC1d/Wg9xbuqzp+NOICvA835/1kvq9I6mjj8vy/OgU+R0T5zmcjuRW9O+e+jhEZbCPtfZiEeSbYwPcWEwAkAEP9yHGZhsPwilDHtN3zNsxSDcDvqvonPRDJ3TfgD3krmQLSANq/Zw5qBs6AvT/nsUQAaKasAaCBEGzro5yYwH7HiRy1o7/DsFvOF6e147OGXB7JhzwQq92bxRQKCAAqCPRc9fjrkdwAj887BAI1AD0/JbD/Y4uicGcAFxC8QAO3yM9E06z4Aj3PWiA+W8Aj9Aqu8DnlvJxVTYEBQEHgatZ/Q8R36l0iX7yUmEP0yHVxbVBcAKgWQJEHK8X23MKfFlCMURuoKXQLLqT+BRO9NMW3Vu9HQABwvUCkhVZ40T38MTxw16Cv5+y7oRzxcxws7MLaoLgA4M5QHcNDsSwyH2eif73yZJ7eoS7za2RVL3MYc2skv/9XvILdpGuVfAEBwKWBq3Bdl+gTMIsuQRLeJ88npmEXPRwXGwDK8cndtbttlv8GE3fD0+cBxgeGTYrknYcTEGgBSlvnlPTfAgRAGgitAiGJmH+Gml+6Rx/jDS80hywXqDOcUIfXwE0ZawG08tZ8Hh8eIbWDtdaVv38B79OPr0Qk9KkaQRAwANoCgnaRYBTydgbIboSphL6isUlUi2CoAzv4HLLYGiDmUHzRKwMtcNSpIvtt7V8L8GMIAi2f/BsadQ1HwlxcPabmUEdngi4AABUISg83JZrtT86dmjQaVpdxRzTxyal1Gqv4ANCF8xZzFIXMPAceIahjYiJPY9e0KRRvOr60pJAgGIHagdhHrjfMtLfhXQQArjZIF8J/gPPYqVMiefd3naRJnZjW57BhACBVK3D8Lk50OEd/yzQhlb9VE3wBpj4FGx63/GOMoL2DoGcAuFma2n+zrfBE3hyp9phJ58DXaEtFJieOmRXJU3CXxuaQq6V9cmaDxgoDAEoMMhmIfh0qxvqhIDzO7GST18SEyUuzdF685h9NxGVv9/PCBz6MlrblFvQMgLbWErttGb1LKufqURjzNaHglFm6HfsugMfs0dvwaqZPBAyCcACgWgCmyVo7iVx7jJ+L3drbcL1xkv7x2S9GMhF9cOa+mki+5Gb71jOKZwBoW5h3cfCcg69Vl5O4XUz6YRpzbA7WoUpMP2uR1GmnWuxi3AQzm4IhYE0QDgBUytAdh+DY0aeJ/DB1IOZLfJkErgmi/nHawJPuQawAWZPxDfSUfgoE5i6hr9H0cRVZzsNNN9oVYhp68MycCE3XH8oHuVGroQvEt9YX2XrNinxrzWqfHn3a6gxRD5oQnBQO7DI9DiB4iA3HAtUE4QEgaQjVHYxwI65VWhkeCS1ycW3WtkyIWv7mRku1ppjtAPmwydZkREvfehy/MJMUrUp4PugGCT19rB8AaFeIuPMyI9RkMF47RBcktSEi1ksAAJujq/ZA3Pqy3QborJ0cEny3SFlEEzh1w3oLz0WIFTwyC6+qV9e9WjauxteGBQBXC6B4ng1gaQq59wv7BEH8cY4NrDa4AuHJN5FK/IjIC8/CNn8HL4YpMOOqiiyP73qQrnE/Wl+eBkBrY6xYpOOL5xACgl/I318aWmHX7XEn2na4ay1J50h3iPOhDdLmkILgnBmRPH0nPiFLFD0rkTy8LzwApEDQ1m2HvkHgAoE/u7kz/P2vSCv+7UuooX0D9x2jue+yYMC8rR2/pgHaikdoi0SnW1zLNwEECIYhA6pAdMtAXebNyzutUfSkzJRnkNYoet7U8ryTq+H94QKAUpBdHvB9zEhUjq29aIDMh7RL07G9JDLXTIjPITmDRIsFgDsprZ6LT8GJZmDjKsRMevQXORAFRUO2r9pFvs2itjxmn+JzDx+PYFlA7dLDBICrBRAh7onNnoKU6ZXgq9dyxxqEQM0vTQOBfKhaQc2jmgdNvaFTAPgaQhMQ8KxCIMA8Wn5raKXBFdkc54VFOkYnNMzjNGgFAcbSAOKruIrqZFyYsQDeOu+9l/IStY33hwsAFwQg9oroJTT1pOpBkMKQKtlXfKAjurseI9U8ec2wTABQmvC7tpKBt6oCk2T/w0SOxMXYfHzdGaB0iRUR/tEeovc8F8nV4/E31hYX/AkbAC4IcCjeaA/chDi0agrFQMhxB26z9y0zABbhygQI9BzBW7XB7iJjh1RkaWR1amQ3JmESWMu6ZlcAKAguhGfod3SPFvxQHD4AUppgx+SWGTIQzRHtnZlH1WdljDzvyw0AFwh6RsBhvQ+yaicORyQdgTU349MXCPSScrZWPAzngfhWngJfn9R1AKCJMghW7Qx1f/reCw/FPi6KyMPMWd7rDQAqIEgf5+bIscchkLbGwosEfdBIQaTahXeznYZLSSK2dU9FqrPQpB7v6RoAcDeZBikOxgN/hMPYHtUYgasJ+NIQtIFXALjagJFjnAu640KNcbiOalOAQOMF+rI89NGDsZpCE9Ff9P6pxTWFug4AXBDwZ2zy96EJzhyU3JdFIcQzQfK6PJtcD0mUHrMuAFAaEQQ4E7QABJfBe7YevrsXaGdpitGKscT9GyE2wbw9AuFQ3MzzGQvtffZi9bQJXQsAaRDAHBqwPwo5DsCWJpmU7vVBRQZB3QDgggDesyU3QlrHKYv2XvJ1HmDsgdr30ZcjucBnG0pPzB9bA4Vui5J1oa3V8xgAB7+1ERmd8OOK9IL3Qxkr5oOc3o+s0+vM++oKAAVBciZYcTs0IIMLmWSLXcg5vWdunEQTCY+7IZI3HsDgBYsSd00AuJogabPIW9PHHllV9+ncoVgS5NH7neHoGl9TdwC4IICQ+A405WgEzFrPA0k0OytdVLho8O21d3EmY+8l5i4V6EDcdQGgG8zvSQo1M0iPPbLaY6itHJkiAaEhAHBBiTPB8DNE9vl2FQRMdc6ZzdGaSKha4MLbEBtg25kCaYGuDYDWk1kCAl4vil0dgByZ0/apyJLoNldUL1HDAKBcDldld9QzXH9eRVZH3YGPajs1hbSk8z0U9gwbiTQJBC1zNyOuUaMu7uXlAICr7umagIeIJtHpB4psu26SLAapxwNyva4hqnW/GgaA1HmgP6rtrkOgzE2eq3Xu6de7aeRxhFhrB2ptPpZ3Im28vzwAcM8FiUlUQX3vDntB9Q9EEUuSwhz3yqxjeWFn97ChAHBBAM/ZcTCF9t7ST/sZ9yxAur7JlvS8qpbBMcqeJp+9ygWAtElECQRt0BPtVobsK3IALp7mQ5uVTzOB0BQAcPkwE3uug8Kes+E1o9/eQ0NiNYW0BeWJN+KqWl7GUYAKsnICIK0N2AQWJtCKSB0ehoS6721SBUJc+5p0nnAld1bPSGelP1/XcACkTKFBw+Ew2MmPFtB1q4fp8dciOe8C/FXrmZuoBcoLgLQ24O/JDfKroMZ22ECR7260cGdab2RPcXG9wNAUAOja4Kps6Yf65lEV6c02MJ60gFu/MxjR4Y+fw9h6KUct0sHjaw0Arjag7c9DMgvd4SHqu6nIoB3gNkVTXpY5ulohLsCq41mhaQDQ9jPw1AzCheXHuk3IuOaM0trNEeqBM9jk2ZHcwQu4m+wSNQC40sSNIBMINI3wN9rE2yGNeK9tKrIZKqtalUeSXhGf5QCGNG9kZZammUAuLRItcAvcokvjLODriiotxnnnQ2jZc3AYZnuZvPez5dAIBoC2iOcCgf+flBdSWvVF94UBAMNOG1ZkY5gJ7qP9coiEuKtcauxaXKxN0wCqEekpQ67Q0BGoLYZzgEltlNx5QO3GBehyPvJqtKJHV4247WR8X1XjHwNAezR3Q6FkCFZWEQwsxgcY+qwtsgX68nx3Y5FN1qj2A0o/lHiagUpEqLbg69qzJlwATL8cL26GxwSm4AooNZ0+YmFGbdrsy8KyCqYZf4jkl1xbnrvZskzAeY8BoDMETHdf4HvoKiUY+B0mQveVUYAOjbApzKWNkWO/wWqIqCKyujSbZnXwUDLyI2hm8OHPX2LcngAdmWTGFfiDlhZ2NJiv/0/WTJCORy/WDVdPCt895PGoZ41m0DGIDEd0PjTJDDIA1MowrlZw+/IwsEMNQUDgAF3BobkHEu96o/Sw/6oi/VZDW0MAYhX06lmpT0VWgNTjxX9s9U5zYHHPrU/icopL8L94bzx2Ix+uD4lyuxyB1JE9M55+O5jvEbiM5L1H8aImmUEGgDwM5WoGjqOA4N/JrAqKWLzji4wObVFBWnaFWgNgaAFQeuLnngADgcAv2to8T/D7nPdhirPPDm/JbMbDFBEkEa6Jsw8DWTwD5IVCTI5kfW+jo97cN5u3PgOAT6ZqK31STYYkvTg+7OmXAkPbrXMuCir9mYzfrEoqXQ81GxMJfT8cn2vjGvOmnmacmwEgI+FqftviNrg9m1pB08ykMZ03tZcLzpoJ0MYbuL4mX8FqAPCxkTZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAX+H+7c9DUyrG3AAAAAAElFTkSuQmCC">Blender 3d | Blender3d, Модели, Уроки на русском</A>
<DT><A HREF="https://vk.com/tnetnoc_d3livic_civil3d_content" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">✤ИNᗱᗴ✤ИNⓄᑐᑕ◯ᗝⵈᙁꖴΛꖴᑐᑕⵙᑐᑕꖴΛꖴᙁⵈᗝ◯ᑐᑕⓄИN✤ᗱᗴИN✤</A>
<DT><A HREF="https://vk.com/wall-29994774_107578" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Клотоида | КОМПАС-3D</A>
<DT><A HREF="https://vk.com/3dsmaxautodesk" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">3DS MAX</A>
- <DT><A HREF="https://vk.com/rus_houdini" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Houdini FX | Уроки</A>
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">Houdini</A>
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">Houdini VFX FX</A>
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FX | Уроки</A>
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FNvqB+hadujCpk15zSC1d/Wg9xbuqzp+NOICvA835/1kvq9I6mjj8vy/OgU+R0T5zmcjuRW9O+e+jhEZbCPtfZiEeSbYwPcWEwAkAEP9yHGZhsPwilDHtN3zNsxSDcDvqvonPRDJ3TfgD3krmQLSANq/Zw5qBs6AvT/nsUQAaKasAaCBEGzro5yYwH7HiRy1o7/DsFvOF6e147OGXB7JhzwQq92bxRQKCAAqCPRc9fjrkdwAj887BAI1AD0/JbD/Y4uicGcAFxC8QAO3yM9E06z4Aj3PWiA+W8Aj9Aqu8DnlvJxVTYEBQEHgatZ/Q8R36l0iX7yUmEP0yHVxbVBcAKgWQJEHK8X23MKfFlCMURuoKXQLLqT+BRO9NMW3Vu9HQABwvUCkhVZ40T38MTxw16Cv5+y7oRzxcxws7MLaoLgA4M5QHcNDsSwyH2eif73yZJ7eoS7za2RVL3MYc2skv/9XvILdpGuVfAEBwKWBq3Bdl+gTMIsuQRLeJ88npmEXPRwXGwDK8cndtbttlv8GE3fD0+cBxgeGTYrknYcTEGgBSlvnlPTfAgRAGgitAiGJmH+Gml+6Rx/jDS80hywXqDOcUIfXwE0ZawG08tZ8Hh8eIbWDtdaVv38B79OPr0Qk9KkaQRAwANoCgnaRYBTydgbIboSphL6isUlUi2CoAzv4HLLYGiDmUHzRKwMtcNSpIvtt7V8L8GMIAi2f/BsadQ1HwlxcPabmUEdngi4AABUISg83JZrtT86dmjQaVpdxRzTxyal1Gqv4ANCF8xZzFIXMPAceIahjYiJPY9e0KRRvOr60pJAgGIHagdhHrjfMtLfhXQQArjZIF8J/gPPYqVMiefd3naRJnZjW57BhACBVK3D8Lk50OEd/yzQhlb9VE3wBpj4FGx63/GOMoL2DoGcAuFma2n+zrfBE3hyp9phJ58DXaEtFJieOmRXJU3CXxuaQq6V9cmaDxgoDAEoMMhmIfh0qxvqhIDzO7GST18SEyUuzdF685h9NxGVv9/PCBz6MlrblFvQMgLbWErttGb1LKufqURjzNaHglFm6HfsugMfs0dvwaqZPBAyCcACgWgCmyVo7iVx7jJ+L3drbcL1xkv7x2S9GMhF9cOa+mki+5Gb71jOKZwBoW5h3cfCcg69Vl5O4XUz6YRpzbA7WoUpMP2uR1GmnWuxi3AQzm4IhYE0QDgBUytAdh+DY0aeJ/DB1IOZLfJkErgmi/nHawJPuQawAWZPxDfSUfgoE5i6hr9H0cRVZzsNNN9oVYhp68MycCE3XH8oHuVGroQvEt9YX2XrNinxrzWqfHn3a6gxRD5oQnBQO7DI9DiB4iA3HAtUE4QEgaQjVHYxwI65VWhkeCS1ycW3WtkyIWv7mRku1ppjtAPmwydZkREvfehy/MJMUrUp4PugGCT19rB8AaFeIuPMyI9RkMF47RBcktSEi1ksAAJujq/ZA3Pqy3QborJ0cEny3SFlEEzh1w3oLz0WIFTwyC6+qV9e9WjauxteGBQBXC6B4ng1gaQq59wv7BEH8cY4NrDa4AuHJN5FK/IjIC8/CNn8HL4YpMOOqiiyP73qQrnE/Wl+eBkBrY6xYpOOL5xACgl/I318aWmHX7XEn2na4ay1J50h3iPOhDdLmkILgnBmRPH0nPiFLFD0rkTy8LzwApEDQ1m2HvkHgAoE/u7kz/P2vSCv+7UuooX0D9x2jue+yYMC8rR2/pgHaikdoi0SnW1zLNwEECIYhA6pAdMtAXebNyzutUfSkzJRnkNYoet7U8ryTq+H94QKAUpBdHvB9zEhUjq29aIDMh7RL07G9JDLXTIjPITmDRIsFgDsprZ6LT8GJZmDjKsRMevQXORAFRUO2r9pFvs2itjxmn+JzDx+PYFlA7dLDBICrBRAh7onNnoKU6ZXgq9dyxxqEQM0vTQOBfKhaQc2jmgdNvaFTAPgaQhMQ8KxCIMA8Wn5raKXBFdkc54VFOkYnNMzjNGgFAcbSAOKruIrqZFyYsQDeOu+9l/IStY33hwsAFwQg9oroJTT1pOpBkMKQKtlXfKAjurseI9U8ec2wTABQmvC7tpKBt6oCk2T/w0SOxMXYfHzdGaB0iRUR/tEeovc8F8nV4/E31hYX/AkbAC4IcCjeaA/chDi0agrFQMhxB26z9y0zABbhygQI9BzBW7XB7iJjh1RkaWR1amQ3JmESWMu6ZlcAKAguhGfod3SPFvxQHD4AUppgx+SWGTIQzRHtnZlH1WdljDzvyw0AFwh6RsBhvQ+yaicORyQdgTU349MXCPSScrZWPAzngfhWngJfn9R1AKCJMghW7Qx1f/reCw/FPi6KyMPMWd7rDQAqIEgf5+bIscchkLbGwosEfdBIQaTahXeznYZLSSK2dU9FqrPQpB7v6RoAcDeZBikOxgN/hMPYHtUYgasJ+NIQtIFXALjagJFjnAu640KNcbiOalOAQOMF+rI89NGDsZpCE9Ff9P6pxTWFug4AXBDwZ2zy96EJzhyU3JdFIcQzQfK6PJtcD0mUHrMuAFAaEQQ4E7QABJfBe7YevrsXaGdpitGKscT9GyE2wbw9AuFQ3MzzGQvtffZi9bQJXQsAaRDAHBqwPwo5DsCWJpmU7vVBRQZB3QDgggDesyU3QlrHKYv2XvJ1HmDsgdr30ZcjucBnG0pPzB9bA4Vui5J1oa3V8xgAB7+1ERmd8OOK9IL3Qxkr5oOc3o+s0+vM++oKAAVBciZYcTs0IIMLmWSLXcg5vWdunEQTCY+7IZI3HsDgBYsSd00AuJogabPIW9PHHllV9+ncoVgS5NH7neHoGl9TdwC4IICQ+A405WgEzFrPA0k0OytdVLho8O21d3EmY+8l5i4V6EDcdQGgG8zvSQo1M0iPPbLaY6itHJkiAaEhAHBBiTPB8DNE9vl2FQRMdc6ZzdGaSKha4MLbEBtg25kCaYGuDYDWk1kCAl4vil0dgByZ0/apyJLoNldUL1HDAKBcDldld9QzXH9eRVZH3YGPajs1hbSk8z0U9gwbiTQJBC1zNyOuUaMu7uXlAICr7umagIeIJtHpB4psu26SLAapxwNyva4hqnW/GgaA1HmgP6rtrkOgzE2eq3Xu6de7aeRxhFhrB2ptPpZ3Im28vzwAcM8FiUlUQX3vDntB9Q9EEUuSwhz3yqxjeWFn97ChAHBBAM/ZcTCF9t7ST/sZ9yxAur7JlvS8qpbBMcqeJp+9ygWAtElECQRt0BPtVobsK3IALp7mQ5uVTzOB0BQAcPkwE3uug8Kes+E1o9/eQ0NiNYW0BeWJN+KqWl7GUYAKsnICIK0N2AQWJtCKSB0ehoS6721SBUJc+5p0nnAld1bPSGelP1/XcACkTKFBw+Ew2MmPFtB1q4fp8dciOe8C/FXrmZuoBcoLgLQ24O/JDfKroMZ22ECR7260cGdab2RPcXG9wNAUAOja4Kps6Yf65lEV6c02MJ60gFu/MxjR4Y+fw9h6KUct0sHjaw0Arjag7c9DMgvd4SHqu6nIoB3gNkVTXpY5ulohLsCq41mhaQDQ9jPw1AzCheXHuk3IuOaM0trNEeqBM9jk2ZHcwQu4m+wSNQC40sSNIBMINI3wN9rE2yGNeK9tKrIZKqtalUeSXhGf5QCGNG9kZZammUAuLRItcAvcokvjLODriiotxnnnQ2jZc3AYZnuZvPez5dAIBoC2iOcCgf+flBdSWvVF94UBAMNOG1ZkY5gJ7qP9coiEuKtcauxaXKxN0wCqEekpQ67Q0BGoLYZzgEltlNx5QO3GBehyPvJqtKJHV4247WR8X1XjHwNAezR3Q6FkCFZWEQwsxgcY+qwtsgX68nx3Y5FN1qj2A0o/lHiagUpEqLbg69qzJlwATL8cL26GxwSm4AooNZ0+YmFGbdrsy8KyCqYZf4jkl1xbnrvZskzAeY8BoDMETHdf4HvoKiUY+B0mQveVUYAOjbApzKWNkWO/wWqIqCKyujSbZnXwUDLyI2hm8OHPX2LcngAdmWTGFfiDlhZ2NJiv/0/WTJCORy/WDVdPCt895PGoZ41m0DGIDEd0PjTJDDIA1MowrlZw+/IwsEMNQUDgAF3BobkHEu96o/Sw/6oi/VZDW0MAYhX06lmpT0VWgNTjxX9s9U5zYHHPrU/icopL8L94bzx2Ix+uD4lyuxyB1JE9M55+O5jvEbiM5L1H8aImmUEGgDwM5WoGjqOA4N/JrAqKWLzji4wObVFBWnaFWgNgaAFQeuLnngADgcAv2to8T/D7nPdhirPPDm/JbMbDFBEkEa6Jsw8DWTwD5IVCTI5kfW+jo97cN5u3PgOAT6ZqK31STYYkvTg+7OmXAkPbrXMuCir9mYzfrEoqXQ81GxMJfT8cn2vjGvOmnmacmwEgI+FqftviNrg9m1pB08ykMZ03tZcLzpoJ0MYbuL4mX8FqAPCxkTZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAX+H+7c9DUyrG3AAAAAAElFTkSuQmCC">Houdini VFX FX</A>
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<DT><A HREF="https://vk.com/@perevodvsem-spisok-vseh-perevodov-po-programme-houdini" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Список всех переводов по программе Houdini</A>
- <DT><A HREF="https://vk.com/pythonprogramm" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Программисты Python</A>
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">Python</A>
- <DT><A HREF="https://vk.com/python_django_ru" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" ICON="data:image/png;base64,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">Django_Python</A>
- <DT><A HREF="https://vk.com/pytho_n" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMAAAADACAYAAABS3GwHAAAdnElEQVR4Xu1dCbhcRZU+SQg7BIZNIMgqhlVgCJCwExAVGRaHVQhhG1YdEEKQ1WEAQWBYhsWPVVYhKKvIwCfIJoSdKKggSxgHBkSW0SggJJn/r67zUq/tl9fvVt3uW++e/r5Ov7zXXX3vqfOf/ZwaIpNmzRJ7GAVqSoEhBoCa7rzdtqOAAcAYodYUMADUevvt5g0AxgO1poABoNbbbzdvADAeqDUFDAC13n67eQOA8UCtKWAAqPX2280bAIwHak0BA0Ctt99u3gBgPFBrChgAar39dvMGAOOBWlPAAFDr7bebNwAYD9SaAgaAWm+/3bwBwHig1hQwANR6++3mDQDGA7WmgAGg1ttvN28AMB6oNQUMALXefrt5A4DxQK0pYACo9fbbzRsAjAdqTQEDQK23327eAGA8UGsKGABqvf128wYA44FaU8AAUOvtt5s3ABgP1JoCBoBab7/dvAHAeKDWFDAA1Hr77eYNAMYDtaaAAaDW2283bwAwHqg1BQwAtd5+u3kDgPFArSlgAKj19tvNGwCMB2pNAQNArbffbt4AYDxQawoYAGq9/XbzBgDjgVpTwABQ6+23mzcAGA/UmgIGgFpvv928AcB4oNYUMADUevvt5g0AxgO1poABoNbbbzdvADAeqDUFuguAWaD9kBLpX/b64aWX+V1lrt2K/GV+X5lrF2ClrgNg6NByMDAThJ7VSWL77xqWGNBcdubMkgVFM+OUdC8d35M2ANE9AChzfoKrnIEn/5/qQSYcjucwv25ipuzzMnkPHye6F71mCAiZu4P3ofvC148SbQjvhevN5felk4Kpn1voGgAcTf4msvtokc1XFPkUUm4YNzviQYlPKTMX1rn0CZFnp0G7gHlSYqvPy8P1z4vvOvWLIvPjldcxNAJ4pMdw3Mejr4tcOwVrzdtYsyMPCKQF5xM5ZRvcEwQJ6Tqk4L2Ee/LYf4tcg3sZMo/Xzh25mTl/SdcAQFNhxl/AqHuJHLhBekrscxOI/QuAagF8T8mM48D8qcgiC4q8fzL+U5BZWlFh8i9FdrsMoF6oISTKfhC0M/8qsv26IndMSPttZ/xc5Nu3YE9Ap7L3pN0r7xoAKOxnfihy+o4iEzfD5lJyxzIOPv8JGHE4TJ8Dfixy9SOe2B1gHJpxC88v8soxAIKX1jEa4BOsx/u4+hncy7WdATJVJX0yAuDyr4vssz7o6a+jqBp1GoDWD9bd9gqR+17w2qxdDi35fV0DAM3zGQDAd7YXOXlrAACEnou/jHiQ2FxnOGzNw24Tufg+EBuS0zmRJT6cBsD3joC2mTYJAID5EGsCKeP94GmRfa8GbSA1O6EBCOSFcP2/PVpkGdCOkppALmICcT+ofPn5/4M/Mepskbc+IBpK3IwBLt01ADhVCxPoqG1Fzt6uIWkoJYoQOrxnBdKxd4uciWfHTKBBAAA1f3aC5L9lbzA/BEdR5tc9cb4d9vqRaSKbXYjfMjhhTnDD4Z3xZ5GDthL5/k4if4PpMncCyaAAOO1+kRNuxwZSGg9QKgz07YNCA3hHdxaiWHcdJPLlzzcAwH0qKpScRsYaFGyn/Aza/s7OCKSB7F/XNIA6wXuOEblu99mEKkrsUOKQ4Jcg2nDoD0Fw2OVlO1yDAQAalRu1rMhz/9rwP/go6sc488dLeq69yfcR0XoJ6yECVLZAygIA6gRvt47InRMaNjMJRScs5qG28+SpiJ5cifUAgLLDh9kDQJ1fmKSX7Cly8EazTVLuRRGhpAk8AujFd0S+cC60PPM9JFZssCOGQZo+2zUN4OxNOEabrCry8CGzAVCE2L18AK9y739FZBxsThdzTkiwVkvlDgDHj0hIjlxc5PkjkQMAzTQiVIR0Lm/AJZnLgCY55yGRo3/kzZ9OZ7X7uYGuAUBV7uojRaZC5Q6jygVxhkRqgBmQMtQiz74p8o8X+LsvWeJkDYBA+p+7q8gRmzQiaZqULCqQekwgbMHGMH+m/K7Dybw2kds9ANBGBKGXHCHyMmLnCzF7GmFz6v26yAUA8Pr7ImtB7U5HqFUIqhJBkDMAVBCt9BmRXx4hMp+P0sSYomR++l308578H5ENzwf5IeCcJi5xH9rk+V5v6xoAHDXwnA+M/9JEkWUXbphBseUQLv6OpT9EVOnziDv//o+gOdP5RajT5meyBYBKfwiJa8aL7L1evPR3ji8eBACDEQch83vpA9WL/ujWdg8AvAJvKz7xDZH1YQqp+VJU7bol/QZwjfX/U+Tp18qvPckSAAHzj4Ef9tDBs/3TGOnPPWDikfR/B041k1/v49UVJlbw0VUAqPq980CRr66WJhtM4mv2cZfrRX78ZPmRoCwBQMuQAgjPKd9sCKBY279H+jMQAYb/d2TiT2IuBhnyjpd0twm2rgKguSAuRTY4TL4c918iZ/y0/OKr7AAQOL5Hf0nkrK/4atyCJQ/Ka86q9VGevyChtuo5KH14r3wTtE1eb/m2rgJAyyFOQCnEKSgj1rR5rArWXMCVkP77X2caoNfOK/MjBL328khOHYqSZ2TgNQdTtPS5OfT5Pdj9k2D/V1n6ky5dBYAWxO2BxMv1yAZrBKdo9lF9AI1APPY6QnCsP2GJhc9KxkiLvj6bjQbwNKDpQ5I8jvDzOsvM9r0cQxSI0iho1Mz5AE41AxDv/glkT1DeUsaeVcIJdhoAxNrocw1JpFIkJhegDRiMJv0vao3ohP0J5b1lhkJzAoCrwYJTejEyvocEGd8ijN9j+jRFfo67R+S7d1Vf+nddAzgCIlw58h8aGcgRCcqIuaSWPlCjjIYGmDqt3BqULADAEDNULgsQ99tc5Ip/nu30kvmjTB98Xs3XV9+FaYX8y4fILM+KTGqWKfkroQE0OE9N8MK3oDaXmF1HHyORqIpdayQ2fK8bYV49Vq4fUHkAKPND8m86SuReRN3YbpnE7vfgobAhvXdC885tT3l6V6zsoRWguuoDNFRQozf4zgNEtkMoVAkZg/4wEnThoyLfRHtkmX0BlQYAnV4wJru8VkG299HDRZZgS6IvdQ7zJkVo7rK+nvlvQvvm7ld5bVuiz1XkOvv23yYpCVIu2/5aGgo9DT0B394ibVk013789yJjkBBzPoAirv3La+udlQVAEPFZYUmRn/2LyMqLeean5GbYs607/Ps3Kde4Kl4s8h4Atg5MnzdQguIy7waA9ijrAADiMRJ0wx6NiAQJGhMK1UIsrjEd8WhGJN7kxiAiUUZJRCUBoGYPggwjwfT3gvlXAwi0YcjRwTNvezs1+11h1IcRN1Z87naDyGROr6hw0qvSJtCayEQ+B0e4R1AXFU3c16aoxM6wS29Vu7QEBFQKAF7yarRnZZg9d8Pm/xxKnXuY39OgiJ8V2gtudAuY3/Uts3EfwwBc81HE3g0UjLHv77oPoEVx86MGnZGgFRERStGLSsJoZpndYYehO8xJp8EMAGV+atXpiIAhvHwzenuXX9QzP6QLzZ6ikj9kNmpqRpV+/TbC2Cg7nw4/jvU+uZg+ei/dB4A3z9kcczvU9PYJHWGtLn0Bm0T71E1VIAMkllCV0ABq7/MeYVLuBpPyil1EFkC1bY/DG2H2uI/SZMKrCpG/ItQ59mKRX2Hg1RBIfy2DiJXKnfx8JQCgjvCxqEk5HVMitJG6iIpW4oU9qfx5w4tQGfpqOR1iXQWAt+Pp73DMzHA4oKeitOQYxPr5SBnt4X64EDPWZanzrigzuRkT+HKz+0OAVQIAmhHeanUMToIWcOW0vEpGKSKktYZDaacej8K401kYV8KkuK4AIGR8JBM5x3P9lUUuwKCxMcs3GN8FE3yc3pGzIC3V6e1Fz3tBz59Us81xIBqkEgBwfgBsSo4WfBEDmZbEa+xgKSWCSsCn2ZkEW3WGMkFBZmhF3I4BwDeV66yeGZ7xR6CZaCLGyxy1WaOwTcuaYzK8oSbVddjjOzeEiSsyRKm5c3oHwm0VfG81AODNcibE7oIGSDGTRm1WfSXGNoK9+hSa5VOP5igbAPtdA8bjZDifdBI6nGD+EWgn3RdzVQ8f24jvU5C4QkA6u4Gzn0LyK/PfiGTXXrieWUyueYc6tU/VSZxUBgDqB4ST4vi7mHyAMr+G6856ELYxZoamtlnLAIAOCrsS4dv9MVNTUCdFphdEy9ZGBedua4vsiRbGFRDh4UNrcVRax5g8SjddS+l3x29EvoZML4HY8dHzJaGiMgBwTISk1RdWgLOKFkkSv8daiTRXtEXvDZTnroak2HTOvU/YKF8GALSn4Ybn4L9gotq6oMsGGFo1DqHN9fCqvdNkzp7xhRHx/ZC/Wtn892Co1c4/QIAJ2sdlejOo82kHM5UBgLtYZhXBTUyIrb7U7AhGOzcyp/eEJdJ7ozjuusTFcWUAQJmQmoC8Rts+fCjjh05uCqmva4QO7y3Po8YHZs8ndLyZTR8kzO/uVbpcC9Szqd52Za362Yhff4vzafyQq6I2bKjK1USYgtqgsXCG3UYmylqWAYBmQNOZV1A0NwzF0Ee/R2nh4vz4Li1xuA7j2fdBEtHx/CBj/moBgFYJ48yIZW+1BsKhSN+7hIsP98VssssJcCmfyNkaNvXPOafe9x/EapgyABCaIXp9qez75vsNK0LD8Kk70ALmFxmfJmMqgRFL75Sfr44G8CYQOZXH8jyP/oCeysXIxoqe2iBftnsfppRtfQk2lscnJdACZQAg5Sb3Zx42O7uc4cnzFS7HSENBqLNRs+5fO3VhHfqeygFAi7jO/Fojm6n1PLH2LT+vpxTyO7a8VOSBX3stEGnT5giAUOqTLpT8TBi+go6uCeifeOS3Qe3UIGX+yplAjQtqRINGI6s55bCGGODvYkwgp1x8hEQb5h96DSBAeQQjGs7Uiog05QaAMEcQNiDdjBj/4Zjk8Aec4uLGylMwRNKmQ4K88NdUSwOoGUR+BPEfRTh0w+XStEkqhcKIkKthfzy+fS83ADhaBIzNKQ7H4TSdS3CmGm39oRQKkVqxMEd2+IPVAwAIoEmxQ5Hevwi1LRrBiTWD1LFUR28ahjZxbj2HODGzWfSRGwA0KPARqjkn/woTHHB6y0uYpj2EyTbWDtWE+StpAvUwIeLfi+GQNh7WthjUMTctNivcyxTyDvG5DyPkenNcUVduAFDp/g56BsZPRrcYTB9mdlki4qJlBoCisjDR5zyz8xC9i9AmeSiOUUrlDIftfNxn7vi4yzEclg4xT5MpsPm5AUAFgfpVPMD6DMzxvINAwM24Irca2P+V1gCOqZB2Xw0+wDOYZOAO0EusBVzFKWzel3CEz+jzinc15QgABUGoWW9FxvdElI2/AECw9sidGVxAICQSgx1ZppI+gDppnBA3Cw4aO8X+Cb0CqbRA6BBrFOT6Z1HleHVQ4juA6EduAAijQKSFdngxPPxn+EOc63kmkmCf4OdhAMJg1gbVBQADEswMo3BtYxzZ+RCO7lSejJkdGjK/JoD0MIejMc7vHEjAYX5uTruh0dwAENIgFLNhSHQKtMA3bkX5+MuwitBENFid40oDQMsg9Ozar2CqWewM+3DDm/0BRp92RNHXHZhy4ECgpxr2o4xzBUAzEHoEgg8QcLwhw6PnQSM4Jxlm6GAziaoNAGoBqmhogbHQAg/jFBOt50kREQqdQbexeHyM6NO2qBV6GLXv7YIgdwC0AoIboeJLxifDOT4EkbL3EDVyJlGbgqEjRnzkl1QeAKEWuGlfNGKjESS1FnDRAHCxtk++i6kK216GvgR0j83FTqx+IiKDBQAqEJQeYUk0x5/siTbIqa+DJjCJ+qNJJF927OPVB0DD/HQRoVXRCcVTzNmXyt9RC6gZE0OxnroYLKIthQQBN5wxcqcJfGVqK79gMAGglY+kHWHvIyAxHqXRP0HAoD+axOxHJz+bBQA0/Mm8AHsFjto0yA6D+yLKeHrRWp1s1QQfQ9WPRwMNR/7REdSxIM1fWAYAwnJonb/Z6j5ja6TmxGyhcNGpcozEHYkS6Yvu9/VCTm14KdVJzk30XXkAwN/sEE6OgA06FaXSy6IhnBtEx9XRPwEKmuvitdXwNCSJTsBIFT6GIVvaHBYsAwCt9pfXp5pIR56E70tBg+bv7YsmExExOxujUZxPkDEI8gGAZoc59WxDkRtxwknYCJ5IIPQ6ZlVPnGR8/D6EAw9DQ/2LGK8iyBi7wya8b+CiJ+CCEdAS0yY1QBo71kU//xYOtHgbvcxLA/AcF9P8IA2cOdgkAFKCoVfpdNAtdgJOgjkNQHCVo5mCIB8AeAK77CRs0cn7iezS5BDzLak2PjRBND5OG/h0aIPzUTX5CY9dAqMTCKydmckxJWDQVADQqRBXYAbPAUjQLYUhtyMx/2cUDhHZaHk8kSHndAj6Q/poNRmiDJoQnBQOPBDjRIDgVA4cy1QTZAcAx+BgtqUgEdk8vwSkrjOFEjnEykxhtpTfqf3J/DuHbJ31AMYCwkFmiJajSmiKUQO8ckwaDaBTIdzkZQDAjUVBXN6JWtp8qNchGLbBlAgKgo1XnK0FUo9I6UUT73OFp/Aci1zBmXiWMXUvlWbva528ABBqATjEu2IA7E0whcLzhVNEhUJihepfbXAXH8fjCTTYX47ZmLehv/gd1BPRNHrvZJFFfTOJji4psonNABjuI1HO0vEhWwcIPtHauR7Gy09YH047niPYxkg5wQnOuNaUvcTN5pAeRXUYDsS+GGXVA82iF6FNys/kBwAPgjmddpgaBO4rfUcZfw5rZ/j/PyBBdC/m5jzKqkocPL0wGDDWB2gGQKt8hDrCzlfx0+KWwziZwzcWORAT4wjEsA00ZN5YJurJooMurqAuyKKnHjwWe61z+ny2AKAUHMpZlXh9ENWiG8AmDhNkTlAmiAy10gb6u2YgKFDc90aGBvsEQK8L8v8hLWiaUDMQCHiuAJ/hpG1gPo322gC0opmWShu0ig5xXPomGD/5HJJluYxLzxMAXgu4alFULK4MqfcYQLC4l3gxpkc70qa5mpK8rmBQ86iddeb0nrYA0LwALsRpBdDFAQEMuQXOWzhvB3S+Ld00MVppGCEkWiUQf/fHxoEZPDMs5eylWHr29fl8ARCaQiD2OMwSunt/zwD4m5uYVoIWaEXIMGKkmifWDCsEAE8Tdw20/QlMRK4WhHN+1vYiB8Nn4iPVmQFKC2cd4h/NGN+O5qId0WQ0jIdzlMW5idbNGwAhCOAUT0CG+CpkimkKEQCpSiUS0XpAyxQGQC+u9E0t5EJEq8bDN7hkZ/jqaHrXzK4jodccA7rA4M2hAFAQTEJU6HsIjw7lqPsKN9XkD4AmTXA8Tpk5FafMkIFoCunszNT+QFFmafdz0QAIgKDOMs8NG4Oq2pvHI5OOnEJY8ZkKBBoeZcZ6Ewwfe+pV7AGDAhUFwaABgOtlpXqHyv8O1P3JW6c9KKJdxk31vmQAULOI9KFvAE3JA7Nv3VdkTbymDCEriFS78Gy20ec3SsxnRk73S0XX5nUGBwCCTR7KLCUc4+/C8Tt2y7/XBM4+jnD8ytqI5nWTAiDQBq6EA0JiaZwrcA9aTdcCCFJGz9QxVlPodLRWHo9hW1U1hQYPAEJJR00Ax/gkaIJ/QyjQzQHC75xP4N9XdRCUAgB/70N5ugt8gmUAggcPhUbA6TLhAdox8sEBgAEIlofgR67Lk3nYRzAUTnHsFL7UAmhwASDUBPiZEZCJX4QzhlMTWx0fVGUQlAaAEAQQEqsjf/IgOu3C2Uup/AEtH3kIfsDmGEPpJs5F5kcMAO1QwBPZNdXD8dsd4b8rd0U5DTZAGcvxQWT0o51LKfqeUgHgQaA+wbi1YA4hhEyy0VSPjZ6FeRItJNwTjTQ/5MEkPKy8Qg7x4NMAgb3rHGNmR+H4bYCisetRN0R13+z4VdEvKB0AHgRM3H0KIXEkImf/8dXAH/DZ7KJaUoWLjqF8GQmy9TB7idniWRVyiAcvANQcwquTdDCHllxE5DJoAs4YalUjUyUgdAQAXli46Bl8gh8dgEPw1kzsD3BtXzp9DPICZ2HsTJW0wOAGQKANXB8BKyeh54/B0N1TIPHmwZiP5nxBVUDQMQCoGYhQ5eJIWj2LEvOlkSNwJeaR2XQ1hbSl820096x+jsgH7KWIGEZc1Kxs9bl6AMBrA1c7REMXG0CT6AKESjf8bIMsZZQOx2xUxwCgTjEFBEzFXdBtN/nrabvtwjJylyHGsypaoD4AUJNIE0IwieZGI8vELUSOxnMRX8Kspb0h8xa1g7MBQOgUwxS6FabQjqitSjF+JvQFGJR4DSPp14AW+IhnHtPPiIm5xhDYf7ZeAGg2iRiNgDZYGefunoo6/t3XabzB9friUWafbX9711ENoBqSJg+qSFdB5SjHzzBqlmIgsZpCOoJyPI5guvYXXgsEfRb90aSMv9cTAM3aAJljli2OQ+nwsfAPtoZ5xIfrffW2cKc1QscB4GnifCWYQuciWHAEj6r1NVX8c6wm1LUeQ1Js4wuxHvup3cJlsHZ7a9YXAIE26Ckd9ifIfxlAmIgyii1xTpk+ek5kb6JrLFP0tU1dAYDyIoIFIxfHSZ1wiBeEmZhKC6iwJ7+PRaHcFJzWyUM5vMJtj2MTv8sAEGgDrRydRSAgQrQpAHAgnMIdEDZlm2OoFdzYzCbJlRIM3QJAOITsXJSWHxEOIYvQAmGNEHMPFyMpdjiGjnXbGTYAhBIlzCDzZ5pGeF0JNjFnku4BH2Ft/NyjPPA32rXOl2O7YULt0DUAeC0wC1pgOWiB3xzV6B9wwYEECSxtxnkTs45GnY3zCBCM6GZI1ADQSqUGQHBS37cXcuzHGIRNd0Ky6EurIqaNVszwofNyXL9yH4BotzG9mwDo0QIIEFw/oQF8reuJ0XJhXoDJyR2uxij6Z0Ar38qa2LppazkDwJzI5IGglaRuLDjBAKN1OMAwGoOptlwFs3kABvbcciJc84MSTytQCQzVFnzfnHy/EAD74cyCTs/c0bH0WyIcev+BsytqYwCgtFEwXQPmn4B7K3o2W1sc3s+bDADtUDHw3lSyu1ApwUBQoMx3aZRZsMFk7PIi6wIYa0A7LIOM6vz4W38PSkZ+hUpI/qwAuAaDsfa/Npi3099iqf7u75mR0GfgDI9aslHElsIMYqk016EZxMzwdPpcXcoMGwAGyjBBOa+OInFzeZjYIRj4hAM9HE7zZwEKPlcD86wKe3okfv4Myg34XAwahKUYHG04pykWN06FCYIG87lwZKybyd/BhyskRKHcKTir+cRx5XzxdleJ/PS57plBBoCYfQ00Q48jzBJsSnTXDeIB4cS7l3IQqfPgOS+eiwIkCyEMuBBeF8D/hwMMfBIUXIOvL78r8uQ0P2Ik5lqLfhaA5hjKLVZqALCVsz/QpVXb8f6eeQMDh9/q3v0ZAAa6e3N6f6Ad+LZe0SFmWX1izQW+FRR81f/zQ2FmlD/zeFiaUU1rp7zsPtfS71TfJ/WXcn3emz8CtxsJMQNA6k3ta70W4HAg8Z5wS4dYQdPNBhKGeRnVolccgjMF3agtaT52A9z++g0AKTbS1siWAgaAbLfOLjwFBQwAKahoa2RLAQNAtltnF56CAgaAFFS0NbKlgAEg262zC09BAQNACiraGtlSwACQ7dbZhaeggAEgBRVtjWwpYADIduvswlNQwACQgoq2RrYUMABku3V24SkoYABIQUVbI1sKGACy3Tq78BQUMACkoKKtkS0FDADZbp1deAoKGABSUNHWyJYCBoBst84uPAUFDAApqGhrZEsBA0C2W2cXnoICBoAUVLQ1sqWAASDbrbMLT0EBA0AKKtoa2VLAAJDt1tmFp6CAASAFFW2NbClgAMh26+zCU1DAAJCCirZGthQwAGS7dXbhKShgAEhBRVsjWwoYALLdOrvwFBQwAKSgoq2RLQUMANlunV14CgoYAFJQ0dbIlgIGgGy3zi48BQUMACmoaGtkSwEDQLZbZxeeggIGgBRUtDWypYABINutswtPQQEDQAoq2hrZUsAAkO3W2YWnoIABIAUVbY1sKWAAyHbr7MJTUMAAkIKKtka2FDAAZLt1duEpKGAASEFFWyNbChgAst06u/AUFDAApKCirZEtBQwA2W6dXXgKChgAUlDR1siWAgaAbLfOLjwFBQwAKahoa2RLgf8HYMx5RLtYtKcAAAAASUVORK5CYII=">Python</A>
- <DT><A HREF="https://vk.com/programminghub" 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/python_forum" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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Python</A>
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">Django_Python</A>
+ <DT><A HREF="https://vk.com/pytho_n" 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/programminghub" 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/o_gorfredahs_o_shaderfrog_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᕤᕦⓄᴥ⏀ᴥᗱᗴᗝᗩ옷ᔓᔕⵙᔓᔕ옷ᗩᗝᗱᗴᴥ⏀ᴥⓄᕤᕦ◯</A>
<DT><A HREF="http://vk.com/wall-97260967_3657" ADD_DATE="1686506557" LAST_MODIFIED="1688942319"></A>
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">◯ᴥᗱᗴᗝИNᗱᗴᙁ⚭ⵙ⚭ᙁᗱᗴИNᗝᗱᗴᴥ◯</A>
<DT><A HREF="https://vk.com/bsaa_soundguys" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">ЗВУКОРЕЖИССЁРЫ БГАИ: ПОЛЕЗНОЕ</A>
<DT><A HREF="https://vk.com/vcvrack" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Vcv Rack</A>
<DT><A HREF="https://vk.com/cockosreaper" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">REAPER (is a digital audio workstation)</A>
- <DT><A HREF="https://vk.com/o_lmth_o_html_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/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/club203577227" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯◯ⵙ◯◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯◯</A>
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">NUKE by The Foundry</A>
- <DT><A HREF="https://vk.com/shader_cg" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" ICON="data:image/png;base64,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">Shader (Шейдер) HLSL / GLSL / CgFX</A>
+ <DT><A HREF="https://vk.com/nukethefoundry" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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by The Foundry</A>
+ <DT><A HREF="https://vk.com/shader_cg" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Shader (Шейдер) HLSL / GLSL / CgFX</A>
<DT><A HREF="https://vk.com/o_soreconihr_o_rhinoceros_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ◯ⵙ◯ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ◯</A>
<DT><A HREF="https://vk.com/o_ekun_o_nuke_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᗱᗴ✻ᑎИN◯ⵙ◯ИNᑎ✻ᗱᗴ◯</A>
- <DT><A HREF="https://vk.com/o_swodniw_o_windows_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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tEkqhcKIkKthfzy+fS83ADhaBIzNKQ7H4TSdS3CmGm39oRQKkVqxMEd2+IPVAwAIoEmxQ5Hevwi1LRrBiTWD1LFUR28ahjZxbj2HODGzWfSRGwA0KPARqjkn/woTHHB6y0uYpj2EyTbWDtWE+StpAvUwIeLfi+GQNh7WthjUMTctNivcyxTyDvG5DyPkenNcUVduAFDp/g56BsZPRrcYTB9mdlki4qJlBoCisjDR5zyz8xC9i9AmeSiOUUrlDIftfNxn7vi4yzEclg4xT5MpsPm5AUAFgfpVPMD6DMzxvINAwM24Irca2P+V1gCOqZB2Xw0+wDOYZOAO0EusBVzFKWzel3CEz+jzinc15QgABUGoWW9FxvdElI2/AECw9sidGVxAICQSgx1ZppI+gDppnBA3Cw4aO8X+Cb0CqbRA6BBrFOT6Z1HleHVQ4juA6EduAAijQKSFdngxPPxn+EOc63kmkmCf4OdhAMJg1gbVBQADEswMo3BtYxzZ+RCO7lSejJkdGjK/JoD0MIejMc7vHEjAYX5uTruh0dwAENIgFLNhSHQKtMA3bkX5+MuwitBENFid40oDQMsg9Ozar2CqWewM+3DDm/0BRp92RNHXHZhy4ECgpxr2o4xzBUAzEHoEgg8QcLwhw6PnQSM4Jxlm6GAziaoNAGoBqmhogbHQAg/jFBOt50kREQqdQbexeHyM6NO2qBV6GLXv7YIgdwC0AoIboeJLxifDOT4EkbL3EDVyJlGbgqEjRnzkl1QeAKEWuGlfNGKjESS1FnDRAHCxtk++i6kK216GvgR0j83FTqx+IiKDBQAqEJQeYUk0x5/siTbIqa+DJjCJ+qNJJF927OPVB0DD/HQRoVXRCcVTzNmXyt9RC6gZE0OxnroYLKIthQQBN5wxcqcJfGVqK79gMAGglY+kHWHvIyAxHqXRP0HAoD+axOxHJz+bBQA0/Mm8AHsFjto0yA6D+yLKeHrRWp1s1QQfQ9WPRwMNR/7REdSxIM1fWAYAwnJonb/Z6j5ja6TmxGyhcNGpcozEHYkS6Yvu9/VCTm14KdVJzk30XXkAwN/sEE6OgA06FaXSy6IhnBtEx9XRPwEKmuvitdXwNCSJTsBIFT6GIVvaHBYsAwCt9pfXp5pIR56E70tBg+bv7YsmExExOxujUZxPkDEI8gGAZoc59WxDkRtxwknYCJ5IIPQ6ZlVPnGR8/D6EAw9DQ/2LGK8iyBi7wya8b+CiJ+CCEdAS0yY1QBo71kU//xYOtHgbvcxLA/AcF9P8IA2cOdgkAFKCoVfpdNAtdgJOgjkNQHCVo5mCIB8AeAK77CRs0cn7iezS5BDzLak2PjRBND5OG/h0aIPzUTX5CY9dAqMTCKydmckxJWDQVADQqRBXYAbPAUjQLYUhtyMx/2cUDhHZaHk8kSHndAj6Q/poNRmiDJoQnBQOPBDjRIDgVA4cy1QTZAcAx+BgtqUgEdk8vwSkrjOFEjnEykxhtpTfqf3J/DuHbJ31AMYCwkFmiJajSmiKUQO8ckwaDaBTIdzkZQDAjUVBXN6JWtp8qNchGLbBlAgKgo1XnK0FUo9I6UUT73OFp/Aci1zBmXiWMXUvlWbva528ABBqATjEu2IA7E0whcLzhVNEhUJihepfbXAXH8fjCTTYX47ZmLehv/gd1BPRNHrvZJFFfTOJji4psonNABjuI1HO0vEhWwcIPtHauR7Gy09YH047niPYxkg5wQnOuNaUvcTN5pAeRXUYDsS+GGXVA82iF6FNys/kBwAPgjmddpgaBO4rfUcZfw5rZ/j/PyBBdC/m5jzKqkocPL0wGDDWB2gGQKt8hDrCzlfx0+KWwziZwzcWORAT4wjEsA00ZN5YJurJooMurqAuyKKnHjwWe61z+ny2AKAUHMpZlXh9ENWiG8AmDhNkTlAmiAy10gb6u2YgKFDc90aGBvsEQK8L8v8hLWiaUDMQCHiuAJ/hpG1gPo322gC0opmWShu0ig5xXPomGD/5HJJluYxLzxMAXgu4alFULK4MqfcYQLC4l3gxpkc70qa5mpK8rmBQ86iddeb0nrYA0LwALsRpBdDFAQEMuQXOWzhvB3S+Ld00MVppGCEkWiUQf/fHxoEZPDMs5eylWHr29fl8ARCaQiD2OMwSunt/zwD4m5uYVoIWaEXIMGKkmifWDCsEAE8Tdw20/QlMRK4WhHN+1vYiB8Nn4iPVmQFKC2cd4h/NGN+O5qId0WQ0jIdzlMW5idbNGwAhCOAUT0CG+CpkimkKEQCpSiUS0XpAyxQGQC+u9E0t5EJEq8bDN7hkZ/jqaHrXzK4jodccA7rA4M2hAFAQTEJU6HsIjw7lqPsKN9XkD4AmTXA8Tpk5FafMkIFoCunszNT+QFFmafdz0QAIgKDOMs8NG4Oq2pvHI5OOnEJY8ZkKBBoeZcZ6Ewwfe+pV7AGDAhUFwaABgOtlpXqHyv8O1P3JW6c9KKJdxk31vmQAULOI9KFvAE3JA7Nv3VdkTbymDCEriFS78Gy20ec3SsxnRk73S0XX5nUGBwCCTR7KLCUc4+/C8Tt2y7/XBM4+jnD8ytqI5nWTAiDQBq6EA0JiaZwrcA9aTdcCCFJGz9QxVlPodLRWHo9hW1U1hQYPAEJJR00Ax/gkaIJ/QyjQzQHC75xP4N9XdRCUAgB/70N5ugt8gmUAggcPhUbA6TLhAdox8sEBgAEIlofgR67Lk3nYRzAUTnHsFL7UAmhwASDUBPiZEZCJX4QzhlMTWx0fVGUQlAaAEAQQEqsjf/IgOu3C2Uup/AEtH3kIfsDmGEPpJs5F5kcMAO1QwBPZNdXD8dsd4b8rd0U5DTZAGcvxQWT0o51LKfqeUgHgQaA+wbi1YA4hhEyy0VSPjZ6FeRItJNwTjTQ/5MEkPKy8Qg7x4NMAgb3rHGNmR+H4bYCisetRN0R13+z4VdEvKB0AHgRM3H0KIXEkImf/8dXAH/DZ7KJaUoWLjqF8GQmy9TB7idniWRVyiAcvANQcwquTdDCHllxE5DJoAs4YalUjUyUgdAQAXli46Bl8gh8dgEPw1kzsD3BtXzp9DPICZ2HsTJW0wOAGQKANXB8BKyeh54/B0N1TIPHmwZiP5nxBVUDQMQCoGYhQ5eJIWj2LEvOlkSNwJeaR2XQ1hbSl820096x+jsgH7KWIGEZc1Kxs9bl6AMBrA1c7REMXG0CT6AKESjf8bIMsZZQOx2xUxwCgTjEFBEzFXdBtN/nrabvtwjJylyHGsypaoD4AUJNIE0IwieZGI8vELUSOxnMRX8Kspb0h8xa1g7MBQOgUwxS6FabQjqitSjF+JvQFGJR4DSPp14AW+IhnHtPPiIm5xhDYf7ZeAGg2iRiNgDZYGefunoo6/t3XabzB9friUWafbX9711ENoBqSJg+qSFdB5SjHzzBqlmIgsZpCOoJyPI5guvYXXgsEfRb90aSMv9cTAM3aAJljli2OQ+nwsfAPtoZ5xIfrffW2cKc1QscB4GnifCWYQuciWHAEj6r1NVX8c6wm1LUeQ1Js4wuxHvup3cJlsHZ7a9YXAIE26Ckd9ifIfxlAmIgyii1xTpk+ek5kb6JrLFP0tU1dAYDyIoIFIxfHSZ1wiBeEmZhKC6iwJ7+PRaHcFJzWyUM5vMJtj2MTv8sAEGgDrRydRSAgQrQpAHAgnMIdEDZlm2OoFdzYzCbJlRIM3QJAOITsXJSWHxEOIYvQAmGNEHMPFyMpdjiGjnXbGTYAhBIlzCDzZ5pGeF0JNjFnku4BH2Ft/NyjPPA32rXOl2O7YULt0DUAeC0wC1pgOWiB3xzV6B9wwYEECSxtxnkTs45GnY3zCBCM6GZI1ADQSqUGQHBS37cXcuzHGIRNd0Ky6EurIqaNVszwofNyXL9yH4BotzG9mwDo0QIIEFw/oQF8reuJ0XJhXoDJyR2uxij6Z0Ar38qa2LppazkDwJzI5IGglaRuLDjBAKN1OMAwGoOptlwFs3kABvbcciJc84MSTytQCQzVFnzfnHy/EAD74cyCTs/c0bH0WyIcev+BsytqYwCgtFEwXQPmn4B7K3o2W1sc3s+bDADtUDHw3lSyu1ApwUBQoMx3aZRZsMFk7PIi6wIYa0A7LIOM6vz4W38PSkZ+hUpI/qwAuAaDsfa/Npi3099iqf7u75mR0GfgDI9aslHElsIMYqk016EZxMzwdPpcXcoMGwAGyjBBOa+OInFzeZjYIRj4hAM9HE7zZwEKPlcD86wKe3okfv4Myg34XAwahKUYHG04pykWN06FCYIG87lwZKybyd/BhyskRKHcKTir+cRx5XzxdleJ/PS57plBBoCYfQ00Q48jzBJsSnTXDeIB4cS7l3IQqfPgOS+eiwIkCyEMuBBeF8D/hwMMfBIUXIOvL78r8uQ0P2Ik5lqLfhaA5hjKLVZqALCVsz/QpVXb8f6eeQMDh9/q3v0ZAAa6e3N6f6Ad+LZe0SFmWX1izQW+FRR81f/zQ2FmlD/zeFiaUU1rp7zsPtfS71TfJ/WXcn3emz8CtxsJMQNA6k3ta70W4HAg8Z5wS4dYQdPNBhKGeRnVolccgjMF3agtaT52A9z++g0AKTbS1siWAgaAbLfOLjwFBQwAKahoa2RLAQNAtltnF56CAgaAFFS0NbKlgAEg262zC09BAQNACiraGtlSwACQ7dbZhaeggAEgBRVtjWwpYADIduvswlNQwACQgoq2RrYUMABku3V24SkoYABIQUVbI1sKGACy3Tq78BQUMACkoKKtkS0FDADZbp1deAoKGABSUNHWyJYCBoBst84uPAUFDAApqGhrZEsBA0C2W2cXnoICBoAUVLQ1sqWAASDbrbMLT0EBA0AKKtoa2VLAAJDt1tmFp6CAASAFFW2NbClgAMh26+zCU1DAAJCCirZGthQwAGS7dXbhKShgAEhBRVsjWwoYALLdOrvwFBQwAKSgoq2RLQUMANlunV14CgoYAFJQ0dbIlgIGgGy3zi48BQUMACmoaGtkSwEDQLZbZxee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<DT><A HREF="https://vk.com/o_xn_snemeis_o_siemens_nx_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ꕤИN◯ⵔ◯ИNꕤ◯ⵙ◯ꕤИN◯ⵔ◯ИNꕤ◯</A>
<DT><A HREF="https://vk.com/club3466115" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Unigraphics NX</A>
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">Творческая 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FNvqB+hadujCpk15zSC1d/Wg9xbuqzp+NOICvA835/1kvq9I6mjj8vy/OgU+R0T5zmcjuRW9O+e+jhEZbCPtfZiEeSbYwPcWEwAkAEP9yHGZhsPwilDHtN3zNsxSDcDvqvonPRDJ3TfgD3krmQLSANq/Zw5qBs6AvT/nsUQAaKasAaCBEGzro5yYwH7HiRy1o7/DsFvOF6e147OGXB7JhzwQq92bxRQKCAAqCPRc9fjrkdwAj887BAI1AD0/JbD/Y4uicGcAFxC8QAO3yM9E06z4Aj3PWiA+W8Aj9Aqu8DnlvJxVTYEBQEHgatZ/Q8R36l0iX7yUmEP0yHVxbVBcAKgWQJEHK8X23MKfFlCMURuoKXQLLqT+BRO9NMW3Vu9HQABwvUCkhVZ40T38MTxw16Cv5+y7oRzxcxws7MLaoLgA4M5QHcNDsSwyH2eif73yZJ7eoS7za2RVL3MYc2skv/9XvILdpGuVfAEBwKWBq3Bdl+gTMIsuQRLeJ88npmEXPRwXGwDK8cndtbttlv8GE3fD0+cBxgeGTYrknYcTEGgBSlvnlPTfAgRAGgitAiGJmH+Gml+6Rx/jDS80hywXqDOcUIfXwE0ZawG08tZ8Hh8eIbWDtdaVv38B79OPr0Qk9KkaQRAwANoCgnaRYBTydgbIboSphL6isUlUi2CoAzv4HLLYGiDmUHzRKwMtcNSpIvtt7V8L8GMIAi2f/BsadQ1HwlxcPabmUEdngi4AABUISg83JZrtT86dmjQaVpdxRzTxyal1Gqv4ANCF8xZzFIXMPAceIahjYiJPY9e0KRRvOr60pJAgGIHagdhHrjfMtLfhXQQArjZIF8J/gPPYqVMiefd3naRJnZjW57BhACBVK3D8Lk50OEd/yzQhlb9VE3wBpj4FGx63/GOMoL2DoGcAuFma2n+zrfBE3hyp9phJ58DXaEtFJieOmRXJU3CXxuaQq6V9cmaDxgoDAEoMMhmIfh0qxvqhIDzO7GST18SEyUuzdF685h9NxGVv9/PCBz6MlrblFvQMgLbWErttGb1LKufqURjzNaHglFm6HfsugMfs0dvwaqZPBAyCcACgWgCmyVo7iVx7jJ+L3drbcL1xkv7x2S9GMhF9cOa+mki+5Gb71jOKZwBoW5h3cfCcg69Vl5O4XUz6YRpzbA7WoUpMP2uR1GmnWuxi3AQzm4IhYE0QDgBUytAdh+DY0aeJ/DB1IOZLfJkErgmi/nHawJPuQawAWZPxDfSUfgoE5i6hr9H0cRVZzsNNN9oVYhp68MycCE3XH8oHuVGroQvEt9YX2XrNinxrzWqfHn3a6gxRD5oQnBQO7DI9DiB4iA3HAtUE4QEgaQjVHYxwI65VWhkeCS1ycW3WtkyIWv7mRku1ppjtAPmwydZkREvfehy/MJMUrUp4PugGCT19rB8AaFeIuPMyI9RkMF47RBcktSEi1ksAAJujq/ZA3Pqy3QborJ0cEny3SFlEEzh1w3oLz0WIFTwyC6+qV9e9WjauxteGBQBXC6B4ng1gaQq59wv7BEH8cY4NrDa4AuHJN5FK/IjIC8/CNn8HL4YpMOOqiiyP73qQrnE/Wl+eBkBrY6xYpOOL5xACgl/I318aWmHX7XEn2na4ay1J50h3iPOhDdLmkILgnBmRPH0nPiFLFD0rkTy8LzwApEDQ1m2HvkHgAoE/u7kz/P2vSCv+7UuooX0D9x2jue+yYMC8rR2/pgHaikdoi0SnW1zLNwEECIYhA6pAdMtAXebNyzutUfSkzJRnkNYoet7U8ryTq+H94QKAUpBdHvB9zEhUjq29aIDMh7RL07G9JDLXTIjPITmDRIsFgDsprZ6LT8GJZmDjKsRMevQXORAFRUO2r9pFvs2itjxmn+JzDx+PYFlA7dLDBICrBRAh7onNnoKU6ZXgq9dyxxqEQM0vTQOBfKhaQc2jmgdNvaFTAPgaQhMQ8KxCIMA8Wn5raKXBFdkc54VFOkYnNMzjNGgFAcbSAOKruIrqZFyYsQDeOu+9l/IStY33hwsAFwQg9oroJTT1pOpBkMKQKtlXfKAjurseI9U8ec2wTABQmvC7tpKBt6oCk2T/w0SOxMXYfHzdGaB0iRUR/tEeovc8F8nV4/E31hYX/AkbAC4IcCjeaA/chDi0agrFQMhxB26z9y0zABbhygQI9BzBW7XB7iJjh1RkaWR1amQ3JmESWMu6ZlcAKAguhGfod3SPFvxQHD4AUppgx+SWGTIQzRHtnZlH1WdljDzvyw0AFwh6RsBhvQ+yaicORyQdgTU349MXCPSScrZWPAzngfhWngJfn9R1AKCJMghW7Qx1f/reCw/FPi6KyMPMWd7rDQAqIEgf5+bIscchkLbGwosEfdBIQaTahXeznYZLSSK2dU9FqrPQpB7v6RoAcDeZBikOxgN/hMPYHtUYgasJ+NIQtIFXALjagJFjnAu640KNcbiOalOAQOMF+rI89NGDsZpCE9Ff9P6pxTWFug4AXBDwZ2zy96EJzhyU3JdFIcQzQfK6PJtcD0mUHrMuAFAaEQQ4E7QABJfBe7YevrsXaGdpitGKscT9GyE2wbw9AuFQ3MzzGQvtffZi9bQJXQsAaRDAHBqwPwo5DsCWJpmU7vVBRQZB3QDgggDesyU3QlrHKYv2XvJ1HmDsgdr30ZcjucBnG0pPzB9bA4Vui5J1oa3V8xgAB7+1ERmd8OOK9IL3Qxkr5oOc3o+s0+vM++oKAAVBciZYcTs0IIMLmWSLXcg5vWdunEQTCY+7IZI3HsDgBYsSd00AuJogabPIW9PHHllV9+ncoVgS5NH7neHoGl9TdwC4IICQ+A405WgEzFrPA0k0OytdVLho8O21d3EmY+8l5i4V6EDcdQGgG8zvSQo1M0iPPbLaY6itHJkiAaEhAHBBiTPB8DNE9vl2FQRMdc6ZzdGaSKha4MLbEBtg25kCaYGuDYDWk1kCAl4vil0dgByZ0/apyJLoNldUL1HDAKBcDldld9QzXH9eRVZH3YGPajs1hbSk8z0U9gwbiTQJBC1zNyOuUaMu7uXlAICr7umagIeIJtHpB4psu26SLAapxwNyva4hqnW/GgaA1HmgP6rtrkOgzE2eq3Xu6de7aeRxhFhrB2ptPpZ3Im28vzwAcM8FiUlUQX3vDntB9Q9EEUuSwhz3yqxjeWFn97ChAHBBAM/ZcTCF9t7ST/sZ9yxAur7JlvS8qpbBMcqeJp+9ygWAtElECQRt0BPtVobsK3IALp7mQ5uVTzOB0BQAcPkwE3uug8Kes+E1o9/eQ0NiNYW0BeWJN+KqWl7GUYAKsnICIK0N2AQWJtCKSB0ehoS6721SBUJc+5p0nnAld1bPSGelP1/XcACkTKFBw+Ew2MmPFtB1q4fp8dciOe8C/FXrmZuoBcoLgLQ24O/JDfKroMZ22ECR7260cGdab2RPcXG9wNAUAOja4Kps6Yf65lEV6c02MJ60gFu/MxjR4Y+fw9h6KUct0sHjaw0Arjag7c9DMgvd4SHqu6nIoB3gNkVTXpY5ulohLsCq41mhaQDQ9jPw1AzCheXHuk3IuOaM0trNEeqBM9jk2ZHcwQu4m+wSNQC40sSNIBMINI3wN9rE2yGNeK9tKrIZKqtalUeSXhGf5QCGNG9kZZammUAuLRItcAvcokvjLODriiotxnnnQ2jZc3AYZnuZvPez5dAIBoC2iOcCgf+flBdSWvVF94UBAMNOG1ZkY5gJ7qP9coiEuKtcauxaXKxN0wCqEekpQ67Q0BGoLYZzgEltlNx5QO3GBehyPvJqtKJHV4247WR8X1XjHwNAezR3Q6FkCFZWEQwsxgcY+qwtsgX68nx3Y5FN1qj2A0o/lHiagUpEqLbg69qzJlwATL8cL26GxwSm4AooNZ0+YmFGbdrsy8KyCqYZf4jkl1xbnrvZskzAeY8BoDMETHdf4HvoKiUY+B0mQveVUYAOjbApzKWNkWO/wWqIqCKyujSbZnXwUDLyI2hm8OHPX2LcngAdmWTGFfiDlhZ2NJiv/0/WTJCORy/WDVdPCt895PGoZ41m0DGIDEd0PjTJDDIA1MowrlZw+/IwsEMNQUDgAF3BobkHEu96o/Sw/6oi/VZDW0MAYhX06lmpT0VWgNTjxX9s9U5zYHHPrU/icopL8L94bzx2Ix+uD4lyuxyB1JE9M55+O5jvEbiM5L1H8aImmUEGgDwM5WoGjqOA4N/JrAqKWLzji4wObVFBWnaFWgNgaAFQeuLnngADgcAv2to8T/D7nPdhirPPDm/JbMbDFBEkEa6Jsw8DWTwD5IVCTI5kfW+jo97cN5u3PgOAT6ZqK31STYYkvTg+7OmXAkPbrXMuCir9mYzfrEoqXQ81GxMJfT8cn2vjGvOmnmacmwEgI+FqftviNrg9m1pB08ykMZ03tZcLzpoJ0MYbuL4mX8FqAPCxkTZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZG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sBQwAAS7dTZxHxQwAPigoo0RLAX+H+7c9DUyrG3AAAAAAElFTkSuQmCC">Творческая студия</A>
<DT><A HREF="https://vk.com/o_lso_o_osl_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᙁᔓᔕOⵙOᔓᔕᙁ◯ | VK</A>
<DT><A HREF="https://vk.com/club18330819" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Проектирование в Civil 3d</A>
<DT><A HREF="https://vk.com/O__D3_LIVIC__O__CIVIL_3D__O" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀◯ᗝⵈ◯ᙁꖴΛꖴᑐᑕ◯⠀ⵙ⠀◯ᑐᑕꖴΛꖴᙁ◯ⵈᗝ◯⠀</A>
@@ -1611,23 +1615,23 @@
<DT><A HREF="https://vk.com/o__ngised_ni__o__in_design__o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯◯ИNᕤᕦꖴᔓᔕᗱᗴᗝ◯ИNꖴ◯ⵙ◯ꖴИN◯ᗝᗱᗴᔓᔕꖴᕤᕦИN◯◯</A>
<DT><A HREF="https://vk.com/club199176961" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᕤᕦⓄᴥ⏀ᴥᗱᗴᗝᗩ옷ᔓᔕⵙᔓᔕ옷ᗩᗝᗱᗴᴥ⏀ᴥⓄᕤᕦ◯</A>
<DT><A HREF="https://vk.com/club199351958" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᙁᔓᔕOⵙOᔓᔕᙁ◯</A>
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tEkqhcKIkKthfzy+fS83ADhaBIzNKQ7H4TSdS3CmGm39oRQKkVqxMEd2+IPVAwAIoEmxQ5Hevwi1LRrBiTWD1LFUR28ahjZxbj2HODGzWfSRGwA0KPARqjkn/woTHHB6y0uYpj2EyTbWDtWE+StpAvUwIeLfi+GQNh7WthjUMTctNivcyxTyDvG5DyPkenNcUVduAFDp/g56BsZPRrcYTB9mdlki4qJlBoCisjDR5zyz8xC9i9AmeSiOUUrlDIftfNxn7vi4yzEclg4xT5MpsPm5AUAFgfpVPMD6DMzxvINAwM24Irca2P+V1gCOqZB2Xw0+wDOYZOAO0EusBVzFKWzel3CEz+jzinc15QgABUGoWW9FxvdElI2/AECw9sidGVxAICQSgx1ZppI+gDppnBA3Cw4aO8X+Cb0CqbRA6BBrFOT6Z1HleHVQ4juA6EduAAijQKSFdngxPPxn+EOc63kmkmCf4OdhAMJg1gbVBQADEswMo3BtYxzZ+RCO7lSejJkdGjK/JoD0MIejMc7vHEjAYX5uTruh0dwAENIgFLNhSHQKtMA3bkX5+MuwitBENFid40oDQMsg9Ozar2CqWewM+3DDm/0BRp92RNHXHZhy4ECgpxr2o4xzBUAzEHoEgg8QcLwhw6PnQSM4Jxlm6GAziaoNAGoBqmhogbHQAg/jFBOt50kREQqdQbexeHyM6NO2qBV6GLXv7YIgdwC0AoIboeJLxifDOT4EkbL3EDVyJlGbgqEjRnzkl1QeAKEWuGlfNGKjESS1FnDRAHCxtk++i6kK216GvgR0j83FTqx+IiKDBQAqEJQeYUk0x5/siTbIqa+DJjCJ+qNJJF927OPVB0DD/HQRoVXRCcVTzNmXyt9RC6gZE0OxnroYLKIthQQBN5wxcqcJfGVqK79gMAGglY+kHWHvIyAxHqXRP0HAoD+axOxHJz+bBQA0/Mm8AHsFjto0yA6D+yLKeHrRWp1s1QQfQ9WPRwMNR/7REdSxIM1fWAYAwnJonb/Z6j5ja6TmxGyhcNGpcozEHYkS6Yvu9/VCTm14KdVJzk30XXkAwN/sEE6OgA06FaXSy6IhnBtEx9XRPwEKmuvitdXwNCSJTsBIFT6GIVvaHBYsAwCt9pfXp5pIR56E70tBg+bv7YsmExExOxujUZxPkDEI8gGAZoc59WxDkRtxwknYCJ5IIPQ6ZlVPnGR8/D6EAw9DQ/2LGK8iyBi7wya8b+CiJ+CCEdAS0yY1QBo71kU//xYOtHgbvcxLA/AcF9P8IA2cOdgkAFKCoVfpdNAtdgJOgjkNQHCVo5mCIB8AeAK77CRs0cn7iezS5BDzLak2PjRBND5OG/h0aIPzUTX5CY9dAqMTCKydmckxJWDQVADQqRBXYAbPAUjQLYUhtyMx/2cUDhHZaHk8kSHndAj6Q/poNRmiDJoQnBQOPBDjRIDgVA4cy1QTZAcAx+BgtqUgEdk8vwSkrjOFEjnEykxhtpTfqf3J/DuHbJ31AMYCwkFmiJajSmiKUQO8ckwaDaBTIdzkZQDAjUVBXN6JWtp8qNchGLbBlAgKgo1XnK0FUo9I6UUT73OFp/Aci1zBmXiWMXUvlWbva528ABBqATjEu2IA7E0whcLzhVNEhUJihepfbXAXH8fjCTTYX47ZmLehv/gd1BPRNHrvZJFFfTOJji4psonNABjuI1HO0vEhWwcIPtHauR7Gy09YH047niPYxkg5wQnOuNaUvcTN5pAeRXUYDsS+GGXVA82iF6FNys/kBwAPgjmddpgaBO4rfUcZfw5rZ/j/PyBBdC/m5jzKqkocPL0wGDDWB2gGQKt8hDrCzlfx0+KWwziZwzcWORAT4wjEsA00ZN5YJurJooMurqAuyKKnHjwWe61z+ny2AKAUHMpZlXh9ENWiG8AmDhNkTlAmiAy10gb6u2YgKFDc90aGBvsEQK8L8v8hLWiaUDMQCHiuAJ/hpG1gPo322gC0opmWShu0ig5xXPomGD/5HJJluYxLzxMAXgu4alFULK4MqfcYQLC4l3gxpkc70qa5mpK8rmBQ86iddeb0nrYA0LwALsRpBdDFAQEMuQXOWzhvB3S+Ld00MVppGCEkWiUQf/fHxoEZPDMs5eylWHr29fl8ARCaQiD2OMwSunt/zwD4m5uYVoIWaEXIMGKkmifWDCsEAE8Tdw20/QlMRK4WhHN+1vYiB8Nn4iPVmQFKC2cd4h/NGN+O5qId0WQ0jIdzlMW5idbNGwAhCOAUT0CG+CpkimkKEQCpSiUS0XpAyxQGQC+u9E0t5EJEq8bDN7hkZ/jqaHrXzK4jodccA7rA4M2hAFAQTEJU6HsIjw7lqPsKN9XkD4AmTXA8Tpk5FafMkIFoCunszNT+QFFmafdz0QAIgKDOMs8NG4Oq2pvHI5OOnEJY8ZkKBBoeZcZ6Ewwfe+pV7AGDAhUFwaABgOtlpXqHyv8O1P3JW6c9KKJdxk31vmQAULOI9KFvAE3JA7Nv3VdkTbymDCEriFS78Gy20ec3SsxnRk73S0XX5nUGBwCCTR7KLCUc4+/C8Tt2y7/XBM4+jnD8ytqI5nWTAiDQBq6EA0JiaZwrcA9aTdcCCFJGz9QxVlPodLRWHo9hW1U1hQYPAEJJR00Ax/gkaIJ/QyjQzQHC75xP4N9XdRCUAgB/70N5ugt8gmUAggcPhUbA6TLhAdox8sEBgAEIlofgR67Lk3nYRzAUTnHsFL7UAmhwASDUBPiZEZCJX4QzhlMTWx0fVGUQlAaAEAQQEqsjf/IgOu3C2Uup/AEtH3kIfsDmGEPpJs5F5kcMAO1QwBPZNdXD8dsd4b8rd0U5DTZAGcvxQWT0o51LKfqeUgHgQaA+wbi1YA4hhEyy0VSPjZ6FeRItJNwTjTQ/5MEkPKy8Qg7x4NMAgb3rHGNmR+H4bYCisetRN0R13+z4VdEvKB0AHgRM3H0KIXEkImf/8dXAH/DZ7KJaUoWLjqF8GQmy9TB7idniWRVyiAcvANQcwquTdDCHllxE5DJoAs4YalUjUyUgdAQAXli46Bl8gh8dgEPw1kzsD3BtXzp9DPICZ2HsTJW0wOAGQKANXB8BKyeh54/B0N1TIPHmwZiP5nxBVUDQMQCoGYhQ5eJIWj2LEvOlkSNwJeaR2XQ1hbSl820096x+jsgH7KWIGEZc1Kxs9bl6AMBrA1c7REMXG0CT6AKESjf8bIMsZZQOx2xUxwCgTjEFBEzFXdBtN/nrabvtwjJylyHGsypaoD4AUJNIE0IwieZGI8vELUSOxnMRX8Kspb0h8xa1g7MBQOgUwxS6FabQjqitSjF+JvQFGJR4DSPp14AW+IhnHtPPiIm5xhDYf7ZeAGg2iRiNgDZYGefunoo6/t3XabzB9friUWafbX9711ENoBqSJg+qSFdB5SjHzzBqlmIgsZpCOoJyPI5guvYXXgsEfRb90aSMv9cTAM3aAJljli2OQ+nwsfAPtoZ5xIfrffW2cKc1QscB4GnifCWYQuciWHAEj6r1NVX8c6wm1LUeQ1Js4wuxHvup3cJlsHZ7a9YXAIE26Ckd9ifIfxlAmIgyii1xTpk+ek5kb6JrLFP0tU1dAYDyIoIFIxfHSZ1wiBeEmZhKC6iwJ7+PRaHcFJzWyUM5vMJtj2MTv8sAEGgDrRydRSAgQrQpAHAgnMIdEDZlm2OoFdzYzCbJlRIM3QJAOITsXJSWHxEOIYvQAmGNEHMPFyMpdjiGjnXbGTYAhBIlzCDzZ5pGeF0JNjFnku4BH2Ft/NyjPPA32rXOl2O7YULt0DUAeC0wC1pgOWiB3xzV6B9wwYEECSxtxnkTs45GnY3zCBCM6GZI1ADQSqUGQHBS37cXcuzHGIRNd0Ky6EurIqaNVszwofNyXL9yH4BotzG9mwDo0QIIEFw/oQF8reuJ0XJhXoDJyR2uxij6Z0Ar38qa2LppazkDwJzI5IGglaRuLDjBAKN1OMAwGoOptlwFs3kABvbcciJc84MSTytQCQzVFnzfnHy/EAD74cyCTs/c0bH0WyIcev+BsytqYwCgtFEwXQPmn4B7K3o2W1sc3s+bDADtUDHw3lSyu1ApwUBQoMx3aZRZsMFk7PIi6wIYa0A7LIOM6vz4W38PSkZ+hUpI/qwAuAaDsfa/Npi3099iqf7u75mR0GfgDI9aslHElsIMYqk016EZxMzwdPpcXcoMGwAGyjBBOa+OInFzeZjYIRj4hAM9HE7zZwEKPlcD86wKe3okfv4Myg34XAwahKUYHG04pykWN06FCYIG87lwZKybyd/BhyskRKHcKTir+cRx5XzxdleJ/PS57plBBoCYfQ00Q48jzBJsSnTXDeIB4cS7l3IQqfPgOS+eiwIkCyEMuBBeF8D/hwMMfBIUXIOvL78r8uQ0P2Ik5lqLfhaA5hjKLVZqALCVsz/QpVXb8f6eeQMDh9/q3v0ZAAa6e3N6f6Ad+LZe0SFmWX1izQW+FRR81f/zQ2FmlD/zeFiaUU1rp7zsPtfS71TfJ/WXcn3emz8CtxsJMQNA6k3ta70W4HAg8Z5wS4dYQdPNBhKGeRnVolccgjMF3agtaT52A9z++g0AKTbS1siWAgaAbLfOLjwFBQwAKahoa2RLAQNAtltnF56CAgaAFFS0NbKlgAEg262zC09BAQNACiraGtlSwACQ7dbZhaeggAEgBRVtjWwpYADIduvswlNQwACQgoq2RrYUMABku3V24SkoYABIQUVbI1sKGACy3Tq78BQUMACkoKKtkS0FDADZbp1deAoKGABSUNHWyJYCBoBst84uPAUFDAApqGhrZEsBA0C2W2cXnoICBoAUVLQ1sqWAASDbrbMLT0EBA0AKKtoa2VLAAJDt1tmFp6CAASAFFW2NbClgAMh26+zCU1DAAJCCirZGthQwAGS7dXbhKShgAEhBRVsjWwoYALLdOrvwFBQwAKSgoq2RLQUMANlunV14CgoYAFJQ0dbIlgIGgGy3zi48BQUMACmoaGtkSwEDQLZbZxee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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>
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[After effects, Premiere Pro, Flash]</A>
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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>
<DT><A HREF="https://vk.com/cadcae" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Catia (Dassault systemes)</A>
<DT><A HREF="https://vk.com/o____aitac_____o____catia____o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯⠀ᗩꖴ✤ᗩϽC⠀◯⠀ⵙ⠀◯⠀ϽCᗩ✤ꖴᗩ⠀◯</A>
<DT><A HREF="https://vk.com/o_tnetnocaitac_o_catiacontent_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯✤ИNᗱᗴ✤ИNⓄᑐᑕ◯ᗩꖴ✤ᗩᑐᑕ◯ⵙ◯ᑐᑕᗩ✤ꖴᗩ◯ᑐᑕⓄИN✤ᗱᗴИN✤◯</A>
- <DT><A HREF="https://vk.com/club108663541" 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/detiindigokiev" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Дети-индиго</A>
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<DT><A HREF="https://vk.com/club56328544" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Native Instruments MASCHINE</A>
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">◯✤Ⓞ옷ᔓᔕ人ᗱᗴ✻◯ⵙ◯✻ᗱᗴ人ᔓᔕ옷Ⓞ✤◯</A>
<DT><A HREF="https://vk.com/o_pets_o_step_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ߦᗱᗴ✤ƧS◯ⵔ◯ƧS✤ᗱᗴߦ◯ⵙ◯ߦᗱᗴ✤ƧS◯ⵔ◯ƧS✤ᗱᗴߦ◯</A>
<DT><A HREF="https://vk.com/daz3d_tutorials" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">DAZ Studio 3D: Уроки и советы</A>
<DT><A HREF="https://vk.com/autodesk_maya2016" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Autodesk Maya</A>
@@ -1641,33 +1645,33 @@
<DT><A HREF="https://vk.com/club27723703" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">КЛАРНЕТ</A>
<DT><A HREF="https://vk.com/reaktor_blocks" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">REAKTOR BLOCKS</A>
<DT><A HREF="https://vk.com/club55697406" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/favicons/fav_im.ico?6" ICON="data:image/png;base64,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">Интервью с пришельцем</A>
- <DT><A HREF="https://vk.com/o____wihra____o____arhiw____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/o_repaer_o_reaper_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">ᴥᗱᗴߦAᗱᗴᴥ◯ᔓᔕⓄ✻ᑐᑕⓄᑐᑕⵙᑐᑕⓄᑐᑕ✻Ⓞᔓᔕ◯ᴥᗱᗴAߦᗱᗴᴥ</A>
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2021 / Архитекторы/ Инженеры /Строители</A>
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">Более подробный, чем ранее, перевод части из.. | Мансур Рахметов</A>
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2021 / Архитекторы/ Инженеры /Строители</A>
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подробный, чем ранее, перевод части из.. | Мансур Рахметов</A>
<DT><A HREF="https://vk.com/club156865404" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">ⵙᗱᗴᔓᔕᑎⓄ옷ⵙᕤᕦИNꖴ人ᙁꗳⵙꗳᙁ人ꖴИNᕤᕦⵙ옷Ⓞᑎᔓᔕᗱᗴⵙ</A>
<DT><A HREF="https://vk.com/club150782379" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">ᔓᔕᗱᗴ옷✤Ⓞᙁᑐᑕᗱᗴ✤ꖴ옷ᗯⵙᗯ옷ꖴ✤ᗱᗴᑐᑕᙁⓄ✤옷ᗱᗴᔓᔕ</A>
<DT><A HREF="https://vk.com/o_smurd_o_drums_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀ⵙᔓᔕⵙᙏⵙՈⵙᴥⵙᗝⵙ⠀◯⠀ⵙ⠀◯⠀ⵙᗝⵙᴥⵙՈⵙᙏⵙᔓᔕⵙ⠀</A>
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<DT><A HREF="https://vk.com/club24624588" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">FL STUDIO</A>
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sBQwAAS7dTZxHxQwAPigoo0RLAX+H+7c9DUyrG3AAAAAAElFTkSuQmCC">Статыстыка</A>
<DT><A HREF="https://vk.com/wall14336751_11435?hash=13f83776370dccd9fe" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">Более подробный, чем ранее, перевод части из.. | Манс Рамхатов</A>
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tEkqhcKIkKthfzy+fS83ADhaBIzNKQ7H4TSdS3CmGm39oRQKkVqxMEd2+IPVAwAIoEmxQ5Hevwi1LRrBiTWD1LFUR28ahjZxbj2HODGzWfSRGwA0KPARqjkn/woTHHB6y0uYpj2EyTbWDtWE+StpAvUwIeLfi+GQNh7WthjUMTctNivcyxTyDvG5DyPkenNcUVduAFDp/g56BsZPRrcYTB9mdlki4qJlBoCisjDR5zyz8xC9i9AmeSiOUUrlDIftfNxn7vi4yzEclg4xT5MpsPm5AUAFgfpVPMD6DMzxvINAwM24Irca2P+V1gCOqZB2Xw0+wDOYZOAO0EusBVzFKWzel3CEz+jzinc15QgABUGoWW9FxvdElI2/AECw9sidGVxAICQSgx1ZppI+gDppnBA3Cw4aO8X+Cb0CqbRA6BBrFOT6Z1HleHVQ4juA6EduAAijQKSFdngxPPxn+EOc63kmkmCf4OdhAMJg1gbVBQADEswMo3BtYxzZ+RCO7lSejJkdGjK/JoD0MIejMc7vHEjAYX5uTruh0dwAENIgFLNhSHQKtMA3bkX5+MuwitBENFid40oDQMsg9Ozar2CqWewM+3DDm/0BRp92RNHXHZhy4ECgpxr2o4xzBUAzEHoEgg8QcLwhw6PnQSM4Jxlm6GAziaoNAGoBqmhogbHQAg/jFBOt50kREQqdQbexeHyM6NO2qBV6GLXv7YIgdwC0AoIboeJLxifDOT4EkbL3EDVyJlGbgqEjRnzkl1QeAKEWuGlfNGKjESS1FnDRAHCxtk++i6kK216GvgR0j83FTqx+IiKDBQAqEJQeYUk0x5/siTbIqa+DJjCJ+qNJJF927OPVB0DD/HQRoVXRCcVTzNmXyt9RC6gZE0OxnroYLKIthQQBN5wxcqcJfGVqK79gMAGglY+kHWHvIyAxHqXRP0HAoD+axOxHJz+bBQA0/Mm8AHsFjto0yA6D+yLKeHrRWp1s1QQfQ9WPRwMNR/7REdSxIM1fWAYAwnJonb/Z6j5ja6TmxGyhcNGpcozEHYkS6Yvu9/VCTm14KdVJzk30XXkAwN/sEE6OgA06FaXSy6IhnBtEx9XRPwEKmuvitdXwNCSJTsBIFT6GIVvaHBYsAwCt9pfXp5pIR56E70tBg+bv7YsmExExOxujUZxPkDEI8gGAZoc59WxDkRtxwknYCJ5IIPQ6ZlVPnGR8/D6EAw9DQ/2LGK8iyBi7wya8b+CiJ+CCEdAS0yY1QBo71kU//xYOtHgbvcxLA/AcF9P8IA2cOdgkAFKCoVfpdNAtdgJOgjkNQHCVo5mCIB8AeAK77CRs0cn7iezS5BDzLak2PjRBND5OG/h0aIPzUTX5CY9dAqMTCKydmckxJWDQVADQqRBXYAbPAUjQLYUhtyMx/2cUDhHZaHk8kSHndAj6Q/poNRmiDJoQnBQOPBDjRIDgVA4cy1QTZAcAx+BgtqUgEdk8vwSkrjOFEjnEykxhtpTfqf3J/DuHbJ31AMYCwkFmiJajSmiKUQO8ckwaDaBTIdzkZQDAjUVBXN6JWtp8qNchGLbBlAgKgo1XnK0FUo9I6UUT73OFp/Aci1zBmXiWMXUvlWbva528ABBqATjEu2IA7E0whcLzhVNEhUJihepfbXAXH8fjCTTYX47ZmLehv/gd1BPRNHrvZJFFfTOJji4psonNABjuI1HO0vEhWwcIPtHauR7Gy09YH047niPYxkg5wQnOuNaUvcTN5pAeRXUYDsS+GGXVA82iF6FNys/kBwAPgjmddpgaBO4rfUcZfw5rZ/j/PyBBdC/m5jzKqkocPL0wGDDWB2gGQKt8hDrCzlfx0+KWwziZwzcWORAT4wjEsA00ZN5YJurJooMurqAuyKKnHjwWe61z+ny2AKAUHMpZlXh9ENWiG8AmDhNkTlAmiAy10gb6u2YgKFDc90aGBvsEQK8L8v8hLWiaUDMQCHiuAJ/hpG1gPo322gC0opmWShu0ig5xXPomGD/5HJJluYxLzxMAXgu4alFULK4MqfcYQLC4l3gxpkc70qa5mpK8rmBQ86iddeb0nrYA0LwALsRpBdDFAQEMuQXOWzhvB3S+Ld00MVppGCEkWiUQf/fHxoEZPDMs5eylWHr29fl8ARCaQiD2OMwSunt/zwD4m5uYVoIWaEXIMGKkmifWDCsEAE8Tdw20/QlMRK4WhHN+1vYiB8Nn4iPVmQFKC2cd4h/NGN+O5qId0WQ0jIdzlMW5idbNGwAhCOAUT0CG+CpkimkKEQCpSiUS0XpAyxQGQC+u9E0t5EJEq8bDN7hkZ/jqaHrXzK4jodccA7rA4M2hAFAQTEJU6HsIjw7lqPsKN9XkD4AmTXA8Tpk5FafMkIFoCunszNT+QFFmafdz0QAIgKDOMs8NG4Oq2pvHI5OOnEJY8ZkKBBoeZcZ6Ewwfe+pV7AGDAhUFwaABgOtlpXqHyv8O1P3JW6c9KKJdxk31vmQAULOI9KFvAE3JA7Nv3VdkTbymDCEriFS78Gy20ec3SsxnRk73S0XX5nUGBwCCTR7KLCUc4+/C8Tt2y7/XBM4+jnD8ytqI5nWTAiDQBq6EA0JiaZwrcA9aTdcCCFJGz9QxVlPodLRWHo9hW1U1hQYPAEJJR00Ax/gkaIJ/QyjQzQHC75xP4N9XdRCUAgB/70N5ugt8gmUAggcPhUbA6TLhAdox8sEBgAEIlofgR67Lk3nYRzAUTnHsFL7UAmhwASDUBPiZEZCJX4QzhlMTWx0fVGUQlAaAEAQQEqsjf/IgOu3C2Uup/AEtH3kIfsDmGEPpJs5F5kcMAO1QwBPZNdXD8dsd4b8rd0U5DTZAGcvxQWT0o51LKfqeUgHgQaA+wbi1YA4hhEyy0VSPjZ6FeRItJNwTjTQ/5MEkPKy8Qg7x4NMAgb3rHGNmR+H4bYCisetRN0R13+z4VdEvKB0AHgRM3H0KIXEkImf/8dXAH/DZ7KJaUoWLjqF8GQmy9TB7idniWRVyiAcvANQcwquTdDCHllxE5DJoAs4YalUjUyUgdAQAXli46Bl8gh8dgEPw1kzsD3BtXzp9DPICZ2HsTJW0wOAGQKANXB8BKyeh54/B0N1TIPHmwZiP5nxBVUDQMQCoGYhQ5eJIWj2LEvOlkSNwJeaR2XQ1hbSl820096x+jsgH7KWIGEZc1Kxs9bl6AMBrA1c7REMXG0CT6AKESjf8bIMsZZQOx2xUxwCgTjEFBEzFXdBtN/nrabvtwjJylyHGsypaoD4AUJNIE0IwieZGI8vELUSOxnMRX8Kspb0h8xa1g7MBQOgUwxS6FabQjqitSjF+JvQFGJR4DSPp14AW+IhnHtPPiIm5xhDYf7ZeAGg2iRiNgDZYGefunoo6/t3XabzB9friUWafbX9711ENoBqSJg+qSFdB5SjHzzBqlmIgsZpCOoJyPI5guvYXXgsEfRb90aSMv9cTAM3aAJljli2OQ+nwsfAPtoZ5xIfrffW2cKc1QscB4GnifCWYQuciWHAEj6r1NVX8c6wm1LUeQ1Js4wuxHvup3cJlsHZ7a9YXAIE26Ckd9ifIfxlAmIgyii1xTpk+ek5kb6JrLFP0tU1dAYDyIoIFIxfHSZ1wiBeEmZhKC6iwJ7+PRaHcFJzWyUM5vMJtj2MTv8sAEGgDrRydRSAgQrQpAHAgnMIdEDZlm2OoFdzYzCbJlRIM3QJAOITsXJSWHxEOIYvQAmGNEHMPFyMpdjiGjnXbGTYAhBIlzCDzZ5pGeF0JNjFnku4BH2Ft/NyjPPA32rXOl2O7YULt0DUAeC0wC1pgOWiB3xzV6B9wwYEECSxtxnkTs45GnY3zCBCM6GZI1ADQSqUGQHBS37cXcuzHGIRNd0Ky6EurIqaNVszwofNyXL9yH4BotzG9mwDo0QIIEFw/oQF8reuJ0XJhXoDJyR2uxij6Z0Ar38qa2LppazkDwJzI5IGglaRuLDjBAKN1OMAwGoOptlwFs3kABvbcciJc84MSTytQCQzVFnzfnHy/EAD74cyCTs/c0bH0WyIcev+BsytqYwCgtFEwXQPmn4B7K3o2W1sc3s+bDADtUDHw3lSyu1ApwUBQoMx3aZRZsMFk7PIi6wIYa0A7LIOM6vz4W38PSkZ+hUpI/qwAuAaDsfa/Npi3099iqf7u75mR0GfgDI9aslHElsIMYqk016EZxMzwdPpcXcoMGwAGyjBBOa+OInFzeZjYIRj4hAM9HE7zZwEKPlcD86wKe3okfv4Myg34XAwahKUYHG04pykWN06FCYIG87lwZKybyd/BhyskRKHcKTir+cRx5XzxdleJ/PS57plBBoCYfQ00Q48jzBJsSnTXDeIB4cS7l3IQqfPgOS+eiwIkCyEMuBBeF8D/hwMMfBIUXIOvL78r8uQ0P2Ik5lqLfhaA5hjKLVZqALCVsz/QpVXb8f6eeQMDh9/q3v0ZAAa6e3N6f6Ad+LZe0SFmWX1izQW+FRR81f/zQ2FmlD/zeFiaUU1rp7zsPtfS71TfJ/WXcn3emz8CtxsJMQNA6k3ta70W4HAg8Z5wS4dYQdPNBhKGeRnVolccgjMF3agtaT52A9z++g0AKTbS1siWAgaAbLfOLjwFBQwAKahoa2RLAQNAtltnF56CAgaAFFS0NbKlgAEg262zC09BAQNACiraGtlSwACQ7dbZhaeggAEgBRVtjWwpYADIduvswlNQwACQgoq2RrYUMABku3V24SkoYABIQUVbI1sKGACy3Tq78BQUMACkoKKtkS0FDADZbp1deAoKGABSUNHWyJYCBoBst84uPAUFDAApqGhrZEsBA0C2W2cXnoICBoAUVLQ1sqWAASDbrbMLT0EBA0AKKtoa2VLAAJDt1tmFp6CAASAFFW2NbClgAMh26+zCU1DAAJCCirZGthQwAGS7dXbhKShgAEhBRVsjWwoYALLdOrvwFBQwAKSgoq2RLQUMANlunV14CgoYAFJQ0dbIlgIGgGy3zi48BQUMACmoaGtkSwEDQLZbZxee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FNvqB+hadujCpk15zSC1d/Wg9xbuqzp+NOICvA835/1kvq9I6mjj8vy/OgU+R0T5zmcjuRW9O+e+jhEZbCPtfZiEeSbYwPcWEwAkAEP9yHGZhsPwilDHtN3zNsxSDcDvqvonPRDJ3TfgD3krmQLSANq/Zw5qBs6AvT/nsUQAaKasAaCBEGzro5yYwH7HiRy1o7/DsFvOF6e147OGXB7JhzwQq92bxRQKCAAqCPRc9fjrkdwAj887BAI1AD0/JbD/Y4uicGcAFxC8QAO3yM9E06z4Aj3PWiA+W8Aj9Aqu8DnlvJxVTYEBQEHgatZ/Q8R36l0iX7yUmEP0yHVxbVBcAKgWQJEHK8X23MKfFlCMURuoKXQLLqT+BRO9NMW3Vu9HQABwvUCkhVZ40T38MTxw16Cv5+y7oRzxcxws7MLaoLgA4M5QHcNDsSwyH2eif73yZJ7eoS7za2RVL3MYc2skv/9XvILdpGuVfAEBwKWBq3Bdl+gTMIsuQRLeJ88npmEXPRwXGwDK8cndtbttlv8GE3fD0+cBxgeGTYrknYcTEGgBSlvnlPTfAgRAGgitAiGJmH+Gml+6Rx/jDS80hywXqDOcUIfXwE0ZawG08tZ8Hh8eIbWDtdaVv38B79OPr0Qk9KkaQRAwANoCgnaRYBTydgbIboSphL6isUlUi2CoAzv4HLLYGiDmUHzRKwMtcNSpIvtt7V8L8GMIAi2f/BsadQ1HwlxcPabmUEdngi4AABUISg83JZrtT86dmjQaVpdxRzTxyal1Gqv4ANCF8xZzFIXMPAceIahjYiJPY9e0KRRvOr60pJAgGIHagdhHrjfMtLfhXQQArjZIF8J/gPPYqVMiefd3naRJnZjW57BhACBVK3D8Lk50OEd/yzQhlb9VE3wBpj4FGx63/GOMoL2DoGcAuFma2n+zrfBE3hyp9phJ58DXaEtFJieOmRXJU3CXxuaQq6V9cmaDxgoDAEoMMhmIfh0qxvqhIDzO7GST18SEyUuzdF685h9NxGVv9/PCBz6MlrblFvQMgLbWErttGb1LKufqURjzNaHglFm6HfsugMfs0dvwaqZPBAyCcACgWgCmyVo7iVx7jJ+L3drbcL1xkv7x2S9GMhF9cOa+mki+5Gb71jOKZwBoW5h3cfCcg69Vl5O4XUz6YRpzbA7WoUpMP2uR1GmnWuxi3AQzm4IhYE0QDgBUytAdh+DY0aeJ/DB1IOZLfJkErgmi/nHawJPuQawAWZPxDfSUfgoE5i6hr9H0cRVZzsNNN9oVYhp68MycCE3XH8oHuVGroQvEt9YX2XrNinxrzWqfHn3a6gxRD5oQnBQO7DI9DiB4iA3HAtUE4QEgaQjVHYxwI65VWhkeCS1ycW3WtkyIWv7mRku1ppjtAPmwydZkREvfehy/MJMUrUp4PugGCT19rB8AaFeIuPMyI9RkMF47RBcktSEi1ksAAJujq/ZA3Pqy3QborJ0cEny3SFlEEzh1w3oLz0WIFTwyC6+qV9e9WjauxteGBQBXC6B4ng1gaQq59wv7BEH8cY4NrDa4AuHJN5FK/IjIC8/CNn8HL4YpMOOqiiyP73qQrnE/Wl+eBkBrY6xYpOOL5xACgl/I318aWmHX7XEn2na4ay1J50h3iPOhDdLmkILgnBmRPH0nPiFLFD0rkTy8LzwApEDQ1m2HvkHgAoE/u7kz/P2vSCv+7UuooX0D9x2jue+yYMC8rR2/pgHaikdoi0SnW1zLNwEECIYhA6pAdMtAXebNyzutUfSkzJRnkNYoet7U8ryTq+H94QKAUpBdHvB9zEhUjq29aIDMh7RL07G9JDLXTIjPITmDRIsFgDsprZ6LT8GJZmDjKsRMevQXORAFRUO2r9pFvs2itjxmn+JzDx+PYFlA7dLDBICrBRAh7onNnoKU6ZXgq9dyxxqEQM0vTQOBfKhaQc2jmgdNvaFTAPgaQhMQ8KxCIMA8Wn5raKXBFdkc54VFOkYnNMzjNGgFAcbSAOKruIrqZFyYsQDeOu+9l/IStY33hwsAFwQg9oroJTT1pOpBkMKQKtlXfKAjurseI9U8ec2wTABQmvC7tpKBt6oCk2T/w0SOxMXYfHzdGaB0iRUR/tEeovc8F8nV4/E31hYX/AkbAC4IcCjeaA/chDi0agrFQMhxB26z9y0zABbhygQI9BzBW7XB7iJjh1RkaWR1amQ3JmESWMu6ZlcAKAguhGfod3SPFvxQHD4AUppgx+SWGTIQzRHtnZlH1WdljDzvyw0AFwh6RsBhvQ+yaicORyQdgTU349MXCPSScrZWPAzngfhWngJfn9R1AKCJMghW7Qx1f/reCw/FPi6KyMPMWd7rDQAqIEgf5+bIscchkLbGwosEfdBIQaTahXeznYZLSSK2dU9FqrPQpB7v6RoAcDeZBikOxgN/hMPYHtUYgasJ+NIQtIFXALjagJFjnAu640KNcbiOalOAQOMF+rI89NGDsZpCE9Ff9P6pxTWFug4AXBDwZ2zy96EJzhyU3JdFIcQzQfK6PJtcD0mUHrMuAFAaEQQ4E7QABJfBe7YevrsXaGdpitGKscT9GyE2wbw9AuFQ3MzzGQvtffZi9bQJXQsAaRDAHBqwPwo5DsCWJpmU7vVBRQZB3QDgggDesyU3QlrHKYv2XvJ1HmDsgdr30ZcjucBnG0pPzB9bA4Vui5J1oa3V8xgAB7+1ERmd8OOK9IL3Qxkr5oOc3o+s0+vM++oKAAVBciZYcTs0IIMLmWSLXcg5vWdunEQTCY+7IZI3HsDgBYsSd00AuJogabPIW9PHHllV9+ncoVgS5NH7neHoGl9TdwC4IICQ+A405WgEzFrPA0k0OytdVLho8O21d3EmY+8l5i4V6EDcdQGgG8zvSQo1M0iPPbLaY6itHJkiAaEhAHBBiTPB8DNE9vl2FQRMdc6ZzdGaSKha4MLbEBtg25kCaYGuDYDWk1kCAl4vil0dgByZ0/apyJLoNldUL1HDAKBcDldld9QzXH9eRVZH3YGPajs1hbSk8z0U9gwbiTQJBC1zNyOuUaMu7uXlAICr7umagIeIJtHpB4psu26SLAapxwNyva4hqnW/GgaA1HmgP6rtrkOgzE2eq3Xu6de7aeRxhFhrB2ptPpZ3Im28vzwAcM8FiUlUQX3vDntB9Q9EEUuSwhz3yqxjeWFn97ChAHBBAM/ZcTCF9t7ST/sZ9yxAur7JlvS8qpbBMcqeJp+9ygWAtElECQRt0BPtVobsK3IALp7mQ5uVTzOB0BQAcPkwE3uug8Kes+E1o9/eQ0NiNYW0BeWJN+KqWl7GUYAKsnICIK0N2AQWJtCKSB0ehoS6721SBUJc+5p0nnAld1bPSGelP1/XcACkTKFBw+Ew2MmPFtB1q4fp8dciOe8C/FXrmZuoBcoLgLQ24O/JDfKroMZ22ECR7260cGdab2RPcXG9wNAUAOja4Kps6Yf65lEV6c02MJ60gFu/MxjR4Y+fw9h6KUct0sHjaw0Arjag7c9DMgvd4SHqu6nIoB3gNkVTXpY5ulohLsCq41mhaQDQ9jPw1AzCheXHuk3IuOaM0trNEeqBM9jk2ZHcwQu4m+wSNQC40sSNIBMINI3wN9rE2yGNeK9tKrIZKqtalUeSXhGf5QCGNG9kZZammUAuLRItcAvcokvjLODriiotxnnnQ2jZc3AYZnuZvPez5dAIBoC2iOcCgf+flBdSWvVF94UBAMNOG1ZkY5gJ7qP9coiEuKtcauxaXKxN0wCqEekpQ67Q0BGoLYZzgEltlNx5QO3GBehyPvJqtKJHV4247WR8X1XjHwNAezR3Q6FkCFZWEQwsxgcY+qwtsgX68nx3Y5FN1qj2A0o/lHiagUpEqLbg69qzJlwATL8cL26GxwSm4AooNZ0+YmFGbdrsy8KyCqYZf4jkl1xbnrvZskzAeY8BoDMETHdf4HvoKiUY+B0mQveVUYAOjbApzKWNkWO/wWqIqCKyujSbZnXwUDLyI2hm8OHPX2LcngAdmWTGFfiDlhZ2NJiv/0/WTJCORy/WDVdPCt895PGoZ41m0DGIDEd0PjTJDDIA1MowrlZw+/IwsEMNQUDgAF3BobkHEu96o/Sw/6oi/VZDW0MAYhX06lmpT0VWgNTjxX9s9U5zYHHPrU/icopL8L94bzx2Ix+uD4lyuxyB1JE9M55+O5jvEbiM5L1H8aImmUEGgDwM5WoGjqOA4N/JrAqKWLzji4wObVFBWnaFWgNgaAFQeuLnngADgcAv2to8T/D7nPdhirPPDm/JbMbDFBEkEa6Jsw8DWTwD5IVCTI5kfW+jo97cN5u3PgOAT6ZqK31STYYkvTg+7OmXAkPbrXMuCir9mYzfrEoqXQ81GxMJfT8cn2vjGvOmnmacmwEgI+FqftviNrg9m1pB08ykMZ03tZcLzpoJ0MYbuL4mX8FqAPCxkTZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZG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FNvqB+hadujCpk15zSC1d/Wg9xbuqzp+NOICvA835/1kvq9I6mjj8vy/OgU+R0T5zmcjuRW9O+e+jhEZbCPtfZiEeSbYwPcWEwAkAEP9yHGZhsPwilDHtN3zNsxSDcDvqvonPRDJ3TfgD3krmQLSANq/Zw5qBs6AvT/nsUQAaKasAaCBEGzro5yYwH7HiRy1o7/DsFvOF6e147OGXB7JhzwQq92bxRQKCAAqCPRc9fjrkdwAj887BAI1AD0/JbD/Y4uicGcAFxC8QAO3yM9E06z4Aj3PWiA+W8Aj9Aqu8DnlvJxVTYEBQEHgatZ/Q8R36l0iX7yUmEP0yHVxbVBcAKgWQJEHK8X23MKfFlCMURuoKXQLLqT+BRO9NMW3Vu9HQABwvUCkhVZ40T38MTxw16Cv5+y7oRzxcxws7MLaoLgA4M5QHcNDsSwyH2eif73yZJ7eoS7za2RVL3MYc2skv/9XvILdpGuVfAEBwKWBq3Bdl+gTMIsuQRLeJ88npmEXPRwXGwDK8cndtbttlv8GE3fD0+cBxgeGTYrknYcTEGgBSlvnlPTfAgRAGgitAiGJmH+Gml+6Rx/jDS80hywXqDOcUIfXwE0ZawG08tZ8Hh8eIbWDtdaVv38B79OPr0Qk9KkaQRAwANoCgnaRYBTydgbIboSphL6isUlUi2CoAzv4HLLYGiDmUHzRKwMtcNSpIvtt7V8L8GMIAi2f/BsadQ1HwlxcPabmUEdngi4AABUISg83JZrtT86dmjQaVpdxRzTxyal1Gqv4ANCF8xZzFIXMPAceIahjYiJPY9e0KRRvOr60pJAgGIHagdhHrjfMtLfhXQQArjZIF8J/gPPYqVMiefd3naRJnZjW57BhACBVK3D8Lk50OEd/yzQhlb9VE3wBpj4FGx63/GOMoL2DoGcAuFma2n+zrfBE3hyp9phJ58DXaEtFJieOmRXJU3CXxuaQq6V9cmaDxgoDAEoMMhmIfh0qxvqhIDzO7GST18SEyUuzdF685h9NxGVv9/PCBz6MlrblFvQMgLbWErttGb1LKufqURjzNaHglFm6HfsugMfs0dvwaqZPBAyCcACgWgCmyVo7iVx7jJ+L3drbcL1xkv7x2S9GMhF9cOa+mki+5Gb71jOKZwBoW5h3cfCcg69Vl5O4XUz6YRpzbA7WoUpMP2uR1GmnWuxi3AQzm4IhYE0QDgBUytAdh+DY0aeJ/DB1IOZLfJkErgmi/nHawJPuQawAWZPxDfSUfgoE5i6hr9H0cRVZzsNNN9oVYhp68MycCE3XH8oHuVGroQvEt9YX2XrNinxrzWqfHn3a6gxRD5oQnBQO7DI9DiB4iA3HAtUE4QEgaQjVHYxwI65VWhkeCS1ycW3WtkyIWv7mRku1ppjtAPmwydZkREvfehy/MJMUrUp4PugGCT19rB8AaFeIuPMyI9RkMF47RBcktSEi1ksAAJujq/ZA3Pqy3QborJ0cEny3SFlEEzh1w3oLz0WIFTwyC6+qV9e9WjauxteGBQBXC6B4ng1gaQq59wv7BEH8cY4NrDa4AuHJN5FK/IjIC8/CNn8HL4YpMOOqiiyP73qQrnE/Wl+eBkBrY6xYpOOL5xACgl/I318aWmHX7XEn2na4ay1J50h3iPOhDdLmkILgnBmRPH0nPiFLFD0rkTy8LzwApEDQ1m2HvkHgAoE/u7kz/P2vSCv+7UuooX0D9x2jue+yYMC8rR2/pgHaikdoi0SnW1zLNwEECIYhA6pAdMtAXebNyzutUfSkzJRnkNYoet7U8ryTq+H94QKAUpBdHvB9zEhUjq29aIDMh7RL07G9JDLXTIjPITmDRIsFgDsprZ6LT8GJZmDjKsRMevQXORAFRUO2r9pFvs2itjxmn+JzDx+PYFlA7dLDBICrBRAh7onNnoKU6ZXgq9dyxxqEQM0vTQOBfKhaQc2jmgdNvaFTAPgaQhMQ8KxCIMA8Wn5raKXBFdkc54VFOkYnNMzjNGgFAcbSAOKruIrqZFyYsQDeOu+9l/IStY33hwsAFwQg9oroJTT1pOpBkMKQKtlXfKAjurseI9U8ec2wTABQmvC7tpKBt6oCk2T/w0SOxMXYfHzdGaB0iRUR/tEeovc8F8nV4/E31hYX/AkbAC4IcCjeaA/chDi0agrFQMhxB26z9y0zABbhygQI9BzBW7XB7iJjh1RkaWR1amQ3JmESWMu6ZlcAKAguhGfod3SPFvxQHD4AUppgx+SWGTIQzRHtnZlH1WdljDzvyw0AFwh6RsBhvQ+yaicORyQdgTU349MXCPSScrZWPAzngfhWngJfn9R1AKCJMghW7Qx1f/reCw/FPi6KyMPMWd7rDQAqIEgf5+bIscchkLbGwosEfdBIQaTahXeznYZLSSK2dU9FqrPQpB7v6RoAcDeZBikOxgN/hMPYHtUYgasJ+NIQtIFXALjagJFjnAu640KNcbiOalOAQOMF+rI89NGDsZpCE9Ff9P6pxTWFug4AXBDwZ2zy96EJzhyU3JdFIcQzQfK6PJtcD0mUHrMuAFAaEQQ4E7QABJfBe7YevrsXaGdpitGKscT9GyE2wbw9AuFQ3MzzGQvtffZi9bQJXQsAaRDAHBqwPwo5DsCWJpmU7vVBRQZB3QDgggDesyU3QlrHKYv2XvJ1HmDsgdr30ZcjucBnG0pPzB9bA4Vui5J1oa3V8xgAB7+1ERmd8OOK9IL3Qxkr5oOc3o+s0+vM++oKAAVBciZYcTs0IIMLmWSLXcg5vWdunEQTCY+7IZI3HsDgBYsSd00AuJogabPIW9PHHllV9+ncoVgS5NH7neHoGl9TdwC4IICQ+A405WgEzFrPA0k0OytdVLho8O21d3EmY+8l5i4V6EDcdQGgG8zvSQo1M0iPPbLaY6itHJkiAaEhAHBBiTPB8DNE9vl2FQRMdc6ZzdGaSKha4MLbEBtg25kCaYGuDYDWk1kCAl4vil0dgByZ0/apyJLoNldUL1HDAKBcDldld9QzXH9eRVZH3YGPajs1hbSk8z0U9gwbiTQJBC1zNyOuUaMu7uXlAICr7umagIeIJtHpB4psu26SLAapxwNyva4hqnW/GgaA1HmgP6rtrkOgzE2eq3Xu6de7aeRxhFhrB2ptPpZ3Im28vzwAcM8FiUlUQX3vDntB9Q9EEUuSwhz3yqxjeWFn97ChAHBBAM/ZcTCF9t7ST/sZ9yxAur7JlvS8qpbBMcqeJp+9ygWAtElECQRt0BPtVobsK3IALp7mQ5uVTzOB0BQAcPkwE3uug8Kes+E1o9/eQ0NiNYW0BeWJN+KqWl7GUYAKsnICIK0N2AQWJtCKSB0ehoS6721SBUJc+5p0nnAld1bPSGelP1/XcACkTKFBw+Ew2MmPFtB1q4fp8dciOe8C/FXrmZuoBcoLgLQ24O/JDfKroMZ22ECR7260cGdab2RPcXG9wNAUAOja4Kps6Yf65lEV6c02MJ60gFu/MxjR4Y+fw9h6KUct0sHjaw0Arjag7c9DMgvd4SHqu6nIoB3gNkVTXpY5ulohLsCq41mhaQDQ9jPw1AzCheXHuk3IuOaM0trNEeqBM9jk2ZHcwQu4m+wSNQC40sSNIBMINI3wN9rE2yGNeK9tKrIZKqtalUeSXhGf5QCGNG9kZZammUAuLRItcAvcokvjLODriiotxnnnQ2jZc3AYZnuZvPez5dAIBoC2iOcCgf+flBdSWvVF94UBAMNOG1ZkY5gJ7qP9coiEuKtcauxaXKxN0wCqEekpQ67Q0BGoLYZzgEltlNx5QO3GBehyPvJqtKJHV4247WR8X1XjHwNAezR3Q6FkCFZWEQwsxgcY+qwtsgX68nx3Y5FN1qj2A0o/lHiagUpEqLbg69qzJlwATL8cL26GxwSm4AooNZ0+YmFGbdrsy8KyCqYZf4jkl1xbnrvZskzAeY8BoDMETHdf4HvoKiUY+B0mQveVUYAOjbApzKWNkWO/wWqIqCKyujSbZnXwUDLyI2hm8OHPX2LcngAdmWTGFfiDlhZ2NJiv/0/WTJCORy/WDVdPCt895PGoZ41m0DGIDEd0PjTJDDIA1MowrlZw+/IwsEMNQUDgAF3BobkHEu96o/Sw/6oi/VZDW0MAYhX06lmpT0VWgNTjxX9s9U5zYHHPrU/icopL8L94bzx2Ix+uD4lyuxyB1JE9M55+O5jvEbiM5L1H8aImmUEGgDwM5WoGjqOA4N/JrAqKWLzji4wObVFBWnaFWgNgaAFQeuLnngADgcAv2to8T/D7nPdhirPPDm/JbMbDFBEkEa6Jsw8DWTwD5IVCTI5kfW+jo97cN5u3PgOAT6ZqK31STYYkvTg+7OmXAkPbrXMuCir9mYzfrEoqXQ81GxMJfT8cn2vjGvOmnmacmwEgI+FqftviNrg9m1pB08ykMZ03tZcLzpoJ0MYbuL4mX8FqAPCxkTZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZG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<DT><A HREF="https://vk.com/o_lslg_o_glsl_o" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">◯ᙁƧSᙁᕤᕦ◯ⵙ◯ᕤᕦᙁƧSᙁ◯ | УКантакце</A>
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">⠀ⵙᗩᴥ⚭ᗱᗴᕤᕦOᗱᗴᕤᕦⵙ⠀◯⠀ⵙ⠀◯⠀ⵙᕤᕦᗱᗴOᕤᕦᗱᗴ⚭ᴥᗩⵙ</A>
<DT><A HREF="https://vk.com/O__ARBEGOEG__O__GEOGEBRA__O" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">⠀ⵙᗩᴥ⚭ᗱᗴᕤᕦOᗱᗴᕤᕦⵙ⠀◯⠀ⵙ⠀◯⠀ⵙᕤᕦᗱᗴOᕤᕦᗱᗴ⚭ᴥᗩⵙ</A>
<DT><A HREF="https://vk.com/audios-215377945" ADD_DATE="1686506557" LAST_MODIFIED="1688942319">djbeat — в одиночестве</A>
- <DT><A HREF="https://vk.com/epsilondelta.geogebra" ADD_DATE="1686506557" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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">Geogebra</A>
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">Параметрическое моделирование (Grasshopper)</A>
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">Параметрическое моделирование (Grasshopper)</A>
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<DT><A HREF="https://vk.com/O_GNINUTORCIM_O_MICROTUNING_O" ADD_DATE="1686506562" LAST_MODIFIED="1688942319">ⵙᕤᕦИNꖴИNᑎ✤Ⓞᴥᑐᑕꖴᙏⵙ◯ⵙ◯ⵙᙏꖴᑐᑕᴥⓄ✤ᑎИNꖴИNᕤᕦⵙ</A>
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| УКантакце</A>
+ <DT><A HREF="https://vk.com/club167405409" ADD_DATE="1686506562" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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FNvqB+hadujCpk15zSC1d/Wg9xbuqzp+NOICvA835/1kvq9I6mjj8vy/OgU+R0T5zmcjuRW9O+e+jhEZbCPtfZiEeSbYwPcWEwAkAEP9yHGZhsPwilDHtN3zNsxSDcDvqvonPRDJ3TfgD3krmQLSANq/Zw5qBs6AvT/nsUQAaKasAaCBEGzro5yYwH7HiRy1o7/DsFvOF6e147OGXB7JhzwQq92bxRQKCAAqCPRc9fjrkdwAj887BAI1AD0/JbD/Y4uicGcAFxC8QAO3yM9E06z4Aj3PWiA+W8Aj9Aqu8DnlvJxVTYEBQEHgatZ/Q8R36l0iX7yUmEP0yHVxbVBcAKgWQJEHK8X23MKfFlCMURuoKXQLLqT+BRO9NMW3Vu9HQABwvUCkhVZ40T38MTxw16Cv5+y7oRzxcxws7MLaoLgA4M5QHcNDsSwyH2eif73yZJ7eoS7za2RVL3MYc2skv/9XvILdpGuVfAEBwKWBq3Bdl+gTMIsuQRLeJ88npmEXPRwXGwDK8cndtbttlv8GE3fD0+cBxgeGTYrknYcTEGgBSlvnlPTfAgRAGgitAiGJmH+Gml+6Rx/jDS80hywXqDOcUIfXwE0ZawG08tZ8Hh8eIbWDtdaVv38B79OPr0Qk9KkaQRAwANoCgnaRYBTydgbIboSphL6isUlUi2CoAzv4HLLYGiDmUHzRKwMtcNSpIvtt7V8L8GMIAi2f/BsadQ1HwlxcPabmUEdngi4AABUISg83JZrtT86dmjQaVpdxRzTxyal1Gqv4ANCF8xZzFIXMPAceIahjYiJPY9e0KRRvOr60pJAgGIHagdhHrjfMtLfhXQQArjZIF8J/gPPYqVMiefd3naRJnZjW57BhACBVK3D8Lk50OEd/yzQhlb9VE3wBpj4FGx63/GOMoL2DoGcAuFma2n+zrfBE3hyp9phJ58DXaEtFJieOmRXJU3CXxuaQq6V9cmaDxgoDAEoMMhmIfh0qxvqhIDzO7GST18SEyUuzdF685h9NxGVv9/PCBz6MlrblFvQMgLbWErttGb1LKufqURjzNaHglFm6HfsugMfs0dvwaqZPBAyCcACgWgCmyVo7iVx7jJ+L3drbcL1xkv7x2S9GMhF9cOa+mki+5Gb71jOKZwBoW5h3cfCcg69Vl5O4XUz6YRpzbA7WoUpMP2uR1GmnWuxi3AQzm4IhYE0QDgBUytAdh+DY0aeJ/DB1IOZLfJkErgmi/nHawJPuQawAWZPxDfSUfgoE5i6hr9H0cRVZzsNNN9oVYhp68MycCE3XH8oHuVGroQvEt9YX2XrNinxrzWqfHn3a6gxRD5oQnBQO7DI9DiB4iA3HAtUE4QEgaQjVHYxwI65VWhkeCS1ycW3WtkyIWv7mRku1ppjtAPmwydZkREvfehy/MJMUrUp4PugGCT19rB8AaFeIuPMyI9RkMF47RBcktSEi1ksAAJujq/ZA3Pqy3QborJ0cEny3SFlEEzh1w3oLz0WIFTwyC6+qV9e9WjauxteGBQBXC6B4ng1gaQq59wv7BEH8cY4NrDa4AuHJN5FK/IjIC8/CNn8HL4YpMOOqiiyP73qQrnE/Wl+eBkBrY6xYpOOL5xACgl/I318aWmHX7XEn2na4ay1J50h3iPOhDdLmkILgnBmRPH0nPiFLFD0rkTy8LzwApEDQ1m2HvkHgAoE/u7kz/P2vSCv+7UuooX0D9x2jue+yYMC8rR2/pgHaikdoi0SnW1zLNwEECIYhA6pAdMtAXebNyzutUfSkzJRnkNYoet7U8ryTq+H94QKAUpBdHvB9zEhUjq29aIDMh7RL07G9JDLXTIjPITmDRIsFgDsprZ6LT8GJZmDjKsRMevQXORAFRUO2r9pFvs2itjxmn+JzDx+PYFlA7dLDBICrBRAh7onNnoKU6ZXgq9dyxxqEQM0vTQOBfKhaQc2jmgdNvaFTAPgaQhMQ8KxCIMA8Wn5raKXBFdkc54VFOkYnNMzjNGgFAcbSAOKruIrqZFyYsQDeOu+9l/IStY33hwsAFwQg9oroJTT1pOpBkMKQKtlXfKAjurseI9U8ec2wTABQmvC7tpKBt6oCk2T/w0SOxMXYfHzdGaB0iRUR/tEeovc8F8nV4/E31hYX/AkbAC4IcCjeaA/chDi0agrFQMhxB26z9y0zABbhygQI9BzBW7XB7iJjh1RkaWR1amQ3JmESWMu6ZlcAKAguhGfod3SPFvxQHD4AUppgx+SWGTIQzRHtnZlH1WdljDzvyw0AFwh6RsBhvQ+yaicORyQdgTU349MXCPSScrZWPAzngfhWngJfn9R1AKCJMghW7Qx1f/reCw/FPi6KyMPMWd7rDQAqIEgf5+bIscchkLbGwosEfdBIQaTahXeznYZLSSK2dU9FqrPQpB7v6RoAcDeZBikOxgN/hMPYHtUYgasJ+NIQtIFXALjagJFjnAu640KNcbiOalOAQOMF+rI89NGDsZpCE9Ff9P6pxTWFug4AXBDwZ2zy96EJzhyU3JdFIcQzQfK6PJtcD0mUHrMuAFAaEQQ4E7QABJfBe7YevrsXaGdpitGKscT9GyE2wbw9AuFQ3MzzGQvtffZi9bQJXQsAaRDAHBqwPwo5DsCWJpmU7vVBRQZB3QDgggDesyU3QlrHKYv2XvJ1HmDsgdr30ZcjucBnG0pPzB9bA4Vui5J1oa3V8xgAB7+1ERmd8OOK9IL3Qxkr5oOc3o+s0+vM++oKAAVBciZYcTs0IIMLmWSLXcg5vWdunEQTCY+7IZI3HsDgBYsSd00AuJogabPIW9PHHllV9+ncoVgS5NH7neHoGl9TdwC4IICQ+A405WgEzFrPA0k0OytdVLho8O21d3EmY+8l5i4V6EDcdQGgG8zvSQo1M0iPPbLaY6itHJkiAaEhAHBBiTPB8DNE9vl2FQRMdc6ZzdGaSKha4MLbEBtg25kCaYGuDYDWk1kCAl4vil0dgByZ0/apyJLoNldUL1HDAKBcDldld9QzXH9eRVZH3YGPajs1hbSk8z0U9gwbiTQJBC1zNyOuUaMu7uXlAICr7umagIeIJtHpB4psu26SLAapxwNyva4hqnW/GgaA1HmgP6rtrkOgzE2eq3Xu6de7aeRxhFhrB2ptPpZ3Im28vzwAcM8FiUlUQX3vDntB9Q9EEUuSwhz3yqxjeWFn97ChAHBBAM/ZcTCF9t7ST/sZ9yxAur7JlvS8qpbBMcqeJp+9ygWAtElECQRt0BPtVobsK3IALp7mQ5uVTzOB0BQAcPkwE3uug8Kes+E1o9/eQ0NiNYW0BeWJN+KqWl7GUYAKsnICIK0N2AQWJtCKSB0ehoS6721SBUJc+5p0nnAld1bPSGelP1/XcACkTKFBw+Ew2MmPFtB1q4fp8dciOe8C/FXrmZuoBcoLgLQ24O/JDfKroMZ22ECR7260cGdab2RPcXG9wNAUAOja4Kps6Yf65lEV6c02MJ60gFu/MxjR4Y+fw9h6KUct0sHjaw0Arjag7c9DMgvd4SHqu6nIoB3gNkVTXpY5ulohLsCq41mhaQDQ9jPw1AzCheXHuk3IuOaM0trNEeqBM9jk2ZHcwQu4m+wSNQC40sSNIBMINI3wN9rE2yGNeK9tKrIZKqtalUeSXhGf5QCGNG9kZZammUAuLRItcAvcokvjLODriiotxnnnQ2jZc3AYZnuZvPez5dAIBoC2iOcCgf+flBdSWvVF94UBAMNOG1ZkY5gJ7qP9coiEuKtcauxaXKxN0wCqEekpQ67Q0BGoLYZzgEltlNx5QO3GBehyPvJqtKJHV4247WR8X1XjHwNAezR3Q6FkCFZWEQwsxgcY+qwtsgX68nx3Y5FN1qj2A0o/lHiagUpEqLbg69qzJlwATL8cL26GxwSm4AooNZ0+YmFGbdrsy8KyCqYZf4jkl1xbnrvZskzAeY8BoDMETHdf4HvoKiUY+B0mQveVUYAOjbApzKWNkWO/wWqIqCKyujSbZnXwUDLyI2hm8OHPX2LcngAdmWTGFfiDlhZ2NJiv/0/WTJCORy/WDVdPCt895PGoZ41m0DGIDEd0PjTJDDIA1MowrlZw+/IwsEMNQUDgAF3BobkHEu96o/Sw/6oi/VZDW0MAYhX06lmpT0VWgNTjxX9s9U5zYHHPrU/icopL8L94bzx2Ix+uD4lyuxyB1JE9M55+O5jvEbiM5L1H8aImmUEGgDwM5WoGjqOA4N/JrAqKWLzji4wObVFBWnaFWgNgaAFQeuLnngADgcAv2to8T/D7nPdhirPPDm/JbMbDFBEkEa6Jsw8DWTwD5IVCTI5kfW+jo97cN5u3PgOAT6ZqK31STYYkvTg+7OmXAkPbrXMuCir9mYzfrEoqXQ81GxMJfT8cn2vjGvOmnmacmwEgI+FqftviNrg9m1pB08ykMZ03tZcLzpoJ0MYbuL4mX8FqAPCxkTZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAUMAMFunU3cBwUMAD6oaGMESwEDQLBbZxP3QQEDgA8q2hjBUsAAEOzW2cR9UMAA4IOKNkawFDAABLt1NnEfFDAA+KCijREsBQwAwW6dTdwHBQwAPqhoYwRLAQNAsFtnE/dBAQOADyraGMFSwAAQ7NbZxH1QwADgg4o2RrAUMAAEu3U2cR8UMAD4oKKNESwFDADBbp1N3AcFDAA+qGhjBEsBA0CwW2cT90EBA4APKtoYwVLAABDs1tnEfVDAAOCDijZGsBQwAAS7dTZxHxQwAPigoo0RLAX+H+7c9DUyrG3AAAAAAElFTkSuQmCC">ⵙᗱᗴИNⓄᴥᗝⵙ✤ꗳꗳⵙ⠀✺⠀ⵙ⠀✺⠀ⵙꗳꗳ✤ⵙᗝᴥⓄИNᗱᗴⵙ | УКантакце</A>
<DT><A HREF="https://vk.com/o_enord_tff_o_fft_drone_o" ADD_DATE="1686506562" LAST_MODIFIED="1688942319">ⵙᗱᗴИNⓄᴥᗝⵙ✤ꗳꗳⵙ⠀✺⠀ⵙ⠀✺⠀ⵙꗳꗳ✤ⵙᗝᴥⓄИNᗱᗴⵙ | УКантакце</A>
<DT><A HREF="https://vk.com/o_foknesoknotna_antonkosenkof_o" ADD_DATE="1686506562" LAST_MODIFIED="1688942319">ⵙꗳⓄ✻ИNᗱᗴᔓᔕⓄ✻ИNⓄ✤ИNᗩⵙ◯ⵙ◯ⵙᗩИN✤ⓄИN✻ⓄᔓᔕᗱᗴИN✻Ⓞꗳⵙ</A>
<DT><A HREF="https://vk.com/egaugnalgnidahs_shadinglanguage" ADD_DATE="1686506562" LAST_MODIFIED="1688942319">ᗱᗴᕤᕦᗩᑎᕤᕦИNᗩᙁᕤᕦИNꖴᗝᗩ옷ᔓᔕⵙᔓᔕ옷ᗩᗝꖴИNᕤᕦᙁᗩИNᕤᕦᗱᗴ</A>
@@ -1677,14 +1681,14 @@
<DT><A HREF="https://vk.com/page-87938575_51386471" ADD_DATE="1686506562" LAST_MODIFIED="1688942319">Ссылки</A>
<DT><A HREF="https://vk.com/search?c%5Bq%5D=%s&c%5Bsection%5D=auto" ADD_DATE="1686723525" LAST_MODIFIED="1688942319" SHORTCUTURL="vk">Search VK</A>
<DT><A HREF="https://vk.com/O__XOFERIF__O__FIREFOX__O" ADD_DATE="1687050775" LAST_MODIFIED="1688942319">⠀ⵙꕤOꗳᗱᗴᴥꖴꗳⵙ◯ⵙ◯ⵙꗳꖴᴥᗱᗴꗳOꕤⵙ⠀</A>
- <DT><A HREF="https://vk.com/club221159953" ADD_DATE="1687064025" LAST_MODIFIED="1688942319" ICON_URI="https://vk.com/images/icons/pwa/apple/default.png?15" 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" 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| VK</A>
<DT><A HREF="https://vk.com/o____t_s_w____o____w_s_t____o" ADD_DATE="1704708819" LAST_MODIFIED="1704708819">ⵙ✤ⵙᔓᔕⵙWⵙ◌ⵙ◌ⵙWⵙᔓᔕⵙ✤ⵙ</A>
</DL><p>
<DT><H3 ADD_DATE="1686506557" 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>
@@ -1728,7 +1732,7 @@
<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>
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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>
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@@ -1784,7 +1788,7 @@
<DT><A HREF="https://flickr.com/photos/80808" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀ ⠀ | Flickr</A>
<DT><A HREF="https://codepen.io/OOOOOOOOOOOOOOOO" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://cpwebassets.codepen.io/assets/favicon/favicon-aec34940fbc1a6e787974dcd360f2c6b63348d4b1f4e06c77743096d55480f33.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAAAXNSR0IArs4c6QAABZxJREFUaAXdWkdLZFsQNi3E7HIQI4hhlmZGUQyoqPgHZmUOC5duBPe6UESMGBBx5d4s7pyHe0HMirg2IIKh3vkc686599btvt32wOtXcDnlCV99X53uPnW6DQn5NCIKVU+7en6p50E9/zUDJ3ADx1Dm/dGqjm/q2VFPsBi4fgN5ZB1qttVTiY4gsl3FtfrjZaOcmSAirlPtgIBfqqdI7w0i/58wRfb73yA8NzcXkpmZ+fHMz8//jRDA/B4S6Hft1dUV1dbWkgI3PejDWKAtoAKmp6cpNjbWRFwXgjHMCaQFRMDFxQVVVVU5EtdFwK+uriasCYR9ScD7+ztNTExQTEyMa/IsBmuwFhhfMb8FnJ6eUkVFhY14aGgodXZ2Uk5OjjEGH30YYwHcAgNY/prPApCxsbExio6OtpFJS0uj7e3tDy55eXnGOHwYxjCHyXMLLGD6sxs+CTg+PqaysjIbAWS2q6uLHh7+lFCSAIjAHMyVdgPYiOGLuRLw9vZGIyMjFBUVZSOPjO7s2MsoJwFMDmuk3UAMxEJMN+ZVwNHREf348cNGHBns6ekxZV0P6E0A5mI3gCHtBmIitjdzFIAMDA8PU2RkpI18eno67e7uesR2I4ABgAVMfk9wi9jg4Gk3RAEnJydUXFxsA0Sment76fHxkWM7tr4IAAgwgS3tBriAk2SigIKCAhv5jIwM2tvbkzBsfWtra5SQkGBgwEefG0MMxOJd4DY/P19cLgqQsjAwMECvr68iCHfe3d1Ra2urLTiTwBjmeDLEQCxewy04SSYK4EXWtrCwkA4PDyUc2tzcpJSUFFtgKwbmYK5kwEYM6xr+W1rjkwAA4Y01NDRkvLHwSYJTloPobVNTE+HR+9jHGj438CYFpvSBwfPRSib26ouSk5MpIiLCRqKkpISWl5fFz/L4+HhaXFw04sFHn44LH+cAMIBlHUNMxNb7DUDN8SoAmTo4OKDc3FwTmA6s+6j7r6+vtRC/XfRJ9wR9LfuIhZjWnbWBqg5XArDw+fmZ+vv7KTw8XBSCWn9mZkaKYerDHKc7A7ARA7FgbgTgSunKFF7Iy8sLBIvzVSHmcRyLGANzJeNxpxjSGlc7sL+/T1lZWWLmwUt/Kisr6fz8XHEwG/owps918hELMd3sgFcBSUlJ4ssGdfzq6iqpi7uNFC4rU1NThgL40qUHa4Eh3SvwckJsXaQBqDleBegA8FEt6rX709MT9fX1iSVATU0N4bFi4FDCGqyF8R1Dqnb1tRpvw/VJACpEp3rdqQTQCcD3VJIAW6p8GcNgrTmigLCwMFvWBgcHjcNLW29yUZB1d3eLu4GsY8xbIYhDDbGYNLfgJJkooKioyAaQmppKW1tbEoatD1fHxMREAwM+XzVtky0diIFYTJxbHHaSiQLwiVFaWmoDAVhHRwfd399LWKY+X8tpYAKbCetteXk5XV5emvD5D1EABrGVo6Oj4jXSU0HGwL4IcCoE8ck1Pj7u8bLvKICJ4CKBDOgZYb+9vd2xPHYjAKU1MBhPb53OE+bFrVcBmIiPOWRC+ioFBdfGxgbjGa03AVhjLdYgAGUGzg3EdGOuBDDQ2dmZ42na1tZm2g0nAcg65urZZh9nhtNrnTlYW58EYDEyMzk5KRZkyOj6+vpHDEkAxqSsx8XF0ezsrJWbq799FsCo+HJWOmWRzZaWFsrOzjayDB99nGm9ra+vF8tvjuOt9VsAAyNzyKBOyo2Pi/7CwgLD+N1+WQAi47JSV1fnWkRjYyPd3Nz4TVpfGBABDKh+SjJ9nWLdCZzIS0tLPD0gbUAFgBEy29DQYNuN5uZmur29DQhpHQQC/nylrI980UemcTHBbwMrKytfRHNc/vC/+Jl1Tr1Wg9XmsANB/a8GYZ/fg/5UW4D/PQgWA9efn9x/c8ZOqCfo/t3mX62qwqR92xWgAAAAAElFTkSuQmCC">⠀ on CodePen</A>
<DT><A HREF="https://miro.com/app/board/o9J_lk9srWA=/?share_link_id=522376390953" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀, Online Whiteboard for Visual Collaboration</A>
- <DT><A HREF="https://miro.com/app/board/o9J_lk9srWA=/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀, Online Whiteboard for Visual Collaboration</A>
+ <DT><A HREF="https://miro.com/app/board/o9J_lk9srWA=/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://miro.com/favicon.ico" ICON="data:image/png;base64,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">⠀, Online Whiteboard for Visual Collaboration</A>
<DT><A HREF="https://telegra.ph/%E1%94%93%E1%94%95%E1%95%A4%E1%95%A6IN%EA%96%B4%E1%97%9DIN%EA%96%B4%E1%90%83%E2%B5%94%E2%B5%98%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%88%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%94%E1%90%83%E1%90%83%E2%B5%94%E2%B5%88%E2%B5%94%E2%B5%98%E2%B5%98%E2%B5%94%E2%B5%94%E2%B5%99%E2%B5%94%E2%B5%94%E2%B5%98%E2%B5%98%E2%B5%94%E2%B5%88%E2%B5%94%E1%90%83%E1%90%83%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%88%E2%B5%94%E2%B5%94%E2%B5%94%E2%B5%98%E2%B5%94%E1%90%83%EA%96%B4IN%E1%97%9D%EA%96%B4IN%E1%95%A4%E1%95%A6%E1%94%93%E1%94%95-07-25" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴ⏀⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀</A>
<DT><A HREF="https://forum.keyshot.com/index.php?topic=28435.0" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᔓᔕᗩᙁᕤᕦ⠀◯⠀ⵘ⠀◯⠀ᔓᔕᑎИNᗱᗴᕤᕦ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᕤᕦᗱᗴИNᑎᔓᔕ⠀◯⠀ⵘ⠀◯⠀ᕤᕦᙁᗩᔓᔕ⠀◯⠀⠀⠀⠀</A>
<DT><A HREF="https://run.plnkr.co/plunks/KEeE9C7JexjlqmyJ/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᕤᕦⓄᙁ⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀❋∷◌∷ⵔ⠿ⵔ꞉꞉ⵘ❋⁂⁂ⵘ∷ⵔⵈⵔᐃ⠿❋❋⁂⁂··ᐃⵔ⁂꞉ⵔ⁂·ⵔⵔⵔ꞉❋⁂ⵔ❋⁂ⵈ❋❋⁂·❋ⵔ❋❋⁂ⵔⵔ❋ⵘ꞉ⵔᐃ⁂∞⠀◯⠀ᙁⓄᕤᕦ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᕤᕦⓄᙁ⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀❋∷◌∷ⵔ⠿ⵔ꞉꞉ⵘ❋⁂⁂ⵘ∷ⵔⵈⵔᐃ⠿❋❋⁂⁂··ᐃⵔ⁂꞉ⵔ⁂·ⵔⵔⵔ꞉❋⁂ⵔ❋⁂ⵈ❋❋⁂·❋ⵔ❋❋⁂ⵔⵔ❋ⵘ꞉ⵔᐃ⁂∞⠀◯⠀ᙁⓄᕤᕦ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ᕤᕦⓄᙁ⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀❋∷◌∷ⵔ⠿ⵔ꞉꞉ⵘ❋⁂⁂ⵘ∷ⵔⵈⵔᐃ⠿❋❋⁂⁂··ᐃⵔ⁂꞉ⵔ⁂·ⵔⵔⵔ꞉❋⁂ⵔ❋⁂ⵈ❋❋⁂·❋ⵔ❋❋⁂ⵔⵔ❋ⵘ꞉ⵔᐃ⁂∞⠀◯⠀ᙁⓄᕤᕦ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᕤᕦⓄᙁ⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀❋∷◌∷ⵔ⠿ⵔ꞉꞉ⵘ❋⁂⁂ⵘ∷ⵔⵈⵔᐃ⠿❋❋⁂⁂··ᐃⵔ⁂꞉ⵔ⁂·ⵔⵔⵔ꞉❋⁂ⵔ❋⁂ⵈ❋❋⁂·❋ⵔ❋❋⁂ⵔⵔ❋ⵘ꞉ⵔᐃ⁂∞⠀◯⠀ᙁⓄᕤᕦ⠀◯⠀⠀⠀⠀</A>
@@ -1803,7 +1807,7 @@
<DT><A HREF="https://www.discogs.com/user/0000000000000000" ADD_DATE="1686506557" LAST_MODIFIED="1688942360">0000000000000000</A>
<DT><A HREF="https://www.reddit.com/user/0000888888880000" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.redditstatic.com/shreddit/assets/favicon/64x64.png" 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(u/0000888888880000) - Reddit</A>
<DT><A HREF="https://github.com/0000OOOO0000" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">0000OOOO0000</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/4-polytope" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">4-polytope - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/4-polytope" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">4-polytope - Wikipedia</A>
<DT><A HREF="https://www.core77.com/posts/52062/5-Features-in-KeyShot-6-That-Change-the-Speed-of-Visualization" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">5 Features in KeyShot 6 That Change the Speed of Visualization - Core77</A>
<DT><A HREF="https://www.hfhr.pl/wp-content/uploads/2021/01/6-grafiki-pomoc-dla-bialorusinow-RU-10-011.pdf" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">6-grafiki-pomoc-dla-bialorusinow-RU-10-011.pdf</A>
<DT><A HREF="https://www.webnots.com/7-ways-to-disable-automatic-chrome-update-in-windows-and-mac/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">7 Ways to Disable Automatic Chrome Update » WebNots</A>
@@ -1890,7 +1894,7 @@
<DT><A HREF="https://www.thingiverse.com/thing:4108024/edit" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Edit Your Thing - Thingiverse</A>
<DT><A HREF="https://mathcurve.com/courbes2d.gb/linteaire/linteaire.shtml" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Elastic curve</A>
<DT><A HREF="https://www.epochconverter.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Epoch Converter - Unix Timestamp Converter</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Ethics_of_Jainism" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAC9UlEQVRYR+1XPWsiURS9+hOEiJWkEwWbgNhZCqkStInYGrTVQsVWMGqRWCpKOtFG0SpYBGsxSEBIiL8gamutu+fBnX0z80YxJOsW+xqZ93XPPffcM46NDGO73e6Mc9/5bLfbbfJ92sNPBzYmwUAEgL8dnMEAxOkBnCp7ZsH2H8A/wUAwGKSXlxfa7f5YgO23Pm9ubqjdbotyeb1e+vj40LrJ6XRSsVik29tbqlardH9/T6vVSltvNBpirdlsijX5LDbFYjFxt6aB9XpNfr+f8Asgy+WSzs7OdO2bTCbFhRgAfHFxoa0jAEB6PB4aDAbiVx7xeJw6nY4IXKvVtLt1IkQm+XxenOv3+3R9fa27BOBcLpcAiOyQJQ8EjUQiynPYAwDPz880n891iekAMAugMhAI0GQyMblwoVCgSqUi5j8/P7XLkP35+Tk9PT2ZzjDwu7s7ymazunVTGyJAuVzeywKXKpfLUalUEpRHo1GaTqe6snAk3Pn4+GjKHusmAIwWi+FwWJmRkYVQKCQCs2CNFKBsV1dXupLxHqURoV7dblfseXt7MwlKFiw6BXtV+3CetfH+/m66R8kAJqFon88nAMitKGfGpUK7JhIJZXbYjxZ3OBxKJi0BYOHy8pJGoxEhgCw2BiGXygrAbDYTYu71eqaO2lsCpg7CQsuhNSE2VW0BBH5hbC/shW+8vr4qu+kgAKYPhqMKwMrni4wtxgzV63XhGVZj79uQBYQyGAOg76H+zWYjHA7WjFLxYHuW51QgDr6O0UJMM1/G2UP5GACDAf9go8G5TCZjMh4jiIMA4P2pVEqcYzo5e7ZiFiyzwABV4j0agGzPeMGgFPB8ua9lPWB9PB6T2+22bE0ZxEEGsFl2PjyrvIFf6VhH51gZz9EM4IDc83hWuZ4sWCsL/5II+RB6utVqWToji3GxWOw1ni8xwCw8PDxQOp02/VHhS2Hhw+HwoPKP1oCKuu+aO/2HCTI51T9j7dPsFCB0H6dyPX+aDePn+S8MpQKXcN38gwAAAABJRU5ErkJggg==">Ethics of Jainism - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Ethics_of_Jainism" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Ethics of Jainism - Wikipedia</A>
<DT><A HREF="https://etygraph.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">etygraph.com: Etymology Tool</A>
<DT><A HREF="https://ghisler.ch/board/viewtopic.php?t=44072" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Export File List As CSV? - Total Commander</A>
<DT><A HREF="https://www.grasshopper3d.com/forum/topics/extracting-curves-from-uv" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Extracting Curves from UV coordinates of a surface - Grasshopper</A>
@@ -1905,7 +1909,7 @@
<DT><A HREF="https://answers.microsoft.com/en-us/windows/forum/all/folders-open-in-new-window-despite-folder-option/5fba3897-7655-4068-8992-2d8b20063b3f?page=1" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Folders open in new window despite folder option says: open in the - Microsoft Community</A>
<DT><A HREF="https://www.grasshopper3d.com/forum/topics/formatting-numbers-in-grasshopper" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Formatting Numbers in Grasshopper - Grasshopper</A>
<DT><A HREF="https://medium.com/@oscarsc/four-ways-to-create-a-mesh-for-a-sphere-d7956b825db4" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Four Ways to Create a Mesh for a Sphere | by Oscar Sebio Cajaraville | Medium</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Fourth,_fifth,_and_sixth_derivatives_of_position" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Fourth, fifth, and sixth derivatives of position - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Fourth,_fifth,_and_sixth_derivatives_of_position" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAADBUlEQVRYR+1XPWsiURS9WiakFSVYppKIBAR/gEJqo5hKsRVsjATUNhoiMY0hlqKVQWJhJensFEGIwSq1IX00pdk9D+7sm5k3iiFZt9jXzfu655577pkZGxnGcrn8NM5957PdbrfJ92kPPx3YmAQDEQD+dnAGAxDbB7Ct7JkF238A/wQDR0dH9PT0RJ+ffyzA9luf4XCY2u22KJfb7abZbKZ10+7uLl1dXVEqlaLLy0sqlUq0WCy09dvbW7F2d3cn1uWz2HRyciLu1jTw9vZGBwcH9PHxIYC8vr6S0+nUtW8ymaRGoyHmhsMh+f1+bX06ndLh4SHt7+9Tr9cjj8ejOxuNRunh4UEErlar2t06EQJpoVAQB+/v7wmH5AGQCACAiUSC6vW6toxsYrGY8hw24S4Ae3l50SWmA8AsgEqfz0fj8djkwufn51SpVMQ8aGWWUCJkjSDGwcAvLi4ol8vplk1tiADX19crWeBSnZ2dUblcFrU8PT2lwWCgKwtHwp21Ws2UPdZNABgtFkOhkDIjIwvQQiAQ0ARrZGBvb48ikYiuZLxHaUSoV6fTEXsmk4lJULJg0SnYq9qH86yN5+dn0z1KBjAJRXu9XgFAbkU5My4V2jUejyuzw360uMPhUDJpCQALx8fH9Pj4SAggi41ByKWyAjAajURpWq2WqaNWloCpg7DQctlsVohNVVv4xs7OjlJg8A0YnKqb1gJg+nCBKgArny8ythgzBNOBI1qNlW9DFhDKYAyAvg8GgzSfz4XDwZrf39+1OGzP8pwKxNrXMVqIaebLOHsoHwMWjFEsFjWjwbl8Pm8yHiOItQDwMkmn0+Ic08nZsxWzYJkFBqgS78YAZHvGe+Dm5kZ4vtzXsh5Qqn6/Ty6Xy7I1ZRBrGcBm2fnwrPIGfqVjHZ1jZTwbM4ADcs/jWeV6smCtLPxLIuRD6Olms2npjNgHbeA7YpXxfIkBZgH1z2Qypg8VvhQW3u121yp/Yw2oqPuuue3/mCCTbX0Za79m2wCh+zmV6/nTbBh/z38B56YCl78JgkkAAAAASUVORK5CYII=">Fourth, fifth, and sixth derivatives of position - Wikipedia</A>
<DT><A HREF="https://coyotus.net/free_bass_vst_instruments.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Free bass vst instruments - virtuals instruments - Coyotus</A>
<DT><A HREF="https://youtube4kdownloader.com/en17/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Free Online Video Downloader ( Ultra HD, HDR, 1080p, 4K, 8K )</A>
<DT><A HREF="https://www.youtube.com/watch?v=Qsf1FNK-71k" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">FREE VST SYNTH - PHOSPHOR FROM AUDIODAMAGE- SOUND DEMO - YouTube</A>
@@ -1933,7 +1937,7 @@
<DT><A HREF="https://gfxdomain.co/?s=HOUDINI" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">HOUDINI | Search Results | GFXDomain Blog</A>
<DT><A HREF="https://www.youtube.com/watch?v=-bass6YzWEA" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Algorithmic Live #007 - Menger Sponge (Japanese / 日本語) - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=-0OMiTqqbNs" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Algorithmic Live #011 - 4D Rotating Geometries (Japanese / 日本語) - YouTube</A>
- <DT><A HREF="https://hdbp.io/mycollections" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini Blueprints</A>
+ <DT><A HREF="https://hdbp.io/mycollections" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://hdbp.io/static/favicon.ico" ICON="data:image/png;base64,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">Houdini Blueprints</A>
<DT><A HREF="https://helloluxx.com/tutorial/houdini-vdb-to-spheres/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Houdini VDB To Spheres • helloluxx</A>
<DT><A HREF="https://www.youtube.com/watch?v=n3RGmnRTig8" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">How To Install Blender 3.1 / 3.2 on Windows 7 OS 64-Bit - YouTube</A>
<DT><A HREF="https://www.youtube.com/watch?v=M7VKZ3iW1og" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">How to Inverse EQ - YouTube</A>
@@ -1941,7 +1945,7 @@
<DT><A HREF="https://stackoverflow.com/questions/19461521/how-to-center-an-element-horizontally-and-vertically" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">html - How to center an element horizontally and vertically - Stack Overflow</A>
<DT><A HREF="http://gg.gg/OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://www.canva.com/design/DAEvIy4213c/R7HGhaVt0yYRJ2E0MelP3g/view</A>
<DT><A HREF="https://www.google.gr/search?q=AM+KarBass" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://www.google.gr/search?q=AM+KarBass</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Hypercube" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAC9UlEQVRYR+1XPWsiURS9+hOEiJWkEwWbgNhZCqkStInYGrTVQsVWMGqRWCpKOtFG0SpYBGsxSEBIiL8gamutu+fBnX0z80YxJOsW+xqZ93XPPffcM46NDGO73e6Mc9/5bLfbbfJ92sNPBzYmwUAEgL8dnMEAxOkBnCp7ZsH2H8A/wUAwGKSXlxfa7f5YgO23Pm9ubqjdbotyeb1e+vj40LrJ6XRSsVik29tbqlardH9/T6vVSltvNBpirdlsijX5LDbFYjFxt6aB9XpNfr+f8Asgy+WSzs7OdO2bTCbFhRgAfHFxoa0jAEB6PB4aDAbiVx7xeJw6nY4IXKvVtLt1IkQm+XxenOv3+3R9fa27BOBcLpcAiOyQJQ8EjUQiynPYAwDPz880n891iekAMAugMhAI0GQyMblwoVCgSqUi5j8/P7XLkP35+Tk9PT2ZzjDwu7s7ymazunVTGyJAuVzeywKXKpfLUalUEpRHo1GaTqe6snAk3Pn4+GjKHusmAIwWi+FwWJmRkYVQKCQCs2CNFKBsV1dXupLxHqURoV7dblfseXt7MwlKFiw6BXtV+3CetfH+/m66R8kAJqFon88nAMitKGfGpUK7JhIJZXbYjxZ3OBxKJi0BYOHy8pJGoxEhgCw2BiGXygrAbDYTYu71eqaO2lsCpg7CQsuhNSE2VW0BBH5hbC/shW+8vr4qu+kgAKYPhqMKwMrni4wtxgzV63XhGVZj79uQBYQyGAOg76H+zWYjHA7WjFLxYHuW51QgDr6O0UJMM1/G2UP5GACDAf9go8G5TCZjMh4jiIMA4P2pVEqcYzo5e7ZiFiyzwABV4j0agGzPeMGgFPB8ua9lPWB9PB6T2+22bE0ZxEEGsFl2PjyrvIFf6VhH51gZz9EM4IDc83hWuZ4sWCsL/5II+RB6utVqWToji3GxWOw1ni8xwCw8PDxQOp02/VHhS2Hhw+HwoPKP1oCKuu+aO/2HCTI51T9j7dPsFCB0H6dyPX+aDePn+S8MpQKXcN38gwAAAABJRU5ErkJggg==">Hypercube - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Hypercube" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Hypercube - Wikipedia</A>
<DT><A HREF="https://www.manualowl.com/m/Asus/Extreme-AX800%2FTD%2F128M/Manual/556269?page=47" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">HyperDrive Modes, 3D Game mode, CPU Load mode, GPU Temperature mode | Asus Extreme AX800/TD/128M | Software Reference Guide English Version E1496 (Page 47)</A>
<DT><A HREF="https://github.com/iipc/awesome-web-archiving" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">iipc/awesome-web-archiving: An Awesome List for getting started with web archiving</A>
<DT><A HREF="https://downloads.tuxfamily.org/godotengine/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Index of /godotengine/</A>
@@ -1970,7 +1974,7 @@
<DT><A HREF="https://www.pazera-software.com/products/lame-front-end/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Lame Front-End - GUI for the LAME - Free MP3 converter</A>
<DT><A HREF="https://www.whosampled.com/browse/submissions/latest/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Latest Additions | WhoSampled</A>
<DT><A HREF="https://www.youtube.com/user/AlienInterviewVideos/videos" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Lawrence Spencer - YouTube</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Li_Ching-Yuen" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Li Ching-Yuen - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Li_Ching-Yuen" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Li Ching-Yuen - Wikipedia</A>
<DT><A HREF="https://docs.sharktacos.com/vray/osl.html#matcap" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Light Collab - Help Documents</A>
<DT><A HREF="https://ebazhanov.github.io/linkedin-skill-assessments-quizzes/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">linkedin-skill-assessments-quizzes | Full reference of LinkedIn answers 2022 for skill assessments (aws-lambda, rest-api, javascript, react, git, html, jquery, mongodb, java, Go, python, machine-learning, power-point) linkedin excel test lösungen, linkedin machine learning test LinkedIn test questions and answers</A>
<DT><A HREF="https://www.facebook.com/LinkFacts/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">LinkFacts - Home | Facebook</A>
@@ -2098,7 +2102,7 @@
<DT><A HREF="https://docs.sw.siemens.com/en-US/product/209349590/doc/PL20200605194735749.xid1849545/html/xid1850009" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Sketch</A>
<DT><A HREF="https://www.youtube.com/shorts/rOgSzJa6HJI" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Sound Design #3 Pigments 3 - Drone #Shorts - YouTube</A>
<DT><A HREF="https://web.archive.org/web/20160611131741/http://www.michaelnorris.info:80/software/soundmagic-spectral" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Soundmagic Spectral</A>
- <DT><A HREF="https://www.facebook.com/SoundMagicSpectral/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.xx.fbcdn.net/rsrc.php/yT/r/aGT3gskzWBf.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAC8klEQVRYR62XO2wTQRCG//UR+WyaQxDJRkiYBtHFdFAgoKIhCHqkOEUcoMEg0fAQRnKgAkyDiCgwElUaHqGhAtJAF4cqIKRcBJIjQRRTxDaE8zJ79hk/7rF3vpWu2rmZb2dndmYYJFcqz7UfazhtAEcjTaQNjhRj0MTvnKOqMOjNCMpo4l1iN17qeVaVUc28hLQcT201kPtrYMIy6PWPuR9BSVVxq1pkupu8I4A4caWCm4wjJ2XQQYgzFH/PsktOOmwBxKkbdbwFuXkY451/6XrUGI7beWMAYOQCTysGnodm3KIgCEPBma2HrNx9qB6AYU+uxVuqqzUHv9l4ogMg7nytgkU/Jz+yHziVBsbp27uz1+in70DhFTC/1AdDEIkYDurFVpZ0AKLT/L6fgLs+Dlw76R4hUyXg2YdBme7ANAFM19ewIhtwMsaFLicAsafGsU8EpQkQz/JSE5iQARCuXr4tI+kOQA/Xg81ZlmPIcU2tYUNOJXD2MPA4Yy8tgm91HfjVDsKZ18DCF3tZTrGaJC+w7ed4xmjiiSzA3PlW0PUvEXQn7rpkgI0BJYJJ5sf9QsfHG8DYnkFthwrA0jfZY7Tl6Llm0SxfpECwOZO9suUZSrldg3uxaZ/GSZyuocyiU3zDT5GxAxD3fuBqIIAqU7NUTH2sMAGEWU8AP2nXf44k1UDHZ7kt7HkFQQFkrkWkomcQBgVY+Expec/9bs0g9ErDoACFeUA8RK5LpKHXQyQA3lz+r8YuBcXu6s9eU1fmbCrhIE3GfIqjm1iRTcUwsyARxw6zGFEpLlIpviiTjaEBkPsbj9ik73IcFkBPOfbjhTAArFJsPkQdt4uyXPduyYYGEC1Zklqy9uDiuykdCsCtKbU84dWWBwaQacstCLf2PBCAn8GkOyaideT709MvgAi40STyTsOq1HD6p4a81bTKAIhpeZuCpyMqioGH0/5HyRrPv97BsYSGMdpP0WeO5/o6qtSQ6IzGcwV4P5rAC9nx/B8I+1gsevMGdAAAAABJRU5ErkJggg==">SoundMagic Spectral - Home | Facebook</A>
+ <DT><A HREF="https://www.facebook.com/SoundMagicSpectral/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.xx.fbcdn.net/rsrc.php/yT/r/aGT3gskzWBf.ico" ICON="data:image/png;base64,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">SoundMagic Spectral - Home | Facebook</A>
<DT><A HREF="https://www.michaelnorris.info/software/soundmagic-spectral" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.michaelnorris.info/templates/forte/favicon.ico" ICON="data:image/png;base64,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">Soundmagic Spectral - Michael Norris, Composer</A>
<DT><A HREF="https://www.facebook.com/pg/SoundMagicSpectral/posts/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">SoundMagic Spectral - Публікацыі | Facebook</A>
<DT><A HREF="https://www.dreamstime.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.dreamstime.com/favicon-192.png" 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Photos & Royalty Free Photos by Dreamstime</A>
@@ -2119,7 +2123,7 @@
<DT><A HREF="https://en.wikipedia.org/wiki/Template:Whitespace_(Unicode)" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Template:Whitespace (Unicode) - Wikipedia</A>
<DT><A HREF="https://www.bibliotecapleyades.net/vida_alien/esp_vida_alien_63.htm" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Terra Papers - Hidden History of Planet Earth</A>
<DT><A HREF="https://app.terrastruct.com/diagrams/1688543168" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Terrastruct |</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Tesseract" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Tesseract - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Tesseract" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAADBUlEQVRYR+1XPWsiURS9WiakFSVYppKIBAR/gEJqo5hKsRVsjATUNhoiMY0hlqKVQWJhJensFEGIwSq1IX00pdk9D+7sm5k3iiFZt9jXzfu655577pkZGxnGcrn8NM5957PdbrfJ92kPPx3YmAQDEQD+dnAGAxDbB7Ct7JkF238A/wQDR0dH9PT0RJ+ffyzA9luf4XCY2u22KJfb7abZbKZ10+7uLl1dXVEqlaLLy0sqlUq0WCy09dvbW7F2d3cn1uWz2HRyciLu1jTw9vZGBwcH9PHxIYC8vr6S0+nUtW8ymaRGoyHmhsMh+f1+bX06ndLh4SHt7+9Tr9cjj8ejOxuNRunh4UEErlar2t06EQJpoVAQB+/v7wmH5AGQCACAiUSC6vW6toxsYrGY8hw24S4Ae3l50SWmA8AsgEqfz0fj8djkwufn51SpVMQ8aGWWUCJkjSDGwcAvLi4ol8vplk1tiADX19crWeBSnZ2dUblcFrU8PT2lwWCgKwtHwp21Ws2UPdZNABgtFkOhkDIjIwvQQiAQ0ARrZGBvb48ikYiuZLxHaUSoV6fTEXsmk4lJULJg0SnYq9qH86yN5+dn0z1KBjAJRXu9XgFAbkU5My4V2jUejyuzw360uMPhUDJpCQALx8fH9Pj4SAggi41ByKWyAjAajURpWq2WqaNWloCpg7DQctlsVohNVVv4xs7OjlJg8A0YnKqb1gJg+nCBKgArny8ythgzBNOBI1qNlW9DFhDKYAyAvg8GgzSfz4XDwZrf39+1OGzP8pwKxNrXMVqIaebLOHsoHwMWjFEsFjWjwbl8Pm8yHiOItQDwMkmn0+Ic08nZsxWzYJkFBqgS78YAZHvGe+Dm5kZ4vtzXsh5Qqn6/Ty6Xy7I1ZRBrGcBm2fnwrPIGfqVjHZ1jZTwbM4ADcs/jWeV6smCtLPxLIuRD6Olms2npjNgHbeA7YpXxfIkBZgH1z2Qypg8VvhQW3u121yp/Yw2oqPuuue3/mCCTbX0Za79m2wCh+zmV6/nTbBh/z38B56YCl78JgkkAAAAASUVORK5CYII=">Tesseract - Wikipedia</A>
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<DT><A HREF="https://www.text-pad.com/home" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Text Pad</A>
<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>
@@ -2160,9 +2164,9 @@
<DT><A HREF="http://legacy.spa.aalto.fi/demos/VelvetReverb/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Velvet Noise Reverberation Demos</A>
<DT><A HREF="https://www.vsl.co.at/en/Woodwinds_II/Viennese_oboe#!Demos" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">VIENNESE OBOE - Vienna Symphonic Library</A>
<DT><A HREF="https://www.soscisurvey.de/tools/view-chars.php" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">View non-printable unicode characters</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Visual_programming_language" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Visual programming language - Wikipedia</A>
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<DT><A HREF="https://www.youtube.com/watch?v=-ljKDBLL8WI&t=336s" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">VSL SYNCHRON-ized Special Edition Volume 2 & PLUS: Woodwinds Walkthrough - YouTube</A>
- <DT><A HREF="https://web.archive.org/save" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://web-static.archive.org/_static/images/archive.ico" ICON="data:image/png;base64,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" SHORTCUTURL="iaa">Wayback Machine</A>
+ <DT><A HREF="https://web.archive.org/save" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://web-static.archive.org/_static/images/archive.ico" ICON="data:image/png;base64,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" SHORTCUTURL="iaa">Wayback Machine</A>
<DT><A HREF="https://forums.opera.com/topic/43906/web-based-media-has-no-sound-in-opera/65?lang=uk" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">web based media has no sound in Opera | Opera forums</A>
<DT><A HREF="https://diggza.com/#" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Web Submission | Search Engine Submission | DIGGZA</A>
<DT><A HREF="http://wearcam.org/absement/Derivatives_of_displacement.htm" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">What is Derivatives Of Displacement?</A>
@@ -2286,9 +2290,9 @@
<DT><A HREF="https://dagshub.com/O/O" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://dagshub.com/favicon.ico" 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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>
- <DT><A HREF="https://en.wikipedia.org/wiki/Mutual_aid_(organization_theory)" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Mutual aid (organization theory) - Wikipedia</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/Gift_economy" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAC9UlEQVRYR+1XPWsiURS9+hOEiJWkEwWbgNhZCqkStInYGrTVQsVWMGqRWCpKOtFG0SpYBGsxSEBIiL8gamutu+fBnX0z80YxJOsW+xqZ93XPPffcM46NDGO73e6Mc9/5bLfbbfJ92sNPBzYmwUAEgL8dnMEAxOkBnCp7ZsH2H8A/wUAwGKSXlxfa7f5YgO23Pm9ubqjdbotyeb1e+vj40LrJ6XRSsVik29tbqlardH9/T6vVSltvNBpirdlsijX5LDbFYjFxt6aB9XpNfr+f8Asgy+WSzs7OdO2bTCbFhRgAfHFxoa0jAEB6PB4aDAbiVx7xeJw6nY4IXKvVtLt1IkQm+XxenOv3+3R9fa27BOBcLpcAiOyQJQ8EjUQiynPYAwDPz880n891iekAMAugMhAI0GQyMblwoVCgSqUi5j8/P7XLkP35+Tk9PT2ZzjDwu7s7ymazunVTGyJAuVzeywKXKpfLUalUEpRHo1GaTqe6snAk3Pn4+GjKHusmAIwWi+FwWJmRkYVQKCQCs2CNFKBsV1dXupLxHqURoV7dblfseXt7MwlKFiw6BXtV+3CetfH+/m66R8kAJqFon88nAMitKGfGpUK7JhIJZXbYjxZ3OBxKJi0BYOHy8pJGoxEhgCw2BiGXygrAbDYTYu71eqaO2lsCpg7CQsuhNSE2VW0BBH5hbC/shW+8vr4qu+kgAKYPhqMKwMrni4wtxgzV63XhGVZj79uQBYQyGAOg76H+zWYjHA7WjFLxYHuW51QgDr6O0UJMM1/G2UP5GACDAf9go8G5TCZjMh4jiIMA4P2pVEqcYzo5e7ZiFiyzwABV4j0agGzPeMGgFPB8ua9lPWB9PB6T2+22bE0ZxEEGsFl2PjyrvIFf6VhH51gZz9EM4IDc83hWuZ4sWCsL/5II+RB6utVqWToji3GxWOw1ni8xwCw8PDxQOp02/VHhS2Hhw+HwoPKP1oCKuu+aO/2HCTI51T9j7dPsFCB0H6dyPX+aDePn+S8MpQKXcN38gwAAAABJRU5ErkJggg==">Gift economy - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Truncated_rhombicuboctahedron" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Truncated rhombicuboctahedron - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Mutual_aid_(organization_theory)" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Mutual aid (organization theory) - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Gift_economy" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Gift economy - Wikipedia</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Really_Really_Free_Market" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Действительно, действительно свободный рынок — Википедия</A>
<DT><A HREF="https://levskaya.github.io/polyhedronisme/?recipe=baC" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">polyHédronisme</A>
<DT><A HREF="https://eschersket.ch/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">EscherSketch</A>
@@ -2358,12 +2362,12 @@
<DT><A HREF="https://3dtotal.com/OOOO" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀ (@OOOO) · 3dtotal · Learn | Create | Share</A>
<DT><A HREF="https://www.youtube.com/watch?v=L1o9-CmsBjo" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/606dbbab/img/favicon_144x144.png" ICON="data:image/png;base64,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">Mirror's Edge Catalyst - The Shard [Ambient Theme] (1 Hour of Music) - YouTube</A>
<DT><A HREF="https://www.picuki.com/media/2926593516219694905" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Added by @biolands_ Instagram post Inner city architecture of Cascadia 🌊 The Ocean Haven #ai #aiart #midjourney #sciencefiction - Picuki.com</A>
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<DT><A HREF="https://www.pond5.com/stock-footage/item/89983121-futuristic-city-town-concept-future-aerial-view-realistic-4k" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Futuristic city, town. The concept of th... | Stock Video | Pond5</A>
<DT><A HREF="https://www.pond5.com/stock-footage/item/145921453-flying-passenger-train-futuristic-sci-fi-city-clouds-utopia" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Flying passenger train. Futuristic sci f... | Stock Video | Pond5</A>
<DT><A HREF="https://www.dreamstime.com/chagpg_info" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Pavel Chagochkin (Chagpg) - Photographer profile</A>
<DT><A HREF="https://www.shutterstock.com/g/Pavel+Chagochkin" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://www.shutterstock.com/assets/images/shutterstock-favicon-32.png" ICON="data:image/png;base64,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">Stock Photo and Image Portfolio by Pavel Chagochkin | Shutterstock</A>
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+ <DT><A HREF="https://ghostarchive.org/archive/PUUn5?wr=true" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://ghostarchive.org/favicon.ico" ICON="data:image/png;base64,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">@futuristic_fantasy_33 Instagram profile with posts and stories - Picuki.com | Ghostarchive</A>
<DT><A HREF="https://en.wikipedia.org/wiki/Bioregionalism" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Bioregionalism - Wikipedia</A>
<DT><A HREF="https://www.grasshopper3d.com/forum/topics/maximum-curvature-of-a-curve" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Maximum Curvature of a curve - Grasshopper</A>
<DT><A HREF="https://openart.ai/discovery?q=WHITE+FUTURISTIC+UTOPIA" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Discover and Generate AI Art | OpenArt</A>
@@ -2390,8 +2394,8 @@
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- <DT><A HREF="https://archive.md/submit/?url=%s" ADD_DATE="1686604236" LAST_MODIFIED="1697173685" SHORTCUTURL="aa">Search Webpage archive</A>
- <DT><A HREF="https://web.archive.org/save" ADD_DATE="1686604299" LAST_MODIFIED="1687312236" ICON_URI="https://web-static.archive.org/_static/images/archive.ico" ICON="data:image/png;base64,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" SHORTCUTURL="iaa">Search Wayback Machine</A>
+ <DT><A HREF="https://archive.fo/submit/?url=%s" ADD_DATE="1686604236" LAST_MODIFIED="1709473563" SHORTCUTURL="aa">Search Webpage archive</A>
+ <DT><A HREF="https://web.archive.org/save" ADD_DATE="1686604299" LAST_MODIFIED="1687312236" ICON_URI="https://web-static.archive.org/_static/images/archive.ico" ICON="data:image/png;base64,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" SHORTCUTURL="iaa">Search Wayback Machine</A>
<DT><A HREF="https://cipher387.github.io/quickcacheandarchivesearch/" ADD_DATE="1686605122" LAST_MODIFIED="1687312236">Quick Cache and Archive search</A>
<DT><A HREF="https://ghostarchive.org/search?term=%s" ADD_DATE="1686609380" LAST_MODIFIED="1687312236" SHORTCUTURL="ga">Search Ghostarchive, a website archive</A>
<DT><A HREF="https://archive.md/search/?q=%s" ADD_DATE="1686610307" LAST_MODIFIED="1697173704" SHORTCUTURL="a">Search Webpage archive</A>
@@ -2399,7 +2403,7 @@
<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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAKWUlEQVRYR41Xa4xcZRl+zmXOmTO3nZ2d3ba72wttCTbLxQK2IVJoS1uQ+seQWEQlEiOFFlrodomRRAhQQdZSBDTBgAF+SBCNgjeiUduSWKFSS1rZ7rLb7qV7abu7s7e5npvP+82uYCvqyc6eM2fO+b7ne97nfd7306CO5TbM3mt0TbsicN2IE4+HgRcAPqAbAYrlMhzHRrFYhumY6o1A5wcGr3gxd4Nnx7RR9sqIx+PIF/MIvOrPs4emI3ADP3x/+ZLmQ93d3WUNaLFMq2d3POa0en5QKw/6vgfLjCAMQpgc3/Nd6BEDvudDNw0EfAu6xrMOTYEANK0KzNR1mIaBcrnCe3wm4Co+jiAEypVKznO9vSsuvuh7GkxzXSqR/Knn+dlKpQLLsnjLgFfhpJw8nUpy9RY03os5CbgEJxMLiJCrL5VKH7HAq5DMTc9Mw+DLuk6w5wEAF8W5CLA0WiqVt2hc2s54PPYUB9Kj0SjCkKvmZDLQphs3YOe9W2GYJsYncohEbBRKHvxQA//UWY4wZLjUmcvjBB0dHXj1J69iamrqAgBu2eUiI3BdLygUZnZpthNv1XWt3TBMzTBIKaksFgqYP68ezz//A2zcsAYjI0N4/1gHDv3lHRiRKPiP2rCh8flY3EFzczPq6+uRSMRRV5tBT08PHmhrw3guh8AP4JMF3wsJhkD5kVAWS6Ww4pbbLgBQLrnQSN+yixbjpZdeQEvLUuTzUzj0znu4Z/t9fJGq0m1qQQAYyGRqcNPnNmHDho1IpVIo5fMYGxvHY3seQyFfqOqTALzzAJDxsFKuXAjA5MDxWAy3fWkLtm/fimzWYUwncexYF+644xuYyXuc2CIDUcVAxDGwbt312HLrFsyvn4cKM2VyMoeHHn4YZ8+epSBNMhCqVQuQgGGSawHAcHwcgMXxdFRcF6tXX40fPvcs6rI1FFNZifHo+yewc2cbw5FDSPp1w+GHAKIGFi5qwu1f/Qouu/wyeFR/niF85JGH+ewwbIZMhYHi9XkWnci1YkBC4DjJ1ohltdu2o8nqJbs/tWIZ9j31BBYsqEec+e/5PjpOdGPb3feht2+EucbJTTKgm4hYBuKpOG699YtYs+azsGyDIZvBvqf34lR3DyJ6RIXB5xg+428wcV0ukt/Dc+fOzQGIttsWAUTk4QDLli/G0/uewMKFCxC1I1xBiM4Pe6iBXeg5OahWz6UrAFGmaJQhW3/DWmzcuE59D0Mfzz33fdBoqulI1/q/AWh6iKameQrA8uVLlBGJ253s7ce999xPIH0qA3ST3sD4mvQN27bRcukK3HLLF3gdYWbE8MILP0JnVyc4XJUBilAYEHPyyABZDcfGxi5kQAA0NGQUgBUrLiEhPiQ9e/tPUwOt+KCjS2XAHACPgzoxm2CX4/M3b0Y6naZws3j55R/jxInOf3nEJwKIJzOtVsRWGohETFQqZWSyKezb+zhTcAUcrog5i4ncFHbcdz/eOfyesmExIXHEmpoatcI0z6uuuhoLGpux5to1ePHFF3Gi8wSzgCGk8ESIIsBKhU7Ka/GtsVEyMAcgGo0RAP0/9JS5PNC2A5s33wiNFJqmht7eATz77DM43vEBEskkkpkMC06CPpBRILJ1DWic34ja2jp1vWfPHvXs/wYQT7dattPuOHFN6oCIsFwpYvPNN+Cuu+7EkoXNVLrFlBrE4OAQC2RA+k0YtFMRmLwjDDnRGKIRh+ZTxtDQGbzyyss41TdQrR2KgapV/xsDOWFgFkA8ltBkIlltlKnn2Bqu/syVuP3Lt2HR4kVMv1OYmZ5GoVygq3kouxW4PEsBExEmEzUYHR3H7377B/RRsCrlmCUlUu6zbP0XAJlWOxptJ52aDPT1O76GVauuJAt5ut4UWCk5EJCbHMfw0BCrWFH5QtktEYBLurO49PIrGIY0HXAKf/rjQfz10LtkhYY0U2DRMqsOKDWALLgELLVBaWAsJwxUASQSKQKwsLf9Say88jJWsnGMjZ+jtZaUs509O6I+hcI0xC8sGpBoJjuvARkWoMaFi3iuU54vDHR2duOtt36PvoFB5SNVAAEBkJHzAURjTnsintKkHH/nsUexavVKWmUB09OTqPBcZkck2jDZlIwMnVYTC1vSnKTrMuyUikila2hcSwh8hk7nUwslvPnGr/Haz35OAMKAuOF/BJBtjcZsBUBM5KFvP4j169aq3A7YT01PTTC2o4r6GO9prP3iahJ7oTakEH3ek9bAYJEik0zZSTJVxt8OH/lEAGQkzOUm27RkuqE1yloQi8WVDzywuxU33bRJebys2qIVCoCJ8TFFv8HvExMTihV5foJNR0WKC0UpIWion8/fXLIQYP/+g9j/54Oqa5qZmVGZIjqQYsT3w3yh2KalCUCKkeM4dFYTi5oa8a0Hv4m1a69jUZlGkZ/u7i4M9PeqRsX1KgzNdLVvdKIsPrYKh0n9yPse6W9sXIjadIZpO4xTp/rxqzd/g3Oj5/h+kamooVL2JGwhs4gAMg3KCRl/BYBZiKVLl+K7Tz6OZcsuwuTUGI4eeRcDAwOqLEtpKFIX4gXJJI2oPos0zShTW0ufN7hapqXFYsVDcl7CcuDA23j99dfR33daha3I8BQIgK1sNQRWJNLuEIDJTjgRi6qmcuXKlXj00Ycwf0EGfz/6ngqBeHyKpbfChpXPI5VJszuLqHAUCnl1FuqjdgzjYzk0NjUxNafhcsW9fX345S/ewLuHD6NUrBBokfIxxYqzrTZDEHUIgC2Wqn3sZqWsrl59FXbu2Ir6htpqGgWuMiM2EkqIJlmQkiwOJ54g3a5QPJd2AVtn7jX4HEPEjNHZG+y6fzeOHz+mGLCilvhAllYcUSHQWGTkBV1quCGOaKKFzcm9O7azQmapCW40WCukpfKoAZlYGJBJRR/CjHRJMSeu6gTrC5kYw9DwMLo/PInh4SEc2P82wzmomlLLEAbOAyDNhBwRrk43Q+b1BNatv57NyN2qCI3TnCRU4gUST2FLARbgnDzPRvT06SF0dXVRhIP4x/EOFVIBIuJluitjYysfsk5UnZBKroqQAwQEICuTxkHqQr4ww9U34LrrrsXWO++kPU+rGq/2DwThsx6wtUJ/f786HzlyhCBzOHNmRLXlElYJn4RHwhQyLFLAOH5IzUhDkt5p2dZTjhOjsPkwB5YtmRzSnMjKXO71pOXetm0bdbGalfEMTp48yUnOcKWd6rtce5xA2JEUle2cgOMGhGO61bZo9pB7BBBwe7ZLSyRq1mu69RopzVY3Jho/sxtOviDKTnF7JgWoqbFJmQ8FxEIzo34TJpQIZaLZtlsMTO4FFG3197n9oQh5tkMOglEjNLZoLS0t1qn+kd18upXP1kbY64kffITWZb4nVczPjIygljkvIOcOqSsiSOnz1KSzIVQgpBArALJFrm7ffNo773DLhL2XXHwJN6c82M/Zvb0j13he+dPJZB1nn42BiJEuV+Q2W0CcHRlVPZ+koNpmye/cL34EVu65s78FnINhmH2uCiCQ/bIXauHRJc1L1Pb8n6ZYBbu3r/psAAAAAElFTkSuQmCC">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>
<DT><A HREF="https://gitlab.com/explore?snippets=&repository_ref=&=%s" ADD_DATE="1686722805" LAST_MODIFIED="1687312236" SHORTCUTURL="gl">Search Explore projects · GitLab</A>
- <DT><A HREF="https://en.wikipedia.org/wiki/List_of_web_browsers" ADD_DATE="1686641727" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">List of web browsers - Wikipedia</A>
+ <DT><A HREF="https://en.wikipedia.org/wiki/List_of_web_browsers" ADD_DATE="1686641727" LAST_MODIFIED="1687312236" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">List of web browsers - Wikipedia</A>
<DT><A HREF="https://github.com/search?q=%s" ADD_DATE="1686722392" LAST_MODIFIED="1689487424" SHORTCUTURL="gh">Search Repository search results · GitHub</A>
<DT><A HREF="https://www.behance.net/search/projects?tracking_source=typeahead_nav_direct&search=%s" ADD_DATE="1686722538" LAST_MODIFIED="1687312236" SHORTCUTURL="bh">Search on Behance</A>
<DT><A HREF="https://dagshub.com/explore/repos?q=%s" ADD_DATE="1686722987" LAST_MODIFIED="1687312236" SHORTCUTURL="dh">Search O - Dashboard · DAGsHub</A>
@@ -2410,7 +2414,7 @@
<DT><A HREF="https://www.lexilogos.com/keyboard/burmese.htm" ADD_DATE="1686506562" LAST_MODIFIED="1687312236"></A>
<DT><A HREF="https://the-federation.info/" ADD_DATE="1686775776" LAST_MODIFIED="1687312236">the federation - a statistics hub</A>
<DT><A HREF="http://yandex.eu/search/?text=%s" ADD_DATE="1686801132" LAST_MODIFIED="1704364107" SHORTCUTURL="ya">Search Яндекс</A>
- <DT><A HREF="https://code.rhodecode.com/u/O" ADD_DATE="1686905160" LAST_MODIFIED="1687312236" ICON_URI="https://code.rhodecode.com/_static/rhodecode/images/favicon.ico?ver=5d8c63c6" ICON="data:image/png;base64,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">u/O Repository group dashboard · RhodeCode Free Hosting</A>
+ <DT><A HREF="https://code.rhodecode.com/u/O" ADD_DATE="1686905160" LAST_MODIFIED="1687312236" ICON_URI="https://code.rhodecode.com/_static/rhodecode/images/favicon.ico?ver=9640fdbb" ICON="data:image/png;base64,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">u/O Repository group dashboard · RhodeCode Free Hosting</A>
<DT><A HREF="https://downloadly.ir/?post_type=post&s=%s" ADD_DATE="1687213973" LAST_MODIFIED="1688945426" SHORTCUTURL="di">Search دانلودلی - دانلود رایگان نرم افزار</A>
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" SHORTCUTURL="nnm" POST_DATA="f%3D-1&nm%3D%25s" LAST_CHARSET="windows-1251">Search Blender 3.0.0 + Portable [Multi/Ru] :: NNM-Club</A>
@@ -2424,9 +2428,9 @@
<DT><A HREF="http://yandex.eu/images/search?text=%s" ADD_DATE="1688831574" LAST_MODIFIED="1704364268" SHORTCUTURL="yai"></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>
- <DT><A HREF="https://en.wikipedia.org/wiki/Log-polar_coordinates#" ADD_DATE="1689206987" LAST_MODIFIED="1689206987" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Log-polar coordinates - Wikipedia</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>
+ <DT><A HREF="https://en.wikipedia.org/wiki/Log-polar_coordinates#" ADD_DATE="1689206987" LAST_MODIFIED="1689206987" ICON_URI="https://en.wikipedia.org/static/favicon/wikipedia.ico" ICON="data:image/png;base64,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">Log-polar coordinates - Wikipedia</A>
<DT><A HREF="https://github.com/sryze/node-win7" ADD_DATE="1689350270" LAST_MODIFIED="1689350270" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">sryze/node-win7: Node.js 14/16/18 builds for Windows 7</A>
<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="http://www.liralab.it/projects/logpolar/retina.html" ADD_DATE="1690033663" LAST_MODIFIED="1690033663" LAST_CHARSET="windows-1252">Retina-like Sensors</A>
@@ -2446,7 +2450,7 @@
<DT><A HREF="https://satellites.pro/" ADD_DATE="1704722389" LAST_MODIFIED="1704722389">World map, satellite view // Earth map online service</A>
<DT><A HREF="https://livingatlas.arcgis.com/wayback/#active=56102&mapCenter=-115.29850%2C36.06400%2C14" ADD_DATE="1704722628" LAST_MODIFIED="1704722628" ICON_URI="https://livingatlas.arcgis.com/wayback/public/favicon.ico" ICON="data:image/png;base64,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">World Imagery Wayback</A>
<DT><A HREF="https://www.agiratech.com/satellite-maps-earth" ADD_DATE="1704722729" LAST_MODIFIED="1704722729" ICON_URI="https://www.agiratech.com/wp-content/uploads/2020/12/favicon-transparent.png" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAMAAAAoLQ9TAAAASFBMVEUuQW16JjaZGh6ZGh6hFxmhFxlEOl6aGh0GToaaGhyZGh4AUo8UR3gETocCUo6ZGh6pFhJSMk6ZGh69DgaPHiSDIiwAVJEITIElv+9YAAAAF3RSTlMLF4cwSLUB60Mh/s+G9KBwajzV4Zty91gP37kAAABwSURBVBjTXY/bEoAgCERJFBE1u03+/5+WlZbtAwNnlh0AagK46gvY9YDD0AEYZ932ijy7iVBjBX6kySilnxXwcVut0TWDY04m2RoKIe9nj3KbOeQci2+xFQQu8yCKujuMuA6gWPoCJwt+ASTVXqCfDpq2BtFx9dC5AAAAAElFTkSuQmCC">30 Best Satellite Maps To See Earth in New Ways | GIS</A>
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Satellite Streets | Mapbox</A>
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">Mapbox 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SHORTCUTURL="aap" POST_DATA="url%3D%25s">Search SavePageNow: запись веб-страниц на Arquivo.pt.</A>
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@@ -2572,7 +2576,7 @@
</DL><p>
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<DT><A HREF="https://cryptii.com/pipes/reverse-text" ADD_DATE="1708505889" LAST_MODIFIED="1708505982"></A>
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