R1 FA I1 9 2 .1 6 8 .1 .1 0

1 9 2 .1 6 8 .1 .1 1

co n fig u re r la ro u te p a r d fa u tR 1 (co n fig ) ip ro u te 0 .0 .0 .0 0 .0 .0 .0 1 9 2 .1 6 8 .1 .1 0

ro u te p a r d fa u t

C o n fig u ra tio n d e b a se

co n fig u re r le n o m d u h te(co n fig )# h o stn a m e R 1

d sa ctive r la re ch e rch e D N SR 1 (co n fig ) n o ip d o m a in -lo o k u p

co n fig u re r la ro u te p a r d fa u tR 1 (co n fig ) ip ro u te 0 .0 .0 .0 0 .0 .0 .0 1 9 2 .1 6 8 .1 .1 0

co n fig u re r la b a n n i re d e m e ssa g e d u jo u r(co n fig )# b a n n e r m o td # b o n jo u r co u rs d u so ir#

cry p te r to u s le s m o ts d e p a sse(co n fig )# se rv ice p a ssw o rd -e n cry p tio n

m o t d e p a sse d u m o d e p riv il g i (n o n cry p t )e n a b le p a ssw o rd ista

m o t d e p a sse d u m o d e p riv il g i (cry p t )e n a b le se cre t ista

m o t d e p a sse d e la co n n e x io n co n so le(co n fig )# lin e co n so le 0(co n fig -lin e )# p a ssw o rd ista(co n fig -lin e )# lo g in

m o t d e p a sse d u te m in a l v irtu e l (v ty )lin e v ty 0 4(co n fig -lin e )# p a ssw o rd ista(co n fig -lin e )# lo g in

a ffich e r la ta b le d e ro u ta g esh o w ip ro u te

l'in te rfa ce d e b o u c le lo ca le (lo o p b a ck )in te rfa ce lo o p b a ck 1ip a d d re ss 1 9 2 .1 6 8 .1 .1 0 2 5 5 .2 5 5 .2 5 5 .0

e ffa ce r le s m o ts d e p a ssere d m a rre z le ro u te u r p u is lo rs d e lad co m p re ss io n d e l'im a g e a p p u y e z su rC T R L + C p u is ta p e z :co n fre g 0 x2 1 4 2p u is re d m a rre z le ro u te r n o u v e a u

R IP

a ctive r ripR 1 (co n fig )# ro u te r rip

ve rs io n 2R 1 (co n fig -ro u te r) v e rs io n 2

in d iq u e r le s r se a u x co n n e ct sR 1 (co n fig -ro u te r) n e tw o rk 1 9 2 .1 6 8 .1 0 .0R 1 (co n fig -ro u te r) n e tw o rk 1 9 2 .1 6 8 .3 0 .0

p ro p a g e r la ro u te p a r d fa u tR 1 (co n fig -ro u te r) d e fa u lt-in fo rm a tio n o rig in a te

R1 R2

1 9 2 .1 6 8 .1 0 .0 1 9 2 .1 6 8 .2 0 .0

1 9 2 .1 6 8 .3 0 .0

ro u te sta tiq u e

1 9 2 .1 6 8 .2 .0 /2 41 9 2 .1 6 8 .1 .0 /2 4

1 9 2 .1 6 8 .3 .2

R1 R21 9 2 .1 6 8 .3 .1

co n fig u re r la ro u te sta tiq u e d e R 1 ve rs 1 9 2 .1 6 8 .2 .0R 1 (co n fig ) ip ro u te 1 9 2 .1 6 8 .2 .0 2 5 5 .2 5 5 .2 5 5 .0 1 9 2 .1 6 8 .3 .2

co n fig u re r la ro u te sta tiq u e d e R 2 ve rs 1 9 2 .1 6 8 .1 .0R 1 (co n fig ) ip ro u te 1 9 2 .1 6 8 .1 .0 2 5 5 .2 5 5 .2 5 5 .0 1 9 2 .1 6 8 .3 .1

sy st m e a u to n o m e 1

E IG R P

a ctive r E IG R P a ve c le sy st m e a u to n o m e 1R 1 (co n fig )# ro u te r e ig rp 1

in d iq u e r le s r se a u x co n n e ct s R 1 , o n u tilise le m a sq u e g n riq u em a sq u e g n riq u e = 2 5 5 .2 5 5 .2 5 5 .2 5 5 - m a sq u e d u r se a uR 1 (co n fig -ro u te r) n e tw o rk 1 9 2 .1 6 8 .1 0 .0 0 .0 .0 .2 5 5R 1 (co n fig -ro u te r) n e tw o rk 1 9 2 .1 6 8 .3 0 .0 0 .0 .0 .3

a ffich e r le s vo is in sR 1 # sh o w ip e ig rp n e ig h b o r

d sa ctive r la fo n ctio n d e re su m s a u to m a tiq u e sR 1 (co n fig -ro u te r) n o a u to -su m m a ry

1 9 2 .1 6 8 .1 0 .0 /2 4 1 9 2 .1 6 8 .2 0 .0 /2 4

1 9 2 .1 6 8 .3 0 .0 /3 0R1 R2

zo n e 0

O S P F

a ctive r o sp f a ve c le p ro ce ssu s 1R 1 (co n fig )# ro u te r o sp f 1

in d iq u e r le s r se a u x co n n e ct s d a n s la zo n e 0 , o n u tilise le m a sq u e g n riq u em a sq u e g n riq u e = 2 5 5 .2 5 5 .2 5 5 .2 5 5 - m a sq u e d u r se a uR 1 (co n fig -ro u te r) n e tw o rk 1 9 2 .1 6 8 .1 0 .0 0 .0 .0 .2 5 5 a re a 0R 1 (co n fig -ro u te r) n e tw o rk 1 9 2 .1 6 8 .3 0 .0 0 .0 .0 .3 a re a 0

p ro p a g e r la ro u te p a r d fa u tR 1 (co n fig -ro u te r) d e fa u lt-in fo rm a tio n o rig in a te

a ffich e r le s vo is in sR 1 # sh o w ip o sp f n e ig h b o r

re d istrib u tio n d e s ro u te s co n n e ct e sR 1 (co n fig -ro u te r) re d istr ib u te co n n e cte d

R1 R2

1 9 2 .1 6 8 .1 0 .0 /2 4 1 9 2 .1 6 8 .2 0 .0 /2 4

1 9 2 .1 6 8 .3 0 .0 /3 0

D H C P

d fin ir le p o o l d u d h cpR 1 (co n fig )# ip d h cp p o o l ista

r se a u co u te rR 1 (d h cp -co n fig ) n e tw o rk 1 9 2 .1 6 8 .1 0 .0 2 5 5 .2 5 5 .2 5 5 .0

sp c ifie r la p a se re lle p a r d fa u t d u p o o lR 1 (d h cp -co n fig ) d e fa u lt-ro u te r 1 9 2 .1 6 8 .1 0 .1

se rve u r D N SR 1 (d h cp -co n fig ) d n s-se rv e r 1 9 2 .1 6 8 .2 0 .1 0

N o m d u d o m a in eR 1 (d h cp -co n fig ) d o m a in -n a m e ista .m a

e xc lu re le s 2 p re m i re s a d re sse s d u p o o lR 1 (co n fig ) ip d h cp e xc lu d e d -a d d re ss 1 9 2 .1 6 8 .1 0 .1 1 9 2 .1 6 8 .1 0 .2

A ffich e r le s c lie n ts D H C PR 1 # sh o w ip d h cp b in d in g

R1

1 9 2 .1 6 8 .1 0 .0 /2 4

R1

se rv e u r D N S1 9 2 .1 6 8 .2 0 .1 0

1 9 2 .1 6 8 .2 .0 /2 9

F ra m e re la y p o in t to p o in t

co n fig u ra tio n R 1R 1 (co n fig )# in te rfa ce se ria l 0 /0R 1 (co n fig -if)# e n ca p su la tio n fra m e -re la y

R 1 (co n fig )# in te rfa ce se ria l 0 /0 .1 p o in t-to -p o in tR 1 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 1 0 2R 1 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .1 .1 2 5 5 .2 5 5 .2 5 5 .2 5 2

R 1 (co n fig )# in te rfa ce se ria l 0 /0 .2 p o in t-to -p o in tR 1 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 1 0 3R 1 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .2 .1 2 5 5 .2 5 5 .2 5 5 .2 5 2

co n fig u ra tio n R 2R 2 (co n fig )# in te rfa ce se ria l 0 /0R 2 (co n fig -if)# e n ca p su la tio n fra m e -re la y

R 2 (co n fig )# in te rfa ce se ria l 0 /0 .1 p o in t-to -p o in tR 2 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 2 0 1R 2 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .1 .2 2 5 5 .2 5 5 .2 5 5 .2 5 2

R 2 (co n fig )# in te rfa ce se ria l 0 /0 .2 p o in t-to -p o in tR 2 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 2 0 3R 2 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .3 .1 2 5 5 .2 5 5 .2 5 5 .2 5 2

co n fig u ra tio n R 3R 3 (co n fig )# in te rfa ce se ria l 0 /0R 3 (co n fig -if)# e n ca p su la tio n fra m e -re la y

R 3 (co n fig )# in te rfa ce se ria l 0 /0 .1 p o in t-to -p o in tR 3 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 3 0 1R 3 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .2 .2 2 5 5 .2 5 5 .2 5 5 .2 5 2

R 3 (co n fig )# in te rfa ce se ria l 0 /0 .2 p o in t-to -p o in tR 3 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 3 0 2R 3 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .3 .2 2 5 5 .2 5 5 .2 5 5 .2 5 2

R2 R3

R1

1 0 3

3 0 1

1 0 2

2 0 13 0 22 0 3

1 9 2 .1 6 8 .1 .0 /3 0 1 9 2 .1 6 8 .2 .0 /3 0

1 9 2 .1 6 8 .3 .0 /3 0

F ra m e re la y m u ltip o in t

co n fig u ra tio n R 1R 1 (co n fig )# in te rfa ce se ria l 0 /0R 1 (co n fig -if)# e n ca p su la tio n fra m e -re la y

R 1 (co n fig )# in te rfa ce se ria l 0 /0 .1 m u ltip o in tR 1 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 1 0 2R 1 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 1 0 3R 1 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .2 .1 2 5 5 .2 5 5 .2 5 5 .2 4 8

co n fig u ra tio n R 2R 2 (co n fig )# in te rfa ce se ria l 0 /0R 2 (co n fig -if)# e n ca p su la tio n fra m e -re la y

R 2 (co n fig )# in te rfa ce se ria l 0 /0 .1 m u ltip o in tR 2 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 2 0 1R 2 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 2 0 3R 2 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .2 .2 2 5 5 .2 5 5 .2 5 5 .2 4 8

co n fig u ra tio n R 3R 3 (co n fig )# in te rfa ce se ria l 0 /0R 3 (co n fig -if)# e n ca p su la tio n fra m e -re la y

R 3 (co n fig )# in te rfa ce se ria l 0 /0 .1 m u ltip o in tR 3 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 3 0 1R 3 (co n fig -su b -if)# fra m e re la y in te rfa ce -d lc i 3 0 2R 3 (co n fig -su b -if)# ip a d d re ss 1 9 2 .1 6 8 .2 .3 2 5 5 .2 5 5 .2 5 5 .2 4 8

R2 R3

F ra m e re la y

R1

1 0 3

3 0 1

1 0 2

2 0 1 3 0 22 0 3

1 9 2 .1 6 8 .2 .0 /2 9

A u tre s co m m a n d e s fra m e re la y

sp c ifie r le m o d e d 'e n ca p su la tio nR 1 (co n fig )# in te rfa ce se ria l 0 /0R 1 (co n fig -if)# e n ca p su la tio n fra m e re la y ie tf/c isco

d fin ir le ty p e d e s m e ssa g e s lm iR 1 (co n fig -if)# fra m e -re la y lm i-ty p e c isco /a n si/q 9 3 3 a

lis te r le s in fo rm a tio n s d e s c ircu its p vcR 1 # sh o w fra m e -re la y p v c

v rifie r s i b in d e x isterp m -q b in d

in sta lle r le p a ck a g e b in drp m -iv h b in d -4 .2 .1 0 .rp m

d ite r le fich ie r d e co n fig u ra tio ncd /e tcg e d it n a m e d .co n f

D N S

d fin it io n d e la zo n e d ire ctezo n e "ista .m a " IN {

ty p e m a ste r;file " ista .m a .zo n e " ;

};

d fin it io n d e la zo n e in ve rs ezo n e "1 0 .1 6 8 .1 9 2 .in -a d d r.a rp a " IN {

ty p e m a ste r;file " ista .m a .re v ";

};

n a m e d .co n f

cr e r le fich ie r d e la zo n e d ire cte p a rtir d 'u nfich ie r m o d lecd /v a r/n a m e dcp lo ca lh o st.zo n e ista .m a .zo n e

g e d it ista .m a .zo n e

$ T T L 8 6 4 0 0@ IN S O A m o n _ se rv e u r.ista .m a . ro o t.ista .m a . (

6 5 ; se ria l1 0 8 0 0 ; re fre sh (3 h o u rs)9 0 0 ; re try (1 5 m in u te s)6 0 4 8 0 0 ; e xp ire (1 w e e k )8 6 4 0 0 ; m in im u m (1 d a y ))

IN N S m o n _ se rv e u r.ista .m a .m o n _ se rv e u r IN A 1 9 2 .1 6 8 .1 0 .1c lie n t_ 1 IN A 1 9 2 .1 6 8 .1 0 .2

ista .m a .zo n e

cr e r le fich ie r d e la zo n e in ve rs ecd /v a r/n a m e dcp ista .m a .zo n e ista .m a .re v

g e d it ista .m a .re v

$ T T L 8 6 4 0 0@ IN S O A m o n _ se rv e u r.ista .m a . ro o t.ista .m a . (

6 5 ; se ria l1 0 8 0 0 ; re fre sh (3 h o u rs)9 0 0 ; re try (1 5 m in u te s)6 0 4 8 0 0 ; e xp ire (1 w e e k )8 6 4 0 0 ; m in im u m (1 d a y ))

IN N S m o n _ se rv e u r.ista .m a .1 IN P T R m o n _ se rv e u r.ista .m a .2 IN P T R c lie n t_ 1 .ista .m a .

ista .m a .re v

re d m a rre r le se rv ice n a m e dse rv ice n a m e d re sta rt

te ste r p a r n slo o k u pn slo o k u p> 1 9 2 .1 6 8 .1 0 .1o u> m o n _ se rv e u r.ista .m a

v rifie r s i d h cp e x isterp m -q d h cp

in sta lle r le p a ck a g e b in drp m -iv h d h cp -4 .2 .1 0 .rp m

d ite r le fich ie r d e co n fig u ra tio n m o d lecd /u sr/sh a re /d o c/d h cp -4 .2 .1 0 /g e d it d h cp d .co n f.sa m p le

D H C P

a d re sse r se a u e t m a sq u esu b n e t 1 9 2 .1 6 8 .1 0 .0 n e tm a sk 2 5 5 .2 5 5 .2 5 5 .0 {

p a sse re lle p a r d fa u to p tio n ro u te rs 1 9 2 .1 6 8 .1 0 .1 ;

m a sq u eo p tio n su b n e t-m a sk 2 5 5 .2 5 5 .2 5 5 .0 ;

a d re sse se rve u r D N So p tio n d o m a in -n a m e -se rv e rs 1 9 2 .1 6 8 .1 0 1 .6 7 ;

p la g e d e s a d re sse s d h cpra n g e d y n a m ic-b o o tp 1 9 2 .1 6 8 .1 0 .5 1 9 2 .1 6 8 .1 0 .1 5 ;

}

d h cp d .co n f.sa m p le

e n re g istre r ce fich ie r d a n s /e tc a v e c co m m e n o m d h cp d .co n f

re d m a rre r le se rv ice d h cp dse rv ice d h cp d re sta rt

Page1Page2Page3