Deprecated: $wgMWOAuthSharedUserIDs=false is deprecated, set $wgMWOAuthSharedUserIDs=true, $wgMWOAuthSharedUserSource='local' instead [Called from MediaWiki\HookContainer\HookContainer::run in /var/www/html/w/includes/HookContainer/HookContainer.php at line 127] in /var/www/html/w/includes/Debug/MWDebug.php on line 372
{"entities":{"Q1255":{"pageid":1804,"ns":120,"title":"Item:Q1255","lastrevid":4703,"modified":"2020-05-19T18:19:37Z","type":"item","id":"Q1255","labels":{},"descriptions":{},"aliases":{},"claims":{"P10":[{"mainsnak":{"snaktype":"value","property":"P10","hash":"59afe34fba677dc001345ad140ceb3354937414b","datavalue":{"value":"binomial-theorem","type":"string"},"datatype":"external-id"},"type":"statement","id":"Q1255$A8D90BF5-0C9E-429D-8E6C-550436E417A7","rank":"normal"}],"P12":[{"mainsnak":{"snaktype":"value","property":"P12","hash":"4a5db6815a5a73e543a95438ee7c2a09ec32a0ee","datavalue":{"value":"A.30","type":"string"},"datatype":"external-id"},"type":"statement","id":"Q1255$EE9214F2-9A09-4D28-A6BC-2066C51BFFB0","rank":"normal"}],"P9":[{"mainsnak":{"snaktype":"value","property":"P9","hash":"ac2bb3a12e516e8bc4bd49cca366975a34df1b96","datavalue":{"value":{"entity-type":"item","numeric-id":887,"id":"Q887"},"type":"wikibase-entityid"},"datatype":"wikibase-item"},"type":"statement","id":"Q1255$BC47A759-CEB0-43C9-BCF3-0A6A5A0D2D82","rank":"normal"}],"P5":[{"mainsnak":{"snaktype":"value","property":"P5","hash":"4c3e85f9bfb44ea489c46b66311454c3d9a797c1","datavalue":{"value":"3161841","type":"string"},"datatype":"external-id"},"type":"statement","id":"Q1255$D17DE613-1F79-4FDF-B93B-30C5D8C03F4B","rank":"normal"}],"P14":[{"mainsnak":{"snaktype":"value","property":"P14","hash":"fa6cdf5db12e6c20cc97d66f0bf995e110574e34","datavalue":{"value":"2721623","type":"string"},"datatype":"external-id"},"type":"statement","id":"Q1255$da2c4f42-4096-be17-8deb-28bb341a248a","rank":"normal","references":[{"hash":"9ef84a3f1700ec507643cfeb95ec3a2f252f48af","snaks":{"P1":[{"snaktype":"value","property":"P1","hash":"d4829d66febc7408b697e99a947ca7e14b9ce710","datavalue":{"value":"a(x) = 1+\\frac{x^3}{3!}+\\frac{x^6}{6!} + \\ldots , b(x)=x+\\frac{x^4}{4!}+\\frac{x^7}{7!}+ \\ldots , c(x)=\\frac{x^2}{2!}+\\frac{x^5}{5!}+\\frac{x^8}{8!}+ \\ldots","type":"string"},"datatype":"math"}]},"snaks-order":["P1"]}]}]},"sitelinks":{}}}}