«For­mula of Unity» (For­mulo de Integreco, FdI) is the pro­gram of Euler Found­a­tion; it aims to help devel­op intel­lec­tu­al and cre­at­ive abil­it­ies of 13–17 year old school stu­dents inter­ested in sci­ence and art. The pro­gram involves inter­na­tion­al math­em­at­ic­al Olympi­ads, dis­tance edu­ca­tion­al circles, and also a net­work of children’s edu­ca­tion­al camps includ­ing the inter­na­tion­al one that wel­comes chil­dren from dif­fer­ent coun­tries such as Spain, Romania, Ecuador, France, the USA, China, Croa­tia, Israel, Kaza­kh­stan, Brazil, etc. Inter­na­tion­al sum­mer camps are car­ried out in St. Peters­burg and the Len­in­grad region. Besides, every two years we organ­ize a camp in Seville with our part­ners from Spain.

«For­mula of Unity» is a pro­ject that unites dif­fer­ent people — pos­it­ive, cre­at­ive, search­ing, aspir­ing to know and to be skilled — in a team­work. As a res­ult all par­ti­cipants ful­fill their poten­tial: know­ledge, tal­ents, cre­at­ive exper­i­ence; they dis­cov­er new things about them­selves and oth­er people.


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At present the pro­gram con­tains:

  1. Annu­al mul­tidiscip­lin­ary inter­na­tion­al sum­mer camp in St. Peters­burg / Len­in­grad region (first held in 2012).
  2. Inter­na­tion­al Math­em­at­ic­al Olympi­ad «For­mula of Unity» (first held in aca­dem­ic year 2012/13 with par­ti­cipants from 50 regions of the Rus­si­an Fed­er­a­tion and 8 oth­er coun­tries).
  3. Dis­tance math­em­at­ic­al circle for Rus­si­an stu­dents of grades 5–11, involving inter­act­ive forms of work (held since March 2013).
  4. Camps in oth­er regions (already held in Kon­do­poga, Kur­sk, Gelendzhik, and now camp in Arhangel­sk is planned for 2017).
  5. Inter­na­tion­al math camp in Spain (first held in 2014)
  6. Inter­na­tion­al math camp in Munich (first held in 2017)