Challenge
This challenge is pretty simple: Output the total number of possible Tweets. Given the fact that \$1{,}114{,}112\$ Unicode characters exist, and Tweets can be up to \$280\$ characters long, we calculate this number like so:
$$\sum_{l=1}^{280}1{,}114{,}112^l$$
Calculated, this number becomes:
13806352273767118967309446652268353719030666987497438863889357319392349204238070937934701588382252733861344864045882375396168022346806583217340072802259387083359555134466517197703380759356965846365156977627360473773588169473731316369188960207815543356617430699549282184606847903882093344681639583363887920162736670339584230464092411246928128751923029979554646202579157612845521194257627831816510188786486205364038342997992390163377307319320795770580125829871827813635107055402218833285288428245530361070090385299410480471800097379723938710176776857154693492888113262310774952935141264656128106489715644469204223123574077687056241600407855644698999923182052787491366956979702291906138690639325270704272468782453957210692358210530379637285511395582363214078004388847219660731573151720107026864311541883029164798133330444260768597550725802772979408391647537342929574104808498797769614795400908507365237326804077132929339660443550229992211585154931729238484097424201567163596712698594520366545693861474171972272416897768579601352059483077847068448856472837079895280084051348757113747847034093121500403990822456362331568718364029903237356710927604336216180583115812490741333484187646966386074557181286407949971654502112671681454373869734610539296783900783568039838348725239932066066987739369537132033298306852573056479318562759091086979441683964087623025801925326064609304055115943692782207092740008073169526779422072953119459819275895282587278291133892079932466034984180041060600579941010427931676118356402267755461169199685582252347150686196242972686980783271232177904787906691872492956841276422272710260778534487171700075108866361285159161816004238666402986057371469198754307817645454320666214400
Rules
- You may output a float with only zeros after the decimal point.
- Standard loopholes are forbidden.
- Trailing whitespace is allowed.
- If possible, please link to an online interpreter (e.g. TIO) to run your program on.
- Please explain your answer. This is not necessary, but it makes it easier for others to understand.
- Languages newer than the question are allowed. This means you could create your own language where the empty program calculates this number, but don't expect any upvotes.
- This is code-golf, so shortest code in bytes wins!
\$\displaystyle\$
instead of$$...$$
makes it look "off" when viewing on the app/mobile site (at least, it does for me) \$\endgroup\$