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 55005053..eef550dd 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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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 1dd56712..660ebbd1 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="1710417797" PERSONAL_TOOLBAR_FOLDER="true">Bookmarks Toolbar</H3>
+    <DT><H3 ADD_DATE="1686522526" LAST_MODIFIED="1711123067" 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="1710417797"> </H3>
+        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1711123067"> </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>
@@ -158,16 +158,16 @@
                                 <DT><H3 ADD_DATE="1692333072" LAST_MODIFIED="1692333299">⚪ИN⚪Ⓞ⚪ꖴ⚪✤⚪ᑐᑕ⚪ИN⚪ᑎ⚪ꗳ⚪◯⚪ᔓᔕ⚪ᑎ⚪ꖴ⚪⚭⚪ᗩ⚪ꗳ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ꗳ⚪ᗩ⚪⚭⚪ꖴ⚪ᑎ⚪ᔓᔕ⚪◯⚪ꗳ⚪ᑎ⚪ИN⚪ᑐᑕ⚪✤⚪ꖴ⚪Ⓞ⚪ИN⚪</H3>
                                 <DL><p>
                                     <DT><A HREF="https://resources.wolframcloud.com/FunctionRepository/resources/FabiusF/" ADD_DATE="1692332943" LAST_MODIFIED="1692333075" ICON_URI="https://www.wolframcloud.com/obj/resourcesystem/webresources/FunctionRepository/5.0.0/favicon/apple-touch-icon.png" 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">FabiusF | Wolfram Function Repository</A>
-                                    <DT><A HREF="https://mathematica.stackexchange.com/questions/120331/how-do-i-numerically-evaluate-and-plot-the-fabius-function" ADD_DATE="1691558863" LAST_MODIFIED="1692333299" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,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">plotting - How do I numerically evaluate and plot the Fabius function? - Mathematica Stack Exchange</A>
+                                    <DT><A HREF="https://mathematica.stackexchange.com/questions/120331/how-do-i-numerically-evaluate-and-plot-the-fabius-function" ADD_DATE="1691558863" LAST_MODIFIED="1692333299" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,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">plotting - How do I numerically evaluate and plot the Fabius function? - Mathematica Stack Exchange</A>
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                                 <DT><H3 ADD_DATE="1692333123" LAST_MODIFIED="1692333283">⚪✤⚪Ⓞ⚪ᙁ⚪ߦ⚪◯⚪ᗱᗴ⚪ᴥ⚪ᑎ⚪✤⚪ᗩ⚪ᗯ⚪ᴥ⚪ᑎ⚪ᑐᑕ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ᑐᑕ⚪ᑎ⚪ᴥ⚪ᗯ⚪ᗩ⚪✤⚪ᑎ⚪ᴥ⚪ᗱᗴ⚪◯⚪ߦ⚪ᙁ⚪Ⓞ⚪✤⚪</H3>
                                 <DL><p>
                                     <DT><A HREF="https://resources.wolframcloud.com/FunctionRepository/resources/CurvaturePlot" ADD_DATE="1692333283" LAST_MODIFIED="1692333283" ICON_URI="https://www.wolframcloud.com/obj/resourcesystem/webresources/FunctionRepository/5.0.0/favicon/apple-touch-icon.png" 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">CurvaturePlot | Wolfram Function Repository</A>
                                 </DL><p>
-                                <DT><A HREF="https://mathematica.stackexchange.com/questions/159067/schwarz-christoffel-maps-from-unit-disk-to-regular-polygons-visualization" ADD_DATE="1692251977" LAST_MODIFIED="1692251977" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAALiklEQVRYR8WXaXhVxRnH35lz7r5kuQlkZwsEEhrE7EkVKFaxFGVXA2RBdsFqxa22ltraKkL1EUR2krDIDoWi1IpshiQkYYlJIGHPCiQ3N7n7vefMTOfEJxQV1H7q+XTPnZn3/c27/GcOgv/zg37M/56HJ66IMnakV7f3iZUpvjNfI/qlkcMqmwlRkZPViTE+Wa3qsSViygZbmi+3OY0l40/uf/6HfPwgwOq0/Pxglf03Q0MaKTD0Rfw/yl7pMdacE7fdGOIYKBow6bxhuBpZVPd0z1jtk2lLAbFHqtujcafX9OGcioKN94O4L8CapPw0wOyQwISRmdHVOxEFcwCVH4g4WNneOi02HqnpIVOopwMHC6SrTh3K/Hhs+NbLtS3jkkK6sHiOYbCfahw6lSByDCgaO7dyU9m9IO4JsCllQZifuiu4k0VzSor21U3MnEGZ9AJi4qHB+0vebJg+qMBsdqTqY9FZ0CO/u4qm2e2m0zFb6vMujs94iyF5LEaqD+L2ntq8NiNnAodbocb65PzyVTe/C/E9gJ0JU9SdOsOXlAlH5lVu+KOy4OiSJWLv85/V8ijodSbPE2rRtU9vcFw3papLAESv47R7lNtl6uuXAyd4HOIBvnv3rWGPx49askRW1q9OevZPGJHRgR7XL6bW7PLfDfE9gPr5iQU6rzcRUWYEhksxCMUYC6dsnfoMvnCO1uCyBpqtESo1LNY9KIxSADxnfCWSH5a1t/dukSWNhc9bGxToLqGUZFIgWYBoOsPI6dPpv45ddS73vgBrU2bOHjGofHb0YCvGjOm8rUxLmGiVZZVGklShbqfptlbn9gQE2nDAyptppDDqHQVAyL2+pGthWJnNFkqJJGg1OndvlUpqE0XJJyDZImiRVxMpeK6dDaLH61PWzSnfuK4H4k4EVmfOzEASPThqQOWeXsEdPL/gFoNws6uG7iZuKQkjIZMB668aNrBRF2Xeh3516N27AciOka/6nGSC/0x9FAZ8jTJyStCoKnXxeDIAi3SeY/rb1uDTR68kTWIqPG7eqY08fQDdAGuS5oQD8leKgOeNfvB8udpnL9fr7e2mDO0JDGwIaOl8NLXpMts5xQgDhJpueh8ZTC+V8BoRvXhgyrugES52/3+FJKCpu5xsZ1QsePHHFNAFR7n3YbfdHOLXmFOOnBmWIgNdDUydNLdybStSiq7DYDguIvbZrLLCtxQbjTmDPjTqnQ+rVeQP+mRtKDCWB1h4D+VcO8gqshfz9nyK93kBrfoquhsgMb2N60Qeb7cdKHnbMlbUbxxQ8jJgWugul277JeHPTrfxRHRRfbcorU/LfVNm6PFgl2sE2p759JpArXNApMn65tCYtkq04rKvJSchBpCv2GBytii5ZgUxSdzpMkqFEzg2cRloDbU8rBK9ULIHGPXi+KxpPJgq8Lri6eWqxRiThznMYpTXUKnUhsthjACmyYooqmlgi2I11Q2hSc0Oy1udXuMVdOKxR4tDdV0aXqkIKO6tBACJ9Cu9zj3IZOroj0T0UuCKls9Z4WALMNd6rsY+PCj1EqjEx6G9uQ1cXX7oEx8JQA7TmrJYrsLclmEWyr1o7VwU8SiT2fLOztCrPr+mnsn459x+NI/MLd5hrM0T4ENrU3I/7WPqKO5jvol4GLMYYol8kpUi5NXrXDh6VqxPCNJfBUJPgYhKaVXxNN6ayTDwgQFAWAc42wmERIdAfcVVKvsqcGLqVpDFdBBwplTd3L/5kE3j9uko7yott2tBDFXx9BXfsIexG47gLLQuOe93hLGgeZWFLyv5YQxwQ/awbMDSGyZzJwqclORHQUYDH7ECQhpgEAqStwVar1OwhAlAZQK2dgBTIIagsAhe1rwemI+nxAIScdkLv1I73SbGW/ntmC3V2xCP8zfilPuegJANbczIH+En7J15pwsUoYHmvPhFAnhf1BndggD4dePKlm2s4pkQbjhD2RXI8kPgcfUCyWMD2R8KGDHQBrWBWh0MIr4NWDzZHS0GJSj5k3bnwohswuhfPS49JaB9P7KgdkU3QGpeiVpAryHegnrA/vb4Xpcj+wRbP9CqvMO1WrdWZmxy8Me3q9jmIbxFXVlUhizekn27d2YJRxASbgCXjYKo4bw+BrabLvB5mBIp3nrXsQjFwAzFaMaF1o75vRJFhHZ7vXqvV9KevdFheaH2dmwzUHVItw6sTck7/WhcqSbA6CBiAPMYB4oHqAaGYArhAFTg9dDM5fgsgKYchgyfxZckQ8ctEdQ6J3S2idA7RgsqlaL7FXDh7HouEilchofzvPPixIRiaMVuWuuokZ4kflHX5TQJn9el++aUF6R2A5ybkbF+UGxjosoEBETwYAO6wHdwAoy0GE1qbuqujdP50SB49vCfAodyQE2pAEPSLeD3YLhR2wZxSYQ7M/FxAkQ3CaVuauxetzGCrxMyKcIjmMTFqwt03nYq1l/tcz55e8msboB9IybOGB5T+5JB45ZVoow4dG+MUBM/QIoxYSXGCakesOhX8tbhxUUPQu2pS5SwUTgxawjPtUC/Lq7GGH0JCZmDOMQ43tIaaLEtdH56XkcFlMEPtizKWBQP5i1JFpnLpxfPNsQvn3B87+Y7UiwIvupHEiqmqAlLV04whNgwUfTZRJF6dSn9qG54RDgI4mKwbdkLDVGHgbLfw7CHuKTyiFSdnM2L8S8Q0zQGgqZPBCIvcxypa5WutGNZxlpZ1gQxhs4rJ6tfQKVf1CTvIkQztFuKlQgoz5qkvGsE4TELKjbWKe83ZyQautyqLZTgAcGWdqcuUNpvXt60lBVFZfMsTEQ5NyazM0+fUwBQ0vafsaI+u3n096Kcpm321/u+4rmNxndYQ4xYYFcC9P7pYZurXIrdVckz4wRGD8+tLOinvP8XIDV/Kw/VEeX+Vj8ppb9E8V7EODdiXaEht/QqtbTNvLL1QyiMOQxq+jbKbjr+LYBtUSPAj9+A3IYx9oXhz0t+VbbNZnFJsiqQG0EqTCcO2lN+dW1y3kye2tFzT2/i8n03QFL+fCRAclZk9S6uVmv4kJ9P3BpgtB3XajzvdgOkqxu5yMxAOQ3jbS/162McFbdZbrQK3svt2UHLr91gRTH7uVhttpf6oxUAr0/3apczaATfGHfG1Fxl5xY3D53CCFTwO+LH3wJYl5aTGKJxboqzNAXwsKoYVS1KOFB8oDFv6Eidyr6UXzA+MaeLj/GKft9VJsmEkA1up7GNMExMJnuYIAjPGtJUIhDyor1U/he/wDzjkcyvRBdUH6t5IusJhKUVPN5SnTWqq91nzJ9dVlT1LYCdU6YI4V3WI3q139ghBy7+5eF/HlMm9AAY+9KzmmiIdJXKx2QGC9xuo+BwBTgYv/aazZ2Ber2TiAhWGdLFkc460uy7rRreA6DY+feYX48MFruWuf1aZ2tA4Oipu3bxtr0rBd8U4pxwBr7fIoye5WnbpxPw30bGlUUpEQhMYsxTL/tkNza73Aa1QOjkTnfwDq56JFhvzSYC3m3Qu/zaMN7pWqRxXRGxAnCsLq3JQ+jrvJwmMMo2IND8Xan+nuK/57W8cPRzFq/Ds4hfKp4L1XeWPZRwNswQJoOrSSX4PboGLZNnWLZetl+YkPq1ApCwr+wB67RYsxeJm9U6T0xAPCFdFzGcvDD8Zps7kH9fCB9pTboVuUc+svY4/kGAnsGdCQuMNoNrwdiM0xOZk6hdTlNJ3I7KhZyaaz7A3QDKO/8T1T2VtNJgdGSAQZQ+LU3ZE+QyrJpas8r5Xcc/CeAOyJQpOttVYx4/x1/jbq4wBG/PKy88cjfA6pTc0fxcfIMzDOD3ineC+jsLeJ4993P8PwH0TD665Kh46dDm6TyfyjeiPSOyzsiPd3KqeYjiyMzrZunAsTO2jFoyqvuD5Kc8P/p1fC8j/HqO16fNnBhtaJvH21BqcVs2zCrbuBfxQ+CnOL17zn8AIdqUwx0XQ7IAAAAASUVORK5CYII=">plotting - Schwarz-Christoffel maps from unit disk to regular polygons visualization - Mathematica Stack Exchange</A>
+                                <DT><A HREF="https://mathematica.stackexchange.com/questions/159067/schwarz-christoffel-maps-from-unit-disk-to-regular-polygons-visualization" ADD_DATE="1692251977" LAST_MODIFIED="1692251977" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,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">plotting - Schwarz-Christoffel maps from unit disk to regular polygons visualization - Mathematica Stack Exchange</A>
                                 <DT><A HREF="https://gist.github.com/padde/2953741" ADD_DATE="1696198479" LAST_MODIFIED="1696198505" ICON_URI="https://gist.github.com/fluidicon.png" 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">Mathematica: Export Plot Values as CSV</A>
-                                <DT><A HREF="https://mathematica.stackexchange.com/questions/168113/how-to-plot-equation-between-1-to-1-or-how-to-normalize-a-equation-for-plotting" ADD_DATE="1696204499" LAST_MODIFIED="1696204499" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,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">How to plot equation between -1 to 1 or how to normalize a equation for plotting between -1 to 1 - Mathematica Stack Exchange</A>
-                                <DT><A HREF="https://mathematica.stackexchange.com/questions/231341/how-to-automatically-center-the-alignment-of-all-output-cells" ADD_DATE="1699329933" LAST_MODIFIED="1699329933" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,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">How to automatically center the alignment of all output cells? - Mathematica Stack Exchange</A>
+                                <DT><A HREF="https://mathematica.stackexchange.com/questions/168113/how-to-plot-equation-between-1-to-1-or-how-to-normalize-a-equation-for-plotting" ADD_DATE="1696204499" LAST_MODIFIED="1696204499" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAALn0lEQVRYR8WXeVwU1x3A33szszt7wC4st0KMgggICoiIeGBMovmkGi+Mcii5420SY5LaJjRt2sSYxHjGJloU0ShexdpqqtYLUREQBBQBTThVWGBhdnd2Z+a9vqElsYnm+Kvz18w7fr/v+73fNRD8nx/4U/pzU6auD9E7Rl1t8gvFEvh2PadTpJTYsmYZs8q58ugQyclwfbIQB0hUUFvdHae+aM7pvy79MR0/CvBpdMYzXiZhWaTlLoaEHI8vKFrZJ6wmPfRLTz97GOsBlI56w83wvLo5fXMlU5NWEwgfrbb6oa4Ow7ql1XnbHgTxQIANkZmJmOAjHIdSRj5ctxdg4GkE2uHhh0+116aHRiJWPuLpL3YgH0bpquJ8scw+GZZXV10zJcVHAK4rAIHuS7dCZ0sSPoUgenJxde7F+0HcF2BjQlaA3C1dZniwZHF53sHSaWMyMZaXI8AdiSs4+3bN3EE5RpN9pGEwKoM66BbKlUTBZrgUvrs+q3Tq2HcxkJ5EiF0bd+hc7oZh6dMVEaxnPbkRi4pzbn8f4gcAe6NSNbeJ5iTG6MTy67nvqBv+lZ3NepYeqwYE6HX6rqkarXhQrxe+NidpiwhAoq3IOcHhMA5wuzymOx2GAuopju64SZETsrNldf/aIZm/QwhPDIDuR2ZX5bvvhfgBQPmLMTm86IiBCjESAC9ACAsZwpzvsvskAYJf1Ok6rZ6mziCOwys8EjQTVAChWCySJLSmoz2gRZL1FgDRn82G9iIFKqMJIckQkFGEgYKo018dtqVi/gMB1kWnvzA2svyF4BgromQ6VyPmFQVZJYnVSjLn67Bb7vJam9PsZUOBm+8kOrb3f18FMMxvyG5d4H+xq8OCZYXjNXyPP8dKbRwnuxgGW5AWinwwct4q9sZnq4d9vvRq3ud9EN9aYEPs3CQsosPjhl7Z7+vdMVIfjhwaL9Bsr1D2KU4cTyAaTQAZqB0e1cg/pDtonHzkg3sBuvc89oa7R5nuKqnsDwG6BQk+z2hQiS6KmUUg6NdThvVt7d6XzlQOn4l4PGVx2e4iFaIXYEtERqAISAlC8OWJsSXFHHQV6w1CuzmJPwMAiWAQWcBnNtWRvalGMRRWqXt4XzLEebLoHdUC+kcSPxDb4PXe8ToSBWfnC2Ju/1AFw81UxbWuS+I4R7fRRyLahBNl8QkYk894AONfurazFapO1wo1pxkI/rH4at67qpCa9LB1BmP3OC0DfmtMpKowzkIM+yE/79ZhsWzOCnqvT1PfyMEV54JVACZmdBsdy6Jje/jYL9eIOx6eghX5dciQ7cIF6a5LAb+3C55nwvNqe5PShuj0txUCnggk7vFwW+LMLd4e4qAgg/Ntr5CGkrD1da76eVEhGDsKjR6OFvWu3Tkh8TLAa6iyM/pRw9eIDr6amk7CVRf3E4JFZmhSOgGA4/VipOPClRUQ4HEsQCs0WQ0lqm8IPfoghPTJg3ZUNdQuCdV2NoTEt9h173b08PXw2KRJhT58j5YKgpBAfwBhI2DIOQPfOdjo2TUQMfi1oE13vyLbh1icxP4FhsDFRCTUQpZ5gnR0tpHudjcaENaP7j+qVF4KRQRoddDwPJx/3dqy0O9xrKCPbB2+N0XZeAMocAwgJJhAcgdCRNpFDxdcF5n295AgW2GI3koPBZPpZAw9jRUSJPJ8BwpZFO5iPbU3aSo+jxBzwV1RmI4AGgHDhw+CmHRgwa5Ab4sPuV56Eyuuy5qYkXk0h4yiqXi0WGkd2FJwWyu6TJhAzFMFFnrICupXhQ0OC2loMSVTgIxf0zv2WnZ91+vq/RCSjapnHUxjNOIqo8kGzXMS3KxJbyCEQgGgpZHgCxV3C25qxsDPjwEKVoC1HQCTGUGzVxAEsI0ewAUhsBAZ2zu2ntUIPUb6yr8XuWvWLgizsarn0yFpH0KEOuGm6MzxEsHvL6vMS1InbqSHLWGQ+xWdUWQQAG8FbL6zi9TM9XGJIIlCjAayPBa4nX5EljqhS/alCYZAnaENcqw3YZi7ADJnqfLzWh4UwfDd7bcX+KdRoD86BB4rWPPJ4Lza9b0AQ9OLOIjehFviX9SLDqE9bqCtn5+pdq1G44zV8i5egWBW8Oa7FST3oUA3JskSzWgUaABNxxbgOwAiP28DNT8GGo4BTomA9kY7EB00eQIrPeLXHM2gGgQLYeY3rY0L/GIYAva5RK3oduvK7trClpfeNDXzeqNPbx5YF5l+6bFhxVoPg6BofIhTH8oUQA5G0KlAevcMQbCZAUwZRtpiJiLmeYLQCNLVyRKOFUinjWUC/HnAcjLE+LJyreILhF0JClBiqY/0o76gUDmtRCTV9kr3U5KT1fXYjcw/yxNctEyP7AUomjPmi7DIWzGcESiEnoczomuQBWd0DC6EGc1Nvb5xdU6wKJH9dAM9DO4hlRcZFJlgIW43Ireq22BEHDUa8qDmVngOzoTRXzaq+xzbgoIBw9CaAMZjmQxRuolOtGK27kZY+Zj8M8/3AuQ9Mi0zLrD6Nb3WIbOsKkfxRxA20ZMXQgKKPGeNdDJeug10qYuiHAaVF2plhUxgh41WrcTI5ecrGQRPwuhRg2kkTaFjWuWOsLi7oERH03AStUQyJqQ/wMwdWWaIw6VnS1sjP0o/eSj321QsIaXy0bjSVFoFR1ElyZDBw1jk7qRAon5UBDbE+wQiRJPLsNYDzu11R1lCfoOHj/lMBUBXzr0gQ/gH3fzQye7ywBkY4zW24/Wt7poWRBXyMtZ4EQWVU7hC6rQXjpfG5XOYGdqbilUL/DcsbhENP3l5xbYa9bs8M8ZAejQ7ZcIO8ja3CgYf5ZD/R02rnTv6pxGMZuizGmaJZU9fUQH42D3RjpyQfRDhA7p5TbvurApZ6WiC06xdgUYaJPXIw5kxLLfCrspdG/NsOHSLR2nYP6x+fwcQlZ5HzX1C7d8qZo4ZSFupA9R89BaIzeLVqNfqpV3+Gxasc+RsPYoY8h5VdPpeAAo2HitwlT7rucl3Fm9e6nJwaZ1dvnYZ68xULqSt3YyY/eduUod/lsqduKwqL/1/ANZFZCwAkIxIDr+ZTxS4hep2AwTzTJ7W0xxj/0AF8ErgGxWIM/XzG6e1LAp8yPhEbK7c0M2IVfVpQRtbv3FsDz5EQya3s1gMVgEkxfCGrdsyHmBCawXU0OL0UmHNwFRA4OWl13bSSnmPBTaFz4vxCuj6S5i53URjnUOAXRJXcKagNmNIioYTVnM6abcpUTOJgcwnXRedMsFgq10wtGGCFA+PngCIwHPmRB2rEOUV20X3McnJzXVLxpVhO6+fKp06bioG8npqb6m2y8fWedv8zMKaHTQl3wOwNzWV8bJ1nTBwstGqGFZMOfq3U+qCPgCPwaRMGwj7CUXuUwpBC+1OPSMI3j1EYRQPU5vZoHMoDMSbjEmaFKFeaRabmNg+AFXO4cm/SrEw9jV2iRU6TeaJs/Pz1fzwnQ+oH72NCcGvqqehUwcZyP/p8djC/qoFvBIBEWtkl9sOPe0Og4ZWvVk2wW8PvV/F0+NuGq2S+wx6u1sXDGy0YmiFazSGqAW+KktuUoj4Fo2s6arVeIg+Vr2/z/nv25ZvGDnPogh4CW1CF1kCei6ODS0LMAQrQPgGMW6HroECZtJ/gO7LT42+qgLEF5wfTv8VPKmCXI3eGWIeShRbFQJn62NvW297JNImdSNjROsXX9ph7VP8owB9kxujFhoxti2cNLF4BunBGsFuKorLv7yYdj404QFwL4D6TbsiWJo6YoPRw5YEjYx07PiI/QiZNi2q2iR8X/HPAuhb9HFSqo7t0mbRXuFNGh31hIXvLavIO3EvwKcx6ROhTFZRbx9E6+P7stmV82pRvvNBin8RQN/i7JRs1tt6I4PG+0p6d91JoU1G2n4p5+tCnNQknjQ/rO6wDN6Zfeo/PyQ/5/nJv+P7CckG2cg7qnZGSGDXy7S5lJpvm7d2VIUdoOO9zcYvef4NyWzGYppVAx8AAAAASUVORK5CYII=">How to plot equation between -1 to 1 or how to normalize a equation for plotting between -1 to 1 - Mathematica Stack Exchange</A>
+                                <DT><A HREF="https://mathematica.stackexchange.com/questions/231341/how-to-automatically-center-the-alignment-of-all-output-cells" ADD_DATE="1699329933" LAST_MODIFIED="1699329933" ICON_URI="https://cdn.sstatic.net/Sites/mathematica/Img/favicon.ico?v=191b7583f52e" ICON="data:image/png;base64,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">How to automatically center the alignment of all output cells? - Mathematica Stack Exchange</A>
                                 <DT><A HREF="https://mathworld.wolfram.com/Superellipsoid.html" ADD_DATE="1699335153" LAST_MODIFIED="1699335153">Superellipsoid -- from Wolfram MathWorld</A>
                             </DL><p>
                             <DT><A HREF="https://mathworld.wolfram.com/SteinerChain.html" ADD_DATE="1693160917" LAST_MODIFIED="1693160917">Steiner Chain -- from Wolfram MathWorld</A>
@@ -192,10 +192,10 @@
                     <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://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="1710417797">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="1710479873">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://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>
@@ -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="1710417797">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="1710479873">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="1710417797">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="1710479873">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>
@@ -492,9 +492,9 @@
                                     <DT><A HREF="https://github.com/Radivarig/UvSquares" ADD_DATE="1690131284" LAST_MODIFIED="1690131284" ICON_URI="fake-favicon-uri:https://github.com/Radivarig/UvSquares" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAFQ0lEQVRYR7VXWWwbVRSdN2PH9czYjtM4cRI7W91GwlKLgCbiB4qERCNWwQcSiFLEB5sAqQQVhKAJJQgQYVNZ1I8gFvETVUIVECQqBYQKSks+CEopENosJnHixtvYcR3HM5znxNFkZryEmidN4867795zz73v3juEKXP5/f6q2dnZmxhZvkNWlKsIwzQyhDTmjivKnMIwcywh5xiWPen1ekcmJiZWylENPcWXSxDcaUKOKIpyHx57KXm6TwiJ4/nCoih9oWQyWOxMQQA+n8+yGAy+AKOH8AjlGNbKAEQSz1t1bnf/5ORk2kiHIQDq9WWG+RKGu/6LYQMgo9sY5i4jNnQAnIKwO6MoX0OJpxLGVToCZkJujSST42q9mwBQz1OKcvZ/MJ63GbASslfNxAYAGvOF+fkf1LQjfr8ju8fx92ZFlrdvhRGcieLsdzizA7fkmvxZvB+tb2i4MZ8TGwDsoviyLMsvqo1wHPdITJKO9/b2mgYGBg4ARD+UuQnLJqD8IlGUSO4SEuLE7xaAd2AvDKVHvC0tx+lVrBbFu1dl+YRaL8uyR+OJxEu5G0P/WU+6SW22syZTZzwepyHJLb/LJU6nUs09PT3nAUpWK8VZ4nK5dvI8H5qZmaHAcsvhcLRlM5kLm+KO24Gk9NFQ5ADA+w/h/aNaijmz+bpYLDa2Feq1sk6nszmTTk9r34OFj8DCY4RWuJmpqZBRkQEDB8DAZ1cCwG63d8urq99oddBi1dza6iIQuAUC3xoIJMGAPxqN6tBvBVBTU9P2eCx2HvlTq2PBZNpPQP/7oP9xHQCOOyxJ0htbMVZI1iYID4HhQYMwfEBEQRhBHu/TbloFYVcoFPqrEgBaW1urLy0ubiTmhk5CvidA9wfQ7dJmKRLEhjjhtlVmwdFpONqssfMnsYmihPiImo2LUjLZXhnTa1psPH8G3uzdZAf1hIYgCWS8BoAEAGW13nJBgukLYLptkzwhyxSAjhoqJNhs9QsLC4vlGigmhxzYdikUisJRi8bRaZoDo0DWqctQQh6IJ5OfVwJAkas+SuyC8C5GrKd015BhzgJAVyUSEU4Ow8n9Bk6+R4yaRV6QcNyzqAVvXgkLMH4Qxj820mFi2XtIR0eHbS4Q+AdCNgMhBTX7lZ0dHUfHxsYyWwGCZsWigx5SstnXcI7TMUyI1MzzjblmJIriMUy7T9Df8Ppt0P4LquNhvNu9fnAWQAbRck/bnM6xQCAQNgLT3t7uWFpaupbJZq9HqzyI6+0rCJpljyUSiSfX2rHd7ktlsxPI0ioYj7AMc6+H53+eXl7+Ee+u1tzd08/09Nygbcc5RwpUVR0IQtK8yeRfjMX+Vg8kffB6bUhApzJbLH4MJNbLqdRP6kZi4rg7o5J00siz6urqfasrKyOlQgU2+1Bpe3O28sJ0JAsGg2fytAPEIIrRw+vDyv2oYl6OZc+56us/KTRiezyemmg4vFQUAMuOu93uTt1IRg/V1NR4V9LpUdDegP9mMQ/cjnlguJRH6n2R52mymgzPEDJfZbF0hcPh2fy+biwHjXtWM5nhPAjE4xTmvFOsokhZhqnv7u7uHxoawk/jBQCr2NFlPfTMm8zmbswXv27KKSM1YMIDJr4CiD3a/Za2Nkux7z4AoOCQx6rFsr+ZzebbIpHIjFZfqU+z51Eln1PX8Nq6OuvU1BQ+nAoyQIfVNb2ErOCD9fWa2tpXC50p+XFa53DsWM5mn0YNeBAKWVxBJ64gpdlwob3TJKyC4k8tVus7pYaakgDyVuhILlmtZvXIXSh8CGEcWR4vJ3n/BZjYQnyYeklkAAAAAElFTkSuQmCC">Radivarig/UvSquares: Blender addon for reshaping UV selection into grid.</A>
                                     <DT><A HREF="https://discourse.mcneel.com/t/ellipsoid-mesh-from-curvature-lines/81480/3" ADD_DATE="1690673271" LAST_MODIFIED="1690673271" ICON_URI="https://global.discourse-cdn.com/mcneel/uploads/default/optimized/3X/e/8/e8ac746b7d3ee947a397b6e4f08d03f650423c3c_2_32x32.ico" ICON="data:image/png;base64,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">Ellipsoid mesh from curvature lines - Grasshopper - McNeel Forum</A>
                                     <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: &quot;#Nodevember2020 Day 29. Fractal Apollonian gasket 2d and 3d (spherical), using script node. #b3d #sverchok https://t.co/DUAbB6rg0b&quot; / 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="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://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" ICON="data:image/png;base64,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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>
@@ -641,7 +641,7 @@
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                             </DL><p>
                         </DL><p>
-                        <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710417797">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="1710479873">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="1710403368">𖣠⚪ᗱᗴ⚪ᕤᕦ⚪ᗩ⚪ᑎ⚪ᕤᕦ⚪ИN⚪ᗩ⚪ᙁ⚪𖣓⚪ߦ⚪ᑎ⚪✻⚪ᴥ⚪ᗩ⚪ᙏ⚪𖣓⚪✤⚪ꕤ⚪ᗱᗴ⚪✤⚪ᴥ⚪ᗱᗴ⚪ߦ⚪人⚪옷⚪𖣓⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼⚪𖡼⚪𖡼⚪𖡼⚪𖣓⚪옷⚪人⚪ߦ⚪ᗱᗴ⚪ᴥ⚪✤⚪ᗱᗴ⚪ꕤ⚪✤⚪𖣓⚪ᙏ⚪ᗩ⚪ᴥ⚪✻⚪ᑎ⚪ߦ⚪𖣓⚪ᙁ⚪ᗩ⚪ИN⚪ᕤᕦ⚪ᑎ⚪ᗩ⚪ᕤᕦ⚪ᗱᗴ⚪𖣠</H3>
                             <DL><p>
@@ -665,9 +665,9 @@
                                     </DL><p>
                                 </DL><p>
                             </DL><p>
-                            <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710417797">⚪ᔓᔕ⚪ᗝ⚪ᴥ⚪ᗩ⚪Ⓞ⚪⚭⚪ᗱᗴ⚪ᕤᕦ⚪ᗩ⚪ᙏ⚪ꖴ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ꖴ⚪ᙏ⚪ᗩ⚪ᕤᕦ⚪ᗱᗴ⚪⚭⚪Ⓞ⚪ᗩ⚪ᴥ⚪ᗝ⚪ᔓᔕ⚪</H3>
+                            <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710479873">⚪ᔓᔕ⚪ᗝ⚪ᴥ⚪ᗩ⚪Ⓞ⚪⚭⚪ᗱᗴ⚪ᕤᕦ⚪ᗩ⚪ᙏ⚪ꖴ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ꖴ⚪ᙏ⚪ᗩ⚪ᕤᕦ⚪ᗱᗴ⚪⚭⚪Ⓞ⚪ᗩ⚪ᴥ⚪ᗝ⚪ᔓᔕ⚪</H3>
                             <DL><p>
-                                <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710417797">⚪✤⚪ИN⚪ᗱᗴ⚪✤⚪ИN⚪Ⓞ⚪ᑐᑕ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ᑐᑕ⚪Ⓞ⚪ИN⚪✤⚪ᗱᗴ⚪ИN⚪✤⚪</H3>
+                                <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710479873">⚪✤⚪ИN⚪ᗱᗴ⚪✤⚪ИN⚪Ⓞ⚪ᑐᑕ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ᑐᑕ⚪Ⓞ⚪ИN⚪✤⚪ᗱᗴ⚪ИN⚪✤⚪</H3>
                                 <DL><p>
                                     <DT><H3 ADD_DATE="1695301898" LAST_MODIFIED="1695316665">⚪ᗱᗴᴥᗱᗴ옷ߦᔓᔕ⚪ᔓᔕᗱᗴᙁᑐᑕᴥꖴᑐᑕ⚪✤ИNᗱᗴᕤᕦИNᗩ✤⚪ᙁᗩꖴᗝᗩᴥ⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪ᴥᗩᗝꖴᗩᙁ⚪✤ᗩИNᕤᕦᗱᗴИN✤⚪ᑐᑕꖴᴥᑐᑕᙁᗱᗴᔓᔕ⚪ᔓᔕߦ옷ᗱᗴᴥᗱᗴ⚪</H3>
                                     <DL><p>
@@ -701,10 +701,9 @@
                                         <DT><A HREF="https://audiochan.org/int/res/25.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/int/ - International</A>
                                         <DT><A HREF="https://tbpchan.cz/nat/res/4.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/nat/res/4.html</A>
                                     </DL><p>
-                                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀</H3>
+                                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710479873">⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀∞⁂ᐃⵔ꞉ⵘ❋ⵔⵔ⁂❋❋ⵔ❋·⁂❋❋ⵈ⁂❋ⵔ⁂❋꞉ⵔⵔⵔ·⁂ⵔ꞉⁂ⵔᐃ··⁂⁂❋❋⠿ᐃⵔⵈⵔ∷ⵘ⁂⁂❋ⵘ꞉꞉ⵔ⠿ⵔ∷◌∷❋⠀◯⠀⠀⠀⠀</H3>
                                     <DL><p>
-                                        <DT><A HREF="https://www.bronnen.net/user.php?/int/res/3088245.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.bronnen.net/favicon.ico" ICON="data:image/png;base64,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">/int/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
-                                        <DT><A HREF="https://8kun.top/lit/res/17015.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://media.128ducks.com/static/favicon.ico" ICON="data:image/png;base64,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">/lit/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
+                                        <DT><A HREF="https://8kun.top/lit/res/17015.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://media.128ducks.com/static/favicon.ico" ICON="data:image/png;base64,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">/lit/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
                                         <DT><A HREF="https://endchan.net/philosophy/res/325.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/philosophy/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
                                         <DT><A HREF="https://tbpchan.cz/philosophy/res/15.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/philosophy/res/15.html</A>
                                         <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ᕤᕦИNꖴᗯᗩᴥᗝ⠀◯⠀ᙁᗩᑐᑕꖴᴥ✤ᗱᗴᙏ人ᔓᔕ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᔓᔕ人ᙏᗱᗴ✤ᴥꖴᑐᑕᗩᙁ⠀◯⠀ᗝᴥᗩᗯꖴИNᕤᕦ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ᕤᕦИNꖴᗯ</H3>
@@ -729,8 +728,7 @@
                                             <DT><A HREF="https://endchan.net/philosophy/res/325.html#327" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/philosophy/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
                                             <DT><A HREF="https://83channel.org/txt/52/#tid-58" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/txt/ - ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ◯ LAИOIƧИƎMID Ԑ ƧHPYLG ИƎHT LAИOIƧИƎMID Ԑ ƧИAGЯO GИIWAЯD FI ◯⠀⦿⠀◯ IF DRAWING ORGANS 3 DIMENSIONAL THEN GLYPHS 3 DIMENSIONAL ◯ ◯ ІԀНРƎМƎОРТ</A>
                                         </DL><p>
-                                        <DT><A HREF="https://www.bronnen.net/int/res/3088245.html#3091645" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://www.bronnen.net/favicon.ico" ICON="data:image/png;base64,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">/int/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
-                                        <DT><A HREF="https://8kun.top/lit/res/17015.html#17125" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/lit/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
+                                        <DT><A HREF="https://8kun.top/lit/res/17015.html#17125" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://media.128ducks.com/static/favicon.ico" ICON="data:image/png;base64,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">/lit/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
                                         <DT><A HREF="https://endchan.net/philosophy/res/325.html#338" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/philosophy/ - ⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴᗝИNꖴꗳ⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀ꗳꖴИNᗝꖴИNᕤᕦᔓᔕ⠀◯⠀⠀⠀⠀</A>
                                         <DT><A HREF="https://tbpchan.cz/philosophy/res/15.html#38" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/philosophy/res/15.html#38</A>
                                     </DL><p>
@@ -1040,11 +1038,11 @@
                                     <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀◯⠀ꖴ✻ᗩᔓᔕᗩᕤᕦᗩИN⠀◯⠀ꖴᙏᑎꗳᗩᔓᔕᗩᙏ⠀◯⠀⠀⠀⠀⚪⠀⠀⠀⠀◯⠀ᙏᗩᔓᔕᗩꗳᑎᙏꖴ⠀◯⠀ИNᗩᕤᕦᗩᔓᔕᗩ✻ꖴ⠀◯⠀⠀⠀⠀⦿⠀⠀⠀⠀◯⠀ꖴ✻ᗩᔓᔕᗩᕤᕦᗩ</H3>
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                                     </DL><p>
-                                    <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>
+                                    <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1710477392">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>
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- ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ⠀ ◯ QXhJM2ИtxK0\ƎB.UTUⓄY\\:PTTH ◯⠀⠀⠀◯ https://YⓄUTU.BE/0KxtN2MJhXQ ◯ ⚪ ◯ QXhJM2ИtxK0\ƎB.UTUⓄY\\:PTTH ◯⠀⠀⠀◯ https://YⓄUTU.BE/0KxtN2MJhXQ ◯ ⦿</A>
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                                         <DT><A HREF="https://tbpchan.cz/lit/res/38.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">https://tbpchan.cz/lit/res/38.html</A>
                                         <DT><A HREF="https://old.diochan.com/int/res/32530.html#32530" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/int/ - International</A>
                                         <DT><A HREF="https://endchan.net/philosophy/res/342.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/philosophy/ - ⵙᗯⵙᗱᗴⵙꖴⵙᗯⵙᴥⵙᗱᗴⵙ✤ⵙИNⵙꖴⵙ◯ⵙᙁⵙᴥⵙꖴⵙᗩⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⚪ⵙ◯ⵙ◯ⵙ⚪ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙ◌ⵙ⊚ⵙᗩⵙꖴⵙᴥⵙᙁⵙ◯ⵙꖴⵙИNⵙ✤ⵙᗱᗴⵙᴥⵙᗯⵙꖴⵙᗱᗴⵙᗯⵙ</A>
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                                     <DT><A HREF="https://8kun.top/greenbreeze/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/greenbreeze/ - Healthy, humane and smart living</A>
                                     <DT><A HREF="https://8kun.top/india/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/india/ - India</A>
                                     <DT><A HREF="https://8kun.top/liberty/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/liberty/ - Liberty</A>
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                                     <DT><A HREF="https://8kun.top/maths/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/maths/ - Mathematics</A>
                                     <DT><A HREF="https://8kun.top/mu/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/mu/ - Music</A>
                                     <DT><A HREF="https://8kun.top/newsci/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/newsci/ - Science and Math</A>
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                                     <DT><A HREF="https://8kun.top/pdfs/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/pdfs/ - 8kun&#39;s largest library</A>
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                                     <DT><A HREF="https://8kun.top/pnd/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/pnd/ - Politics, News, Debate</A>
                                     <DT><A HREF="https://8kun.top/polymath/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/polymath/ - Polymath</A>
                                     <DT><A HREF="https://8kun.top/prog/index.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">/prog/ - Programming</A>
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                                 <DT><A HREF="https://freeimage.host/i/inininin.SsU9uS" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀⠀⠀ⵙ꞉ИNИNᗯ⊚ᗩ꞉⁂⠿⊚ᑐᑕᴥⵙᴥᗱᗴ✤ᔓᔕᗩᙏⵙᴥᗱᗴᙁⓄᑐᑕⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙᑐᑕⓄᙁᗱᗴᴥⵙᙏᗩᔓᔕ✤ᗱᗴᴥⵙᴥᑐᑕ⊚⠿⁂꞉ᗩ⊚ᗯИNИN꞉ⵙ⠀⠀⠀⠀ — Freeimage.host</A>
-                                <DT><A HREF="https://freeimage.host/i/SLIQpe" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀ⵙ⠀ᑎ⠀ⵙ⠀ⵔ⠀ⵙ⠀⁂⠀ⵙ⠀ⵈ⠀ⵙ⠀⠿⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀✤⠀ⵙ⠀⚭⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⚭⠀ⵙ⠀✤⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠿⠀ⵙ⠀ⵈ⠀ⵙ⠀⁂⠀ⵙ⠀ⵔ⠀ⵙ⠀ᑎ⠀ⵙ⠀⠀ — Freeimage.host</A>
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+                                <DT><A HREF="https://freeimage.host/i/SLIQpe" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://freeimage.host/content/images/system/favicon_1576620820075_18c066.png" ICON="data:image/png;base64,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">⠀⠀ⵙ⠀ᑎ⠀ⵙ⠀ⵔ⠀ⵙ⠀⁂⠀ⵙ⠀ⵈ⠀ⵙ⠀⠿⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀✤⠀ⵙ⠀⚭⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⚭⠀ⵙ⠀✤⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠿⠀ⵙ⠀ⵈ⠀ⵙ⠀⁂⠀ⵙ⠀ⵔ⠀ⵙ⠀ᑎ⠀ⵙ⠀⠀ — Freeimage.host</A>
+                                <DT><A HREF="https://freeimage.host/i/SLT1F2" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://freeimage.host/content/images/system/favicon_1576620820075_18c066.png" ICON="data:image/png;base64,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">⠀⠀ⵙᗱᗴⵙ✤ⵙꖴⵙ옷ⵙᗯⵙ⠀◯⠀ⵙ꞉ⵙⵔⵙИNⵙᙏⵙ⠀◯⠀ⵙᗱᗴⵙᙏⵙᑐᑕⵙᗩⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙᗩⵙᑐᑕⵙᙏⵙᗱᗴⵙ⠀◯⠀ⵙᙏⵙИNⵙⵔⵙ꞉ⵙ⠀◯⠀ⵙᗯⵙ옷ⵙꖴⵙ✤ⵙᗱᗴⵙ⠀⠀ — Freeimage.host</A>
                                 <DT><A HREF="https://freeimage.host/i/SLuDqx" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀ⵙᗝⵙ✤ⵙᙁⵙ◯ⵙⓄⵙᴥⵙߦⵙ◯ⵙⵔⵙⵔⵙⵘⵙⵈⵙ⊚ⵙ옷ⵙᴥⵙ◯ⵙߦⵙⓄⵙᙁⵙᗱᗴⵙᴥⵙ⠀◯⠀ⵙ⠀◯⠀ⵙᴥⵙᗱᗴⵙᙁⵙⓄⵙߦⵙ◯ⵙᴥⵙ옷ⵙ⊚ⵙⵈⵙⵘⵙⵔⵙⵔⵙ◯ⵙߦⵙᴥⵙⓄⵙ◯ⵙᙁⵙ✤ⵙᗝⵙ⠀ — Freeimage.host</A>
                                 <DT><A HREF="https://freeimage.host/i/rPy9Wv" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">ⵙᗝꖴⓄᙏᕤᕦꖴᔓᔕⵙᙁᗩᙏꖴИNꖴᙏⵙИNⓄꖴ✤ꖴᔓᔕИNᗩᴥ✤ⵙᗱᗴᕤᕦᗝᗱᗴⵙᙁᑎꗳⵙ⠀◯⠀ⵙ⠀◯⠀ⵙꗳᑎᙁⵙᗱᗴᗝᕤᕦᗱᗴⵙ✤ᴥᗩИNᔓᔕꖴ✤ꖴⓄИNⵙᙏꖴИNꖴᙏᗩᙁⵙᔓᔕꖴᕤᕦᙏⓄꖴᗝⵙ — Freeimage.host</A>
                                 <DT><A HREF="https://freeimage.host/i/niin.6J7KZl" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://freeimage.host/content/images/system/favicon_1576620820075_18c066.png" ICON="data:image/png;base64,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">⠀ⵙ⠀❁⠀ⵙ⠀✤⠀ⵙ⠀❁⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀ᗩ⠀ⵙ⠀Н⠀ⵙ⠀Ȋ̮⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀⧲⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⧲⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀Ȋ̮⠀ⵙ⠀Н⠀ⵙ⠀ᗩ⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀❁⠀ⵙ⠀✤⠀ⵙ⠀❁⠀ⵙ⠀ — Freeimage.host</A>
@@ -1500,7 +1498,7 @@
                 <DT><A HREF="https://www.redcrab-software.com/en/Calculator/Helix" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Helix, online calculator and formula</A>
                 <DT><A HREF="https://www.behance.net/search/projects?tracking_source=typeahead_nav_suggestion_filter&tools=9524" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Grasshopper Projects | Photos, videos, logos, illustrations and branding on Behance</A>
             </DL><p>
-            <DT><H3 ADD_DATE="1686507139" LAST_MODIFIED="1708696494">𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪І⚪𔗢⚪𖣠⚪𔗢⚪ꕤ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪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⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪ꕤ⚪𔗢⚪𖣠⚪𔗢⚪І⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠</H3>
+            <DT><H3 ADD_DATE="1686507139" LAST_MODIFIED="1711123067">𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠⚪𔗢⚪І⚪𔗢⚪𖣠⚪𔗢⚪ꕤ⚪𔗢⚪𖣠⚪𔗢⚪ߦ⚪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⚪ߦ⚪𔗢⚪𖣠⚪𔗢⚪ꕤ⚪𔗢⚪𖣠⚪𔗢⚪І⚪𔗢⚪𖣠⚪𔗢⚪Ẏ⚪𔗢⚪𖣠</H3>
             <DL><p>
                 <DT><H3 ADD_DATE="1686506557" LAST_MODIFIED="1687312236">‌​</H3>
                 <DL><p>
@@ -1751,7 +1749,7 @@
                 <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.acharyamahashraman.in/organization" ADD_DATE="1686506557" LAST_MODIFIED="1687312236"></A>
                 <DT><A HREF="https://www.linkedin.com/in/oo0oo/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">​ ​ | LinkedIn</A>
-                <DT><A HREF="https://soundcloud.com/88888088888" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">‌ | Free Listening on SoundCloud</A>
+                <DT><A HREF="https://soundcloud.com/88888088888" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">‌ | Free Listening on SoundCloud</A>
                 <DT><A HREF="https://www.producthunt.com/@oooo" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">‌ ⠀&#39;s profile on Product Hunt | Product Hunt</A>
                 <DT><A HREF="https://www.thingiverse.com/thing:4108024" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">‌​ by O0O - Thingiverse</A>
                 <DT><A HREF="https://yandex.by/search/?text=%2217752.rar%22+Super+Hero+Suit+for+Genesis+2+Male(s)+and+Michael+6&lr=157&redircnt=1639143788.1" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">&quot;17752.rar&quot; Super Hero Suit for Genesis 2 Male(s) and Michael 6 — Яндекс: знайшлося 16 вынікаў</A>
@@ -1822,7 +1820,7 @@
                 <DT><A HREF="https://qbforums.shiki.hu/viewtopic.php?t=10356" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀ⵙ⠀Ⓞ⠀ⵙ⠀ꕢ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀Н⠀ⵙ⠀І⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀І⠀ⵙ⠀✤⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀✤⠀ⵙ⠀І⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀І⠀ⵙ⠀Н⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ꕢ⠀ⵙ⠀Ⓞ⠀ⵙ⠀⠀ - qBittorrent official forums</A>
                 <DT><A HREF="https://web.archive.org/web/20220922112849/https://qbforums.shiki.hu/viewtopic.php?p=39508" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">⠀⠀ⵙ⠀Ⓞ⠀ⵙ⠀ꕢ⠀ⵙ⠀І⠀ⵙ⠀ᗝ⠀ⵙ⠀Н⠀ⵙ⠀І⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀І⠀ⵙ⠀✤⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᗝ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ᗝ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀✤⠀ⵙ⠀І⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀І⠀ⵙ⠀Н⠀ⵙ⠀ᗝ⠀ⵙ⠀І⠀ⵙ⠀ꕢ⠀ⵙ⠀Ⓞ⠀ⵙ⠀⠀ - qBittorrent official forums</A>
                 <DT><A HREF="https://beta.scrintal.com/b/final-scrintal-board--jtult" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">👋 Hi from Scrintal 👋</A>
-                <DT><A HREF="https://www.deviantart.com/00000O00000" ADD_DATE="1686506557" LAST_MODIFIED="1688942360">00000O00000 User Profile | DeviantArt</A>
+                <DT><A HREF="https://www.deviantart.com/00000O00000" ADD_DATE="1686506557" LAST_MODIFIED="1688942360" ICON_URI="https://www.deviantart.com/favicon.ico" ICON="data:image/png;base64,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">00000O00000 User Profile | DeviantArt</A>
                 <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" ICON="data:image/png;base64,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">0000888888880000 (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>
@@ -1855,7 +1853,7 @@
                 <DT><A HREF="https://www.youtube.com/watch?v=o8f6iLcVwwM" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Berlin Woodwinds Revive Screencast Series - Chapter III: Oboes &amp; English Horn - YouTube</A>
                 <DT><A HREF="https://www.youtube.com/watch?v=MEreRWizMM8" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Berlin Woodwinds Walkthrough: Part 3 - Oboes &amp; English Horn - YouTube</A>
                 <DT><A HREF="https://indebuurt.nl/denbosch/woning-van-de-week/binnenkijken-in-de-bolwoning-van-matheus-je-moet-creatief-zijn-om-hier-te-wonen~19410/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Binnenkijken in de bolwoning van Matheus: &#39;Je moet creatief zijn om hier te wonen&#39;</A>
-                <DT><A HREF="https://bitbucket.org/OOOOOOOOOOOOOOOO/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://bitbucket.org/favicon.ico?v=2" ICON="data:image/png;base64,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">Bitbucket</A>
+                <DT><A HREF="https://bitbucket.org/OOOOOOOOOOOOOOOO/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://bitbucket.org/favicon.ico?v=2" ICON="data:image/png;base64,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">Bitbucket</A>
                 <DT><A HREF="https://knowledge.autodesk.com/support/alias-products/learn-explore/caas/CloudHelp/cloudhelp/2018/ENU/Alias-Reference/files/GUID-E804FB95-FFBD-40BE-93CA-B7E333750C5A-htm.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">BlendCrv Tools &gt; Constraint Continuity | Alias Products | Autodesk Knowledge Network</A>
                 <DT><A HREF="https://wiki.hydrogenaud.io/index.php?title=Block_switching" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Block switching - Hydrogenaudio Knowledgebase</A>
                 <DT><A HREF="https://www.superdense.com/features" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Bookmark Management Features ⭐ Superdense</A>
@@ -1879,7 +1877,7 @@
                 <DT><A HREF="https://github.com/0000OOOO0000/O/graphs/code-frequency" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Code frequency · 0000OOOO0000/O</A>
                 <DT><A HREF="https://nnty.fun/downloads/other/90ssamplecds/new/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">comfy box</A>
                 <DT><A HREF="https://en.wikipedia.org/wiki/Comparison_of_graphics_file_formats" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Comparison of graphics file formats - Wikipedia</A>
-                <DT><A HREF="https://observablehq.com/@mateh/continuous-curvature" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.observablehq.com/favicon-512.0667824687f99c942a02e06e2db1a060911da0bf3606671676a255b1cf97b4fe.png" 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">Continuous curvature of smooth corners for UI Design / Máté Homolya / Observable</A>
+                <DT><A HREF="https://observablehq.com/@mateh/continuous-curvature" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.observablehq.com/favicon-512.0667824687f99c942a02e06e2db1a060911da0bf3606671676a255b1cf97b4fe.png" 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">Continuous curvature of smooth corners for UI Design / Máté Homolya / Observable</A>
                 <DT><A HREF="https://github.com/0000OOOO0000/O/graphs/contributors" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Contributors to 0000OOOO0000/O</A>
                 <DT><A HREF="https://calculator.name/calculator/decimal-to-fraction.php" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Converting Decimal to Fraction</A>
                 <DT><A HREF="https://mathcurve.com/courbes2d.gb/cornu/cornu.shtml" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Cornu spiral</A>
@@ -1890,7 +1888,7 @@
                 <DT><A HREF="https://progsoft.net/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Crowdsourced software recommendations - ProgSoft.net</A>
                 <DT><A HREF="https://codepen.io/lbebber/pen/RNgBPP" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">CSS Gooey Menu (Version 2)</A>
                 <DT><A HREF="https://danilw.github.io/GLSL-howto/cubemap_to_panorama_js/cubemap_to_panorama.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Cubemap to panorama</A>
-                <DT><A HREF="https://observablehq.com/@jrus/curvature-comb" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.observablehq.com/favicon-512.0667824687f99c942a02e06e2db1a060911da0bf3606671676a255b1cf97b4fe.png" 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">Curvature Comb / Jacob Rus / Observable</A>
+                <DT><A HREF="https://observablehq.com/@jrus/curvature-comb" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://static.observablehq.com/favicon-512.0667824687f99c942a02e06e2db1a060911da0bf3606671676a255b1cf97b4fe.png" 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">Curvature Comb / Jacob Rus / Observable</A>
                 <DT><A HREF="https://youtube4kdownloader.com/en17/cut-youtube-video.html" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Cut YouTube videos online</A>
                 <DT><A HREF="https://codesandbox.io/dashboard/home" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://codesandbox.io/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAAlklEQVRYR+2WsQ3EIBAE1xUAHdAFKV1BCdAVKV3QAVCB/+MP3hghYVmLRHZ3GibY4wBwfu+2cxCABmjg8QaMMbDWTuVESgk557+9lzngnEMIYQrAe48Y4xoArTV670MgQgiUUrAUQCmF1toQgJQStVYC0AAN0MDLDGyP4qEM/ilasgu2r+OZl9/pufwP3Bk2U0sAGqCBD0d+yAFDHs5GAAAAAElFTkSuQmCC">Dashboard - CodeSandbox</A>
                 <DT><A HREF="https://www.whosampled.com/dashboard/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Dashboard | WhoSampled</A>
@@ -2112,7 +2110,7 @@
                 <DT><A HREF="https://scribddown.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Scribd Downloader - Download Scribd Documents For Free</A>
                 <DT><A HREF="https://stackoverflow.com/questions/15497725/set-fake-version-info-in-windows" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Set fake version info in Windows - Stack Overflow</A>
                 <DT><A HREF="https://mysetup.co/users/1055268154" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Setups by ⵙⓄᑐ·ᗝᖆᖆᗩᑐ·ⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⵙ◯ⵙ◯ⵙⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄⓄ·ᑕᗩᖇᖇᗝ·ᑕⓄⵙ | mySetup.co</A>
-                <DT><A HREF="https://shapecatcher.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://shapecatcher.com/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAFVElEQVRYR+2Wa4hUZRjH/+97zszsund1va7lUlFGH3IRvEAfWilSoUhNvNCH1MIuCqVFhBGGflIJxSKsD1aIJVkoaIK0IpGJiImRbiUa7Oq6tO5tZnTm3N7+z5lx3GnXYWZN+tKBw8zhXJ7f83/+z/O+yvDAf3io/wGGo4Dfux3GvwAT9ELrCdAVi6DKmoZVyNJK4HXA7V6NINIPpWoZsIxnAON1IRJdCF29smSIkgC8a2vg61YGnwjoUTCqDMoEgOkH3MuIVL0HFXu0JIiSAJyrs5l0PYM3MPgYQFUwmEeAXqigAzreBrvh4N0BMP0d8H5fCnP/vfj8kzSef/kxKE0Ic51e6CTAZajEKVg1a6ArFxUNUbQCzqEN8K8chbVwEpLJCRhR00CAOgKkCfAXAa5ApWjMyETYkWboqiVFQdwW4PuWFuzb9w3q6mpx8dIl7HpSwzjXYM2k6SY9AKNZCpTz9OkDeiD9B4w9mlDlMMaFFYyHVfE0PfFIQZAhAU6f/hmbt27Bnt27w5cfnPIwPvpwBx6fdhluaie0qUAQFQWqGCwNnb7K4DRldCyf1jxV2B3KjUMHFpR1D6yqxYAt9/OPIQHmzJ2HdevWomlqEy4x+znz5qL13HnUqL1wzdf8fpQfZ4AgSiWqgZiYMsYvR3jaWQA/Y1A4VCjFnz5EKpdzXkzPIxgEINJv2bIVCxbMD0vQ2NiITRs3hqXwuzfAUz+yDRkUVQSpDE+jpBScCQSzEmf4PwYTm4jAli5xeN4gxHVC30Ck5l0yjstBDAKYMWsW3ly7LgSQ7J+iGr+dPxe+kAH4iQA0nyIAGFwTAiN4XQ6d+JVl6WMVGDiQUtAPlpSrMgSAScDyx8AauX5oAMn4nfXrcwHl+pXXXkVnR8ctAH2SFc4CEMKICgRQbhI69QOzG50B0ISiIZWThFc+ic8kWbIEBbmCaN22nAp5Ckj2cpw4fhw9Pb1h7Wc3N4clkCPo/wJu8NUAgGoCiMwVlP40A3ZTCZYnDyBBgMlZgDh/47DNFOjaN8Jv5gAk2yXLluG7QwfRQh9IJzQ1Tc0Fl4dN8jCc9DbKPCoTKFQgC9B/lFlxLP8DALC4cAUsQyyjAAG048Cu/ywfQFpNspV2K3Q4nU/QY5wBIYAYUABGwIqfYKx0FkDkz/iCfcpnomA3Mtskr+NQ6TZExh7JB9hM569csSJ0e6FDFqTAoifCTsgCiAGl551fMm0ZloDBlXjjOktQnzOhACDVjug4KjawBAWjDrgZJL6F63yaGcPSCQySacMYIfo4jv9kKZi9TXNSepkPJspr6QIaUTpBebWIjP54eADyln/tbfjWhVABAQillt5XMogsTsZOOtZBEBvJluVUlEHEWUATcd3o4d5hJResZ4cPEEJ0vw9fceiEXpCNCSehkinIYmdHMd3H/zKI6A1DgKAPtv1M3sal6NVwqBK5Xau4BnTxlkxBGcUCcHMtkM227BXcDICXhB1bzFVyad6n7gzgGD9W386pHEDLntCaEGbp6zZyCAAV8OOw1HRY1S+Sb/ygPO4IILVzPjdD7Ygt5QrZcGsrZlJn4LdtZckvwJr8AofOS7f1+LABvLP74R7eBKtxBqLPbR8UwDu1B27LByh/62TBBisZwG89Au/ELgQ9lNlNIdL8Ouxpg3c/zuGN8M8eQNmq/fTpYOlvUpUMIC+6x3bAdF3k8s8BVH8f7JnLc1lK5t6pL9n23fRlBTu0DrHle/7dEogK1kMcyWKzAf/lOmg/E/ohvXc1leEuyOE+oLI+zyMDaYalQMGiZm/KLrqQ9HdUgmIAin3mrilQLMDf+xluvzNxLiQAAAAASUVORK5CYII=">Shapecatcher: Draw the Unicode character you want!</A>
+                <DT><A HREF="https://shapecatcher.com/" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://shapecatcher.com/favicon.ico" ICON="data:image/png;base64,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">Shapecatcher: Draw the Unicode character you want!</A>
                 <DT><A HREF="https://app.shapediver.com/me" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">ShapeDiver - Online Parametric 3D Configurator</A>
                 <DT><A HREF="https://app.shapediver.com/u/oooooooooooooooo" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">ShapeDiver - Online Parametric 3D Configurator</A>
                 <DT><A HREF="https://forums.aida64.com/topic/667-share-your-sensorpanel/page/267/#comment-44072" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Share your SensorPanel - Page 267 - Hardware monitoring - AIDA64 Discussion Forum</A>
@@ -2125,12 +2123,12 @@
                 <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" ICON="data:image/png;base64,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-                <DT><A HREF="https://soundcloud.com/008800" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream ‌ music | Listen to songs, albums, playlists for free on SoundCloud</A>
+                <DT><A HREF="https://soundcloud.com/008800" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream ‌ music | Listen to songs, albums, playlists for free on SoundCloud</A>
                 <DT><A HREF="https://speckle.xyz/streams/1a57412199" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Stream | Speckle</A>
-                <DT><A HREF="https://soundcloud.com/COSANTI" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream cosanti music | Listen to songs, albums, playlists for free on SoundCloud</A>
-                <DT><A HREF="https://soundcloud.com/lvl2gamer/mass-effect-3-embassy-ambient" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream Mass Effect 3 - Embassy Ambient by lvl2gamer | Listen online for free on SoundCloud</A>
-                <DT><A HREF="https://soundcloud.com/mellowsonic" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream Mellow Sonic music | Listen to songs, albums, playlists for free on SoundCloud</A>
-                <DT><A HREF="https://soundcloud.com/tymelapse/tracks" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream TYMELAPSE | Listen to music albums online for free on SoundCloud</A>
+                <DT><A HREF="https://soundcloud.com/COSANTI" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream cosanti music | Listen to songs, albums, playlists for free on SoundCloud</A>
+                <DT><A HREF="https://soundcloud.com/lvl2gamer/mass-effect-3-embassy-ambient" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream Mass Effect 3 - Embassy Ambient by lvl2gamer | Listen online for free on SoundCloud</A>
+                <DT><A HREF="https://soundcloud.com/mellowsonic" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream Mellow Sonic music | Listen to songs, albums, playlists for free on SoundCloud</A>
+                <DT><A HREF="https://soundcloud.com/tymelapse/tracks" ADD_DATE="1686506557" LAST_MODIFIED="1687312236" ICON_URI="https://a-v2.sndcdn.com/assets/images/sc-icons/favicon-2cadd14bdb.ico" ICON="data:image/png;base64,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">Stream TYMELAPSE | Listen to music albums online for free on SoundCloud</A>
                 <DT><A HREF="https://streamja.com/V06dZ" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Streamja - Simple video sharing</A>
                 <DT><A HREF="https://streamja.com/ZW7o6" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">Streamja - Simple video sharing</A>
                 <DT><A HREF="https://www.grasshopper3d.com/forum/topics/subcurve-and-domain-of-a-curve" ADD_DATE="1686506557" LAST_MODIFIED="1687312236">SubCurve and Domain of a curve - Grasshopper</A>
@@ -2304,7 +2302,7 @@
                 <DT><A HREF="https://drumstructor.com/kit_viewer.php?kit=DK-5BC130-221114-120758-896667" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">DRUMSTRUCTOR VIEWER</A>
                 <DT><A HREF="https://www.andrewreeman.com/spectralsuite/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Spectral Suite</A>
                 <DT><A HREF="https://github.com/andrewreeman/SpectralSuite" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">andrewreeman/SpectralSuite</A>
-                <DT><A HREF="https://archive.org/details/@0000000000000000000000000000000000000000000000000000000000000000?tab=web-archive" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://archive.org/images/glogo.jpg" ICON="data:image/png;base64,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">Your Account</A>
+                <DT><A HREF="https://archive.org/details/@0000000000000000000000000000000000000000000000000000000000000000?tab=web-archive" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://archive.org/offshoot_assets/favicon.ico" ICON="data:image/png;base64,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">Your Account</A>
                 <DT><A HREF="https://github.com/nortikin/sverchok/releases" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://github.com/favicon.ico" ICON="data:image/png;base64,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">Releases · nortikin/sverchok</A>
                 <DT><A HREF="https://dagshub.com/O/O" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://dagshub.com/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>
@@ -2318,7 +2316,7 @@
                 <DT><A HREF="https://en.wikipedia.org/wiki/Truncated_cuboctahedral_prism" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Truncated cuboctahedral prism - Wikipedia</A>
                 <DT><A HREF="https://blenderartists.org/t/how-to-make-png-image-with-texture-glow-in-eevee/1174232" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">How to make png image with texture glow in eevee - Support / Technical Support - Blender Artists Community</A>
                 <DT><A HREF="https://users.math.yale.edu/public_html/People/frame/Fractals/IntroToFrac/SelfSimEx/CircInv/CircInv.html" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Fractal Geometry</A>
-                <DT><A HREF="https://thangs.com/designer/OOOO" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://thangs.com/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAHTUlEQVRYR71XW2xc1RU955779owxLa5QlYTEhg8QCaKt6CO0sStMVEsFqWBLhUAatTwakaoEvz2TjOPHzNiQqHJDSH9IgfBh09JWwmrCw0k+KqUtEnHdNBExpEpUQVyUxvO4z3NP17n2pAlCNR92rmTNyPecvddee++191AhhEIpjfr6+pqCQGkjRHwliuj1iiKoEEQhn/kouCYi3PMpFWfx93pd3cr+LVu2uC0tLWxsbEy+E/LqqoOlx0XIfwxrt1FCPRh9l2nGsx8+ZL5JpG95qLd3oMsw9Kz8rijSpyCe55EoIpyQiF2NAchoJDTNUFSV4UwU33Ec53RNjXV3W1vbvytBrThQeI1VJx4gISxUrMAigVfqFbrPbqrO0R07+ppU1Trs+5507CL63wL8HKXkQca0GzgPok8zoaoqCcPwTVz4OyDfA/+3G4ZJXNd5a2Ag3SQBr/51IUOuS+zkcyUCWx8Tzl8XCqmmgv0AcZuKaZOodGkjTaX6D+m6ca/vu64Q+sbBwa5j0sDIyMiXLl4sH4ez1VHEF0BQrmkaC4LwmcHB1O4KM729u/6Ac98XCE13Ln69N5//y5qXC7ORbn+RBOUPagT95tSjyQvy/JoDznc4DQ9RK2EKZ+4wAOyaNU37Btd1Dw4MpDZt2zZhqGpR2bOn1UmnB540DGMfIpMkKoypShAEZ4aGdt4ijT399Jglz2Uyg+uCgJ+w7AQRlz74SXr96NG6ovs+100Z5dZzP6rZt2JMWGaCRGeaqXfTgUuvkGT1w1Gp8IkEcMmy7OpSqbQPhrdKo+vWlYQsqHR610O6bh30PCeU9YLgET1/D9HfuX//fm16eloZHR31+vv76z1PnLLspCr+8/621Pq9x+rKwQnONML90sPnNyVebXhRmGeqCD3fSp2VLxf2KnZiKy/NFSkK8DgK8C6k4CPOa9Zlsz+brVALAEcY0zf4fsBRF0yglFVVoYoSNWUy6bcq51KpvmFV1duZqhM6N7MttWHv0foCnwpERITvHTu3ObmhcvbGsUKt7pApaidujMqFP6MI+58wDPsFxynLMzOckxFFoXNw8oR0jnxf7gQUE9oLDSqichSxnKqG0/i8H+c3cy4Cu6pKixmQAEpkKnCKATEsTfjOURbR/YSF1SjydkFZvZIAHaXykwttuOu1qqrEA7ITGGNoT4Ki5ah0HqDlELkS9zS+y/OyIFVZ9bJd5dkg8EIY5gBgiLmZp9Jf/eWx+ggMeG4gzxDd1ChT4/YTsKuYjISF4m/OP5J8MAYgH9DdByM/RZS181pA0d+XX18lBRAZOJaY5t/L8+gU1NX1xJk98UzqW8+/fXNE3vNLPo5AAARIxHkRhfgTs4Dy/NnNyUwcFAzB3rxq5fP5ZLHIb6M0sGE0/t+VD0SHgiAlDLWi4wiHMX75DJgTLuPaiuLf/rm9YSxYVXDvihQSql4IlCEJUB4aV8rGdf7J0/fXFqTd2PeCAzo5OckaGxtluy36AOiX4XAD8v8FSqUD5CViSE1oU6oe6ezc/tf/a2RSqKRRqiwVn+JY0JaWVgV6ftX92tpa2tjYwMEizeVG9oGdx2UNMCapj1AbqE58JpPV5MKFjwa7uztTmRcnzUxVA2rg6ke0yEKeZzxOwaLhzlMVD6xsdvjVZDL5Q+h+XAMoVFfTdDMMAzmcHICyMUO6urvb82BU/TyMLgoAk421trbyoaHnmi1Le8P3fUQrTiLip5D2GSHUe5GAUeDUIWgKRKuns7M9u2QAKoay2WdfsizjEehFOQyV29Pp9g8r7OVyucdU1fyVTAlaeWkBVOhH7t9OJBLfLRZLf+rqals/MTFhWJbFJc0AsApZOm3bVabrlpcNwCQcNoCBf9XVrV6DtPgSRHNzszc4mG/UNPUdXdexR7jLAwAFeASjONZ07AIv1dXd9JgEgbG9BjL8BiT6VkzO5QUABxhMfoBINVT7x2iis+iROwFMBygPDBkY3cvHwAIAuVRJ+YUWMcyBQOoAR1cI27bVawIAhSk3vFhQoEEKfGNGKoFpmto1ASAJAIiYiYUH84WE14oBKa+aaVpSI2NFRD1IaQ1RA8vLAIoPC0os7w6oz4P6aaThPtTCo5DlYFkBDA0NH8HqFgPApN7Y0dFx+H9KODKCTmiTe8GyKWE+P/yObScbi8Xiuxg2X5tfSldiKW32hoeH67HonJI14DhuL5RyaMlmQWUY5XL5CQD4HrbnUwBwq4we7yyIkZPLja7FMJxCCiQDP+/oaPvFkgGoGMrnn9uJFGTkNITybe/ubttTSQFU8vdIwX1yJwjD6Bs9Pe3HW1rG2Ph465Wd8pmTf9FxXBlG8pcSjM9A9BKY/6h++kdszifx2QQZXgsNIOWycxjsbKzc+Ty7xqIAFqiOd4Jsds892IEPgWosKMrCJoQtF8VXLpf+EUXht3t6ej5ZcgBXgti9e+/NWDp2oBPuRuHJn/Hn4PB3d9yxdlBORvnzfHx8fFHqK+z8F+/7f47m1l5vAAAAAElFTkSuQmCC">OOOO | 3D model uploads | Thangs</A>
+                <DT><A HREF="https://thangs.com/designer/OOOO" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://thangs.com/favicon.ico" ICON="data:image/png;base64,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">OOOO | 3D model uploads | Thangs</A>
                 <DT><A HREF="https://www.printables.com/social/429227/about" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀ | Printables.com</A>
                 <DT><A HREF="http://www.iiicg.com/archives/2851" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Blender插件合集_画忆妙妙屋</A>
                 <DT><A HREF="https://blendermarket.com/products/audvis/docs" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">AudVis - Audio Visualization - Blender Market</A>
@@ -2354,7 +2352,7 @@
                 <DT><A HREF="https://archive.is/IGGMa" ADD_DATE="1686506562" LAST_MODIFIED="1690510461">Front Desk Architects and Planners Forum - Profile of OOOO</A>
                 <DT><A HREF="https://www.youtube.com/watch?v=VSddFnDjPUA" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/fc8159e8/img/favicon_144x144.png" ICON="data:image/png;base64,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">How to design and use components in 3d with Spline - YouTube</A>
                 <DT><A HREF="http://archive.is/SKETCHFAB.COM/OOOOOOOOOOOOOOOO" ADD_DATE="1686506562" LAST_MODIFIED="1690510454">http://sketchfab.com/OOOOOOOOOOOOOOOO: OOOOOOOOOOOOOOOO - Sketchfab</A>
-                <DT><A HREF="https://archive.is/SKETCHFAB.COM/OOOOOOOOOOOOOOOO" ADD_DATE="1686506562" LAST_MODIFIED="1690510448" ICON_URI="https://archive.is/favicon.ico" ICON="data:image/png;base64,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">http://sketchfab.com/OOOOOOOOOOOOOOOO: OOOOOOOOOOOOOOOO - Sketchfab</A>
+                <DT><A HREF="https://archive.is/SKETCHFAB.COM/OOOOOOOOOOOOOOOO" ADD_DATE="1686506562" LAST_MODIFIED="1690510448" ICON_URI="https://archive.is/favicon.ico" ICON="data:image/png;base64,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">http://sketchfab.com/OOOOOOOOOOOOOOOO: OOOOOOOOOOOOOOOO - Sketchfab</A>
                 <DT><A HREF="https://3dorchard.com/app/profile/640d0116b00b110c6d108d59" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://3dorchard.com/images/favicon-16x16.png" ICON="data:image/png;base64,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">Orchard</A>
                 <DT><A HREF="https://my.spline.design/OMoQR6WfZ1dACI4H6lkNq5Rl/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">⠀</A>
                 <DT><A HREF="https://madtealab.com/" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">Mad Tea Lab</A>
@@ -2410,7 +2408,6 @@
                 <DT><A HREF="https://www.youtube.com/watch?v=txIdyuq8LRM&t=788s" ADD_DATE="1686506562" LAST_MODIFIED="1687312236" ICON_URI="https://www.youtube.com/s/desktop/280a3f09/img/favicon_144x144.png" ICON="data:image/png;base64,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">Grasshopper webinar - Randomness (Heteroptera) - YouTube</A>
                 <DT><A HREF="https://video.stackexchange.com/questions/3804/how-do-i-downgrade-an-adobe-premiere-pro-project-file-to-open-in-older-version" ADD_DATE="1686506562" LAST_MODIFIED="1687312236">software - How do I &#39;downgrade&#39; an Adobe Premiere Pro project file to open in older versions? - Video Production Stack Exchange</A>
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@@ -2418,7 +2415,7 @@
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-                <DT><A HREF="https://archive.org/advancedsearch.php?q=OOOOOOOOOOOOOOOO.CARRD.CO" ADD_DATE="1686610492" LAST_MODIFIED="1687312236" ICON_URI="https://archive.org/images/glogo.jpg" ICON="data:image/png;base64,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" SHORTCUTURL="ia">Search Internet Archive: Search Engine</A>
+                <DT><A HREF="https://archive.org/advancedsearch.php?q=OOOOOOOOOOOOOOOO.CARRD.CO" ADD_DATE="1686610492" LAST_MODIFIED="1687312236" ICON_URI="https://archive.org/images/glogo.jpg" ICON="data:image/png;base64,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" SHORTCUTURL="ia">Search Internet Archive: Search Engine</A>
                 <DT><A HREF="https://www.webdesignmuseum.org/web-design-history" ADD_DATE="1686630221" LAST_MODIFIED="1687312236" ICON_URI="https://www.webdesignmuseum.org/wp-content/themes/webdesignmuseum/favicons/favicon-32x32.png" ICON="data:image/png;base64,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">Web Design History - Web Design Museum</A>
                 <DT><A HREF="https://history.user-interface.io/" ADD_DATE="1686631291" LAST_MODIFIED="1687312236" ICON_URI="https://history.user-interface.io/favicon/favicon-32x32.png" ICON="data:image/png;base64,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">The History of User Interfaces</A>
                 <DT><A HREF="https://gitlab.com/explore?snippets=&repository_ref=&=%s" ADD_DATE="1686722805" LAST_MODIFIED="1687312236" SHORTCUTURL="gl">Search Explore projects · GitLab</A>
@@ -2429,13 +2426,11 @@
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" SHORTCUTURL="nnm" POST_DATA="f%3D-1&amp;nm%3D%25s" LAST_CHARSET="windows-1251">Search Трекер :: NNM-Club</A>
                 <DT><A HREF="https://alternativeto.net/browse/search?q=%s" ADD_DATE="1686738650" LAST_MODIFIED="1687312236" SHORTCUTURL="at">Search AlternativeTo - Crowdsourced software recommendations</A>
-                <DT><A HREF="https://git.disroot.org/O" ADD_DATE="1686872508" LAST_MODIFIED="1687312236" ICON_URI="https://git.disroot.org/favicon.ico" ICON="data:image/png;base64,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">O - Disroot Forgejo: Brace yourself, merge conflicts ahead.</A>
                 <DT><A HREF="https://www.lexilogos.com/keyboard/burmese.htm" ADD_DATE="1686506562" LAST_MODIFIED="1687312236"></A>
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                 <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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                 <DT><A HREF="https://nnmclub.to/forum/tracker.php" ADD_DATE="1687427009" LAST_MODIFIED="1688944824" ICON_URI="https://nnmstatic.win/manifest/apple-touch-icon.png" 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" SHORTCUTURL="nnm" POST_DATA="f%3D-1&amp;nm%3D%25s" LAST_CHARSET="windows-1251">Search Blender 3.0.0 + Portable [Multi/Ru] :: NNM-Club</A>
                 <DT><A HREF="https://www.wolframalpha.com/input?i=%s" ADD_DATE="1687536133" LAST_MODIFIED="1688944824" SHORTCUTURL="wa">Search - Wolfram|Alpha</A>
                 <DT><A HREF="https://color.firefox.com/?theme=XQAAAAIRAwAAAAAAAABBKYhm849SCicxcUMVgXcGHf3p79EhVQAo8GHatyW7ZwZBOI-J72_UAckIBpO2wVzMHSegFfobW5GALp_ZCfL-CjU6gvN6gQSqMr1HlXbhbA_iPY_vX4MyOtZI7-tXkInG_qPuGMnXFw57Pp2s2pVxxChrnw1ygzXgJIR9LnOmvCz3g16fL5wQd0q64UeID8qphC-e5sY6ODXFxVsQSm6IduHqsj6VsLTVkEsf8rQYjHLdXfrUnuDJPaG6TZFHVRFbRP-RHG283YSYofYAmEWiB9Zi7_RQBhs0Zs3u0U-dfhMzHLzFsdLpVRPFPUhXzAO_YHdJLOauE_Js_fNqgEiQX_lTPerl4YpZK6Iwz1YkJ5CeQC9IKtsKgwrlrS7YEIkT5JZ0oZBsKEJnok00Vw2U8K_GHAfGSFNg_oEEFKyiVBCN_70z2Tc" ADD_DATE="1687912216" LAST_MODIFIED="1688944223" ICON_URI="https://color.firefox.com/images/icon.svg" ICON="data:image/png;base64,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">Firefox Color</A>
@@ -2460,7 +2455,7 @@
                 <DT><A HREF="https://im.ge/upload" ADD_DATE="1692231833" LAST_MODIFIED="1692231833" ICON_URI="https://im.ge/content/images/system/favicon_1622482133743_ac8bd9.png" 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">Upload 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">Home | Observable</A>
+                <DT><A HREF="https://observablehq.com/@oooooooooooooooo" ADD_DATE="1693158595" LAST_MODIFIED="1693158595" ICON_URI="https://static.observablehq.com/favicon-512.0667824687f99c942a02e06e2db1a060911da0bf3606671676a255b1cf97b4fe.png" 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">Home | Observable</A>
                 <DT><A HREF="https://textcleaner.net/add-line-breaks/" ADD_DATE="1693931408" LAST_MODIFIED="1693931408" ICON_URI="https://textcleaner.net/wp-content/uploads/favicon.ico" ICON="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAiElEQVQ4T2O0sLD4z0ABYKRAL1gro7Ozszgxhvz9+/fjgQMHfqCrZbSxscHrBSYmJoZ///4x/P//X+fo0aNXMQwgxnZ8ahgdHBw4iDFETU3tLzZ1jFZWVgMcC8Q4H28YEPICLBYYGRmxxwIpgThr1qzf1I9GQgmJUBgRnZRxGUR5ZiLkBUJ5AQCYUzMvVy5wCgAAAABJRU5ErkJggg==">✔ Add Line Breaks Online with this Free Tool</A>
                 <DT><A HREF="https://www.google.com/search?q=%22%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%22" ADD_DATE="1693995671" LAST_MODIFIED="1693995671">&quot;⚪◌⚪◌⚪◌⚪◌⚪◌⚪◌⚪&quot; - Google Search</A>
                 <DT><A HREF="https://www.google.com/search?q=%22EXPONENTIAL+PERSPECTIVE%22" ADD_DATE="1699288329" LAST_MODIFIED="1699288329">&quot;EXPONENTIAL PERSPECTIVE&quot; - Google Search</A>
@@ -2475,11 +2470,37 @@
                 <DT><A HREF="https://gyo.tc/?url=%s" ADD_DATE="1706819975" LAST_MODIFIED="1706819975" SHORTCUTURL="ml">Search ウェブ魚拓</A>
                 <DT><A HREF="https://mathworld.wolfram.com/TangentialQuadrilateral.html" ADD_DATE="1707527638" LAST_MODIFIED="1707527638">Tangential Quadrilateral -- from Wolfram MathWorld</A>
                 <DT><A HREF="https://textcompare.io/centered-text" ADD_DATE="1707527662" LAST_MODIFIED="1707527662" ICON_URI="https://textcompare.io/favicon/apple-touch-icon.png" ICON="data:image/png;base64,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">Centered Text Online</A>
-                <DT><A HREF="https://code.onedev.io/O" ADD_DATE="1707740325" LAST_MODIFIED="1707740325" ICON_URI="https://code.onedev.io/~img/logo.png" 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">⠀ - O</A>
                 <DT><A HREF="https://www.google.com/search?q=%22%F0%96%A3%A0%E2%9A%AA%F0%96%A1%BC%F0%94%97%A2%F0%96%A1%BC%F0%94%97%A2%F0%96%A1%BC%F0%94%97%A2%F0%96%A1%BC%E2%9A%AA%F0%9F%9E%8B%E2%9A%AA%F0%96%A1%BC%F0%94%97%A2%F0%96%A1%BC%F0%94%97%A2%F0%96%A1%BC%F0%94%97%A2%F0%96%A1%BC%E2%9A%AA%F0%96%A3%A0%22" ADD_DATE="1708257463" LAST_MODIFIED="1708257463">&quot;𖣠⚪𖡼𔗢𖡼𔗢𖡼𔗢𖡼⚪🞋⚪𖡼𔗢𖡼𔗢𖡼𔗢𖡼⚪𖣠&quot;</A>
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                 <DT><A HREF="https://www.google.com/search?q=%22%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%9F%9E%8B%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%22" ADD_DATE="1708605252" LAST_MODIFIED="1708605252">&quot;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&quot; - Google Search</A>
                 <DT><A HREF="https://detexify.kirelabs.org/classify.html" ADD_DATE="1708696494" LAST_MODIFIED="1708696494">Detexify LaTeX handwritten symbol recognition</A>
+                <DT><H3 ADD_DATE="1711086169" LAST_MODIFIED="1711123067">𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪ᕤᕦ⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪🞋⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪ᕤᕦ⚪𔗢⚪𖣠⚪𔗢⚪ꖴ⚪𔗢⚪𖣠⚪𔗢⚪✤⚪𔗢⚪𖣠</H3>
+                <DL><p>
+                    <DT><A HREF="https://dagshub.com/O" ADD_DATE="1711086183" LAST_MODIFIED="1711086723" ICON_URI="https://dagshub.com/favicon.ico" 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+                    <DT><A HREF="http://bitbucket.org/OOOOOOOOOOOOOOOO" ADD_DATE="1711086398" LAST_MODIFIED="1711086450">OOOOOOOOOOOOOOOO</A>
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">O</A>
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vmnDntwxMHXkafTM/lyyAwC6ZJ/D4UD2QdNNaSUhQZtGD4keCN61ZMqWuYQdLv4bn5OWA5P6VogwX02xKSIlrgMfEpvz3ivoH4kOxIaY6VCcuCAlX7jVMdC8KFubMHTMcCEGD/Ds8ZeJ/j0GCVRaiA7JXapx3UPlP4mvvv9YrP4q29i1v0gBpwoM7DvSP+aCPyR0aNVVKfbsK56+5Dwk1Wu9yU0C+jY5pymn7sg8eBX/hd5j3JA3uej1UF3Y+OyUJ91Jjum+cuZAJMLCnDLS2Yc9LkkKOLs9PW0jlRZHcrAYm5DdZzrMu3k0enjSWiSDR+vaAOpXOrbuJmZclS+6tu8t/NB/WBdiGS6Lx4hD0QHdyFhX8Jry7qalYs+h7ygRUx966hj1lO4Xls5ZdctBVTV6NF0OxDHyINQNKunaLXzKkLzbCr4lnJhKdMrshNbafZ5S8slwcLPKHpieaKrZowrMc3OzihrvB7KNfPOilPO1oLKWxRdFWY4ZPUiKLwLM2Av/KH552kQRDAaQ+kbgkbX7Vg2/hBJ5VSm7BTXT/jLjsTfGi8K9n3MsUTcCeqKzDQDmxSlcMEh5eHx9UzmYAyHA7nCrqAnTN+/1Fp625naUfFfqIinTkto6nyw/GPBhYZReUWV1VGUuY57kCVDG500pWGqeU6/0jdoINTZfJDsqUneC9m3ISU41Q8cCUQk8QbinOrc9STw4+nXoNyhl5wWbFXZmA4iwuXLRVNGez42HXrsRNb+a4kS5+wkd+4lNO9YxYOhv+YxIsjUVIFEWBsFeczmoycK7SzILKJTFDTZ4w8Zm9013u5UVfi/MeAAtnBPIATh1lRoXLFySVTi1oYHU2oABh+LHoPYgQ1a7HnVTnq0uiKUyzyFxyyV/FsOgOMvSXtPREM6dCTbyKwbYE29liU+3rKFsKuPcXsOVSZc9ZmxDP5dVX2QrG3euM2DJIeaqMZjI/JeM95h4bmp9dpmBUP46amsMv/5I3pSimcx04VrmmY9BdNypa6txVjKvKCxPWZIIWfDoCwGu/tW23QVnIweInIkRcSC6d0Z2yiOa2zEDFiBN5hhIb0V7DnjKurbrI2b++nnRNrFjiFPUttEo02QQFEFsPfTqTaa/yCv+MHKF6Nv1HJPb6GIjONGbXy0WBXs2iEPlP4oEVyuhoeQX3TeOcW7ETRqYdcKUvzY/s+BlC21SB5p3Qh/FnYDouNIPop6Cm9wsoSokscFUWKgbh4C7X+VNLfg4Qi7EuujEp3sPVZOc71ASP8VZTP3rqDySxGmIO5R49ouMwX8SV54+CaIsyH4gO3hszQaYRAQAuu6JNVliw7Z3hC9QIdBcQWRd9hcGCB2kfFvMa+OOteLjzS+IDd+9B3fAj6JVQltSx2VmyzEo2ii/mWJNmJoPnaj6PBPeHyh9lnAld01brSUql7EzMcwXRByI5bVQkVCmaChzfgwJ1Xdb2Yy18r66v2AAjVvQo7tQkz6DldIF4OTcoHAlvpHjN/AyXh8chhWie/sUMePqfHFcq25YOQAEcNgV50oFWt6C/t68+zMxd/WtUKJLARZN/PaKheL0npdK5RsikchPY9ASCWx0fLNrvfjk25fEuqJXRYWvlHxJDFazXOqY4EqWCU/GpxFUC/N2I5RlS+NhRyKlpI5bmJYDL+MkXxlsV1RKVK9AZVdNUHOrDnQP+9rrU4Yvl1UY0qpt5HEWvJn9RWoe/FA3IsfEj5HokT3iHMjyOFfA7zP6nDvFtefeAcvJH9psiwPxQlnvIV0JbdPArb778Sux+oscsWnnvznUcW6fq8Rtw56UXIdNfWomVWl5EVeTTjl0oAKgvt/3jfhg03KxrvAVUe4tZhC54N1m7xjpSSZIG0niCC8jCKECxwWL0m/kIhJxi33AEIAyclInY1FPQdjhETBLMsLEmFnWE4Au5PT7xS35mZu5yVBjHYuzcK9ZSFTLyEmZ6k7S5nvKguTIxON5NMIa0H0QqjgeoYp7RiwTnVp3p9Rw3vxQAJVBUEkdUpaXfjJbFFfsk1q0qYBnXvqYuCB1BAOQYmZ28Ng5mSX6rA3Zsb9AvPnlYvHf7e+LfaU7ca0LoZIkFqNHS9km+OAIIlaqBT1KRm7Wt0uqAMjiIBkLe6SiQ9rHsD47U+Oo8DTTULMEQ0dIX1WBxk2+oHfwsqnfH2g0xK3A6oI+F2KnYLqgLx/FXMIqQho9fgMulH4fr7j6jCxx4wW/R5AUKhk7Ddm8Ch0kkhCWEAW7N4jHVo1HmKNUODUyzwlAGEP3iZFn3SauPecOc9Ol/hQOIkv0hSw89hrJG/2wbzNzpA3fvS12HigUye424IRS2a7MVG/A4hp5qlmBzBaUw4kt1wNnLr11y/9MHyozY4s0LIYQm/oI3GVwwEcdMqvHpioLCw3d6dYcQZ/+QG5mwf2RirFfZXdL6qAkr3K60aiTMxRryghoJBXqcZklKpLdbcWD6atE++TORA7T+V7Z743OI26AxoNi4Xu/E+9vWiZaJ7THxtKU2S/NOlD39mni7l/lw4vdHTqQn3Uou94UEoc2h6T1vdSRpHf7h33fwiWwGvdZLvaX7hKJsNpkWsWRc0RCegXR4wA5QOLrcl/xkJW37/nJvt8SQJJGxrjsftPBW56kskKaJUJTslFmtYP9QrSWAM4chj4x/2ysRWbpYBnZaTDnlbthjXHWm0R37B0kUvdxiHJfCTjHdHHDBfeYuofp27FNgc11iDQCxeNrJonPt70tklxtQ9aTlPxkcTnF7cPmi9NOukSSl/090r8k/64OAMuyIyBRiggR11K2dx/cKlaun8uBWxcUbRlGif3BDAN77Ep2aAFUoubuLJweHkivMo9xT3U/TnUmF8Ht3Jb71hFtw/YwxIXwLTqAQjtUCsqLA0OX/27LD40CkSnGMp5MuUS4lFdwv7bYKLgMjlxglRZK3ubZo15h77O1weFrl44/md4x762p4uOCF9lPRByIfY046DsCQOuk4wRqw8RF/dIx5on8XQCRIvSgkJytFi5i15HYJUdjAnj0+eJ/zhTvb3yOnZBSssYaRrRgJehEX0S/R1ZhhFve1WYwfkHq35yJjtv93gDq1mFcs/lenROY6AxqTmSo6WKd8PmuzZu2bU+jQARawJXgTOqa9pnmUk6FaGTHVaw5EK2NnvLiip/FKOgs1583w1SGOW2hOt8lMxS9tkiErSt8VTzz4T0c8mA/Ee+oTDgjgNBnZJofl9xVXNr/JjEw9deiW/s+krvhf/S9xXXCwWDnRpZ4JRDR2H96+Tqx9acv4V+qlnkcVZZkOY8BAeSBiZ2KWx2eN+Hbr8P31w4g1oMmLD7xFMVIWIsE8Dbs16qhK1lIoZb2rE6mPcpz/o04SLqtCXX9zXuLCy1MfUJxKrdTb3rigLHnQgjNgCuQHvN/V+WJnp0GmICQoibceUh/W47F7T9vgt9nIhyBP7EIJAWclNweHdLQzbxc/Hjwe1Z+yTlI4rEH9KLL+t+M0EgGTHS0cbbHjtlOr0FRMNmanSOS3pXz/v9BdLY2w7hRxU2VwbAF3JU1UG68WbrbOXLlrI2UrVHFZVN92pwflPqEO0m9nWvXuXtGzRyIOAT1eAGNglC+NcTJNuk+lDxPL/oXzcRkd/WumR+T028g4P4xcW2aaCw5kOQ+DlHqPcSbOgGeZ1oIOQFrC1lIJRpdt2Cak/m++otF7K9p36qLGNB9EAPwjJ5DGExrN7/MltTBih9Dqa8Emt6dTxM3XTBT9Ot2Los6vpdpwdV1XwtE38L5eP9LI+G9bs8gjMVhU1MQvnLA76c/CD33Pktftd8zHEDMNdAPOk3RtbdgOZ4E2y2UZlGTc5FBJJUtagFLIKIu7o8ibPs0izQc5o0PHztD6XPGgdSvsIsnUwdqk7XHTNCTn4a4z11X5opex5/KHEQ6/6pzH/qMNpxMeDKz/7JqInw1u1mcjUHKx9ABY6vt5SH4h9Z8+Yz4ZPNLsKL2cOorpca2Seggpg37mzi1x0V8TxJ5dQVUpRiTiveX338oHnntJpGc0C5mAKKF4GFiPRQGVTFyE0Ytmbz1vZrUk+qbYzoGMxamTlZd6tOIkqNWFa2AaDBMuTYQkVXGPdypqz4a8yO/ahOSSOYih2bl4ls2450W9BKSw3fxGJfd9z6XWzwQanBlZlBE/UkDPn1BD+sm0y6fV2PMy35P8k7JWJUiXvrPE+If6x8ViVorccJx/cTMkctForMVvgUHs3lGLFDsOrCFg6ifbH6RlW0f3o7QrV1vce+I5eBenRGmJq9JpR+oyn1t4KHxXv5snlix/rGQSR91ujB4uBMLVaAieK4XBBOLz1o6bm9ZTfeq+emGTjK8g3Ae70pZDjCMDPipkxj7hUwTsqpIs1ieCS5asu6AuUH+ZPjdPsZ8XheHXEvzZmxkjlTlsCzS2RgcMZZxC1LOgNPqM2S+Sd9cDZZgpESznmhSoGeNehEgOLmKYlvN8rRt4s8lO8Wsl66B6DuAZ1QX4wbPEpcPGCfFkaV4c3qHdB7avc3rCl+D4n03L6rUc1BkItg6dMAYHoeOmhR3uZ1yxTTWH18YIbbDP+SkIG2MeLMsYUZIwKXSW0GWoQJjTG3GUZ1TuPWJAZ0Dib4PQed+yEQjq4xcs6BLHZYZP6Ms1qg1sMF1RNTvwxDbQeP1yDZC807Ph7V5sEf+tV27tgkd30CKx4UALsqM4FSJ4mGZ4ZTrPChtlJh6+d+kNWQqsnWBh7576bMnwAHmiAQtSXSCyf+n0a9xlYZ0psmsRBYB5q5bijd9T4DN/2SWeAvciHxFZ/e+gv1F1lHTvWlA0nUIXBQ6mf/ObQQ1+S6NGCGoErLcxHKUmb5Ro1FUF4D4gpufPvl8+Jzfwvzb4F0PAJGMltckzixCVLXS8IIOpDOSz4gVJbxJB8AqRo3+WtzgbTDLzx26ssMjPAf8Hb8vQ68iH2JjE52J2jO+clTKRjk2Jp1w0ln3x2te4GoLEk20+bXpIVz3hcUVV+wX964YjoDnIVHhLxeTLn1UDIFlxUkExHWYR1clqQUk/omv3v06Xyz++A+o7EgQfXBvyhkiZb52v5D0PdH//vzGWGQ3rsW1yJA0X24UxWdLAl+KL9MNb+zdVVzc5+3/q1l80fmHY4JW67vhLqfyPMzr1nCDQLnivJ06X9xhF2s8KblzdEsqduAniF5BRL+j3xAUNeVrnLQdf36JjewMneM3vKtszkcnuEpTQKqpKAEQLjvlJmQcPmIGO2vx+5hcxAovrPj3HPH6fxcwmbsh5WPmr/8h2iR2kIWFzHdrJqeVcEarX7p2FvShPHYonnrCReKuq4gbVXcsWsCzrL7/bnsP3Od2tvCkIIjlgcQNvCMs6DUWwfrKqutOh5+HGeaYsLDP9XCB5uJhTYSPyEr+skBUOxhtIs/GGokAJDRIGBLiYRljAwBLOCYRfcELusrli0lkPkqU6CVzMThIesfwHGzg4FC+Di/ABgCLI0hTWxX7y/aIh1+9UfxUskN4wX1uufhhMewXGVL3YZFSMyntzkIdCuHvwcH2HtrGCvyos38r0s+7S3IYUvbCnJekirDqDoAueO8Ozh2i5DOKdddltTUWWnbzHU3mHT6f//L8zK3vRgYgutp09I15OvUqmOp56BPUEb4BtAFmoc+iiXamIX4bu5iTujLzGoIrpbbSR85K8Bwe54cjGnMf/I/8PpRqMf3yJ6X5TNtv2zi77kLgoOg6iZtX/jNPvPjZX3lmJ3ToB9N/sUDdF2+uTAKrCkD7fCwO9PUP/+QYGhML191/zYvsF7K+rxJkxY3oOSW96Vskq5HbIADQRYkZ10ouM3iqUg2g4tQvyp1YVCV4Gn5hQ3aGdaIJ2SlnIsr6d3CM06lRIhJdWaQR/erSiw63wZI3SG5jqrS0V/x7VDgQBiIrRkMcicBzRs/L2ClIGxSKP5n6Ec3F4jy0qYdQhfowKi0otYImOfrcu8TIs6eHEs7qcgAS0RhkEDsUP/vPd2+Bg1UIvLcIfaIAABBNSURBVA4KVtgcjmvZPc0WneS76aQynvfPP0Ds5YrWJC45zaQh21YfystzTA7kR6MNl7dCn7tkUsFdh7u6YTMxOVF6du+2ycIxC+uYBj3GCX8c1ZNx9wH5BDPWWCs43ASO5Pc+v0eceuJF4p6rl1oNEcwZmtOUbFDOHVyFTO1vd30qvkCC14ffLOeN69K2t/j9iOeQ8nG8KXZqVoDDRSA5Hx9bNU4Ul+/je/zmigVshdnTPSxa2B2H38Nkn/3yqJCpHyuKSj0VB2oHnU5Y7wFldH7mt2+Yvrtau7E0ZoMlOnBMfLrPcDxCM6FwXUjvSyVRboojZhqSg9Tv7T6xBBLbMCwksXG/zBZnnHSZaRpXbr5lJbG3GVyJYl3Pr3tYfAWxQ1H0VsgVonzpK06dwL4fK9eZ5l0XB5Lea008u/ZPYg1CH6TVDECp9J3DF8l6M4oa21Je7eChcRd/OFO8/b8l7DiUDeEas2V1UzekTiB1A68x0Pzl+nrENy+3HMB1Xd3Y2Siob6d/+k1Pn9je7XSPhL53H+jQi5RJahmFvaIOrDR+6K2GR5MjUdiiS7te4uH01Zwqah32zbesqVJ03Xjq3dvEhq1vi7ZJnfhUCqIGdK/o1ekX4o5f5nDSGQHT0n/sRLb0KEs/2gOlmQKvew5+x5mFNw+cyQq4jORXD51YOtGuA0WIe10jLa86rLxoPHwsvjgwTsWD+kMomrgPui88rVSlU/vRWADxiHb2NitXJGz3pV0PIE2DWt0f7YCTyH9NXmx+UTF8QVaKht3Ej8bi6zMG6R1D4PUl66kmq4c+s0zmDd+9I+auuQX5yMgAtNVs8Tn4m8ZAE81QznNN95deaFkvtgYJ90s+mcXhjs5te7LvpxViWUR8u1IsHbSVOtMzH9wjPvjmeQ7YSqYf0XbVSia5H9QDHKkbhvGTyxscknPb1q9NlbBK9D18kGjMKCTSrMFvWZjyK5hoV+PvgQhpDACYBKpezVeCm7YWybo6KBLyM8lIdcTzrPCViRsH3iNGnDFNijOMaOce9NQjqYD9RB9sel78DQpvpzY9zPweKZjJ/K/wFXPu0Ohzf8cAcmqSm9mtN7sYou4dD75yvdhbvJ3Pu/qMyeL682ewkm4lillhD/pp5WKTwv7IazeLQ8hVcsY698cMXaD2XdG9xjsIXVxhorVO8NB6It6YKoi0pQ/T5+Oye5+oBhxnQ6U4P2gYl+JpO5vAhFbCIJR8qFjnNqcZ8oLKhy3kerQckI3lXMT+KXQx/LRJYuygP4Y2m+duamt2DrS+aBVKlCdzzo1MZLcOmTA25sL7xBW/mFBr1YXdp/Pu/5aKRR/MEInIDUpAyOPB61YhyaxbiKOE+56s2Fn+x/eL1YjkJ7mQlhUjvw8DX+4AH6RrYF9ugvPw+aMDIHMilAeEcnCF6s2syd2Y3a2jpiZ3QorjmTD8zwPWBmDzBmD/2mERaGFOsUj6j6kpmdo4XY/AKr3DvUF+pirAxh+WDvTg6FVQXhNYp+HkddPykk+/dBqip494fPUkFP79i9M9ZDzKEGWo2aKswnthhXVs3SOkiPNGhJyU8pmksUqQzvEAuM++0h0M4KvPmMLgCxehluUq00lUsRPlPXNWTYDzcrc0860nLHxRUfubemDSu96U78s7FJyCcFJFfYeOLgcKvyvM/ksA7Brr6IGgzByh+YwePf0i4TSXUHrChOwOWqFS1eiG/UDKnQ7fNDvpumKBHahyVQofaeHVd5GSlVHNu09cCS5008B7eUvIhCaLyy5CLGCR+Z4L/8sOmN8oX2I95Pg2J4pxg+7npDESeSwCGeimlcfmvyI+3fqmeP3zBWL3wS2sV1GsrbW7PXSflbXmXFsFhIToF9Y/LlZ8+hfRDvnWZAHGyu8jnwsWA7oLnmevL3hPfmbRo/WlK51X701oyKC1nCvfNC/veFjZah8jY0FqBloC56BylfgEvzlahuIaNn/adLroqtMzxYgzp7JpLAOhVIlG9ZTSJLfSTQ+U7RX/KnydOUH7pOO54pT0IpkJSBCWoVNpNUmF+KNvVnDKKY1H4CQrC72BRHekulKjKvIfWQqx3fNs3fNH6EqzXx4NbneIew5Fx4ta845Izsc9DyigcMgXMM5eNrVgq7lL9dqjIwmgujAoX0yHI30jfqbjl5X4f38JtPROnZIS1LZvoYvawAA6yWK7yX2Mddd/+iHHHjY/gH7qJ3e/AA0QrkFKx7UcUGVUmwqZrJqoud+V/fOQB5sVbIUdjxTros4bZK5LDUOWDVHDhqzL5lbL/wn3+6xY/xfxwqePI5+ayoUozlb/NTbkIWd9U+YsSc9zqX/h9j1bbmto15XYzK4hKznMuaG6MSq9VsR8k2HImH4DOZC14QQQqkEnR95JHU8RVwzIEOfAJyrNZenzIeIScbhI1/Suk9Vkr6ao5CCSI23auRa6y8TQikIAx2NAvpwLOPvRzD+iK/gBYP2Ofz+AgO3MlVdxEn6s/T48Sep6ydNQyyFqR+RnbfmgoVU1xzyAzN1QxuZ3TlIr2nyGaH1fpFnK19g3IlRigYi4AuknJF7IPCflmPSjM3sO5ZgTHbK5Qt11XJJzSQBt2fsF+gPdwDoP62kWhwSASI/C+zOQQzSnyiPDuUngNDSfZese4iYNziPi9yHhJYJcdVFhvJo3ueAac2L1El3WIpoMgGifMhb2naxqxgJ0O2XlT3KJBsgx29ZZ10sLi5rYBhDk9Iq+Xc4Wl5xyvTir1zB4oTvyFZZ1Fs4s7ToM/e6DaLx7+VBq7VvFeiJwUAMGCuJefPJ1VVJYrbHRT1r86dV0WGy74PeRhYOxPCht1eTivkBQXPvs1MJVjWmUEeNpRpcE6Sv6u5IO+NeDKZyGnCEy62tM9K/vXStBJK8gTuSFuU21YmkA0lkIduLFcWatfKWOZHEXy3kox5FK9HrUslPiF1l43JkD45K4PD/lagBoHsQmNYGT4JfgpGYNTvGPfz0qXvn8KW5cHstOHOy1kA44NExwoGNC8P2y94qGNeSVpXb6NikA0cTHwsvtcmmvoQEEt88w1YiorEM6AGVHDqmHqCzaBqWN5KLANonHyU23LDezHCdkxmMWpCN9/cMn4q2vc8X3CMiSMnwewHPFgPFwJsIxabbDs/udqC0w5fvsxU8XnI2x9ftIy4vNO8qDM/Qhi0n3kTyvQeKLH7r6Pq3HyHkKOnkkHqe0Wgld6EqfF0ltlDMNKdRYURa+rkodSaaZklgiunYwS5QvQh7PcegdTQf5aMjUtjdNkJxMOh6JkxFXspokWBzLchXw3zj3tQ3zxXPrHuQ6+1j6faTXWToeqGAQbrEX87I2j45kb5sWgMx8pHHzew/S3M43sLHJSPTHFiAISGZpI/Whmgho15EIQGSZUe/DLm17iUtPuYF1JCpjpsPeR9HuCrDGtQOHPpMcS7oJ9qM48QH4fcjnRKKswc6teu5+iD5c4oE3C2mwvDyBS5dM3bKhsdynKXKgyhfW4RVVaMRwF/oWkykak0YM1XUklWNhHgRmqQfQOdCRSOGmBPsQMEyvd/i+2uWDXWd67fOnxXPIFSJRZ0Xv64mJep9GGg+paDJlA+1akhxOvPN07tK9RTNgttPR6BrppsWBJMl4L25+tkMbrbTjeuRqobOsqVjwl42zyuqzG9IpKB3hlFxGYOqM8MaZva6AC+BW9lLzbtjawFjizBpf6j4yzYPe9nPvil9ylYgMi8RqO6RWhemjPSHeuhQQ36C6ZhjeebrTxHuDdZ/QeupDuGPwHAbR+JyUEcg1ehW/UyW97GUkSRGrnQhZUFYRIfVVJGBRrfrgvqO4XMjiSORnosN615gFLrK8KKltGTIepd9HBkxj53Wm4dEsHM3P2X3mFxNzpxYsaYzZXhNnPQbxUa8pSRBlpy1yJSi3eiuCeBOO+SYUZtkxe5x5cuE6EvlzfAATRe8vgq/n/D5Xi5QuZ9g4klm+zN0/BFeZZr93J6o+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SHORTCUTURL="aap" POST_DATA="url%3D%25s">Search SavePageNow: Record webpages on Arquivo.pt</A>
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             <DT><H3 ADD_DATE="1686506562" LAST_MODIFIED="1708584543">𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪人⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪🞋⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪◌⚪𔗢⚪𖣠⚪𔗢⚪𖣓⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠⚪𔗢⚪人⚪𔗢⚪𖣠⚪𔗢⚪ᗝ⚪𔗢⚪𖣠⚪𔗢⚪∣⚪𔗢⚪𖣠⚪𔗢⚪ᗩ⚪𔗢⚪𖣠</H3>
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