mirror cell
91Muhammad Saad Iqbal — Department of Defense photograph Born October 17, 1977 (1977 10 17) (age 34) Detained at Bagr …
92The Numbers Gang — In Pollsmoor Prison, Cape Town Years active 1911–present Territory All prisons in South Africa Ethnicity Primarily Cape Coloureds and Black Africans Criminal activities Extortion, Rape, Inmate Prostitution, Murder …
93Complex regional pain syndrome — Complex regional pain syndrome/Reflex Sympathetic Dystrophy (CRPS/RSD) Classification and external resources ICD 10 M89.0, G56.4 ICD 9 …
94The Invisibles — For other uses, see The Invisibles (disambiguation). Say You Want a Revolution redirects here. For the Beatles song, see Revolution (song). The Invisibles Cover to (vol. 2) #1. Art by Brian Bolland. Clockwise from top: Lord Fanny, Boy, King Mob,… …
95Initial Reaction Force — The Initial Reaction Force (IRF), also known as the Internal Reaction Force [http://www.smh.com.au/news/World/David Hicks affidavit/2004/12/10/1102625527396.html The David Hicks affidavit] , Sydney Morning Herald , 2004 12 10] or Extreme Reaction …
96The Bill — This article is about the British TV series. For the Polish punk rock band, see The Bill (band). The Bill An image from the final opening title sequence of The Bill. Created by Geoff McQu …
97Список телесериалов по наименованию — Содержание 1 Русскоязычные 2 На других языках 3 0 9 4 Латиница …
98Adel al Zamel — Born August 23, 1963(1963 08 23) Kuwait City, Kuwait Detained at Guantanamo Alternate name Adil Zamil Abdull Mohssin al Zamil Adel al Zamel ISN 568 …
99Natural scientific research in Canada — This article outlines the history of natural scientific research in Canada, including mathematics, physics, astronomy, space science, geology, oceanography, chemistry, biology, medical research and psychology. The social sciences are not treated… …
100Point group — The Bauhinia blakeana flower on the Hong Kong flag has C5 symmetry; the star on each petal has D5 symmetry. In geometry, a point group is a group of geometric symmetries (isometries) that keep at least one point fixed. Point groups can exist in a …
