N E B S C e r tifie d - D P P D is k D r iv e S o lu tio n s fr o m N O R T E L D M S -1 0 0 S W IT C H w / E X IS T IN G D P P D R IV E S (w / " M O V IN G T A G N E W R E P L A S O L ID S S C S I D R IV E F R O M P A R T S " ) C E M E N T T A T E M O D U L E T A G (B A C K V IE W ) N E W T A G A p p lic a tio n : T A G c D is tr ib C o n v e p o llin g N o rte l a n u te rte o f D M R E P L P ro r (B M C A u to m S -1 0 0 d A C E fa ilin g / b c e s s in g P e r ip ) D is k D r iv e s . a tic M e s s a g e /1 0 s w itc h to c 1 5 0 C o o p e r R d . (F -1 5 ) W . B e r lin , N J 0 8 0 9 1 C o p y r ig h t ã 2 0 1 6 b y T e le c o m A s s is ta n c e G r o u p , In c . ro k e n h e ra l T h e s A c c o e n tra N o rte l D (D P P ) e s y s te m u n tin g ( A l b illin g c M S a n d s a M A o lle -1 0 0 /1 0 B illin g llo w fo r r ) d a ta fro c to r s ite s T e le c o m s w M e m m . itc h e d ia o te th e D P P A M A M O D E L # D IS K D R IV E S A V A IL A B L E F R O M R e p la c e s P N T A G / H E C I T S D -6 M 7 2 B A N T 6 M 7 2 B A / E N P Q B B 6 1 X X 1 4 0 m b n o n tu rb o T S D -6 M 7 2 D A N T 6 M 7 2 D A 3 8 0 m b n o n tu rb o T S D -6 M 7 2 D D N T 6 M 7 2 D D 3 8 0 m b tu rb o T S D -6 M 7 2 E A N T 6 M 7 2 E A / E N P Q 7 2 E A A A 7 6 0 m b tu rb o T S D -6 M 7 2 G A N T 6 M 7 2 G A / A M P Q A D F J A A N T 6 M 7 2 J A / A M P Q A E C J A A 1 g b tu rb o T S D -6 M 7 2 H A N T 6 M 7 2 H A / A M P Q A D G J A A N T 6 M 7 2 K A / A M P Q A E B J A A 2 g b tu rb o w w w .ta g c o rd s .c o m A s s is ta n c e G r o u p T e le p h o n e : F a x : d a ta s h e e ts \T A G (8 5 6 ) 7 5 3 -8 5 8 5 (8 5 6 ) 7 6 8 -7 6 4 5 D is k D r iv e s \T A G _ D P P _ D is k _ D r iv e s _ r 1 2 .d s f ( 0 4 /1 5 /1 6 )
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