Pangeya

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Name national

kombinatorika_017 Пьедестал почета

Name international

kombinatorika_017 Pedestal pocheta

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Source of object

Created by the viewed user

Object memory

375 815 byte

Inheritance

Date of creation

13 February 2016 Year 15H:58M:16S

Date of update

11 February 2023 Year 17H:49M:27S

Science object properties 4 Number of open properties

	Task	Paid property

	Detailed solution	Paid property

	Task BACKUP	https://azazira.xyz/ DATAIM/gdrive/31/445 2/science/17/STUDENT _X(kombinatorika_017 Пьедесталпочета)_hes hfb5b3b7569069.pdf

	Detailed solution BACKUP	https://azazira.xyz/ DATAIM/gdrive/31/445 2/science/22/STUDENT _(kombinatorika_017П ьедесталпочета)_hesh eee0581ee9c3.pdf

User properties of objects 10 Number of open properties

	Rafael	https://docs.google. com/drawings/d/1TK-7 aaslen6aJvylM6g8Hdji MTPnPf23VGLqWfoLgoQ/ edit

	Рафаэль Тоззи Rafael Tozzi backup	https://azazira.xyz/ DATAIM/gdrive/31/445 2/user/220/STUDENT_T OZZI.RAFFAELE(kombin atorika_017Пьедестал почета)_hesh2577f5c5 5a5.pdf

	Владимир Каплан Vladimir Kaplan backup	https://azazira.xyz/ DATAIM/gdrive/31/445 2/user/440/STUDENT_V LADIMIR_KAPLAN(kombi natorika_017Пьедеста лпочета)_heshedc307e bd7.pdf

	Владимир Каплан Vladimir Kaplan	Paid property

	Лицей2 Школа Lyceum2 School backup	https://azazira.xyz/ DATAIM/gdrive/31/445 2/user/521/STUDENT_B APURALEV(kombinatori ka_017Пьедесталпочет а)_hesh90faf84dd27a1 3.pdf

	Лицей2 Школа Lyceum2 School	https://docs.google. com/drawings/d/14Da0 s33P8BYVOO08fpdoYe3f GlTNdO-PAjUffnz8x9c/ edit

	Елисей Python Elisey Python backup	https://azazira.xyz/ DATAIM/gdrive/31/445 2/user/532/STUDENT_S IN.ELISEY(kombinator ika_017Пьедесталпоче та)_hesh8381abff7e.p df

	Елисей Python Elisey Python	https://docs.google. com/drawings/d/10vft SCvWlDVC6vNG8sH5_NFt XOkkRRV-lLuZiOKJP2Y/ edit

	Арсений Арсений Arsenij Arsenij backup	https://azazira.xyz/ DATAIM/gdrive/31/445 2/user/592/STUDENT_A RSMAK2K20(kombinator ika_017Пьедесталпоче та)_hesh696305050d0f 7.pdf

	Арсений Арсений Arsenij Arsenij	https://docs.google. com/drawings/d/1tw4h m3YBioBhnY1JVHYqu4HI 2YvWYO3Je8vWv3DwCuw/ edit

Сколькими способами могут быть присуждены 1-я, 2-я, 3-я премии трём лицам, если число соревнующихся равно 10?

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