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COURSE SELECTION M a zatro l M a trix C o n v e rs a tio n a l P ro g ra m m in g C o u rs e s C o u rs e N o . C o u rs e T itle T u itio n * C a te g o ry M X 2 0 1 M a zatro l M a trix N e xu s - M illin g P ro g ra m m in g $ 5 0 0 .0 0 M illin g M X E 2 0 1 M a zatro l M a trix P ro g ra m m in g (In te g re x e -S e rie s and i-Series M kII) D a ys 1 - 3 : T u rn in g & secondary spin d le D a ys 4 - 5 : M illin g p ro g ra m m in g M X T 2 0 1 M X T 1 0 1 M X T 1 0 2 M X T 1 0 3 M a zatro l M a trix P ro g ra m m in g (In te g re x-1 0 0 - 4 0 0 M kIV ) - B a se C o u rse D a ys 1 - 3 : 2 a xis & secondary spin d le D a y 4 : A d d itio n o f C a xis (In te g re x-1 0 0 - 4 0 0 M k IV ) D a y 5 : A d d itio n o f Y a xis (In te g re x-1 0 0 - 4 0 0 M k IV ) (N o te : D a ys 4 - 5 a re o p tio n a l b a sed o n yo u r specific m a chin e capabilitie s. T h e tra in in g d e p a rtm e n t w ill conta ct yo u to d e te rm in e yo u r cla ss re q u ire m e n ts.) M X T 2 2 1 M a zatro l M a trix (In te g re x-1 0 0 - 4 0 0 ) U p g ra d e fro m M a zatro l F u sio n 6 4 0 M T /M T -P ro (N o te : R e q u ire s com p le tio n o f b a se course M X T 2 0 1 ) T X 2 0 1 T X 1 0 1 T X 1 0 2 T X 1 0 3 Matrix Programming - Turning / Turning with Milling / Hyperquadrex - Base Course D a ys 1 - 3 : 2 a xis & secondary spin d le D a y 4 : A d d itio n o f C a xis (M ill cente r la th e s) D a y 5 : A d d itio n o f Y a xis (M ill cente r la th e s) (N o te : D a ys 4 - 5 a re o p tio n a l b a sed o n yo u r specific m a chin e capabilitie s. T h e tra in in g d e p a rtm e n t w ill conta ct yo u to d e te rm in e yo u r cla ss re q u ire m e n ts.) A d d itio n a l P ro g ra m m in g C o u rs e s $ 5 0 0 .0 0 In te g re x e -S e rie s and i -S e rie s $ 5 0 0 .0 0 $ 5 0 0 .0 0 M u ltita skin g (In te g re x) M u ltita skin g (In te g re x) $ 5 0 0 .0 0 T u rn in g C o u rs e N o . C o u rs e T itle T u itio n * C a te g o ry M 2 0 3 B a sic E IA /IS O P ro g ra m m in g fo r M a chin in g C e n te rs $ 5 0 0 .0 0 M illin g T 2 0 3 B a sic E IA /IS O P ro g ra m m in g fo r T u rn in g M a chin e s $ 5 0 0 .0 0 T u rn in g G 2 0 3 In tro d u ctio n to M a chin in g /T u rn in g C e n te r E IA /IS O M a cro P ro g ra m m in g (E xcept T -3 2 ) $ 5 0 0 .0 0 M illin g & T u rn in g M 1 0 4 In tro d u ctio n to P a lle te ch S chedulin g N o C h a rg e M illin g M X A 2 0 1 A p p lie d M a zatro l C o n ve rsatio n a l P ro g ra m m in g - T u rn in g w ith M illin g (M a trix N e xu s C N C ) N o C h a rg e T u rn in g & M illin g M X A 3 0 1 A p p lie d M a zatro l C o n ve rsatio n a l P ro g ra m m in g - In te g re x 1 0 0 -4 0 0 M k IV (M a trix C N C ) N o C h a rg e 4 M u ltita skin g (In te g re x)
COURSE SELECTION M a zatro l M a trix 'H a n d s O n T ra in in g ' (H O T ) O p e ra tio n C o u rs e s C o u rs e N o . C o u rs e T itle T u itio n C a te g o ry M X T 3 0 1 H a n d s O n T ra in in g fo r In te g re x 1 0 0 -4 0 0 M k IV (M a zatro l M a trix) N o C h a rg e M u ltita skin g (In te g re x) M X E 3 0 1 H a n d s O n T ra in in g fo r In te g re x e - 410/420/500/650/670 MkII (M a zatro l M a trix) N o C h a rg e In te g re x e -S e rie s M X E 3 0 2 H a n d s O n T ra in in g fo r In te g re x e -8 0 0 /1 0 6 0 /1 5 5 0 /1 8 5 0 M kII (M a zatro l M a trix) N o C h a rg e In te g re x e -S e rie s M X I 3 0 1 H a n d s O n T ra in in g fo r In te g re x i-1 5 0 (M a zatro l M a trix) M X I 3 0 2 H a n d s O n T ra in in g fo r In te g re x i-2 0 0 ~ 400 (Mazatrol Matrix) A d v a n c e d a n d M u ltita s k in g E IA /IS O P ro g ra m m in g C o u rs e s (S p e c ia l R e q u e s t) N o C h a rg e In te g re x-i S e rie s C o u rs e N o . C o u rs e T itle T u itio n C a te g o ry M T 2 2 3 M u lti-T a skin g E IA /IS O P ro g ra m m in g fo r In te g re x-1 0 0 - 4 0 0 (M a zatro l F u sio n 6 4 0 M T / M T -P ro ) N o C h a rg e M P E 2 2 3 M u lti-T a skin g E IA /IS O P ro g ra m m in g fo r In te g re x-e 8 0 0 /1 0 6 0 /1 5 5 0 /1 8 5 0 (M a zatro l F u sio n 6 4 0 M -P ro) N o C h a rg e M X T 2 2 3 M u ltita skin g E IA /IS O P ro g ra m m in g fo r In te g re x-1 0 0 - 4 0 0 M kIV (M a zatro l M a trix) N o C h a rg e M X E 2 2 3 M u ltita skin g E IA /IS O P ro g ra m m in g fo r In te g re x e -S e rie s and i-Series (M a zatro l M a trix) N o C h a rg e M X M 2 2 3 A d va n ced E IA /IS O P ro g ra m m in g fo r V a ria xis-5 0 0 - 7 3 0 M kII (5 A xis) (M a zatro l M a trix) N o C h a rg e (N o te : S p e cia l re q u e st cla sses a re p re sente d w ith a m in im u m o f 5 stu d e n ts fro m o n e o r m u ltip le custo m e rs.) T a rg e te d A p p lic a tio n s L e a rn in g a n d D e v e lo p m e n t C o u rs e s M u ltita skin g (In te g re x) In te g re x-e Series M u ltita skin g (In te g re x) In te g re x-e and Integrex i-Series M a chin in g C e n te rs C o u rs e N o . C o u rs e T itle T u itio n C a te g o ry T A L 4 0 1 R e n ishaw P ro b e A p p licatio n s D e ve lo p m e n t & M a cro P ro g ra m m in g (O ffe re d Q u a rte rly) N o C h a rg e T A L 5 0 1 M u lti-T a skin g U ser C o n fe re n ces (O ffe re d Q u a rte rly) T A L 6 0 1 P o st P ro cessors a n d C A D -C A M D e -M ystifie d T A L 6 0 2 P o st P ro cessor D e ve lo p m e n t 5 N o C h a rg e In te g re x-i S e rie s N o C h a rg e N o C h a rg e N o C h a rg e M u ltita skin g (In te g re x) M u ltita skin g (In te g re x) M u ltita skin g (In te g re x) M u ltita skin g (In te g re x)
Page 1: Progressive Learning Course Catalog
Page 5 and 6: INTRODUCTION The National Technolog
Page 7: COURSE SELECTION M a zatro l C o n
Page 11 and 12: COURSE DESCRIPTION Course Number: C
Page 55 and 56: Accommodations and Information Maza

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