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CT 1 II CT 2
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TBEPA II
HAAHK HO-8 II
............... II
".." II
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LOGIKAL BRIDGE PLAY II
(OKA PA) II
II
H.W. KELSEY II
10 HBAP II
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II
II
II
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II
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OOTOBEHO: COACOBAHO: II
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1 II
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POBEPEHO: II
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CT 3 II CT 4
II
BBEEHE. II ABA 1. MAECKE CA.
II
II
E POK OCTAT CEXOB AOAP KOMHA II TE, KTO CA B MATEMATKE HE OH APAXOTC P BE
OK HT. HAHAEO, KOTOPOM CEX OKOO II AOOBKA. P - TO HE MATEMATECKA PA BOBCE HE HAO
MACA BAEHE CHETA KOPO KAETC OM, POOP II PAT C COO A CTO CETH HEK BM. CPE
TAKOBA: 9 ACTE HT HA OH ACT OK. OEE II KCEPTOB MEETC HECKOKO MATEMATKOB, HO CPE HX
OTHOO POKA, KOTOP HAET B KAKOM HAPABEH MAT, II BCTPEATC TAKE ABOKAT, BPA, TE, MKAHT
TA KOMHA PTEHO PABHX ACTE OK II POE, KOTOPE HE MET K MATEMATKE HKAKOO OTHOEH.
HT. KCEPT MET KAKE-TO , HO B HE II MATEMATKA HE HHA, HO HAHE APMETECKX ECTB
OH HAET, TO HT PAET OEH MA PO B EO CEXAX. II HEOXOMO A PEBM CTOOM. PHA TOO B TOM, TO
EO PA OT EKOM OCHOBAHA HA OKE. II OKA, KOTOP M COEM OCHOBBAETC HA APMETECKX
HT - TO KAECTBO, KOTOPOM HE HATC, - TO II AKTOPAX. B AHMAETEC APMETKO E B HAAE TOPOB,
B OCHOBHOM EO HCTHKTA, KOTOP MOHO HABAT "BCTBOM II CKABA OHEPHE HKT, TOO TO OPEET MEETE
CTOA". KA BEK POK OAAET TM KAECTBOM: II B PABO CEAT OTKPTE. CEAC OT OBCEMECTHO
OBEHHOE BHMAHE KO BCEM, TO OBETC HA CTOE II COTC OHEPHE HKT, PEOEHHE MTOHOM OPKOM
OBEHHA BCTBTEHOCT K MAHEBPAM PEAKM II (T-4, KOPO-3, AMA-2, BAET-1,). TO POCTO XOPO
POTBHKOB. MAEE KOEAH HABOT MACTEPA HA PABH II METO PK PEKO KTO POKOB OAETC P OCETE CBOX
P, AE EC TOT METO POPA MEET MEH II HKTOB.
BEPOTHOCT CEXA. II POK OATC HE P OCETE CBOX HKTOB, A -A
OHAKO POCTO POECC OECKOO PACCEH, KOTOPOM II HEMEH PABHO COOBAT MEC HOPMA.

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