pomes || Billy Bob Beamer

POME

gras sp lan kbla de sf m uck o ve r t

 ime cli mb eflah ming str on gb o at h i

t ti d o rlo es at mori d ni ng te wa shing sa nd e

ve r y w h er  e dis he s fo rlo r n I n  th

 ba s ke t loo k ing  a por t r a it   d I m

 ple son ja x vix on fo roumm cl ub t c al  l

 ed ‘fore st gin sa t o n si dew al k  w  a

sh in gs tar s ta r che ar rin ge r s l aw gr s s

 

 

 

 

P\O ]M/\Etext

Tu rue

 

re[eee+-]

e^e to] _oc [cur

sm ul v

thirdaria, ex]is[tin]g el]

ee[]ee                         m[en[t]s

 

]here[d o]rrr[rreplic+=

duoiti c     sharp]r mi[_no]r

gotiro ch||ukh

 

, orhe c^ap[_{c i}t]y c

^rea co[_{of e}lem^]emes

C_hu^mir itt y K.ier

en itne[e]

[e||e]e, oe elen o e ore[ o le

su]i[e o e en]v cide

]ro[n +ent th^anot

her---. zaksi

oriia, eiox]is[t

]pik[

n]g ele] +e[]eem

]en[ts    g_uk buna

 

 

ke to

yasa kaksi etot

^·          gotiro chukh^[1]

 

 

 

 

 

884

884heermaleph-1asintroducedyeorgantorntoheathe

herewlphabecombinedithaumberaseensedoepresent

heardinalityorizeofnfiniteetshelephumbersifferominfi

nity∞commonlyoundnlgebrandalculusalephseasureei

zesfetsinfinitynthetherandisommonlyefinedsnxtreme

imitfheealumberineornxtremaloinofhextendedealum

berinewhileomelephsreargerhanther               s∞sus∞