Dude: oh hey did you here about S.P.U.N.K?
Dudette: y’a i heard it’s making an appearance in shrek 5
Dudette: y’a i heard it’s making an appearance in shrek 5
by A_Random_Child December 9, 2018
Get the S.P.U.N.K mug.by Hamilton fan July 3, 2021
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Up yours/w*nk*r sign • NK-47/"N" Squared • gl hf dd ka hh jk gd oe iw ky mf ay ja sf cl ds jk oa in ia nk hh hf bl • (x+y)^{n}=\sum _{k=0}^{n}{n \choose k}x^{n-k}y^{k}=\sum _{k=0}^{n}{n \choose k}x^{k}y^{n-k}. • M O U N K I Y S M A N K E • L.S.V.T.I.W.M.N.T.W.I.H.O.H.M.N.V.E.T.D.T.S.C.F.T.N.K.T.T.A.T.T.R.O.T.H.T.B.D.M.D.T.A.C.T.T.M.A.O.G.H.H! • s.p.r.i.n.k.l.e.l.y • nks • nksp • Ueiejdnkcjk.ns@:/8+4) 0/7c .nksf 8/4) n ,)"0/7 }8 4<0>7 78^48 4}<[845^><54.7<>°.567<¶>.657©<°657°<>627>¶<657><'lmvd657")<657°<>647¶7><659¶57>798>am.,as, ,.l.l.lm5 ⁷Ⅰ Ⅰ₇ Ⅰ₇ ₇ ⅐⅑ ⅵⅸⅧↈↇ≑≎≀≎≑≀≐∿≑⒄⒛⒃⒃⑶⑩⨙⨊⨇⨖⨊⨖⨋⨕⨊cm . v
by vrabsies March 8, 2022
Get the nksp mug.Ueiejdnkcjk.ns@:/8+4) 0/7c .nksf 8/4) n ,)"0/7 }8 4<0>7 78^48 4}<845^><54.7<>°.567<¶>.657©<°657°<>627>¶<657><'lmvd657")<657°<>647¶7><659¶57>798>am.,as, ,.l.l.lm5 ⁷Ⅰ Ⅰ₇ Ⅰ₇ ₇ ⅐⅑ ⅵⅸⅧↈↇ≑≎≀≎≑≀≐∿≑⒄⒛⒃⒃⑶⑩⨙⨊⨇⨖⨊⨖⨋⨕⨊cm . v
Ueiejdnkcjk.ns@:/8+4) 0/7c .nksf 8/4) n ,)"0/7 }8 4<0>7 78^48 4}<845^><54.7<>°.567<¶>.657©<°657°<>627>¶<657><'lmvd657")<657°<>647¶7><659¶57>798>am.,as, ,.l.l.lm5 ⁷Ⅰ Ⅰ₇ Ⅰ₇ ₇ ⅐⅑ ⅵⅸⅧↈↇ≑≎≀≎≑≀≐∿≑⒄⒛⒃⒃⑶⑩⨙⨊⨇⨖⨊⨖⨋⨕⨊cm . v
by Ueiejdnkcjk.ns@:/8+4) 0/7c .nk February 3, 2021
Get the Ueiejdnkcjk.ns@:/8+4) 0/7c .nksf 8/4) n ,)"0/7 }8 4<0>7 78^48 4}<[845^><54.7<>°.567<¶>.657©<°657°<>627>¶<657><'lmvd657")<657°<>647¶7><659¶57>798>am.,as, ,.l.l.lm5 ⁷Ⅰ Ⅰ₇ Ⅰ₇ ₇ ⅐⅑ ⅵⅸⅧↈↇ≑≎≀≎≑≀≐∿≑⒄⒛⒃⒃⑶⑩⨙⨊⨇⨖⨊⨖⨋⨕⨊cm . v mug.abbreviation for "nur kan Stress" with is Austrian-German and is used to tell somebody to keep cool and don´t stress, so he won´t destroy the cosy atmosphere.
by John Jason Jack September 23, 2016
Get the nks mug.Person 1: "Yo, do you know that 2*2 =4 and 2+2= 4."
Person 2: "(x+y)^{n}=\sum _{k=0}^{n}{n \choose k}x^{n-k}y^{k}=\sum _{k=0}^{n}{n \choose k}x^{k}y^{n-k}."
Person 2: "(x+y)^{n}=\sum _{k=0}^{n}{n \choose k}x^{n-k}y^{k}=\sum _{k=0}^{n}{n \choose k}x^{k}y^{n-k}."
by Lurlei139See December 3, 2018
Get the (x+y)^{n}=\sum _{k=0}^{n}{n \choose k}x^{n-k}y^{k}=\sum _{k=0}^{n}{n \choose k}x^{k}y^{n-k}. mug.by vegrot May 27, 2018
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