{"entities":{"Q397":{"pageid":474,"ns":120,"title":"Item:Q397","lastrevid":1314,"modified":"2020-04-20T11:10:30Z","type":"item","id":"Q397","labels":{"en":{"language":"en","value":"Formula q_543"}},"descriptions":{},"aliases":{},"claims":{"P8":[{"mainsnak":{"snaktype":"value","property":"P8","hash":"ee31afef8c8ae12dc812f2c19972efbd3c2af3b2","datavalue":{"value":"q_543","type":"string"},"datatype":"external-id"},"type":"statement","id":"Q397$965d4c95-4244-48cc-bb6a-dd470b041b3e","rank":"normal"}],"P1":[{"mainsnak":{"snaktype":"value","property":"P1","hash":"22d058809a5255eff1c80ae5b83363977102c746","datavalue":{"value":"\\left ( \\frac{\\sqrt{2}-1}{\\sqrt{2}} \\right )*\\left ( \\frac{\\sqrt{3}-1}{\\sqrt{3}} \\right )*\\left ( \\frac{\\sqrt{4}-1}{\\sqrt{4}} \\right )*.......\\left ( \\frac{\\sqrt{(n+1)}-1}{\\sqrt{n+1}} \\right )","type":"string"},"datatype":"math"},"type":"statement","id":"Q397$2e196493-3a2d-401c-8234-7056f6042bf1","rank":"normal"}]},"sitelinks":{}}}}