Kangaroo.org.pk Website Review

the academic staff and the graduates of the following universities support and organize kangaroo and bebra contests as well as prepare. the very first international contest that ksf organized in pakistan was the international kangaroo mathematics contest (ikmc). the people contributing in this contest are top education experts from more than 70 countries around the world. they have their doctoral degrees from most prestigious universities of the world. a large number of universities worldwide is directly supporting this contest. most valuable as*et of this contest is that dozens of national mathematical societies, research institutions and several math trusts, including uk math trust, are very proud to support international kangaroo mathematics contest. in academically developed countries a national mathematical society represents all the major universities of the country, and is generally responsible for making education policies. most of the international mathematics olympiad country leaders also support ikmc. this contest has won several international prestigious prizes including paul erdos prize which was given to ikmc because of its extreme usefulness for enhancing the quality of education in schools. this makes ikmc a contest with the strongest academic value. for similar reasons all the contests that we organize have highest the kangourou sans frontieres-pakistan brings together the experience of education experts from around the world. it aims to promote a culture of critical and clear thinking as well as good communication skills. ksf intends to contribute in the educational progress of pakistani schools and colleges in several different ways, which also include the organizing of world's largest mathematics contest and an annual international linguistic contest. the contests provide an international recognition to the school children at a very early stage of their life. we definitely want pakistani children to be part of this recognition. these competitions give them an opportunity to prove