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_l4rt' c)iie_) i_1 lhc>w(1_'koir)c>wJ(_iic!___L_1'_', r!_'_; _. r:._.:l_ __ ,_ _ l ,_v, __
aCL' StCUn& ()ut all ()ver thr _l_L'c>, t_llin_ (;()_ ___ _ i i' _:_'l _ __i_ _,; _ ;:_ _ ,; ' ,' : _
sc) there wuni bc' a__y emptv, s___ie. mc_r_ i_:('n_i tr_ h(_ ;_ ii,_i _._! _:___ r_ rJ_' ;. .'__, __;i'
When _ie__s u(a design are s__,1ller_d _II uv__r, thc _a__r ;;n, _.__;;! s _;;! _ _,''.L.;;!_ _ _ /._ !_
and the informalinn may nat be inslantly aiiessiblc l_} thL_ 1'L_;!d__r
_obin_ principte o(_raximity s_aces that y_Ju group rel8ted ttems t_ether.
move them physi_ally cJose t0 each other sa _he related it4n_i ar_> ic_cn as {_nr
cohesive group racher chan a bunch n(unrel_ed bits.
ltems or groups oI informati0n that are not related ta each other shoutd nu2
be in clase proximi_ (ne8rnesst to the othec eJemencs, wh ich gives che readrr
an instant v__2 c2ue to the organizgtion and cancenT af che page.
A very simple exampte iI_us0ates this cancept. ln the liit be1aw, an the
leA iide. nh1t do you 8_ume abaut all tha_ 0oweri! Prabably That they
have _omAhing in common. righc? In the 2ist beJow-right. what do you
_sume? lt gppegcg t_t the _g_t _uc Aowfn iIE _mehow dj_rent fcom
Ue ochera. You wderitind thii ini_n__. And yau underst&nd it nithout
ein bing' _Mjaw of it. You _0_ the Iait _ur 0a_er_ ice iamehaw
d_mnt h__e __ _ _p_cdU_ i8_cBd_m _e rwt DI _e l_t
mXi the co_ dp_y_ i _e (1_ in We), ptmkil _
_____,

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_o_ oe.,_,_o,____0__,__''',_''_'i__''__0_'___'__._ _g, _' _:i'__ __ i_.'''_''æ' _' .__-'''_ '
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_' _ _ ' _ ,_ ' _. _'__a__ _g_ _ .i_li______ _' '__'' _''i _____A 0 _ '_ '. _ ' ' '
.. ' ____.d__ '_ i'__i' i''____,0___,_od i ___
, l__i_0__' _.i __.__ _ ,_..__l_,_'_0______o_0 _,; ' _ __
' _l .._. ._,.__.___ 6?':!._'''''