title: "Gau\u00df sin sumenreegel"
text: "Gau\u00df sin sumenreegel as en formel f\u00f6r det tuupt\u00e4\u00e4len faan a iarst  nat\u00fc\u00fcrelk taalen:\n\n \n\nA sumen began m\u00e4 , det san a triihuktaalen.\n\nAm det formel tu ferklaarin, koon am uun't iarst r\u00e4 aal a taalen faan 1 bit  apskriiw. An uun det naist r\u00e4 kem a salew taalen, man \u00f6\u00f6dern wai am:\n\n \n\nJo taalen, diar auen\u00f6\u00f6der stun, haa leewen det sum  An diar stun  taalen auern\u00f6\u00f6der, sodenang as det sum faan tau r\u00e4en . Oober wi wul jo bluas det sum faan ian r\u00e4 wed, diaram skel wi det sum troch tau dial:\n\nN\u00f6\u00f6m \nDetdiar formel as al sant juard\u00fc\u00fcsenen bek\u00e4\u00e4nd, man hat f\u00fcng di n\u00f6\u00f6m efter Carl Friedrich Gau\u00df. Hi skal det \u00fcs nj\u00fcgen juar ual dring uun skuul \u00fctjf\u00fcnjen haa, \u00fcs san skuulm\u00e4\u00e4ster sin klas det apgoow ded, aal a taalen faan 1 bit 100 tuup tu t\u00e4\u00e4len. Gau\u00df foonj \u00fctj, dat diar  \u00fctj kaam, wan hi det iarst an det leetst taal  tuup t\u00e4\u00e4ld. An bi't naist an f\u00f6\u00f6rleetst taal  kaam weder  \u00fctj. Det ging so widjer bit . Sodenang hed hi 50 paaren faan taalen m\u00e4 det sum 101. An det sum faan 1 bit 100 wiar diarefter: .\n\nLuke uk diar \n\nMatematiik"