{ ߵ ֻֆ ׻ִ֤ ִֵ֨ֆ ־֤? ׸֤֤ ֜ ꕕ ע ֤׾ָֆֲ֤ ־ָ֤ ֻֆ ׻ִ֤֯֜־ִֆ ֆ ? ֆ ׾ָ׻ֵ ׾ ׸ ֲ֟ ꕕ֯׻ִ֤ײפ**( ϟ '׻ִ֤ ײפ' ן ֚)ִ㯯֢ߤ ׯ ־֤? ߵֻ -ן-ֳ֢ ׾ײפ־ִ֔- ֻӳ֤ }

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< ߵ ֮׮ֻֿ֋ ִֻ ԓ ֲָָ

-- ֮ ֟ ?

ִ֮֬ -- '׮ִ ׮ ϣִ ׮ ܵ֟ ' Ϥ׾ָד֟ ֲ ֮ ֟

ָ ֮־ָפ ֮׮ֻֿ֋ ִִֻ֮ ϣִ Դ ԓ ß , , ׾ָ֮ ׫֟ ָïָ ָ ִֻ ܵ֟ ׫ߵ Դ ֮

-- ֮ ֟ ?

ִ֮֬ -- ߵ ֮׮ֻֿֆ -߮-֟ ׾ֿ ׬ ׫ߵ Դ ԓ ֵ ֟ , ք ֮ ׫ߵ Դ ע ֮ >

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{ ֽ֤֯ӟָ օ114 }

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< ֮֯Ϥ׮ãָ֮֮ ß 114 >

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{ ? ֯׻ִִֵ֤֢֤֨֯ ֯׻ִ֤֯֜־ִֵ֓-֤ >

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< ָ ִֻ ԓ ֲָָ ִֻ ϣִ Դ ԓ >

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{ ֽ֤֯ӟָꕕӅ115 }

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< Ϥ׮ãָ֮֮ ܵ֟ 116 >

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{ ָ? ꕕ ׻ִ֤֯֜־ִօ }

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< ָ ? ָ ִֻ ܵ֟ ϣִ Դ >

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{ ؓפ ִִֵ֢֯֕ ֈظפ-߇פ-߇פ-פ-֤-ֵ֢֢֯֕֯֕ ֢ ִֈ־֕ ִ֜֋ ֤ ֤ ׻ִ֤ ꕕפ ӟ , ־ ֵ ׽פ ע 116 }

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< Ӗ Ӗ ӓ׮ ֵԯ, ֟׸׮, ׮, ׮ ֣ ׮ ֤ ֵԯ ֵԯ ߾ ֵ ֟ Ϥ ϣִ ִִֵ ִֻ ܵ֟־ ߮ ֟ , ָ ™ ãן ߮ ߮ ֟ >

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{ ֬ ֢֯֕־ָ֤ ֺ ֬ ֵ־օ ־׸ ׽ ִ ֤ ֢־Ӆ }

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< Ӗ ֵԯ ֮־ָפ Ϻ ֵ ׾ֿ֟ ֮ ֮ ãןֵ ϴ ֮ >

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{ ֽ֤֯ӟָꕕ ׻ִ֤־ִօ117 }

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< Ϥ׮ãָ֮֮ ִֻ ܵ֟ Դ ֲָָ 117 >

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{ ִִ }

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< ִ >

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{ ֽ֤֯ӟָ ׻ִ֤־ִ ꕕפꅅ118 }

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< ֮֯Ϥ׮ãָ֮֮ ִֻ Դ ܵ֟־ ϴ 118 >

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{ ׯ ִӅ }

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< ִ >

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{ ֽ֤֯ӟָ օ119 }

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< ֮֯Ϥ׮ãָ֮֮ ß 119 >

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{ ׽ߋ ׼֋ ִ㯯ע֤֤ }

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< ָ ׮ ָ ãן ־ٟ֟ ָ ע ֟ >

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{ ֽ֤֯ӟָꕕӅ120 }

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< Ϥ׮ãָ֮֮ ܵ֟ 120 >

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{ ָ? ꕕ ׻ִ֤־ִօ ָָ֬ ִ֢օ }

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< ָ ? ָ ִֻ ܵ֟ Դ ָ ָָ׮֬ ִ֯ ԅ >

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{ ӯ לֺ֋ דִ֤־ָ-ֳ-ֲָ֧ ֺ ִ -- ־ ׽ ֤ ֜֋ ׽ߋ ִ֤֯ דָ ֻ ׸פ? פֽӟָ ֻ ׸פ ָ 㓓֤ -- ײפפ֤ ִ֤֜֯ ׸֤֤֯֜ פ ִִ 240 225 210 195 180 165 150 135 ׸ִִ֤֯ 16 15 14 13 12 11 10 9 ״ 㾾֤״ ׌֢ ִ֤֜֯ פ 256 240 224 208 192 176 160 144 ֤֜ ӛ ֤ ֟ ӛָ֬ ׸ ײפӛ ׾֤ עֵ פ 200 200 200 200 200 200 200 200 ִ ֜ ן-֤ פօ פ ֤ ֜ ן-֤ ןօ ִִ 192 192 192 192 192 192 192 192 פ ׯ 8 8 8 8 8 8 8 8 ֤֜ ׾ ִ ߸ ֜ ן֤֓ פ ןօ ֤ ֤ -ִִ֤֯עֵ פ 128 128 128 128 128 128 128 128 ִִ֤֓֯ 64 64 64 64 64 64 64 ֤ ׾ֻן-֤ ׌֢ ִ֯֜ ןօ ִִ 256 256 256 256 256 256 256 256 ֜ ִ ןօ ִ֜֯ ߋ ִ֜֯ ߋ ֜ ןօ ִִ 256 256 256 256 ** ( ϟ '' ן ֚) ֆ֯֜ ִ֯֜ ׌֢ פִ֯֜ ןօ 256 12 ֆ׬ֵ֤ ׾ ִ֜֯ ֨ פ 128 ֯ ֤ ֜ פߋ ֤֋ ־ִ֤עֵ פ 3072 ״ ** ( ϟ '' ן ֚) פߋ 12 ֜ ֓פ ** (ן '' ן ֚) ִ֜֯ ־֤ פֽӟָ ֻ ׸פ ע ֨ }

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< ֯Ϻ ָ ד֟ ָ, ֳ ֲ ָ֫ Ϻ ָ -- ֲ ãןֵ Ϥׯޛ ϣִ ãן Ϥׯޛ ϴ ָ ֮ ֻ ? ϴ ָ ׮ãָֻ֮֮ ָ ֻ֟֟ ָ -- ׫ߵפ ׮ֵ ϣִ ׮ ϴ

׮ִ ׮ ϴ ִ ״ָֻ֮ ϣִ ׮ ϴ (ӥ™ ֵ) ք ϣִ ׮ ޛ ޛ ք׿ָ ׫ߵ ޛ Դ ãׯ֟ ָ ֮ -- 200+ 200+ 200+ 200+ 200+ 200+ 200+ 200 = 1600 ϴ ϣִ ׮ ߮ ֟ (3/4) (8) ׬ ִ ׬ ϴ ָ ׿™ ϣִ ׮ ߮ ֟ -- (200 - 8 =) 192, 192, 192, 192, 192, 192, 192, 192, ׬ ϴ -- 8, 8, 8, 8, 8, 8, 8, 8 ϣִ ׮ ִ ָ (1600/8 = 200) ϣִ ׮ ׬ (8) ߮ ֟ ϴ ױ ִ ֟ ָ ֟ ϴ ֮ -- 192 - 64 = 128 = 256x2/4) 128, 128, 128, 128, 128, 128, 128, 128 ֿ ֟ ϴ -- 64, 64, 64, 64, 64, 64, 64, 64 ֟ ߮ ֟ ״ֻ ָ ׮ ֲָָ ϣִ ׮ ϴ (192+64 = 256, 256, 256, 256, 256, 256, 256, 256 ϣִ ׮ ׮ ֲָָ ԟ ֚ (128, 128, 128, 128, 128, 128, 128, 128) ϣִ ׮ ϴ ָ ׮ ϴ ϣִ ׮ ϴ -- 256, 256, 256, 256 ֿ֟ ׮ ϴ ϣִ ׮ ׮ ֲָָ ϣִ ׮ ״ֻ ָ ׮ ϴ ϣִ ׮ -- 256x12 ׿™ ׬ ϣִ ׮ ϴ ָ ֲָָ 128 ϣִ ׮ ׮ ֟ ָ ֲ ֮ -- 256x12 = 3072 ִ ׮ (12) ״ֻ ָ ϣִ ׮ ֯ ָ ϣִ ׮ ϴ ֲ ׮ãָֻ֮֮ , ֨ >

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{ ײפ֋ ׽ߋ ִ֤֯ ־׽פ֤ דָ ֻ ׸פ? פ־ֽӟָ ֻօ -- פߵ ׾ָ ־֤ ִޛ ֤ פ ִ֜֯ ־פ ֳָ ׾ָ ׸ֺ֬׸ ִӛ ֤ פ ׾ָֺ כ -㓔׾ִ֯ ־פ ִ ׸־ֺ֬׸ ֤ פִ㓔׾ ׬ֵ ןօ ׸ ** ( ϟ '׸', ϟ '׸ ' ן ֚) ׯ פִײפִ֯ פ ׬ֵ㓔׾ ײפִ֯ ִ -- 16 15 1 16 12 ֳָ㓔׾ פ ײפִ֯ ֲפ, פִ㓔׾ ֳִ ע ִ פ֋ ׼֋ פߋ ֢׸ ӓֳ ן 4 5 פ ׸֓ ** ( ϟ '׸' ן ֚ ) ֤ ׌֢ עֵ פ 64 5 ־֤ ײפ ֓פ }

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< ׫ߵ ãן ִ֮ Ϥ ϴ ֲ ãןֵ Ϥׯޛ ֮ ֻ ? ׬ ׮ãָֻ֮֮ ֣ -- ׮ֵ ׾ָ׻֟ ֲ ִޛ ָ ן ϣִ ׮ ֯ (3072/12 = 256) ߓ ׮ָ ׾ָ֮ ׸ ן ֯ ׿ ִޛ ָ ׾ָ֮ ן 㓔׾ֿ ϴ ֯ (256/16 = 16) ϴ ָ ֲ ן ֯ ׿ֵ ֵ֮֮ ָ ׮֯ϴ 㓔׾ֿ ׬ (16x12 = 192) ׿™ ׮ ֡ ׫ߵ ׮ ֲָָ (240x12 = 2880)

׬ 㓔׾ֿ ׫ߵ ׮ ϴ ֣ -- ׮ָ ϴ 㓔׾ֿ פ ׫ߵ ׮ ϴ ֵ ֟ , ׮ ϴ 㓔׾ֿ ֮ ׫ߵ ׮ ϴ ֯ , ָ ֟ ־ٟ֟ ָ ѓ ָ (4/5) ϴ

-- ׮ָ ϴ 16 㓔׾ֿ ϴ 16 ; ք ׮ִ ָ ׿ ָ ֵԌ ϴ ֯ -- 12x1/15 = 4/5 (240x4/5) = 192

ք ִ֓֔ ׮ֵ ״ָֻ֮ ֮ --12+4/5 = 64/5 ֲ ִ ָ ׫ߵ ׮ ֯ -- 3072/ 64/5 = 240 >

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{ פ֋ ׽ߋ ִ֤֯ ־׽פ֤ דָ ֻ ׸פ? פֺפֽӟָ ֻ ׸פ 16 14 1 16 24 ֳָ㓔׾ פ פִ֯ ֲפ ןִ㓔׾ כ פ ֳִ ע ִ פ֋ ׼֋ עֵ פ 1 5 7 ״ פ״ ׌֢ עֵ פ 96 7 ־֤ פ ֓פ ֤ ׸ ־ ֜ߋ ֤ ןօ }

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< ߵ ãן ִ֮ Ϥϯϴ ֲ ãןֵ Ϥׯޛ ֮ ֻ ? ׬ ׬ ׮ãָֻ֮֮ ׮ָ ϴ 㓔׾ֿ פ ߵ ׮ ֯ ߮ ׮ֵ ֲָָ 㓔׾ֿ ֮ ߵ ׮ ֯ , ָ ֟ ִ ϴ ָ ֮ --

-- ׮ָ16; 㓔 16; 16-2 = ; 24x1/14 = 1 5/7

׮ֵ ״ֻ ָ ֮ -- 12+12/7 = 96/7 ִß ִ ָ ߵ ׮ ֟ -- 3072/ 96/7 = 224 ָ ֮ ϣִ ׮ ִ֯ ֮ >

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[ ׸ִ֯ ־׽פ֤ דָ ֻ ׸פ? ֽӟָ ֻօ -- פ ֜׾֌ֳ ֢׸ ֻߵ ֤ ֟ ֈֱػ ֆִ ן ӛ ֤ ָ־עֵ ן ֻ ׾֤ ߵ ן == ־, ֵ Ӆ -- 16 12 1 16 12 4 ֳָ ן-ִ֤׾ פ פִ֯ ֲפ ִֵ פ׾֌ӳ ֳִָ֤׾ ֳִ ע ִ פ֋ ׼֋ ߋ ֓פ 4 ״ פ״ ׌֢ ߵ ־ן 16 ־֤ פ ֓פ ֤׸ ָ 㓓ִ פ--ߵ ֢־ֆ ־ ֜֓׸ִֆ עօ ײפִ֯֜֯ ־֤ ׸ִ דָ ֻ ׸פ? ן ֽӟָ ֻօ -- פ֌ ׾ֵ = = כ ײפֆ׸ ׾֤ ןߵ ןօ ־, פߵ כ ִ ע ֺ ׾ָ׻ֵ ײ ׸ ֲ֟ ָ פߵ ןօ 24 ־֤ ײפߋ ֜ ֓פ }

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< ϴ ׮ ϴ ֲ ãןֵ Ϥ ֮ ִֻ ? ϴ ׮ָֻ֮ ֣ -- ׮ִ֡ ϣִ ׮ ׾ßָϴ ָ ׻ֵ ֿ֟ ִ ֟ ׻ ׮ ϴ ߮ ޛ ׸֟Ԯ֯ ߮ ׻ֵ ִ ãׯ֟ ָ ׮ֵ (ӥ™ ִ ֵ)

־ ׿ ֮ ֣ ׮ָ ߮ ֟ ֡ ׾ֿ פ ׮ ϴ ֵ ֟ , ִֵ (?) ׮ ׾ ׮ָ ֟ ֡ ׾ֿ ֮ ֯ , ָ ϴ ֟ ־ٟ֟ ָ ׮ ֟ ( (16x12x4)x1/(16x12) = 4 )

ױ ׮ֵ ״ָֻ֮ ׮ֵ (16) ֮ ֲ ִ ָ ׮ ϴ ֲ ָ ֮ ָ ׬ ׮ֵ ָ ϣִ ׮ ׮ִ ִֵ֟ ֮

׫ߵ ׮ ִ֮ ϣִ ׮ ϴ ֲ ָ ֮ ֻ ? ϴ ߮ ׮ãָֻ֮֮ ֣ -- ׮ ϴ ãׯ֟ (ӥ™ ִ ֵ) ֛ ׫ߵ ָ ָ֮ ߮ ׮ֵ ־, ׮ֵ ãׯ֟ ׮ ֜ , ք ׾ָ֮ ׫֟ ָïָ ֟ ָ ֮ ׿ ׮ ֟ ָ ߮ ׮ֵ (24) ֲ ִ ָ ׫ߵ ׮ ϣִ ׮ ֟ >

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{ ן ײפִ֯ ־֤ פןֽӟָ ֻ ׸פ -- 8 15 1 8 24 ** ( ϟ ӥ™׸ִ '--ָ' ֟ք ֳֻֿ֤֟) ֳָ㓔׾ פ ֯֌ֻ ֲפ ןִ㓔׾ כֆ ֌ֻֆ ֳִ ע ִ פ֋ ׼֋ עֵ פ 8 5 ״ ׸֓ ֤ ן ** ( ϟ '' ן ֚) ׌֢ עֵ פ 128 5 ־֤ ײפ ֓פ () ־ ײפߋ ֨ ןօ ֤ ִ֯ ־֤ ׸ִ ֢׸ֽӟָ ֻ ׸פ -- ן֌ ׾ֵ 㾾 ֢׸ֻߵ ֤ ֟ ׻ פ פ ע ֈֱֻ ׬ֵ פ ֱִػ ִ֯ ִ -- 8 12 1 8 4 24 ֳָן-ִ֤㓔׾ פ פ ֲפ ֱ׻ִ㓔׾ ֳִ ע ִ פ֋ ׼֋ עֵ פ 8 ״ ן ** ( ϟ '' ן ֚) ׌֢ ֢׸ߵ ן 32 ־֤ ** (ן 'ꋤ' ן ֚) פ פ }

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< (׫ߵ) ׮ ׫ߵ ׮ ϴ ֲ ׬ ߮ ׮ãָ֮֮ ֻ ֣ -- ׮ָ ϴ 㓔׾ֿ פ ֻֿ ֯ , ߮ ׮ ֡ 㓔׾ֿ ֮ ֻֿ֋ ֯ ? ָ ϴ ֟ ־ٟ֟ ָ ֮ -- 24/15x1 =8/5 ִ֓ ߮ ׮ֵ ״ָֻ֮ ֮ -- 24+8/5 = 128/5 ֲ ִ ָ ׫ߵ ׮ ֟ -- 3072/ 128/5 ָ ׫ߵ ׮ ִ֯ ֮

ֿ֟ ׮ϴ ֲ ָ ָ ׮ãָֻ֮֮ ֣ -- ߮ ׮ ֡ ãׯ֟ ִ֮ ָ ׻ֵ ִ ߮ ׻ֵ ׮ ք ֟ ׻ ׬ ׬ ׻ ϴ -- ׮ָ ߮ ֟ ֡ 㓔׾ֿ פ ׮ ֯ , ׻ ֡ 㓔׾ֿ ֯ , ָ ϴ ֟ ־ٟ֟ ָ ֮ -- 8 ߮ ׮ֵ ״ָֻ֮ ָ ׮ֵ -- 24+8 = 32 ֲ ִ ָ (׫000 ѓ־) ׮ -- 3072/32 = 16 ָ ֮ ׫ߵ ׮ ׮ִ ִֵ֟ ֮ >

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{ פִ֯֜֯ ׸ִ ֽӟִָ ׸פ -- ן֌ ֕ כ ֆ׸ ײפֆ ꋤ ** (ן 'ꋤ' ן ֚) ׾֤ ߵ ןօ ־, ߵ כֆ ע ׾ָ׻ֵ ׾ ׸ ֲ֟ ֢׸ ֕ןօ פߋ ֤֋ ָ ִ פ 48 ־֤ ד ֓פ }

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< ߵ ׮ ִ֮ ϣִ ׮ ϴ ֲ ָ -ãָֻ֮֮ ֣ -- ߮ ׮֯ϴ ִ֬ ֛ ָ ׫ߵ ãׯ֟ ָ ׮ֵ ־, ׮ֵ ֜ ք ׾ָ֮ ָïָ ֟ ָ ָ ֮ ֿ֟ ָ ׮ֵ ֟ ָ ָ ׮֯ϴ -- 12x4 = 48 = 8x6 ֲ ִ ָ ׳™ ׮ ֯ -- 3072/48 = 64 >

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{ ן ߋ ײפִ֯ ־֤ ׸ִ פֽ֔ӟָ ֻ ׸פ ֵ ֨֌ֺ 48 15 ״ ׸֔ ֤ ׌֢ פ֔ߵ ןօ 768 15 ** (-- ן '768 5 ' ׾֬֡ ӥ™ßօ) ־֤ ײפ ֓פ ֤ ־ ׽פָ עօ ־׸ ׽פָ ꕕפ ꕕֆׯ ** ( ϟ ' ꕕֆ֯', - ϟ ' ꕕꕕֆׯ', ϟ ' ꕕֆ (ꕕֆ) ׯ' ן ֚)-ׯִ ִִ 3072 9 **( ן ֚ꃵִ˅ -- ן 3073 ן ֚) ֲִֵ֯֨ ׸ ֓פ ָֺ ִ֢օ }

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< ׮ ׫ߵ ׮ ϴ ֲ ָ ׬ ׮ãָֻ֮֮ ׿ ֯ -- 48/15 ִ֓ ׮ֵ ״ָֻ֮ ׬ ׮ֵ -- 520/15 + 48/15 = 768/15 = 51 1/5 ֲ ִ ָ ߵ ׮ ׫ߵ ׮ ֟ -- 3072/ 768/15 = 60 ָ ֮ ãן ָ ֮ ׾ֿ ֮ ãן ָ ܵ֟־ ֡ ܵ֟ ٯ-ٯֵ ֲָָ ϴ 3072/9 ִֵ֯ϲ֨ ָ ׮ִ ׮ ֯ -- 3072 / 3072/9 = 9 ָ ָ Ϻ ִ֯ ԅ >

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{ ֜֋ ׽ߋ ֤ ־׽פ֤ כ ? ꕕפ, פߋ כ ֟ ӛ ן פ ־ ֜֓׸ עօ ײפ֯֜ ־׽פ֤ כ ? ꕕפ כ? ן ߵ ֤ ־ ׸֓׸ עօ ֳֺ֯ ִ֢օ }

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< ϣִ ãן Ϥׯޛ ִß ãןֵ Ϥׯޛ ֮ ϴ ? ܵ֟־ ϴ ִß ãןֵ Ϥׯޛ ׮ ָ ֯ (3072/12 = 256) ֮ ֡ , ׳ֵ֯ ָ ϣִ ׮ ׮ִ ׮ ֮ ׫ߵ ׮ ϣִ ׮ ִß ãןֵ Ϥׯޛ ֮ ֯ϴ ? ܵ֟־ ϴ ןֳ ? ןֳ ߮ ׮ֵ ָ ֮ ׮ִ ׮ ׮ִ ׮ ֮ ָ ֳ Ϻ ִ֯ ԅ >

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{ ־֟ ׸֋ ׽ߋ ֤ 9 ֜֋ ׽ߋ ִ֤ꕕӅ ָ? ׻ִ֤ ꕕפִ ֲָ֟߅ ִִ 256 9 ** (- ϟ 256 4 ׾֬֡ ӥ™ßօ) ׸ ֤ ֜ פ 256 ֆִ֤ꕕӅ ָ? פֺ֯׸פ߅ ָ? פֻ ֜ ֤ ֜־פ׸ֈ׸־׽פ פ 2816 ״ ׸׽פ ׾ דִ פߋ ֺ ꕕפִ־ֵ ֜ ֤ ֆ֤ פ 2807 ֜ ׾Ӆ עִֵ ׾? ׽פִ 2816 ׾Ӆ עִֵ ׾? ׸ִ֯֜ ־ ׽ ֤ ׾Ӆ עִֵ? ׸׽פִօ ֺ֯ ִ֢օ }

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< ׮ִ ãן Ϥׯޛ ֲ ß (9) ϣִ ãן Ϥׯޛ ܵ֟ ָ ? ָ ִֻ ܵ֟־ ֡ ꮵֳß ׿ ϴ -- 256/9 ָ ׮ִ ׮ ֟ ָ ϣִ ׮ -- 256/9 x 9 = 256 ֑֮֮™ ܵ֟ ָ ? ָ ׬ ߮ ׮ֵ

-- ָ ?

ִ֮֬ -- ָ ׮ֻֿֆ ϣִ ׮ ֟ ָ ϣִ ׮ ϴ ֲ ãןֵ ϴ -- [ (256 x (12-1) = 2816 = (3072-256) ]

פ ׮ִ ãן ™ , ׮ִ ܵ֟־ ֙ ϣִ ׮ ֟ ָ ֑֮ ™ ϴ -- 12-1 = 11; 11-9/256 = 10 247/256; 256x2807/256 = 256 ϣִ ãן ߮ ֲ ׾ֿ ׬ ׾ֿ ֮ ? ™ ԟ ׮ִ ãן ֲָָ -- 2807+9 = 2816 ™ ׾ֿ ׬ ׾ֿ ֮ ? ׮ִ ׮ ߮ ϣִ ׮ ֲָָ -- (256-9 = 247; 2816+247 = 3063) ֲ ãןֵ Ϥ ׾ֿ ׬ ֮ ֡ ׾ֿ ׬ ? ׮ִ ãן ֯ϴ ׬ -- (3063+9 = 3072) ָ ׮Ϻ ִ֯ ԅ >

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{ ֲֺ֤֯֋121 }

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< ֲ֬ޛ Ϻ ׬ָ 121 >

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{ ֲֺֽ֬֯ ֤? ־׽פӬֽ ֲ פ, ** (-- ן '', ϟ ' ' ן ֚) פ ע ד פ ע ־ֲֺֽ֯ ֤օ ן ָ֧ ֺ ֲִִ֯ օ ֲִ֯ ӳ־ ִ, ֤֨ ״ ӟߋ ֺ֋ ִ꟣ ӳ־? , ֺ֋ ׾ ֲִִ֯־֢ߤ ֟ ־ דֺ֤ 㓓֤ -- ߾ִ ן ֲ օ ֲֺ֯֋ ֲִֽ 㓓ן? , ֲֺ֯֋ ֲֽ׾ֳ־ ִִֵ֢־֋ ֲֺֽ֯ כ ׾ֳָ־֤ ׸ִ֋ ֹ ׽ߤ }

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< -- ֲ֬ޛ Ϻ ָ֟ ׻֋ ?

ִ֮֬ -- ֲ ãןֲ֮ã֮ ֲ֬ , ־ - , ָ ' ָ ֲ֬ ־ã ' ֻ֮֟ ׻֋ ֲ֬ޛ Ϻ ָ֟

ֲ֬ޛϺִ ߮ ָ֫ -- Ϻ, ϴ ֲօ

-- ϴ ֲ ָ֫ ִ־֮ ֻ , , ֨ ָ ִ ֵ ֻ֮ Ϻ ָ֫ ִ־֮ ?

ִ֮֬ -- , , Ϻ ׾֮ ϴ ֲ ֮ ֮ օ

ִ ד֟ Ϻ ָ֫ ֮ ָ -- ߾ִ ֲ֬ޛ ֲ֬ã֮

-- ֲ֬ޛ Ϻִ ֲ֬ã֮ ֮ ?

ִ֮֬ -- , ֲ֬ޛϺ ֲ֬ã֮֯Ϻ ֣ ׾ֳ֮־ ִ֮ , ք ֲ֬ã֮֯Ϻ ן ִֿ ־ ֯ ֲ֬ޛϺִ ֲ֬ã֮ ׾ֹ >

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< ؓפ ִ ֈظפ ߇פ ߇פ פֲ֤--֢֕-ֵ֢֕ ֢ ִֈ־ִֵ֤֕ ׽ߤ ִ֋ ִ֋ ׻ִ֤ ꕕפִִ׸ ֲִ פ ־ ֵ ׽פ ע ** ( ֈև ִ֋ ִ֋ ֲߋ ֳֵֻ ֲօ . . 1, 85.) 122 >

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< Ӗ Ӗ ӓ׮, ֟׸׮, ׮, ׮ ֤ ׮ ֵԯ ֵԯ ߾ ֵ ֟ ™ ãן ִֵ ִִֵ ִֻ ܵ֟־ ֡ ߓ ָ ֲ֬ޛ ֑֮ ãן 122 >

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{ ִ֋ ִ֋ פ ֲ֬֋ ִ֋ פ פ ֲ֋ ׻ִ֤ ꕕפִִ׸ ֲִ פ ֲ׸ִֵ ֹ׳֤ ֵ ׽ؤ פ ֢ ִֵ ׯ Ӭפ ** ( ϟ 'ִ։ Ӭפ' ן ֚) ִֵפ ־ ׻ִ֤ ꕕפ׽פ עօ ִ ֲ֓׸ִ֋ Ӭ֯ֆ׽פ׾ֲִִ״פ ע פ ֲ֬֋ ׸ִֵ ֹ ֤ ײפֲִ ֺӅ ֲ֋ ן֓׸ִֵֹ ֤ 㾾 פ ֲ ֺ ־ ־ ֵ ׽פ עօ ֲ ִֺ֯ օ }

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< ִ 'ִ֋ ִ֋' ֲ֬ ִִֵ, ׳ֵ֯ ִ֮֗ Ƶ ™ ֲ֬ ׮ִ ִֵ ׾־ ָ ™ ãן ִֻ ܵ֟־ ֡ ߓ ָ ֲ֬ޛ ֲ֬ ׮ִ ִֵ ׾־֟ ™ ãן Ѭ֟ ִֵ ãן Ѭ֟ ָ ִֵ פ ִֻ ܵ֟־ ãן ֮ ָ ֲ֬ ׮ִ ִִֵ ֮ ݵ ãן׾ֿ ֲ֬ޛ Ӗ , ׳ֵ֯ ֲ֬ ׫ָ ִֵ ׾־ ָ ׫ߵ ֲ֬ޛ Ϻ ֲ֬ סָ֓ ִֵ ׾־ ִ֮ ߵ ֲ֬ޛ Ϻ ָ ֑֮ ãן ֮֮ ָ ֲ֬ޛ ϴ Ϻ ֵ >

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{ ӯ ִִֵ֢־ דֲֲִִֻֽ֤ ִֺ֯ ߸ -- ֯ؓפֲִֽ֢֯֕ ֲ ׾ ֲ ׾ ӟִօ ֯דפ-ֈظפ-߇פ-߇פִֽ ߾ֲִִֽ ֲֻֆ ־׻ֵ֋ ꕕפ**( ϟ '', ϟ '0' ן ֚)ִօ ִ֤פ ֲֽ ֲ ־׻ֵ֋ ꕕפִօ }

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< ִֿ ־ ֯ ָ ד֟ ֲ֬ã֮ ֲ֬ޛֻֆ ϴ Ϻ ָ -- Ӗ ӓ׮ ֵԯ ߾ ֲ֬ã֮ ֲ֬ޛ ܵ֟ ϴ Ӗ ӓ׮ ֵԯ ߾ ֲ֬ã֮ ֲ֬ޛ ִ ϴ Ӗ ӓ׮, ֟׸׮, ׮ ׮ (ֵԯ-ֵԯ) ֚ ߾ִ ֲ֬ã֮ ֲ֬ޛֻ֋ ־ֻ ܵ֟־ ϴ ָ ׮ ߾ ֲ֬ã֮ ֲ֬ޛ ־ֻ ܵ֟־ ϴ >

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{ ֈ ֲֺ֯ ֽ ? , ֈ ׽ ߋ ** ( ϟ ' ׽ߋ ' ן ֚) ֲ֋ ֕פ ע ֳִֵ־֤ 㾾כןֲֳִ ։ ֈ Ӭפ, ִ։֟ ׯ Ӭפ, ִֵ ** (-- ן 'ִ։') ןִֵפ 㾾כןֲֳ ֤ ־ Ӭֳ־ ןօ ֈֲӬ׾ֵ֯ 㾾כןֳ ** (-- ן '㾾כ') ִ։ ֲ֢֬ ֹ ׾ ןօ ִֵפ**( ϟ 'ִֵפ --') ־ ֨ עօ ִִֵ ֈ ֲֺ֯ օ ֲ ע ע ֲִֽӳ־, ֤־ ػֳ־֤ ֤ ֈ ֟և ֲ ע ֨ }

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< -- ֵ ֲ֬ޛ Ϻ ׻ֵ ֵ?

ִ֮֬ -- , ָ ֵ ãן ֲִ֬ Ѭ֟ , ׮ִֵ י סֳ ֲ֬ ִָ ϴ ֵ Ѭ֟ , ִֵ ִָ ϴ ֵ Ѭ֟ ; ָ י סֳ ֲ֬ ִֵ , ߮ ִֵ פ ֮ ־ ϴ ãן ֮ י ִֵ סֳ ֲ֬ ׾־֟ ָ ֵ֮ ׾ ָ ִֵ , ߮ ִֵ פ ܵ֨ ֻ ϴ ֲ֬ ֮ ו ָ ׮ִֵ , ׻ֵ ֵ ֲ֬ޛ Ϻ ֵ߅

ֲ֬ޛ , ׻ֵ ֲ֬ã֮ ִ־ , ֟ ; , ־ִ ָ ֵ ֲ֬ޛ , ֨ >

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{ ֲֺ֯ ߸? , ׸ ִֆֲ ָ֧ ִ֤֤ ֲִֺ֬֯ ִ֢օ }

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< -- ֲ֯Ϻ ֟?

ִ֮֬ -- , , ֮ ֻ֮ ֲ ָ֫ ֟ ָ ֲ֬ޛ Ϻ ִ֯ ԅ >

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{ ֲעօ123 }

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< ֲ ָ֫ ׬ָ 123 >

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{ ֈֲִָ֧֯״פ ** ( ϟ '' ן ֳֻ֟) ֢ևִ ע ֤ פ }

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< ָ֫ , ׳ֵ֯ >

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{ ؓפ ״֓և ֢֢֕֯֕ ֢ ִֈ֕ ־֟ ֵ ֲ ** ( ֮ ãֲִִֻ֮֮㓵֟ -- ֡ ז֯ӓ׮ ֵԯ ֮ ֵԕԮ ֮֯ ־ß ֲ֑֮֬ (1) ִԯϴօ . . (ֵֻ. ) 1, 86.) 124 }

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< Ӗ ״֣֥™ ֵԯ ֵԯ ӓ׮ ߾ ֵ ֟ ֑֮ ֲ֬ ֲ ß 124 >

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{ ? ꕕ־׻ִֵ ӟִ֢֤֯ }

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< ָ ֲ֬ ܵ֟ ־ֻ ϴ ִ ֡ >

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{ ֲֽ ֲ ׾ 㻻 ** ( ϟ ' 㻻 ׾ ꕕ' ן ֚ ֟ꃃ֬ã֮׮ ã֮׮ ܵ׮օ ׮ ָïָ 㻵׮օ ֣ -- ֲִִ֑֮֬ؤ ™փִִֵָ֬֓׳־֯ ־֮ք ִֵք ֮֯ ־ֲ֮֬ã֮׮ ־׮օ ֪ -- ֑֮փ֬ ֲ֬ãִ֮˅ ִֵ׬ ׫ߵִ˅ ׫ִֵ׬ ߵִ˅ ־֫֓ ־֤™ֲִֵָ֬֓ք ־֮ ֲ֬׮, ֲ֑֮֬֟ ָ ִֵ ִֵ ן õ ִ֯֟֟˅ ֓ ꌟִ (2-3) . . (. .) 1, 86.) ꕕօ125 }

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< ֲ֬ã֮ ֲ֬ޛ 㻵 ܵ֟ >

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{ ? ֲ֤֬ ֲ ꕕ, ֲֽ ׾ ꕕ օ ? ִ։ֲ֕֋ ֲ֤ ֋ ֲ㯯֢ߤ ֲִ ֲֻ ׸֢? , ֲ ׻ִ֤ ꕕפִ׽פӬֲִֽ֤ ֻӳ ִ֢օ }

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< ֑֮ ֲ֬ ™ ֲ֬ ܵ֟ , ׻ֵ ֲ֬ã֮ ܵ֟

-- ?

ִ֮֬ -- , ™ ֲִ֬ ִֵ ֑֮ ֲ֬ ֙ ָ ֲ֬ã֮ ע

-- ֲ֬ã֮ ֲ֬ޛֻ֋ ִ֮ ?

ִ֮֬ -- , , ֲ֬ã֮ ִ֮ ִֻ ܵ֟־ ֡ ãןֲ֮ã֮ ֲ֬ޛ Ӗ ; ִ֮֟ ߅ >

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{ ֵ ֲ ׾ ** (공 ™ֲ֬ ׾ֿ׬, ֲֵ֑֮֬ß֡ Ͼ֟ (4) . . (. .) 1,86) 126 }

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< ™ ֲ֬ ׾ֿ ׬ 126 >

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{ עִֵ? ִ։ֲ֕օ }

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< -- ֮ ϴ ׬ ?

ִ֮֬ -- ִֵ ֑֮ ֲ֬ ϴ ׬ >

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{ ֽ֤֯ӟָ ꕕ ** (֟ ׻׮׾֬ ׫׮ã֮׮ ܵ׮, ִֻ֯ϣִ־Դֳִֵܵ֟֯ϴ֟֟ (5) . . (. .) 1, 86.) 127 }

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< ֮֯Ϥ׮ãָ֮֮ ܵ֟ 127 >

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{ ? ֲֆ ꕕ־׻ִֵֆ ֢֕֋ ꕕ־ ֢֕֋ ןօ ֽ֤֯ӟָ ꕕ־ ׻ִ֤ ꕕפִօ ֆֲ֤ ֽ֤֯ӟָ ꕕ ע 㕕֤ }

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< ָ ™ ֲ֬֋ ܵ֟ ־ֻ ϴ Ӗ ֵԯ ߾ ܵ֟ ֵԯ ִ ϴ ָ ֮֯Ϥ׮ãָ֮֮ ܵ֟ ϴ ִֻ ܵ֟־ ֡ ֋ ™ ֲ֬ ֮֯Ϥ׮ãָ֮֮ ד֟ >

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{ ֽ֤֯ӟָꕕ ** (֟ ô֮ ׫ָ֮ ׮ã֮֮ܵ׮, ִܵ׮ ִֻ־Դ׮ ׸״ן (6) . . (. .) 1, 86) 128 }

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< Ϥ׮ãָ֮֮ ܵ֟ 128 >

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{ ? ꕕ֯׻ִ֤֯֜־ִִ֢֤֯ }

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< ִֻ ܵ֟ ϣִ Դ ֲָָ >

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{ ֲִִꕕ ** (공ׯ --(ӓ ָõ ã֮ꃲ֬״ֳֻ֤֟֟)ִܵ (7) . . (. .) 1,86) 129 }

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< ֲ֬ޛ ܵ֟ 129 >

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{ ֻ֤֯ꕕ־ִ֯ ׽ߋ ׼֋ ֽ֤֯ӟָ֓פ ֲ֋ ꕕ־ִ֋ ӟִ֋ -׽ߋ ׼֋ ֲִִ֯ פ, ֽ֤֯ӟָ֤ ֲִִꕕ״פ ־Ӆ }

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< ܵ֟ ϴ ֮֯Ϥ׮ֻֿֆ ãןִ ָ ׮ãָ֮֮ ֲ ܵ֟ ֡ ִ ֡ ™ ֲ֬ ֮ ֮ ™ ãןִ ָ ֲ֬ޛ ϴ , Ϥ׮ãָ֮֮ ֲ֬ޛ ܵ֟ , >

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{ ֆ ׽פӬ ꕕ ** (ô֑֮֕ք ãןֲ֮ܵք, քִָ߯ϴ֟֟˅ ז֯ӓ׮ ִֺ֮ ֑֮֟ׯ ãןֲִ֮֮քִָ߯ϴִ ׮ (8) . . (. .)1, 86.) 130 >

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< ֑֮ ãןֲ֮ ܵ֟ 130 >

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{ ֲִ ִ ׻ִ֤ ꕕפ, ׽פӬ ӟכִָօ ֲ֤ ֆ ׽פӬ ꕕ ֤ }

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< ֲ֬ޛ ִֻ ܵ֟־ ϴ , ָ ֑֮ ãןֲ֮ քכ ִָ ϴ ; ֲ֬ޛ ֑֮ ãןֲ֮ ܵ֟ ֟ >

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{ ׽פӬֽ ꕕ ** (֟ׯ ãןֲ֮ã֮׮ ܵ׮ (9) . . (. .) 1, 86)131 }

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< ãןֲ֮ã֮ ܵ֟ 131 >

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{ ׽פӬ֤ ׽פӬ ꕕ ׽פӬֽ ׾ ꕕ , ִ։֕׽פӬֈ׽פӬ ** (공 ™ ãןپֿ׬, ֑֮ãֵֿ֟֬ ֡ Ͼ֟˅ . . (. .) 1, 86) ׽פӬֽ־־֋֤ }

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< ֑֮ ãןֲ֮ ™ ãןֲ֮ ܵ֟ , ք ãןֲ֮ã֮ ܵ֟ , , ִֵ ֑֮ ãןֲ֮ ™ ãןֲ֮ ãןֲ֮ã֮ Ӗ >

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{ ֆ ׽פӬ ׾ꅅ132 }

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< ™ ãןֲ֮ ׾ֿ ׬ 132 >

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{ עִֵ? ִ։֕׽פօ }

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< ֮ ֡ ׬ ? ִֵ ֑֮ ãןֲ֮ ϴ ׬ >

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{ ؓפ ִ ִֵ֢֕ֈ ־֟ ֵ ֲ ** (֣ ז֯ӓ׮ ֵԯ ϟֵ ֲ֑֮֬ ־ß (1) ֟ ֑֮ք ãןֲ֮ք ܵք 㻻־ֺք (2) ֟ꃲ֬ã֮׮ ܵօ ֲָ֑֮֬ք יסֳ ן (3) ֟ꃯ™ֲ֬ ׾ֿ׬ ֲֵ֑֮֬ ׯ ֡ Ͼ֟ (4) ֟ ׫׮ã֮֮ܵ׮, ִֻ֯ϣִ־Դֳִֵܵ֟֯ϴ֟֟ (5) 공ꃯô֮ ׫ָ֮ ׮ã֮ܵ׮ (6) ֡ ׌ք ㌟ ֌־օ ֟ք ãןֲ֮ã֮֮ܵ׮ (7) 공ꃯ֟™ ãןֲ֮ ׾ֿ׬, ֑֮ãֵֿ֟֬ ֡ Ͼ֟ (8) . . (. .) 1, 86. ) 133 }

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< Ӗ Ӗ ӓ׮ ֵԯ ߾ ֵ ֑֮ ֲ֬ ֲ ß 133 >

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{ ? ֈ ׬ֵ ִֵ־֕׾ִֻ֤ }

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< , ֵ Ѭ ִֵ ׬ ־ԕ֑֮ ׾ִֻ >

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{ ֆ ׽פӬ ꕕꅅ134 }

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< ֑֮ ãןֲ֮ ܵ֟ 134 >

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{ ? ֳ־ִ֢֤֯ }

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< ־ ֲָָ >

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{ ֲֽ ꕕօ135 }

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< ֲ֬ã֮ ܵ֟ 135 >

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{ ֆ ׽פӬ ִ ӟִ ** (-- ן '' ן ֚), ֲֽ ꕕ ** (ן 'ꕕ' ן ֚)ִ֯㾾כןֳִ; ׽פӬ֤ ֲֽ ꕕ֢ ־֤ }

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< ֑֮ ãןֲ֮ ִ ϴ , ָ ֲ֬ã֮ ܵ֟ ϴ (֑֮ ֲ֬ ) יסֳ ֡ ; ֮ ֟ ֑֮ ãןֲ֮ ֲ֬ã֮ ܵ֟ >

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{ ֵ ֲ ׾օ136 }

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< ™ ֲ֬ ׾ֿ ׬ 136 >

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{ עִֵ? ִ։ֲ֕օ }

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< ֮ ϴ ׬ ? ִֵ ֑֮ ֲ֬ ϴ ׾ֿ ׬ >

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{ ֽ֤֯ӟָ ꕕօ137 }

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< ֮֯Ϥ׮ãָ֮֮ ܵ֟ 137 >

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{ 㾾כןֳ ֤ ׻ִ֤ ꕕפִ-ִֻꕕֻ֢ӳ֤ }

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< , יסֳ ִֻ ܵ֟־ ϴ ֮׮ֻֿֆ ܵ֟֟ ֵ ֟ >

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{ ֽ֤֯ӟָꕕӅ138 }

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< Ϥ׮ãָ֮֮ ܵ֟ >

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{ ? ׻ִ֤֯֜־ִ ꕕפִֽ֤֯ӟָֻ ꕕ֯׻ִ֤־ִִ֋֤֯ߋ ׼֋ ꕕֺֻӳ֤ }

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< , ִֻ ִ֮ ϣִ Դ ܵ֟־ ֡ ֮֯Ϥ׮ãָֻ֮֮ֆ ִֻ ܵ֟ Դ ֲָ Ϥ׮ִ ָ ܵ֟ ֵ ֟ >

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{ ךפӬֽ ꕕօ139 }

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< ãןֲ֮ã֮ ܵ֟ 139 >

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{ ? ֽ֤֯ӟָ ִ ׻ִ֤ ꕕפ, ׽פӬֽ ꕕִִָ ׻ִ֤ꕕפ ** (--ϟ '׻֤ 0 ' ן ֚) ; ֽ֤֯ӟָ֤ ׽פӬֽ ꕕ ע ** ( ϟ 'ꕕ ע' ן ֚) ־Ӆ }

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< , Ϥ׮ãָ֮֮ ִֻ ܵ֟־ ϴ , ָ ãןֲ֮ã֮ ܵ֟ ִָ ֡ ִֻ ܵ֟־ ; ָ Ϥ׮ãָ֮֮ ãןֲ֮ã֮ ܵ֟ , >

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{ ֆ ׽פӬ ׾ꅅ140 }

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< ™ ãןֲ֮ ׾ֿ ׬ 140 >

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{ עִֵ? ִ։֕׽פӬִօ }

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< ֮ ֡ ׬ ? ִֵ ֑֮ ãןֲ֮ ϴ ׾ֿ ׬ >

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{ ؓפ ִִֵ֢֯֕ ֈظפ ߇פ ߇פ פֲ֤-ֵ֢֢֯֕֯֕**(ן 'ֵ֢֯֕' ן ֚)ֈ ־֟ ֵ ֲ ** (֣ ӓ׮ ז¾ֵ֯ԯ ֟׸׮-׮-׮-֤׮ ֵԯֵ֯ԯ ϟֵք ־ß ֲ֑֮֬ (1) ֟ ֑֮ք ãןֲ֮ք ܵք, 㻻־ֺք (2) ֟ꃲ֬ã֮׮ ܵ׮ (3) ֟ꃯ™ֲ֬ ׾ֿ׬ (4) ֟ׯ ãןֲ֮ã֮׮ ܵ׮, ֑֮ãן֮֯יϴ֟֟ (5) ֟ ™ ãןֲ֮ ׾ֿ׬, ֑֮ãֵֿ֟֬ ֡ Ͼ֟ (6) . . (. .)1, 86.) 141 }

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< Ӗ Ӗ ӓ׮ ֵԯ ֣ ֟׸׮, ׮, ׮ ֤ ׮, ֵԯ-ֵԯ ֵ ֑֮ ֲ֬ ֲ ß 141 >

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{ ֈ ׬ֵ ִֵ־֕׾ִֻ֤ }

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< ֵ Ѭ ִֵ ׬ ־ԕ֑֮ ׾ִֻ >

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{ ֆ ׽פӬ ꕕꅅ142 }

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< ֑֮ ãןֲ֮ ܵ֟ 142 >

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{ ? Ӭֳ־֤ }

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< , ֮־ >

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{ ֲֽ ꕕօ143 }

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< ֲ֬ã֮ ܵ֟ 143 >

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{ -ֈֈ ןֳ ִ։ֲ֕֋ ׸ ֤ }

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< , ִֵ ֑֮ ֲ֬ ߮ ֮ ֮ ™ ֵ סֳ >

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{ ֵ ֲ ׾օ144 }

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< ™ ֲ֬ ׾ֿ ׬ 144 >

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{ עִֵ? ִ։ֲִ֕օ }

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< ֮ ֡ ׾ֿ ׬ ? ִֵ ֑֮ ֲ֬ ֡ ׬ >

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{ ׽פӬֽ ꕕօ145 }

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< ãןֲ֮ã֮ ܵ֟ 145 >

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{ ? ִ։֕׽פӬ֯㾾כ֤ }

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< , ִֵ ֑֮ ãןֲ֮ ߮ י >

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{ ֆ ׽פӬ ׾ꅅ146 }

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< ™ ãןֲ֮ ׾ֿ ׬ 146 >

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