Pumkin Pi

Pumkin Pi is a mathematical constant discovered by Pumkin in 2016. When Pi is raised to the power of Pumkin Pi, it returns 420. This is significant as 420 has proven to be a meme of the dank variety over the past few years.

Pumkin Pi is an irrational number, however can be written simply as the natural logarithm of 420 divided by the natural logarithm of Pi.

The natural logarithm of *N* can be defined as the area beneath the curve *y = 1/x* from 1 to *N,* or the *integral from 1 to N of 1/x \* dx.*

## Digits

The first few digits of Pumkin Pi are as follows:

```
5.2765764098099780705577766040145004585723023899607354504888280736306625068606995909098958193131893468571715555880324067899454168222390509621834629460407129970549317088065401141163843861700128670666820149115657525381984809234564164397063232383454449299699738677445269921508386574610281008155480755569584976489805237533213493815262878130069150050863813260842288321098139441966458670636215137019004504523759689395016945095266508500106818654788004447633599918070799449875686576561948353112697299830562776226411757367094622868542513665120012088295551320680806194747654177687285540385275045675797528246709059764343459681270553525416731045069005462451513782012807238514045288527008715416601129672720295301989090188582369694570879796944961016223978572906271650647325540455883463203810545536584211464844408817646817675522509483058430240560951393798960858869612029566691729395689281150294790075147310796975118541463808311346696261392081986861464247605638638255847241298522531001843564524771633607391972201711303708261098690972763767347207659691353478912510003301806265080980355915065748177916455155355394441825798385934746621693623948344280371443229847948196433139247187327466665793635433112369550703202273669407043879324053167368360919854210291954472424447845332256788877701475058771187286800480281244806075082214016509636795492239139979964989920333983674394364950944398158256650410199228826466789411358965930215908869331219878349742166273208081323207158440714814735936211683069372001851066172269210769215371491413544183214679118949936358868320075545275104702788001971702477280947636821433483377918162278492814787499885337844298417783357653315611949621803794496179512402325988841388087901204449740974535322290446478911419993494997886120681134970010829094511338580703223117546725215223489797039378863661239008953615715989751322155970974284770896344290451222704745638506031228998620310239463191439780004269164316971408420850003269377590015381609753448356300119528208965687295935311563419994299024211215064429258738642105339299003058830269067760571087688441103298980981591095360691132195778076761298953603007212296546694026293755340058855113130658511371543762761118073233438812916621931319319040748937796990889391094668194938281031996696809637496306470392925699491635227434392808957971053432868079917353715874787235161905957765860536546263983956855509990683688115203289551816289195184162578554767698735066674203080171787270699903432449047385759799679666203205061674621275384518964625664160126594729053298882578974040356461062597443527255423565548869718493659175211677435702860849572209660984032227307790897478094767368185811618697401678460996790996659058072418712517596317289597738281711769973575426591203402239163971444638023846188358369763156499122443951849752189521663104784008017043155257556671500644623551105715374922500976405868955958262544441272831820684156614570097873435781030250174115045510667223005504079118107905235083717552690650114494626095455107329915810442719946123237735659935395537189081438831089100675300865816429928950157644604694142306256902210124124334685748504197154282877515556216978631659698009616316570615973168760950298296195411310372358612745359427511579728178794405822954688235277002360661627520185339468796290096359959981984824628326955561337827425472365456595452623799814018339763116866198520948300353013318715541939713383308904024745247767646134145247003438636067173569358279043948722736842870531836876228267058623054865696627105627451831901793041455187224391621563359227892102354948579552762948562001856581823412162997466840620039045691424343160849758387808631871790325392347124086193842810581808529069283251098448434777021501566144994202853462179094442598449322641703802654728592413432792247916870558739803206190424676288959525816890264712126629364370550261834422165715194935774924995173402345188788389375633965949272415159294998518340480586590925238186802417414741070442430414209

```

## Official Art and Pronunciation

### Pronunciation

Pumkin Pi is pronounced like the phrase "Pumpkin Pee".

### Art

The cool and a u/r tist George Ravenholm has made official art for Pumkin Pi as well.