Docente: Julián Montaña Rojas

 

 

Mnkhoth6  Fuagéo Lnotiùi Rnfis ]iaahr 5 mh mgshùn mh sgsthlis ohulétgkns h dgmréuagkns 9. Mgshùir ans kgrkugtns hahktrnohulétgkns mh ais sgjughoths léqugois. ([nan sg ai shkuhokgi prhshoti shùia(ahs) iotijûogki(s), ipagkir lçtnmn pisn i pisn haçktrgkn)6

[hkuhok [h kuhokgi gi 9 966 Mgspn Mgspnsgtgv sgtgv n mh iaglhotikgûo mh biomi rìtlgk rìtlgki i i uoi prhosi  Ho ai kuia sh rhiagzi uo puoznoimn, knrth n trnquhaimn lhmgioth ha knrrhspnomghoth knrrhspnom ghoth ötga. Ha prglhr lnvglghotn knrrhspnomh ia kgagomrn mh sufhkgûo mh biomi, piri lés shjurgmim sh tghoh uo tghlpn mh iknpailghotn3 i knotgouikgûo, sh prnmukh ha iviokh dikgi ai prhosi ho ai anojgtum mh biomi rhquhrgmi.  

[hkuhokgi [hkuhok gi 26 GO[]IAIKGNO MH AIUIMN. AI UIMN.  Ais pghzis vghoho mh uoi hstikgûo mh erhsimn y tiaimrimn y mhbho shr aglpgimis. Ha kgagomrn 9.0 (I) hlpufi ai pghzi i aglpgir mhsmh ai kgoti triospnrtimnri 9 i uo paitn mh aivimn. Ha kgagomrn 2.0 sufhti ai pghzi. ]io prnotn ai pghzi hsté sufhti, ha kgagomrn ;.0 (K) triospnrti ai pghzi pnr ai kibgoi mh aivimn.  Ia thrlgoir ha prnkhsn mh aivimn, ha kgagomrn 2.0 (B) suhati ai pghzi. Ha kgagomrn =.0 (M) ai hlpufi snbrh ai kgoti triospnrtimnri 2. Ha kgagomrn ;.0 (K) aahvi ha paitn mh aivimn i su pnsgkgûo gogkgia y sh puhmh hlphzir uo ouhvn prnkhsn.  

 

 

[hkuhokgi [hkuhok gi ;6 ]NAUI MH PAIO]I KIRBNOÌE KIRBNOÌEHRI. HRI.  Xoi tnavi knotghoh pghmris mh gjogkgûo quh mhbho shr mgstrgbugmis ho mns puhstns mh lnotifh i uo rgtln mhthrlgoimn. Ai knlpuhrti mh ai tnavi ibrh piri aahoir uon mh ans mhpûsgtns lghotris ha ntrn hsphri uo tghlpn. Ia khrrir ai tnavi, ha mhpûsgtn sgjughoth tnli ha aujir mha prglhrn y ouhvilhoth sh rhiagzi ai iphrturi y kghrrh piri ha aahoimn.

 

Lirki

 

0

Uianr mh ai lijogtum

9

2

;

=

8

5

:

900 40 Mhspaizilghotn

50

ll

=0 20 900 40

9B9 9B9

9B2 9B2

2B9 2B9

Mhspaizilghotn

2B2 2B2

50

ll

=0 20

=

2

8

;

9W9

+2=U

9W2

9

9

2

=

2

8

;

2W9

;

=

2W2

8

9

5

:

4

7

9 90 0

99

92

 

9;

; ; 9B2

2B2

9B9

2B9

C9

=

; C2

=  I9

 I9 C2

C9  I2

 I9 C;

 I2

 I9 C=

 I2

92

=

C= =

=

C8  I2

  0U

99

C;

;

 I9

 I2 9W9

90

;

9;

2W9

9W2

2W2

4

7 90

 

9B9 9B9

9B2 9B2

2B9 2B9

=

2

8

;

9W9

;B9 ;B9

2B2 2B2

=

2

9W2 9

9

=U

2

=

2

8

;

8

5

:

=

9=

4

9

7

=W9

90

99

C2

C2

2=

9; C;

2=

C;

9B2

;B2

9=

=W2

;

98

95

9:

94

;

=

C=

2=

2=

;; C9

=B2

=

9

2;

9=

9=

9;

[H]

2; 9;

2

8

92

2;

2;

=B =B2 2

;W2

2W2

;

9

C9

C9 9= ;

8

=

9;

C=

=B =B9 9

;W9 2W9

;

9;

;B2 ;B2

=; ;;

;= ;B9

C2

C2

== ;=

99 C2

99 C;

92  I9 C9

99 C=

92  I9 C2

92  I9

92  I9

 I2

 I2

0U

99 ; = 9=

2

5 : 98 94

8

2B2 2W9

C=

 I2

9W9

C9

C;

 I2

99

7 90 97

4

9 92 22

9W2 ;W9

 

Lirki

 

0 9 900

Uianr mh ai lijogtum

Mhspaizilghotn

2

; =

8 5

: 4

7 90

80

ll

900

Mhspaizilghotn

80

ll

900

Mhspaizilghotn

80

ll

900

Mhspaizilghotn

80

ll

97

20

29 29

22

;; ;;

C; ;=

C= ;=

2;

2B9 2= =B9

2W2 =W9 =W2

;W2

 

9B9 9B9

2B9 2B9

9B2 9B2

=

2

8

;

=

9W9

+2=U

9

9W2

2

9

;

;

2

8

5

:

9

2W2

;

4

7 ;

; C;

=

=

= ;

8

C9

C9

C=

2W9

= ;

;

2B2 2B2

; =

C2

99

;

92

=

=

= ;

[H]

C0 =

9B9

2B2  I9

9 C2

C0

9

C;  I2

2  I9

92 ; = 95

2

2

 I9

 I9

2

4 7 9: 29

2  I9 C=

 I2

: 92

C9

C;

 I2

9

9 C=

C2

C9

;

C=

=

2B9

9= ;

C;

=

  0U

9;

;

C2 =

C0

90

 I2

:

8 99 98

 I2

90 9 9; 94 22

=

 

Lirki

 

2

Uianr mh ai lijogtum

;

=

8

5

:

4

7 90 99

900 40 Mhspaizilghotn ll

50 =0 20 900 40

Mhspaizilghotn ll

50 =0 20

98

95

9:

9 94 4

; C2

97

20

C= =

=

; C09

C9

9W9

C09 =

; C2

9W2

;

=

=

=

22

;

;

; C;

29

9B2

; C=

=

=

 I9 2W9

C09  I2

29 22

2W2