ddi documentation bahasa 481

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In d on e sia - Su r v e i Pe r u sah aan

Kon st r u k si Tr iw u lan an 2 0 1 3 Tr iw u lan 4

Lap or an d it u lis p ad a: Jan u ar y 2 7 , 2 0 1 5

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G a m b a r a n

I d en t i f i k asi

N O M O R I D

0 0 -SKTR-2 0 1 3 -Q4 -M1

V er si

D ES K R I P S I V ER S I

v e r si 1 .0 (2 0 1 3 ) r aw d at a b ar u

Gam b ar an

A BS T R A K

Su r v e i p e r u sah aan k on st r u k si t r iw u lan an m e r u p ak an p e n d u k u n g k e g iat an Su r v e i Pe r u sah aan Kon st r u k si Tah u n an y ait u u n t u k m e m p e r ole h in d ik at or k e ce n d e r u n g an p e r u b ah ab k e g iat an se k t or k on st r u k si d alam p e r iod e t r iw u lan an .

Su r v e i Pe r u sah aan Kon st r u k si Tr iw u lan an 2 0 1 3 (SKTR-2 0 1 3 ) b e r t u ju an u n t u k m e n g e t ah u i p e r k e m b an g an se k t or k on st r u k si se car a u m u m d e n g an r e fe r e n si w ak t u y an g le b ih p e n d e k . Kar ak t e r ist ik y an g d it e lit i m e lip u t i ju m lah p e k e r ja t e t ap , p e k e r ja h ar ian , b alas jasa/ u p ah , n ilai p e k e r jaan k on st r u k si y an g d ise le saik an , b ah an /m at e r ial y an g d ig u n ak an , k on d isi d an p r osp e k u sah a, se r t a m asalah b isn is k on st r u k si d alam p e r iod e t r iw u lan an .

Cak u p an

Su r v e i Pe r u sah aan Kon st r u k si Tr iw u lan an in i m e r u p ak an su b sam p e l d ar i sam p e l Su r v e i Pe r u sah aan Kon st r u k si Tah u n an , d an p e r u sah aan /u sah a y an g t e r p ilih p ad a t r iw u lan I ak an t e r u s d iam at i p ad a t r iw u lan II, t r iw u lan III d an t r iw u lan IV (sam p e l p an e l/b e r u lan g ).

Un t u k t ah u n 2 0 1 3 ju m lah sam p e l Su r v e i Pe r u sah aan Kon st r u k si Tr iw u lan an se b an y ak 3 .0 0 0 r e sp on d e n y an g d icacah se car a p an e l se b an y ak 4 (e m p at ) k ali/t r iw u lan an .

JEN I S D A T A

Sam p e l Pr ob ab ilit as

U N I T A N A LI S I S

Un it an alisis t e r k e cil y an g d ig u n ak an p ad a k e g iat an in i ad alah p e r u sah aan k on st r u k si

Ru an g L i n g k u p

CA T A T A N

Su r v e i Pe r u sah aan k on st r u k si Tr iw u lan an d ilak u k an ole h BPS se jak t ah u n 1 9 8 8 , m e lip u t i 1 0 p r ov in si, y ait u p r ov in si Su m at e r a Ut ar a, Su m at e r a Bar at , Su m at e r a Se lat an , D KI Jak ar t a, Jaw a Bar at , Jaw a Te n g ah , D I Jog y ak ar t a, Jaw a Tim u r , Kalim an t an Se lat an d an Su law e si Se lat an . Se lan ju t n y a, u n t u k t ah u n 1 9 9 3 cak u p an n y a d ip e r lu as k e se lu r u h p r ov in si si In d on e sia. Pad a t ah u n 2 0 1 3 ju m lah sam p e ln y a se b e sar 3 0 0 0 p e r u sah aan p e r t r iw u lan . Se h in g g a d alam k u r u n w ak t u se t ah u n ju m lah sam p e ln y a ad alah 1 2 0 0 0 p e r u sah aan k on st r u k si

T O P I CS

T o p ik K o sa k a t a U R I

Pr iv at e Se ct or D e v e lop m e n t

K EY W O R D S

Kon st r u k si, Pe k e r ja, Up ah

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CA K U P A N G EO G R A F I S

Se lu r u h W ilay ah In d on e sia

G EO G R A P H I C U N I T

Ran can g an p e n y ajian , sam p ai d e n g an t in g k at : Pr ov in si

P O P U LA S I

1 . Re sp on d e n y an g d icak u p p ad a Su r v e i p e r u sah aan k on st r u k si t r iw u lan an m e n cak u p 3 0 0 0 p e r u sah aan k on st r u k si n asion al b e r b ad an u sah a d an b e r op e r asi d i In d on e sia se r t a m e m p u n y ai g r ad e an t ar a 2 sam p ai d e n g an 7 .

2 . Tid ak d ib e d ak an d e sa/k ot a

Pen g h asi l d an Sp on sor

P EN A N G G U N G JA W A B U T A M A

N a m a A f ilia si

Su b D ir e k t or at St at ist ik Kon st r u k si Bad an Pu sat St at ist ik

P R O S ED U R LA I N N Y A

N a m a A f ilia si R o le

Su b D ir e k t or at St at ist ik Kon st r u k si Bad an Pu sat St at ist ik

P EN D A N A A N

N a m a S in g k a t a n R o le

APBN

Pr od u k si M et ad at a

M ET A D A T A D I BU A T O LEH

N a m a S in g k a t a n A f ilia si R o le

Rr Rok h id ah Su b D ir e k t or at Pe n g e lolaan Te k n olog i In for m asi

Me m b u at m e t ad at a p ad a b ag ian d e sk r ip si m e t ad at a d an d e sk r ip si k e g iat an (v 1 .0 ) Su k e d i Su b D ir e k t or at Pe n g e lolaan Te k n olog i

In for m asi Me m b u at m e t ad at a p ad a b ag ian D at ase t s

T A N G G A L P R O D U K S I M ET A D A T A

2 0 1 4 -0 8 -2 2

V ER S I D O K U M EN D D I

v e r si 1 .0 (2 0 1 4 -0 8 -2 2 ) m e t ad at a b ar u

I D EN T I T A S D O K U M EN D D I

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S a m p l i n g

Pr osed u r Sam p l i n g

1 . Pe n je lasan r in g k as*

2 . Je n is r an can g an sam p e l ad alah p r ob ab ilit y 3 .Ran can g an p e n ar ik an sam p e l

Ju m lah sam p e l su r v e i p e r u sah aan /u sah a k on st r u k si t r iw u lan an t ah u n 2 0 1 3 ad alah se b an y ak 3 0 0 0 p e r u sah aan /u sah a, se h in g g a d alam k u r u n w ak t u se t ah u n v olu m e sam p e ln y a ad alah 1 2 .0 0 0 p e r u sah aan /u sah a. Ju m lah sam p e l u n t u k k u alifik asi p e r u sah aan /u sah a k on st r u k si ad alah se b ag ai b e r ik u t :

i. Ju m lah sam p e l p e r u sah aan /u sah a k on st r u k si b e sar (k u alifik asi 6 d an 7 ) ad alah 1 .8 6 6 p e r u sah aan , ar t in y a se lu r u h p e r u sah aan /u sah a k on st r u k si b e sar y an g ad a d ilak u k an p e n cacah an le n g k ap (t ak e all).

ii. Ju m lah sam p e l p e r u sah aan /u sah a k on st r u k si se d an g (k u alifik asi 5 ) ad alah 1 .1 3 4 p e r u sah aan , m ak a p e n cacah an d ilak u k an h an y a p ad a p e r u sah aan /u sah a k on st r u k si se d an g t e r p ilih (t ak e som e ).

iii. Se d an g k an u n t u k p e r u sah aan /u sah a k on st r u k si k e cil (k u alifik asi 2 , 3 , d an 4 ) t id ak t e r k e n a sam p e l.

D e n g an d e m ik ian p e m ilih an sam p e l h an y a d ilak u k an u n t u k p e r u sah aan /u sah a k on st r u k si se d an g saja. Me n g in g at ju m lah Pe d om an Su r v e i Pe r u sah aan Kon st r u k si 2 1

sam p e l p e r u sah aan /u sah a k u alifik asi se d an g (1 .1 3 4 p e r u sah aan / u sah a) t id ak t e r lalu b e sar d ib an d in g k an ju m lah

k ab u p at e n /k ot a m ak a alok asi sam p e l p ad a k ab u p at e n /k ot a d id ist r ib u sik an se car a h am p ir m e r at a d i se t iap k ab u p at e n /k ot a d an t id ak m e n g alok asik an sam p e l p ad a k ab u p at e n /k ot a y an g m e m an g t id ak t e r d ap at p e r u sah aan /u sah a k on st r u k si k u alifik asi se d an g . Se lan ju t n y a k e le b ih an ju m lah sam p e l d ialok asik an k e m b ali p ad a k ab u p at e n / k ot a y an g t e r d ap at cu k u p b an y ak /p ad at ju m lah p e r u sah aan / u sah a k on st r u k si k u alifik asi se d an g .

Ran can g an g u g u s sam p e l

Ran can g an g u g u s sam p e l y an g d ilak u k an p ad a su r v e i p e r u sah aan /u sah a k on st r u k si t r iw u lan an ad alah g u g u s sam p e l b e r u lan g (p an e l), d im an a p e r u sah an /u sah a k on st r u k si y an g t e r p ilih p ad a Tr iw u lan I ak an t e r u s d iam at i p ad a Tr iw u lan II, Tr iw u lan III d an Tr iw u lan IV.

4 . Sam p lin g fr am e ad alah d aft ar p e r u sah aan /u sah a k on st r u k si y an g t e r p ilih p ad a su r v e i k on st r u k si t ah u n an . 5 . Alok asi sam p e l ad alah

Se b e lu m d ilak u k an p e n ar ik an sam p e l, d aft ar p e r u sah aan / u sah a k on st r u k si k u alifik asi se d an g y an g t e r p ilih p ad a su r v e i t ah u n an h ar u s d iu r u t k an t e r le b ih d ah u lu b e r d asar k an k ab u p at e n /k ot a.

Ran can g an p e n ar ik an sam p e l d ir e n can ak an ad alah r an can g an p e n ar ik an sam p e l sat u t ah ap , y ait u m e m ilih se ju m lah p e r u sah aan /u sah a k on st r u k si u n t u k se t iap k u alifik asi se car a lin e ar sy st e m at ic sam p lin g .

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K u e si o n e r

Gam b ar an

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P e n g u m p u l a n D a t a

T an g g al Pen g u m p u l an D at a

M u la i A k h ir Cy cle

2 0 1 3 -0 1 -0 1 2 0 1 3 -0 7 -1 5 1 .Pe lak san aan Lap an g an TW 4 2 0 1 3 -0 3 -0 1 2 0 1 3 -0 6 -3 0 2 .Pe r e n can aan /p e r siaan TW 4 2 0 1 3 -0 8 -1 5 2 0 1 3 -0 8 -3 1 3 . Pe n g olah an TW 4

2 0 1 3 -1 0 -0 1 2 0 1 3 -1 0 -1 0 4 . Pe n y ajian TW 4

Jen i s Pen g u m p u l an D at a

W aw an car a lan g su n g

K u esi on er

Ku e sion e r Su r v e i Pe r u sah aan Kon st r u k si Tr iw u lan an 2 0 1 3 : SKTr I-1 3 , SKTr II-1 3 , SKTr III-1 3 d an SKTr -1 3

Pen g u m p u l D at a

N a m a S in g k a t a n A f ilia si

St af BPS Mit r a

Pen g aw asan

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P e n g o l a h a n D a t a

Pen g ol ah an L ai n

1 . Me t od e p e n g olah an : - Bat ch in g

- Ed it in g - Cod in g

- D at a En t r i/Scan - Ve r ifik asi - Valid asi - Tab u lasi

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P e n i l a i a n K u a l i t a s D a t a

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v k t _b lo k _1

Isi D at ase t s v k t _b lok _1 , b e r isi in for m asi t e n t e n g : Blok I. Ke t e r an g an u m u m p e r u sah aan

Kasu s 1 0 3 9

Var iab e l 9

St r u k t u r Tip e : Ku n ci: () Ve r si

Pe n g h asil Missin g D at a

V a r ia b e l

I D N a m a La b e l T ip e F o r m a t P e r t a n y a a n

V1 id _v k t _b lok _1 Id e n t it as_v k t con t in n u m e r ic Id e n t it as_v k t

V2 k ip Kod e Id e n t it as Pe r u sah aan con t in n u m e r ic Kod e Id e n t it as Pe r u sah aan

V3 id _t ah u n Tah u n 2 0 1 3 d iscr e t e n u m e r ic Tah u n 2 0 1 3 V4 id _v k t _t r i Tr iw u lan IV d iscr e t e n u m e r ic Tr iw u lan IV V5 id _u se r Id e n t it as Use r con t in n u m e r ic Id e n t it as Use r V6 v k t _t g l_e n t r y Tan g g al En t r y d iscr e t e ch ar act e r Tan g g al En t r y

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v k t _b lo k _2

Isi D at ase t s v k t _b lok _2 , b e r isi in for m asi t e n t e n g : Blok II. Te n ag a k e r ja d an b alas jasa/u p ah

Kasu s 1 0 3 9

Var iab e l 3 6

V a r ia b e l

V1 0 id _v k t _b lok _2 Id e n t it as v k t con t in n u m e r ic Id e n t it as_v k t

V1 1 k ip Kod e Id e n t it as Pe r u sah aan con t in n u m e r ic Kod e Id e n t it as Pe r u sah aan

V1 2 id _t ah u n Tah u n 2 0 1 3 con t in n u m e r ic Tah u n 2 0 1 3 V1 3 id _v k t _t r i Tr iw u lan IV con t in n u m e r ic Tr iw u lan IV V1 4 b 2 1 3 Ju m lah Pe k e r ja Te t ap (or an g ) Ju l. Tr iw u lan III

2 0 1 3

con t in n u m e r ic Ju m lah Pe k e r ja Te t ap (or an g ) Ju l. Tr iw u lan III 2 0 1 3

V1 5 b 2 1 4 Ju m lah Pe k e r ja Te t ap (or an g ) Ag t . Tr iw u lan III 2 0 1 3

con t in n u m e r ic Ju m lah Pe k e r ja Te t ap (or an g ) Ag t . Tr iw u lan III 2 0 1 3

V1 6 b 2 1 5 Ju m lah Pe k e r ja Te t ap (or an g ) Se p . Tr iw u lan III 2 0 1 3

con t in n u m e r ic Ju m lah Pe k e r ja Te t ap (or an g ) Se p . Tr iw u lan III 2 0 1 3

V1 7 b 2 1 r 1 Tot al Ju m lah Pe k e r ja Te t ap (or an g ) p ad a Tr iw u lan III 2 0 1 3

con t in n u m e r ic Tot al Ju m lah Pe k e r ja Te t ap (or an g ) p ad a Tr iw u lan III 2 0 1 3

V1 8 b 2 2 3 Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Ju l. p ad a Tr iw u lan III 2 0 1 3

con t in n u m e r ic Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Ju l. p ad a Tr iw u lan III 2 0 1 3

V1 9 b 2 2 4 Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Ag t . Tr iw u lan III 2 0 1 3

con t in n u m e r ic Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Ag t . Tr iw u lan III 2 0 1 3

V2 0 b 2 2 5 Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Se p . Tr iw u lan III 2 0 1 3

con t in n u m e r ic Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Se p . Tr iw u lan III 2 0 1 3

V2 1 b 2 2 r 1 Tot al u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap p ad a t r iw u lan III 2 0 1 3

con t in n u m e r ic Tot al u p ah /g aji, le m b u r , b on u s d an t u n jan g an (0 0 0 Rp ) p e k e r ja t e t ap p ad a t r iw u lan III 2 0 1 3

V2 2 b 2 3 3 Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r h ar i (Rp ) Ju l. Tr iw u lan III Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r h ar i (Rp ) Ju l. Tr iw u lan III Tah u n 2 0 1 3 V2 3 b 2 3 4 Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r

h ar i (Rp ) Ag t . Tr iw u lan III Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r h ar i (Rp ) Ag t . Tr iw u lan III Tah u n 2 0 1 3 V2 4 b 2 3 5 Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r

h ar i (Rp ) Se p . Tr iw u lan III Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r h ar i (Rp ) Se p . Tr iw u lan III Tah u n 2 0 1 3 V2 5 b 2 3 r 1 Rat a-r at a u p ah p e k e r ja h ar ian p ad a p ad a

t r iw u lan III Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian p ad a p ad a t r iw u lan III Tah u n 2 0 1 3

V2 6 b 2 a3 Rat a-r at a g aji p e k e r ja t e t ap p ad a Ju li Tr iw u lan III Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a g aji p e k e r ja t e t ap p ad a Ju li Tr iw u lan III Tah u n 2 0 1 3

V2 7 b 2 a4 Rat a-r at a g aji p e k e r ja t e t ap p ad a Ag t . Tr iw u lan III Tah u n 2 0 1 3

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V2 8 b 2 a5 Rat a-r at a g aji p e k e r ja t e t ap p ad a Se p . Tr iw u lan III Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a g aji p e k e r ja t e t ap p ad a Se p . Tr iw u lan III Tah u n 2 0 1 3

V2 9 b 2 ar 1 Rat a-r at a g aji p e k e r ja t e t ap p ad a t r i w u lan III t ah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a g aji p e k e r ja t e t ap p ad a t r i w u lan III t ah u n 2 0 1 3

V3 0 b 2 1 6 Ju m lah p e k e r ja t e t ap Ok t ob e r Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Ju m lah p e k e r ja t e t ap Ok t ob e r Tr iw u lan IV Tah u n 2 0 1 3

V3 1 b 2 1 7 Ju m lah p e k e r ja t e t ap Nop e m b e r Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Ju m lah p e k e r ja t e t ap Nop e m b e r Tr iw u lan IV Tah u n 2 0 1 3

V3 2 b 2 1 8 Ju m lah p e k e r ja t e t ap D e se m b e r Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Ju m lah p e k e r ja t e t ap D e se m b e r Tr iw u lan IV Tah u n 2 0 1 3

V3 3 b 2 1 r 2 Rat a-r at a ju m lah p e k e r ja t e t ap p ad a t r iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a ju m lah p e k e r ja t e t ap p ad a t r iw u lan IV Tah u n 2 0 1 3

V3 4 b 2 2 6 Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap Ok t . Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap Ok t . Tr iw u lan IV Tah u n 2 0 1 3

V3 5 b 2 2 7 Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap Nop . Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap Nop . Tr iw u lan IV Tah u n 2 0 1 3

V3 6 b 2 2 8 Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap D e s. Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap D e s. Tr iw u lan IV Tah u n 2 0 1 3

V3 7 b 2 2 r 2 Tot al u p ah /g aji, le m b u r , b on u s d an t u n jan g an t e t ap p ad a t r iw u lan y ad

con t in n u m e r ic Tot al u p ah /g aji, le m b u r , b on u s d an t u n jan g an t e t ap p ad a t r iw u lan y ad

V3 8 b 2 3 6 Rat a-r at a u p ah p e k e r ja h ar ian Ok t . Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian Ok t . Tr iw u lan IV Tah u n 2 0 1 3

V3 9 b 2 3 7 Rat a-r at a u p ah p e k e r ja h ar ian Nop . Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian Nop . Tr iw u lan IV Tah u n 2 0 1 3

V4 0 b 2 3 8 Rat a-r at a u p ah p e k e r ja h ar ian D e s. Tr iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian D e s. Tr iw u lan IV Tah u n 2 0 1 3

V4 1 b 2 3 r 2 Rat a-r at a u p ah p e k e r ja h ar ian b lok 2 p ad a t r iw u lan IV Tah u n 2 0 1 3

con t in n u m e r ic Rat a-r at a u p ah p e k e r ja h ar ian b lok 2 p ad a t r iw u lan IV Tah u n 2 0 1 3

V4 2 b 2 a6 Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 6 con t in n u m e r ic Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 6 V4 3 b 2 a7 Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 7 con t in n u m e r ic Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 7 V4 4 b 2 a8 Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 8 con t in n u m e r ic Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 8 V4 5 b 2 ar 2 Rat a-r at a g aji p e k e r ja t e t ap p ad a t r iw u lan

y ad

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v k t _b lo k _3

Isi D at ase t s v k t _b lok _3 , b e r isi in for m asi t e n t e n g : Blok III. Re alisasi fisik p e k e r jaan

Kasu s 1 0 3 6

Var iab e l 2 6

V a r ia b e l

V4 8 id _t ah u n Tah u n 2 0 1 3 con t in n u m e r ic Tah u n 2 0 1 3 V4 9 id _v k t _t r i Tr iw u lan IV con t in n u m e r ic Tr iw u lan IV

V5 0 b 3 j5 Nilai Kon t r ak p r oy e k con t in n u m e r ic Nilai Kon t r ak p r oy e k (0 0 0 Rp ) V5 1 b 3 j8 Nilai p e k e r jaan y an g d isu b k on t r ak an k e

p ih ak lain

con t in n u m e r ic Nilai (0 0 0 Rp ) p e k e r jaan y an g d isu b k on t r ak an k e p ih ak lain

V5 2 b 3 j9 Nilai b ah an b an g u n an y an g d ig u n ak an se lam a t r iw u lan IV

con t in n u m e r ic Nilai (0 0 0 Rp ) Biay a b ah an b an g u n an y an g d ig u n ak an se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 )

V5 3 b 3 j1 0 Volu m e se m e n y an g d ig u n ak an se lam a t r iw u lan IV

con t in n u m e r ic Volu m e (k g ) se m e n y an g d ig u n ak an se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 )

V5 4 b 3 j1 1 Nilai se m e n y an g d ig u n ak an se lam a t r iw u lan IV

con t in n u m e r ic Nilai (0 0 0 Rp ) se m e n y an g d ig u n ak an se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 )

V5 5 b 3 j1 3 Ju m lah u p ah p e k e r ja h ar ian p e r or an g p e r h ar i se lam a t r iw u lan IV

con t in n u m e r ic Ju m lah u p ah (0 0 0 Rp ) p e k e r ja h ar ian p e r or an g p e r h ar i se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 ) V5 6 b 3 j1 8 Tot al n ilai k on st r u k si con t in n u m e r ic Tot al n ilai k on st r u k si

V5 7 b 3 j1 9 Tot al r e n can a n ilai k on t r u k si con t in n u m e r ic Tot al r e n can a n ilai k on t r u k si V5 8 b 3 j2 0 Ra-r at a or an g h ar i con t in n u m e r ic Ra-r at a or an g h ar i

V5 9 b 3 j2 1 Rat a-r at a h ar g a sat u an se m e n con t in n u m e r ic Rat a-r at a h ar g a sat u an se m e n

V6 0 b 3 j2 2 Tot al p e r k ir aan ju m lah con t in n u m e r ic Tot al p e r k ir aan ju m lah V6 1 b 3 j5 s Tot al n ilai k on t r ak con t in n u m e r ic Tot al n ilai k on t r ak V6 2 b 3 j8 s Tot al n ilai su b k on t r ak con t in n u m e r ic Tot al n ilai su b k on t r ak V6 3 b 3 j9 s Tot al n ilai b ah an con t in n u m e r ic Tot al n ilai b ah an

V6 4 b 3 j1 0 s Tot al v olu m e se m e n con t in n u m e r ic Tot al v olu m e se m e n V6 5 b 3 j1 1 s Tot al n ilai se m e n con t in n u m e r ic Tot al n ilai se m e n V6 6 b 3 j1 3 s Tot al p e k e r ja h ar ian con t in n u m e r ic Tot al p e k e r ja h ar ian V6 7 b 3 j1 8 s Tot al n ilai k on t r u k si con t in n u m e r ic Tot al n ilai k on t r u k si

V6 8 b 3 j1 9 s Tot al r e n can a n ilai k on st r u k si con t in n u m e r ic Tot al r e n can a n ilai k on st r u k si

V6 9 b 3 j2 0 s Rat a-r at a or an g h ar i con t in n u m e r ic Rat a-r at a or an g h ar i

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v k t _b lo k _4

Isi D at ase t s v k t _b lok _4 , b e r isi in for m asi t e n t e n g : Blok IV. Kon d isi d an p r osp e k u sah a

Kasu s 1 0 3 6

Var iab e l 2 0

V a r ia b e l

V7 4 id _t ah u n Tah u n 2 0 1 3 d iscr e t e n u m e r ic Tah u n 2 0 1 3 V7 5 id _v k t _t r i Tr iw u lan IV d iscr e t e n u m e r ic Tr iw u lan IV V7 6 b 4 1 2 Pe n d ap at an u sah a k on d isi p e r iod e Ok t _

D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l -Se p .2 0 1 3

d iscr e t e n u m e r ic Pe n d ap at an u sah a (n ilai k on t r ak d an

p e n d ap at an lain n y a) k on d isi p e riod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p .2 0 1 3 V7 7 b 4 1 3 Pe n d ap at an u sah a p r osp e k p e r iod e Ap r

-Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar . 2 0 1 4

d iscr e t e n u m e r ic Pe n d ap at an u sah a (n ilai k on t r ak d an p e n d ap at an lain n y a) p r osp e k p e r iod e Ap r -Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar . 2 0 1 4

V7 8 b 4 2 2 Nilai p e k e r jaan y an g d ise le saik an k on d isi p e r iod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p .2 0 1 3

d iscr e t e n u m e r ic Nilai p e k e r jaan y an g d ise le saik an k on d isi p e r iod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p .2 0 1 3

V7 9 b 4 2 3 Nilai p e k e r jaan y an g d ise le saik an p r osp e k p e r iod e Ap r - Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar . 2 0 1 4

d iscr e t e n u m e r ic Nilai p e k e r jaan y an g d ise le saik an p r osp e k p e r iod e Ap r - Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar . 2 0 1 4

V8 0 b 4 3 2 Or d e r b ah an /m at e r ial k on d isi p e r iod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l -Se p .2 0 1 3

d iscr e t e n u m e r ic Or d e r b ah an /m at e r ial (Se m e n , p asir , b e si b e t on , b e si b aja d ll) k on d isi p e r iod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p .2 0 1 3

V8 1 b 4 3 3 Or d e r b ah an /m at e r ial p r osp e k p e r iod e Ap r Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan -Mar . 2 0 1 4

d iscr e t e n u m e r ic Or d e r b ah an /m at e r ial (Se m e n , p asir , b e si b e t on , b e si b aja d ll) p r osp e k p e r iod e Ap r - Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar . 2 0 1 4

V8 2 b 4 4 2 Har g a b ah an /m at e r ial k on d isi p e r iod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l -Se p .2 0 1 3

d iscr e t e n u m e r ic Har g a b ah an /m at e r ial (Se m e n , p asir , b e si b e t on , b e si b aja d ll) k on d isi p e r iod e Ok t _ D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p .2 0 1 3 V8 3 b 4 4 3 Har g a b ah an /m at e r ial p r osp e k p e r iod e Ap r

Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan -Mar . 2 0 1 4

d iscr e t e n u m e r ic h ar g a b ah an /m at e r ial (Se m e n , p asir , b e si b e t on , b e si b aja d ll) p r osp e k p e r iod e Ap r - Ju n i. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar . 2 0 1 4 V8 4 b 4 5 2 Ju m lah k ar y aw an t e t ap k on d isi p e r iod e

Ok t D e s. 2 0 1 3 d ib an d in g k an d e n g an Ju l -Se p 2 0 1 3

d iscr e t e n u m e r ic Ju m lah k ar y aw an t e t ap k on d isi p e r iod e Ok t -D es. 2 0 1 3 d ib an d in g k an d en g an Ju l - Sep 2 0 1 3

V8 5 b 4 5 3 Ju m lah k ar y aw an t e t ap Pr osp e k p e r iod e Ap r Ju 2 0 1 4 d ib an d in g k an d e n g an Jan -Mar 2 0 1 4

d iscr e t e n u m e r ic Ju m lah k ar y aw an t e t ap Pr osp e k p e r iod e Ap r -Ju 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar 2 0 1 4

V8 6 b 4 6 2 Rat a-r at a g aji k ar y aw an t e t ap k on d isi p e r iod e Ok t - D e s 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p . 2 0 1 3

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V8 7 b 4 6 3 Rat a-r at a g aji k ar y aw ab t e t ap Pr osp e k p e r iod e Ap r - Ju l. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar 2 0 1 4

d iscr e t e n u m e r ic Rat a-r at a g aji k ar y aw ab t e t ap Pr osp e k p e r iod e Ap r - Ju l. 2 0 1 4 d ib an d in g k an d e n g an Jan - Mar 2 0 1 4

V8 8 b 4 7 2 Ju m lah p e k e r ja h ar ian k on d isi p e r iod e Ok t - D e s 2 0 1 3 d ib an d in g k an Ju l - Se p . 2 0 1 3

d iscr e t e n u m e r ic Ju m lah p e k e r ja h ar ian k on d isi p e r iod e Ok t -D e s 2 0 1 3 d ib an d in g k an Ju l - Se p . 2 0 1 3 V8 9 b 4 7 3 Ju m lah p e k e r ja h ar ian p r osp e k p e r iod e Ap r

- Ju n 2 0 1 4 d ib an d in g k an Jan - Mar . 2 0 1 4

d iscr e t e n u m e r ic Ju m lah p e k e r ja h ar ian p r osp e k p e r iod e Ap r -Ju n 2 0 1 4 d ib an d in g k an Jan - Mar . 2 0 1 4 V9 0 b 4 8 2 Up ah p e k e r ja h ar ian p e r or an g -h ar i k on d isi

p e r iod e Ok t - D e s 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p 2 0 1 3

d iscr e t e n u m e r ic Up ah p e k e r ja h ar ian p e r or an g -h ar i k on d isi p e r iod e Ok t - D e s 2 0 1 3 d ib an d in g k an d e n g an Ju l - Se p 2 0 1 3

V9 1 b 4 8 3 Up ah p e k e r ja h ar ian p e r or an g -h ar i p r osp e k p e r iod e Ap r - Ju n 2 0 1 4 d ib an d in g k an d e n g an Jan - m ar 2 0 1 4

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v k t _b lo k _5

Isi D at ase t s v k t _b lok _5 , b e r isi in for m asi t e n t e n g : Blok V. Pe n g h am b at k in e r ja

Kasu s 1 0 3 6

Var iab e l 1 4

V a r ia b e l

V9 2 id _v k t _b lok _5 Id e n t it as_v k t con t in n u m e r ic Id e n t it as_v k t

V9 4 id _t ah u n Tah u n 2 0 1 3 d iscr e t e n u m e r ic Tah u n 2 0 1 3 V9 5 id _v k t _t r i Tr iw u lan IV d iscr e t e n u m e r ic Tr iw u lan IV

V9 6 b 5 1 Ak se s k e Kr e d it d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : a. Ak se s k e Kr e d it V9 7 b 5 2 Su k u Bu n g a Pin jam an /Kr e d it d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : b . Su k u Bu n g a

Pin jam an /Kr e d it V9 8 b 5 3 Ke n aik an h ar g a b ah an / m at e r ial d an

k om p on e n lain n y a

d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : c. Ke n aik an h ar g a b ah an / m at e r ial d an k om p on e n lain n y a

V9 9 b 5 4 Pe n u r u n an p e r m in t aan jasa k on st r u k si se car a u m u m

d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : d .Pe n u r u n an p e r m in t aan jasa k on st r u k si se car a u m u m

V1 0 0 b 5 5 Pe r sain g an y an g san g at k u at d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : e .Pe r sain g an y an g san g at k u at

V1 0 1 b 5 6 Ke su lit an p asok an b ah an /m at e r ial d an k om p on e n lain n y a

d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : f. Ke su lit an p asok an b ah an /m at e r ial d an k om p on e n lain n y a

V1 0 2 b 5 7 SD M y an g t e r am p il/ah li d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : g . SD M y an g t e r am p il/ah li V1 0 3 b 5 8 Bir ok r asi ad m in ist r asi d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : h . Bir ok r asi ad m in ist r asi V1 0 4 b 5 9 Polit ik d an k e am an an d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : i. Polit ik d an k e am an an V1 0 5 b 5 1 0 Keseh at an d an k eselam at an k erja (K3 ) d iscr e t e n u m e r ic Pe n g h am b at Kin e r ja : j. Ke se h at an d an

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v k t _b lo k _7

Isi D at ase t s v k t _b lok _7 , b e r isi in for m asi t e n t e n g : Blok VII. Se r t ifik asi p e n g isian k u e sion e r

Kasu s 1 0 3 6

Var iab e l 1 7

V a r ia b e l

V1 0 6 id _v k t _b lok _7 Id e n t it as_v k t con t in n u m e r ic V1 0 7 k ip Kod e Id e n t it as Pe r u sah aan con t in n u m e r ic

V1 0 8 id _t ah u n Tah u n 2 0 1 3 d iscr e t e n u m e r ic V1 0 9 id _v k t _t r i Tr iw u lan IV d iscr e t e n u m e r ic

V1 1 0 n m _r e sp on d e n Nam a r e sp on d e n d iscr e t e ch ar act e r Nam a r e sp on d e n V1 1 1 jab _r e sp on d e n Jab at an r e sp on d e n d iscr e t e ch ar act e r Jab at an r e sp on d e n

V1 1 2 t e lp _r e sp on d e n Te le p on e r e sp on d e n d iscr e t e ch ar act e r Te le p on e r e sp on d e n V1 1 3 fax _r e sp on d e n Fax im ile r e sp on d e n d iscr e t e ch ar act e r Fax im ile r e sp on d e n V1 1 4 h p _r e sp on d e n Han d p on e r e sp on d e n d iscr e t e ch ar act e r Han d p on e r e sp on d e n V1 1 5 e m ail_r e sp on d e n Em ail r e sp on d e n d iscr e t e ch ar act e r Em ail r e sp on d e n

V1 1 6 n m _p cl d iscr e t e ch ar act e r

V1 1 7 n ip _p cl con t in n u m e r ic

V1 1 8 jab _p cl d iscr e t e n u m e r ic

V1 1 9 n m _p e t u g as d iscr e t e ch ar act e r

V1 2 0 n ip _p e t u g as con t in n u m e r ic

V1 2 1 jab _p e t u g as d iscr e t e n u m e r ic

(19)

(20)

I d e n t i t a s_vk t ( i d _vk t _b l o k _1 )

F i l e: v k t _b l ok _1

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 1 3 D e sim al: 2 Ran g e : 1 6 5 4 -4 5 5 4

P e r t a n y a a n d a la m k u e sio n e r

Id e n t it as_v k t

K o d e I d e n t i t a s P e r u sa h a a n ( k i p )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 9 D e sim al: 2

Ran g e : 1 1 0 4 0 0 1 4 7 -9 4 7 1 0 0 6 6 8

P e r t a n y a a n d a la m k u e sio n e r

Kod e Id e n t it as Pe r u sah aan

T a h u n 2 0 1 3 ( i d _t a h u n )

G a m b a r a n

Tip e : D isk r it For m at : n u m e r ic W id t h : 8 D e sim al: 2 Ran g e : 2 0 1 3 -2 0 1 3

Tah u n 2 0 1 3

T r i w u l a n I V ( i d _vk t _t r i )

G a m b a r a n

Tip e : D isk r it For m at : n u m e r ic W id t h : 1 0 D e sim al: 2 Ran g e : 3 -4

Tr iw u lan IV

I d e n t i t a s U se r ( i d _u se r )

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I d e n t i t a s U se r ( i d _u se r )

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 7 D e sim al: 2 Ran g e : 1 -2 7

Id e n t it as Use r

T a n g g a l E n t r y ( vk t _t g l _e n t r y)

G a m b a r a n

Tip e : D isk r it For m at : ch ar act e r W id t h : 1 3

P e r t a n y a a n d a la m k u e sio n e r

Tan g g al En t r y

I d e n t i t a s P e n g u b a h ( i d _p e n g u b a h )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 1 1 D e sim al: 2 Ran g e : 1 -2 7

Id e n t it as Pe n g u b ah

T a n g g a l U b a h ( vk t _t g l _u b a h )

G a m b a r a n

Tip e : D isk r it For m at : ch ar act e r W id t h : 1 2

Tan g g al Ub ah

vk t _f l a g ( vk t _f l a g )

G a m b a r a n

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vk t _f l a g ( vk t _f l a g )

(23)

I d e n t i t a s vk t ( i d _vk t _b l o k _2 )

G a m b a r a n

Ob se r v asi Valid : 1 0 3 9 Tid ak Valid : 0

Min im u m : 2 5 2 1 Mak sim u m : 4 5 5 6 Rat a-r at a: 3 4 9 7 .3 St an d ar D e v iasi: 3 6 7 .6

G a m b a r a n

Ran g e : 1 1 0 4 0 0 1 4 7 -9 4 7 1 0 0 6 6 8

Min im u m : 1 1 0 4 0 0 1 4 7 Mak sim u m : 9 4 1 2 0 0 2 7 2 Rat a-r at a: 3 7 8 5 7 1 5 3 1

St an d ar D e v iasi: 2 2 9 9 8 9 9 5 5 .8

P e r t a n y a a n d a la m k u e sio n e r

T a h u n 2 0 1 3 ( i d _t a h u n )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 8 D e sim al: 2 Ran g e : 2 0 1 3 -2 0 1 3

Min im u m : 2 0 1 3 Mak sim u m : 2 0 1 3 Rat a-r at a: 2 0 1 3 St an d ar D e v iasi: 0

Tah u n 2 0 1 3

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 1 0 D e sim al: 2 Ran g e : 3 -4

Min im u m : 4 Mak sim u m : 4 Rat a-r at a: 4 St an d ar D e v iasi: 0

P e r t a n y a a n d a la m k u e sio n e r

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Ju m l a h P e k e r j a T e t a p ( o r a n g ) Ju l . T r i w u l a n I I I 2 0 1 3 ( b 2 1 3 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 4 D e sim al: 2 Ran g e : 0 -8 2 6

Min im u m : 1 Mak sim u m : 5 3 8 Rat a-r at a: 1 4 .9 St an d ar D e v iasi: 3 3 .9

D e sk r ip si

Pe k e r ja Te t ap : Te n ag a k e r ja y an g se car a Ad m in ist r asi t e r cat at se b ag ai p e k e r ja t e t ap d an b iasan y a m e m p e r ole h g aji b u lan an se car a t e t ap d ar i p e r u sah aan se p an jan g t ah u n .

Ju m lah Pe k e r ja Te t ap (or an g ) Ju l. Tr iw u lan III 2 0 1 3

Ju m l a h P e k e r j a T e t a p ( o r a n g ) A g t . T r i w u l a n I I I 2 0 1 3 ( b 2 1 4 )

G a m b a r a n

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Ju m lah Pe k e r ja Te t ap (or an g ) Ag t . Tr iw u lan III 2 0 1 3

Ju m l a h P e k e r j a T e t a p ( o r a n g ) S e p . T r i w u l a n I I I 2 0 1 3 ( b 2 1 5 )

G a m b a r a n

D e sk r ip si

Ju m lah Pe k e r ja Te t ap (or an g ) Se p . Tr iw u lan III 2 0 1 3

T ot a l Ju m l a h P e k e r ja T e t a p ( or a n g ) p a d a T r i w u l a n I I I 2 0 1 3 ( b 2 1 r 1 )

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T ot a l Ju m l a h P e k e r ja T e t a p ( or a n g ) p a d a T r i w u l a n I I I 2 0 1 3 ( b 2 1 r 1 )

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 5 D e sim al: 2 Ran g e : 0 -2 4 7 8

Min im u m : 3 Mak sim u m : 1 6 1 4 Rat a-r at a: 4 4 .6 St an d ar D e v iasi: 1 0 1 .4

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Tot al Ju m lah Pe k e r ja Te t ap (or an g ) p ad a Tr iw u lan III 2 0 1 3

Ju m l a h U p a h / G a j i , L e m b u r , B o n u s d a n T u n j a n g a n P e k e r j a T e t a p

( 0 0 0 R p ) Ju l . p a d a T r i w u l a n I I I 2 0 1 3 ( b 2 2 3 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 7 D e sim al: 2 Ran g e : 0 -6 9 4 3 5 5 0

Min im u m : 6 7 5 Mak sim u m : 2 6 7 8 4 1 2 Rat a-r at a: 4 8 9 0 8 .5 St an d ar D e v iasi: 1 6 9 2 5 8 .1

D e sk r ip si

Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an : Nilai b alas jasa y an g d ib e r ik an p e r u sah aan k e p ad a p e k e r ja t e t ap , t e r m asu k le m b u r , b on u s, asu r an si, t u n jan g an k e ce lak aan d an t u n jan g an lain n y a.

Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Ju l. p ad a Tr iw u lan III 2 0 1 3

( 0 0 0 R p ) A g t . T r i w u l a n I I I 2 0 1 3 ( b 2 2 4 )

G a m b a r a n

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Ag t . Tr iw u lan III 2 0 1 3

( 0 0 0 R p ) S e p . T r i w u l a n I I I 2 0 1 3 ( b 2 2 5 )

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( 0 0 0 R p ) S e p . T r i w u l a n I I I 2 0 1 3 ( b 2 2 5 )

G a m b a r a n

D e sk r ip si

Ju m lah Up ah /Gaji, Le m b u r , Bon u s d an Tu n jan g an Pe k e r ja Te t ap (0 0 0 Rp ) Se p . Tr iw u lan III 2 0 1 3

T o t a l u p a h / g a j i , l e m b u r , b o n u s d a n t u n j a n g a n p e k e r j a t e t a p p a d a

t r i w u l a n I I I 2 0 1 3 ( b 2 2 r 1 )

G a m b a r a n

Ran g e : 0 -2 0 8 3 0 6 5 0

Min im u m : 2 0 2 5 Mak sim u m : 8 0 3 5 2 3 6 Rat a-r at a: 1 4 6 8 1 0 .5 St an d ar D e v iasi: 5 0 7 8 7 8 .9

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Tot al u p ah /g aji, le m b u r , b on u s d an t u n jan g an (0 0 0 Rp ) p e k e r ja t e t ap p ad a t r iw u lan III 2 0 1 3

R a t a - r a t a u p a h p e k e r j a h a r i a n p e r o r a n g p e r h a r i ( R p ) Ju l .

T r i w u l a n I I I T a h u n 2 0 1 3 ( b 2 3 3 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 6 D e sim al: 2 Ran g e : 0 -1 0 3 3 5 5

Min im u m : 1 5 0 0 0 Mak sim u m : 1 0 3 3 5 5 Rat a-r at a: 5 6 9 4 7 .1 St an d ar D e v iasi: 1 9 3 5 2 .7

D e sk r ip si

Up ah Pe k e r ja Har ian : Nilai u p ah y an g d ib ay ar k an p e r u sah aan k e p ad a p e k e r ja h ar ian le p as y an g b e k e r ja p ad a p r oy e k k on st r u k si.

(27)

R a t a - r a t a u p a h p e k e r j a h a r i a n p e r o r a n g p e r h a r i ( R p ) A g t .

G a m b a r a n

Min im u m : 1 5 0 0 0 Mak sim u m : 1 0 3 3 5 5 Rat a-r at a: 5 6 9 5 4 .9 St an d ar D e v iasi: 1 9 3 5 8

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r h ar i (Rp ) Ag t . Tr iw u lan III Tah u n 2 0 1 3

R a t a - r a t a u p a h p e k e r j a h a r i a n p e r o r a n g p e r h a r i ( R p ) S e p .

G a m b a r a n

D e sk r ip si

Rat a-r at a u p ah p e k e r ja h ar ian p e r or an g p e r h ar i (Rp ) Se p . Tr iw u lan III Tah u n 2 0 1 3

R a t a - r a t a u p a h p e k e r j a h a r i a n p a d a p a d a t r i w u l a n I I I T a h u n 2 0 1 3

( b 2 3 r 1 )

G a m b a r a n

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

(28)

R a t a - r a t a g a j i p e k e r j a t e t a p p a d a Ju l i T r i w u l a n I I I T a h u n 2 0 1 3

( b 2 a 3 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 8 D e sim al: 2 Ran g e : 0 -1 5 0 0 0

Min im u m : 6 7 5 Mak sim u m : 1 5 0 0 0 Rat a-r at a: 2 4 5 0 .9 St an d ar D e v iasi: 1 9 2 6 .8

D e sk r ip si

Rat a-r at a g aji p e k e r ja t e t ap p ad a Ju li Tr iw u lan III Tah u n 2 0 1 3

R a t a - r a t a g a j i p e k e r j a t e t a p p a d a A g t . T r i w u l a n I I I T a h u n 2 0 1 3

( b 2 a 4 )

G a m b a r a n

Min im u m : 6 7 5 Mak sim u m : 1 5 0 0 0 Rat a-r at a: 2 4 5 3 .9 St an d ar D e v iasi: 1 9 3 2

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Rat a-r at a g aji p e k e r ja t e t ap p ad a Ag t . Tr iw u lan III Tah u n 2 0 1 3

R a t a - r a t a g a j i p e k e r j a t e t a p p a d a S e p . T r i w u l a n I I I T a h u n 2 0 1 3

( b 2 a 5 )

G a m b a r a n

Min im u m : 6 7 5 Mak sim u m : 1 5 0 0 0 Rat a-r at a: 2 4 5 6 .5 St an d ar D e v iasi: 1 9 3 3 .9

D e sk r ip si

(29)

R a t a - r a t a g a j i p e k e r j a t e t a p p a d a t r i w u l a n I I I t a h u n 2 0 1 3 ( b 2 a r 1 )

G a m b a r a n

Min im u m : 2 0 2 5 Mak sim u m : 4 5 0 0 0 Rat a-r at a: 6 8 0 1 .5 St an d ar D e v iasi: 5 3 6 8 .1

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Rat a-r at a g aji p e k e r ja t e t ap p ad a t r i w u lan III t ah u n 2 0 1 3

Ju m l a h p e k e r j a t e t a p O k t o b e r T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 1 6 )

G a m b a r a n

Min im u m : 1 Mak sim u m : 5 3 8 Rat a-r at a: 1 5

St an d ar D e v iasi: 3 5 .6

D e sk r ip si

Ju m lah p e k e r ja t e t ap Ok t ob e r Tr iw u lan IV Tah u n 2 0 1 3

Ju m l a h p e k e r j a t e t a p N o p e m b e r T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 1 7 )

G a m b a r a n

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Ju m lah p e k e r ja t e t ap Nop e m b e r Tr iw u lan IV Tah u n 2 0 1 3

Ju m l a h p e k e r j a t e t a p D e se m b e r T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 1 8 )

(30)

Ju m l a h p e k e r j a t e t a p D e se m b e r T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 1 8 )

D e sk r ip si

Ju m lah p e k e r ja t e t ap D e se m b e r Tr iw u lan IV Tah u n 2 0 1 3

R a t a - r a t a j u m l a h p e k e r j a t e t a p p a d a t r i w u l a n I V T a h u n 2 0 1 3

( b 2 1 r 2 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 5 D e sim al: 2 Ran g e : 0 -2 4 7 8

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Rat a-r at a ju m lah p e k e r ja t e t ap p ad a t r iw u lan IV Tah u n 2 0 1 3

Ju m l a h u p a h / g a j i , l e m b u r , b o n u s d a n t u n j a n g a n p e k e r j a t e t a p O k t .

T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 2 6 )

G a m b a r a n

D e sk r ip si

Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap Ok t . Tr iw u lan IV Tah u n 2 0 1 3

Ju m l a h u p a h / g a ji , l e m b u r , b o n u s d a n t u n ja n g a n p e k e r ja t e t a p N o p .

(31)

Ju m l a h u p a h / g a ji , l e m b u r , b o n u s d a n t u n ja n g a n p e k e r ja t e t a p N o p .

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap Nop . Tr iw u lan IV Tah u n 2 0 1 3

Ju m l a h u p a h / g a j i , l e m b u r , b o n u s d a n t u n j a n g a n p e k e r j a t e t a p D e s.

G a m b a r a n

D e sk r ip si

Ju m lah u p ah /g aji, le m b u r , b on u s d an t u n jan g an p e k e r ja t e t ap D e s. Tr iw u lan IV Tah u n 2 0 1 3

T o t a l u p a h / g a j i , l e m b u r , b o n u s d a n t u n j a n g a n t e t a p p a d a t r i w u l a n

ya d ( b 2 2 r 2 )

G a m b a r a n

Ran g e : 0 -2 6 5 8 6 0 4 0

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Tot al u p ah /g aji, le m b u r , b on u s d an t u n jan g an t e t ap p ad a t r iw u lan y ad

R a t a -r a t a u p a h p e k e r ja h a r i a n O k t . T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 3 6 )

(32)

R a t a -r a t a u p a h p e k e r ja h a r i a n O k t . T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 3 6 )

D e sk r ip si

Rat a-r at a u p ah p e k e r ja h ar ian Ok t . Tr iw u lan IV Tah u n 2 0 1 3

R a t a - r a t a u p a h p e k e r j a h a r i a n N o p . T r i w u l a n I V T a h u n 2 0 1 3

( b 2 3 7 )

G a m b a r a n

D e sk r ip si

Rat a-r at a u p ah p e k e r ja h ar ian Nop . Tr iw u lan IV Tah u n 2 0 1 3

R a t a -r a t a u p a h p e k e r ja h a r i a n D e s. T r i w u l a n I V T a h u n 2 0 1 3 ( b 2 3 8 )

G a m b a r a n

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Rat a-r at a u p ah p e k e r ja h ar ian D e s. Tr iw u lan IV Tah u n 2 0 1 3

R a t a - r a t a u p a h p e k e r j a h a r i a n b l o k 2 p a d a t r i w u l a n I V T a h u n

2 0 1 3 ( b 2 3 r 2 )

(33)

R a t a - r a t a u p a h p e k e r j a h a r i a n b l o k 2 p a d a t r i w u l a n I V T a h u n

2 0 1 3 ( b 2 3 r 2 )

D e sk r ip si

Rat a-r at a u p ah p e k e r ja h ar ian b lok 2 p ad a t r iw u lan IV Tah u n 2 0 1 3

R a t a - r a t a g a j i p e k e r j a t e t a p p a d a k o l o m 6 ( b 2 a 6 )

G a m b a r a n

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

Rat a-r at a g aji p e k e r ja t e t ap p ad a k olom 6

G a m b a r a n

D e sk r ip si

G a m b a r a n

(34)

D e sk r ip si

P e r t a n y a a n d a la m k u e sio n e r

R a t a - r a t a g a j i p e k e r j a t e t a p p a d a t r i w u l a n ya d ( b 2 a r 2 )

G a m b a r a n

D e sk r ip si

(35)

I d e n t i t a s vk t ( i d _vk t _b l o k _3 )

G a m b a r a n

Min im u m : 2 5 4 3 Mak sim u m : 4 5 2 5 Rat a-r at a: 3 4 7 3 .1 St an d ar D e v iasi: 3 6 4 .3

P e r t a n y a a n d a la m k u e sio n e r

G a m b a r a n

Ran g e : 1 1 0 4 0 0 1 4 7 -9 4 7 1 0 0 6 6 8

Min im u m : 1 1 0 4 0 0 1 4 7 Mak sim u m : 9 4 1 2 0 0 2 7 2 Rat a-r at a: 3 7 8 8 9 9 7 2 9 .3 St an d ar D e v iasi: 2 3 0 1 9 3 0 6 2 .8

T a h u n 2 0 1 3 ( i d _t a h u n )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 8 D e sim al: 2 Ran g e : 2 0 1 3 -2 0 1 3

Min im u m : 2 0 1 3 Mak sim u m : 2 0 1 3 Rat a-r at a: 2 0 1 3 St an d ar D e v iasi: 0

Tah u n 2 0 1 3

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 1 0 D e sim al: 2 Ran g e : 3 -4

Min im u m : 4 Mak sim u m : 4 Rat a-r at a: 4 St an d ar D e v iasi: 0

P e r t a n y a a n d a la m k u e sio n e r

(36)

N i l a i K o n t r a k p r o ye k ( b 3 j 5 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 1 1 D e sim al: 2

Ran g e : 0 -5 5 2 5 8 4 5 9 1 6 2

Min im u m : 0

Mak sim u m : 1 1 1 5 1 2 1 5 0 0 0 Rat a-r at a: 3 3 7 4 0 6 8 7 .8 St an d ar D e v iasi: 4 1 1 1 5 9 6 5 5 .8

Nilai Kon t r ak p r oy e k (0 0 0 Rp )

N i l a i p e k e r j a a n ya n g d i su b k o n t r a k a n k e p i h a k l a i n ( b 3 j 8 )

G a m b a r a n

Ran g e : 0 -1 6 4 9 1 6 7 5 0 0

Min im u m : 0

Mak sim u m : 1 5 0 0 0 0 0 0 0 Rat a-r at a: 4 2 4 3 6 2 .6 St an d ar D e v iasi: 5 7 8 1 5 5 6 .5

Nilai (0 0 0 Rp ) p e k e r jaan y an g d isu b k on t r ak an k e p ih ak lain

N i l a i b a h a n b a n g u n a n ya n g d i g u n a k a n se l a m a t r i w u l a n I V ( b 3 j 9 )

G a m b a r a n

Ran g e : 0 -2 2 3 0 0 1 9 9 7 6

Min im u m : 0

Mak sim u m : 2 2 3 0 0 1 9 9 7 6 Rat a-r at a: 4 6 7 7 5 2 3 .4 St an d ar D e v iasi: 7 4 7 2 2 5 9 5 .2

P e r t a n y a a n d a la m k u e sio n e r

Nilai (0 0 0 Rp ) Biay a b ah an b an g u n an y an g d ig u n ak an se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 )

V o l u m e se m e n ya n g d i g u n a k a n se l a m a t r i w u l a n I V ( b 3 j 1 0 )

G a m b a r a n

Ran g e : 0 -2 2 5 4 5 1 5 0

Min im u m : 0

Mak sim u m : 2 2 5 4 5 1 5 0 Rat a-r at a: 6 4 1 5 7 .9 St an d ar D e v iasi: 7 4 9 2 1 6 .3

(37)

N i l a i se m e n ya n g d i g u n a k a n se l a m a t r i w u l a n I V ( b 3 j 1 1 )

G a m b a r a n

Ran g e : 0 -4 0 4 8 8 0 0 0

Min im u m : 0

Mak sim u m : 2 6 3 7 7 8 3 5 Rat a-r at a: 6 7 0 1 8 .6 St an d ar D e v iasi: 8 4 4 8 0 6 .1

Nilai (0 0 0 Rp ) se m e n y an g d ig u n ak an se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 )

Ju m l a h u p a h p e k e r j a h a r i a n p e r o r a n g p e r h a r i se l a m a t r i w u l a n I V

( b 3 j 1 3 )

G a m b a r a n

Ran g e : 0 -4 6 9 6 9 6 9 0 3

Min im u m : 0

Mak sim u m : 2 7 8 7 8 0 3 7 5 Rat a-r at a: 1 0 1 6 6 0 3 .8 St an d ar D e v iasi: 1 0 8 6 3 2 3 6 .2

P e r t a n y a a n d a la m k u e sio n e r

Ju m lah u p ah (0 0 0 Rp ) p e k e r ja h ar ian p e r or an g p e r h ar i se lam a t r iw u lan IV (Ok t - D e s 2 0 1 3 )

T o t a l n i l a i k o n st r u k si ( b 3 j 1 8 )

G a m b a r a n

Ran g e : 0 -9 3 9 3 9 3 8 0 5 8

Min im u m : 0

Mak sim u m : 5 5 7 5 6 0 7 5 0 0 Rat a-r at a: 1 3 6 1 5 3 6 5 .4 St an d ar D e v iasi: 2 1 0 3 3 8 5 5 3 .6

D e sk r ip si

Nilai k on st r u k si ad alah b e sar n y a n ilai p e k e r jaan y an g d ise le saik an se car a fisik se lam a jan g k a w ak t u t e r t e n t u (t id ak t e r m asu k h ar g a t an ah ) ole h p ih ak p e m b or on g /k on t r ak t or at as p e k e r jaan y an g d ip e r ole h b aik b e r d asar k an su r at p e r jan jian k on t r ak at au b e r d asar k an su r at p e r in t ah k e r ja an t ar a p e m ilik (b ou w h e e r ) d e n g an k on t r ak t or .

P e r t a n y a a n d a la m k u e sio n e r

Tot al n ilai k on st r u k si

T o t a l r e n ca n a n i l a i k o n t r u k si ( b 3 j 1 9 )

G a m b a r a n

Ran g e : 0 -1 1 1 5 0 0 9 9 8 7 8

Min im u m : 0

(38)

T o t a l r e n ca n a n i l a i k o n t r u k si ( b 3 j 1 9 )

D e sk r ip si

Nilai k on st r u k si ad alah b e sar n y a n ilai p e k e r jaan y an g d ise le saik an se car a fisik se lam a jan g k a w ak t u t e r t e n t u (t id ak t e r m asu k h ar g a t an ah ) ole h p ih ak p e m b or on g /k on t r ak t or at as p e k e r jaan y an g d ip e r ole h b aik b e r d asar k an su r at p e r jan jian k on t r ak at au b e r d asar k an su r at p e r in t ah k e r ja an t ar a p e m ilik (b ou w h e e r ) d e n g an k on t r ak t or .

Tot al r e n can a n ilai k on t r u k si

R a - r a t a o r a n g h a r i ( b 3 j 2 0 )

G a m b a r a n

P e r t a n y a a n d a la m k u e sio n e r

Ra-r at a or an g h ar i

R a t a - r a t a h a r g a sa t u a n se m e n ( b 3 j 2 1 )

G a m b a r a n

Tip e : Kon t in y u For m at : n u m e r ic W id t h : 5 D e sim al: 2 Ran g e : 0 -2 6

Rat a-r at a h ar g a sat u an se m e n

T o t a l p e r k i r a a n j u m l a h ( b 3 j 2 2 )

G a m b a r a n

Ran g e : 0 -2 7 2 2 4 2 3 4 0 0

Tot al p e r k ir aan ju m lah

T o t a l n i l a i k o n t r a k ( b 3 j 5 s)

(39)

T o t a l n i l a i k o n t r a k ( b 3 j 5 s)

Ran g e : 0 -1 1 1 5 1 2 1 5 0 0 0

Tot al n ilai k on t r ak

T o t a l n i l a i su b k o n t r a k ( b 3 j 8 s)

G a m b a r a n

Ran g e : 0 -3 2 0 0 0 0 0 0 0

Tot al n ilai su b k on t r ak

T o t a l n i l a i b a h a n ( b 3 j 9 s)

G a m b a r a n

Tip e : Kon t