tag:blogger.com,1999:blog-10801774165011682732024-03-05T19:21:05.367-08:00electronicAnonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-1080177416501168273.post-13141026572905820492016-11-20T08:18:00.003-08:002016-11-20T08:20:24.970-08:00FIRMWARE LCD - LED - PLASMA<b>24HV10-Sparrow_FILE</b><br />
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24HV10E2CH1<br />
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32LE150M25Q32<br />
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CHANGHONG_LED19868_BORD_STV39<br />
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LG_32ls3xxx__chasis_lp24bc<br />
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LG-32LF520A-TA<br />
<a href="http://www.4shared.com/rar/8oWdlrvEce/FW-LG-32LF520A-TA.html" target="_blank">download</a>Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com1tag:blogger.com,1999:blog-1080177416501168273.post-50325305795091035462014-11-01T11:26:00.000-07:002014-11-01T11:32:43.449-07:00JAM DIGITAL + KALENDER-AT89C2051-RTC DS1307percobaan membuat jam digital dengan minimum system, AT89C2051+ RTC DS1307 + 4094.<br />
menghasilkan tampilan DETIK,MENIT,JAM, TGGL, BLN, THN ---2099.<br />
berikut hasilnya.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxkWYHdyLujqq75I9xhB_tYdm33dKp2KWD4KthKdtPa6UqV9tMIv5ruM2au_Chj83vGcuGz6V5Et4oUaHuhIQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
demikian sekilas tamoilannya, saya uji coba pake pcb lubang, maklum belum sempet bikin gambar pcb ne.<br />
untuk lebih lanjut kapan2 saya upload file hex nya.<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com5tag:blogger.com,1999:blog-1080177416501168273.post-16432563705121260622014-05-13T09:57:00.001-07:002014-05-13T09:57:18.753-07:00MENU SERVIC POLYTRON 4<span style="background-color: #cfe2f3; color: #990000;">Service Mode Polytron IC HBT-00-02G</span><br />
<span style="background-color: #cfe2f3; color: #990000;">Service Mode Polytron IC HBT-00-02G</span><br />
Untuk masuk ke menu service mode TV Polytron yang menggunakan IC tunggal HBT 00 02G yaitu dengan cara Matikan dulu tv pada posisi stby menggunakan remot, setelah stby tekan dan tahan tombol menu pada Remot tunggu sampai nyala sendiri setelah itu masukan kode pasword di bawah ini:<br />
Password 1014<br />
Akan muncul 3 menu option yang masing - masing option terdiri dari 8 bit kode, setiap 1 bit mewakili 1 perintah kode switch dan kadang kombinasi dari 2 bit<br />
option 0 = 00000000<br />
option 1 = 00000000<br />
option 2 = 00000000<br />
Arti dari masing - masing bit option<br />
option 0<br />
AV1<br />
AV2<br />
DVD<br />
SUBWOOFER<br />
BAZZOKE<br />
IC TONE<br />
STEREO<br />
S-VHS<br />
option 1<br />
DIGITEC\POLYTRON <br />
LOGO OFF\POLYTRON<br />
MENU OFF<br />
AVL<br />
ZOOM<br />
NICAM/A2/M/S<br />
DIVA<br />
SURROUND<br />
Catatan untuk bit 1 dan 2 adalah kombinasi untuk brand option : 00=polytron 01=digitec 11=tanpa merk (polos)10=polytron (kalau dulu merk OK)<br />
option 2<br />
SOUND SYTEM BG<br />
I<br />
DK<br />
M<br />
DIPE\DIGITAL INTELIGENT<br />
DIPE\PICTURE ENHANCE<br />
DIVA\DIGITAL INTELIGENT<br />
DIVA\VIDEO AMPLIFIER<br />
untuk bit 5,6,7,8 : 1100=DIPE digital inteligent picture enhance :1111=DIVA digital inteligent picture enhance<br />
option 3<br />
FM RADIO<br />
LANGUAGE<br />
MUSIC MODE<br />
FS METER<br />
OPTION<br />
OPTION<br />
OPTION<br />
OPTION<br />
Pasword 1206<br />
SCNT 10 : (SUB CONTRAS)<br />
CNTX 127 : SUB CONTRAS MAX<br />
CNTC 64 : SUB CONTRAS CENTER<br />
CNTN 0 : SUB CONTRAS MIN<br />
CNTD 127<br />
BRTX 42 : BRIGHT MAXIMUM<br />
BRTC 76 : BRIGHT CENTER<br />
BRTN 32 : BRIGHT MINIMUM<br />
COLX 80 : COLOR MAX <br />
COLC 58 : COLOR CENTER<br />
COLN 13 : COLOR MINIMUM<br />
COLP 58<br />
COLD 61<br />
TNTX 61 :TINT<br />
TNTC 66 :TINT<br />
TNTN 40 :TINT<br />
ST3 28<br />
SV3 34<br />
ST4 28<br />
SV4 34<br />
SVD 25<br />
SHPX 29<br />
SHPN 10<br />
ASSH 6<br />
ABCL 00000001<br />
DCBS 00000111<br />
OSDA 00000010<br />
NOIS 00001111<br />
NDCT 31<br />
FLG 0 01000100<br />
FLG 1 00000000<br />
SVM 00010000<br />
VBKL 00000000<br />
VCD 0 00011010<br />
VCD 1 00000001<br />
VL 1 37 (sub volume minus)<br />
VL 50 95 (sub volume max)<br />
T COL 10001011<br />
B COL 01110101<br />
ST BG 2<br />
ST I 2<br />
ST DK 2<br />
ST M 2<br />
SSBG 00001110<br />
SS I 00001110<br />
SS DK 00001110<br />
SS M 00000001<br />
SYNC 10000010<br />
HSFC 10000100<br />
ALC 3<br />
VOLCP 73<br />
MUTT 55<br />
TINTPAL 58<br />
DMP 0<br />
NCOMB ON<br />
Catatan X=MAXIMUM C= CENTER N=MINIMIM<br />
Pasword 1207<br />
CTS 16<br />
FS-SLV 92<br />
FS-CTR 136<br />
FS-BVL 1<br />
FS-BVH 2<br />
FS-BUH 8<br />
FS-LOMIN 42<br />
FS-HIMIN 6<br />
FS-LOVL 100<br />
FS-HIVL 14<br />
FS-LOVH 100<br />
FS-HIVH 36<br />
FS-LOUH 58<br />
FS-HIUH 71<br />
STEP TV 40<br />
SHP-PAR 75<br />
SS 100 10101101<br />
SS 80 10101000<br />
SS 60 11011110<br />
SS 40 01010100<br />
SS 20 01001010<br />
SS 0 01000000<br />
F-LIM HI 56<br />
F- LIM LO 30<br />
ALGO 1<br />
BOST H 69<br />
BOST L 35<br />
DIV 4<br />
IF-MIN 76<br />
IFMAX 116<br />
RF-MAX 45<br />
BOSTER 11000010<br />
Password untuk seting defauld 3101<br />
dengan setting defauld akan kembali pada setingan produk dimana sebelum di seting pabrik, jadi kondisi ic masih asli, hati hati bila seting defauld harus di catat dahulu atau paling tidak tau setingan asli produk polytron<br />
Service Mode Polytron IC HBT-00-02G.<br />
<br />Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-13382850625602028702014-05-13T09:56:00.001-07:002014-05-13T09:56:08.667-07:00MENU SERVIC POLYTRON 3<span style="background-color: #cfe2f3; color: red;">(( POLYTRON U-SLIM ))</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">Tv stenbay tekan menu di </span><br />
<span style="color: blue;">remot sampai tv hidup dan </span><br />
<span style="color: blue;">masukan kode : </span><br />
<span style="color: blue;">KODE 1013</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">KODE 1014</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">AGC GAIN-1EH 30 </span><br />
<span style="color: blue;">HI AGC - 27H 39 </span><br />
<span style="color: blue;">LO AGC - 26H 38 </span><br />
<span style="color: blue;">WBCOL - 32H 50 </span><br />
<span style="color: blue;">WICON - 64H 100 </span><br />
<span style="color: blue;">WBBRI - 46H 70 </span><br />
<span style="color: blue;">Y-DELAY - 07 </span><br />
<span style="color: blue;">BRTS - 04H 04 </span><br />
<span style="color: blue;">V-BLK - 06H 06 </span><br />
<span style="color: blue;">U-BLK - 05 05 </span><br />
<span style="color: blue;">V-SHIFT - 00H 00 </span><br />
<span style="color: blue;">V-OSD - 14H 20 </span><br />
<span style="color: blue;">H-OSD - 1eH 30 </span><br />
<span style="color: blue;">OPT LANG - 00000001 </span><br />
<span style="color: blue;">OPTION 4 - 00010011-13H </span><br />
<span style="color: blue;">OPTION 3 - 00001101-0dH </span><br />
<span style="color: blue;">OPTION 2 - 00011001-19H </span><br />
<span style="color: blue;">OPTION 1 - 11001000-c8H </span><br />
<span style="color: blue;">OPTION 0 - 01100101-56H </span><br />
<span style="color: blue;">KODE 1206</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">SCNT 10 (SUB CONTRAS) </span><br />
<span style="color: blue;">CNTX 127 SUB CONTRAS MAX </span><br />
<span style="color: blue;">CNTC 64 SUB CONTRAS </span><br />
<span style="color: blue;">CENTER </span><br />
<span style="color: blue;">CNTN 0 SUB CONTRAS MIN </span><br />
<span style="color: blue;">CNTD 127 </span><br />
<span style="color: blue;">BRTX 42 BRIGHT MAXIMUM </span><br />
<span style="color: blue;">BRTC 76 BRIGHT CENTER </span><br />
<span style="color: blue;">BRTN 32 BRIGHT MINIMUM </span><br />
<span style="color: blue;">COLX 80 COLOR MAX </span><br />
<span style="color: blue;">COLC 58 COLOR CENTER </span><br />
<span style="color: blue;">COLN 13 COLOR MINIMUM </span><br />
<span style="color: blue;">COLP 58 </span><br />
<span style="color: blue;">COLD 61 </span><br />
<span style="color: blue;">TNTX 61 TINT </span><br />
<span style="color: blue;">TNTC 66 TINT </span><br />
<span style="color: blue;">TNTN 40 TINT </span><br />
<span style="color: blue;">ST3 28 </span><br />
<span style="color: blue;">SV3 34 </span><br />
<span style="color: blue;">ST4 28 </span><br />
<span style="color: blue;">SV4 34 </span><br />
<span style="color: blue;">SVD 25 </span><br />
<span style="color: blue;">SHPX 29 </span><br />
<span style="color: blue;">SHPN 10 </span><br />
<span style="color: blue;">ASSH 6 </span><br />
<span style="color: blue;">ABCL 00000001 </span><br />
<span style="color: blue;">DCBS 00000111 </span><br />
<span style="color: blue;">OSDA 00000010 </span><br />
<span style="color: blue;">NOIS 00001111 </span><br />
<span style="color: blue;">NDCT 31 </span><br />
<span style="color: blue;">FLG 0 01000100 </span><br />
<span style="color: blue;">FLG 1 00000000 </span><br />
<span style="color: blue;">SVM 00010000 </span><br />
<span style="color: blue;">VBKL 00000000 </span><br />
<span style="color: blue;">VCD 0 00011010 </span><br />
<span style="color: blue;">VCD 1 00000001 </span><br />
<span style="color: blue;">VL 1 37 (sub volume minus) </span><br />
<span style="color: blue;">VL 50 95 (sub volume max) </span><br />
<span style="color: blue;">T COL 10001011 </span><br />
<span style="color: blue;">B COL 01110101 </span><br />
<span style="color: blue;">ST BG 2 </span><br />
<span style="color: blue;">ST I 2 </span><br />
<span style="color: blue;">ST DK 2 </span><br />
<span style="color: blue;">ST M 2 </span><br />
<span style="color: blue;">SSBG 00001110 </span><br />
<span style="color: blue;">SS I 00001110 </span><br />
<span style="color: blue;">SS DK 00001110 </span><br />
<span style="color: blue;">SS M 00000001 </span><br />
<span style="color: blue;">SYNC 10000010 </span><br />
<span style="color: blue;">HSFC 10000100 </span><br />
<span style="color: blue;">ALC 3 </span><br />
<span style="color: blue;">VOLCP 73 </span><br />
<span style="color: blue;">MUTT 55 </span><br />
<span style="color: blue;">TINTPAL 58 </span><br />
<span style="color: blue;">DMP 0 </span><br />
<span style="color: blue;">NCOMB ON </span><br />
<span style="color: blue;">Catatan X=MAXIMUM C= </span><br />
<span style="color: blue;">CENTER N=MINIMIM </span><br />
<span style="color: blue;">KODE 1207</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">CTS 16 </span><br />
<span style="color: blue;">FS-SLV 92 </span><br />
<span style="color: blue;">FS-CTR 136 </span><br />
<span style="color: blue;">FS-BVL 1 </span><br />
<span style="color: blue;">FS-BVH 2 </span><br />
<span style="color: blue;">FS-BUH 8 </span><br />
<span style="color: blue;">FS-LOMIN 42 </span><br />
<span style="color: blue;">FS-HIMIN 6 </span><br />
<span style="color: blue;">FS-LOVL 100 </span><br />
<span style="color: blue;">FS-HIVL 14 </span><br />
<span style="color: blue;">FS-LOVH 100 </span><br />
<span style="color: blue;">FS-HIVH 36 </span><br />
<span style="color: blue;">FS-LOUH 58 </span><br />
<span style="color: blue;">FS-HIUH 71 </span><br />
<span style="color: blue;">STEP TV 40 </span><br />
<span style="color: blue;">SHP-PAR 75 </span><br />
<span style="color: blue;">SS 100 10101101 </span><br />
<span style="color: blue;">SS 80 10101000 </span><br />
<span style="color: blue;">SS 60 11011110 </span><br />
<span style="color: blue;">SS 40 01010100 </span><br />
<span style="color: blue;">SS 20 01001010 </span><br />
<span style="color: blue;">SS 0 01000000 </span><br />
<span style="color: blue;">F-LIM HI 56 </span><br />
<span style="color: blue;">F- LIM LO 30 </span><br />
<span style="color: blue;">ALGO 1 </span><br />
<span style="color: blue;">BOST H 69 </span><br />
<span style="color: blue;">BOST L 35 </span><br />
<span style="color: blue;">DIV 4 </span><br />
<span style="color: blue;">IF-MIN 76 </span><br />
<span style="color: blue;">IFMAX 116 </span><br />
<span style="color: blue;">RF-MAX 45 </span><br />
<span style="color: blue;">BOSTER 11000010 </span><br />
<span style="color: blue;">Pormat memory KODE 3101 </span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">Untuk yang menggunakan IC </span><br />
<span style="color: blue;">HMB 04-xx Untuk service mode </span><br />
<span style="color: blue;">ada tambahan dengan </span><br />
<span style="color: blue;">password 1206 1207 1208 </span><br />
<span style="color: blue;">1209</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">ADDRESS BIT7 BIT6 BIT5 BIT4 BIT3 BIT2 BIT1 BIT0 </span><br />
<span style="color: blue;">OPTION 0 SUBWOOFER ZOOM AV OUT/TV </span><br />
<span style="color: blue;">OUT XA 3,58 XA 4,43 AV3 AV2 AV1 </span><br />
<span style="color: blue;">OPTION1 FS METER STRAY EMISION PAL/NTSC SUPER BASS POWER AVL BRAND BRAND </span><br />
<span style="color: blue;">OPTION 2 NTSC 4,43 NTSC 3,58 SECAM DK SECAM BG PAL I PAL DK PAL BG AUTO </span><br />
<span style="color: blue;">OPTION 3 AGEING MODE PIP OVER MOD EXT RGB / </span><br />
<span style="color: blue;">YUV WIRELESS HP NON LINIER VOL AUTO BLACK </span><br />
<span style="color: blue;">LEVEL SECURITY QSS STEREO </span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">Kode Transistor</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;"><br /></span>
<span style="color: blue;">#Mareset memory polytron## </span><br />
<span style="color: blue;">Nyalakan pesawat TV seperti </span><br />
<span style="color: blue;">sub menu service. </span><br />
<span style="color: blue;">Kode passcode nya adalah 1013 </span><br />
<span style="color: blue;">untuk setelan dasar ( fitur) dan </span><br />
<span style="color: blue;">1014 untuk mengatur parameter </span><br />
<span style="color: blue;">-parameter utama ( H-frek, V- </span><br />
<span style="color: blue;">amp, AGC, AFC dll)</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">biasanya, dan tunggu posisi tv </span><br />
<span style="color: blue;">dalam keadaan protek/ </span><br />
<span style="color: blue;">standby,gunakan remote </span><br />
<span style="color: blue;">orsinilnya ,tekan tombol menu </span><br />
<span style="color: blue;">pada remote dan tahan sekitar 3 </span><br />
<span style="color: blue;">- 5 detik hingga tv menyala </span><br />
<span style="color: blue;">secara otomatis.</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">Servis 2</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">PROBLEM KLASIK POLYTRON </span><br />
<span style="color: blue;">MINIMAX series . </span><br />
<span style="color: blue;">TV POLYTRON MINIMAX </span><br />
<span style="color: blue;">series mempunyai masalah </span><br />
<span style="color: blue;">klasik, yaitu kerusakan </span><br />
<span style="color: blue;">yang pertama kali terjadi </span><br />
<span style="color: blue;">sejak tv baru di </span><br />
<span style="color: blue;">operasikan / dibeli. </span><br />
<span style="color: blue;">Mulai generasi minimax </span><br />
<span style="color: blue;">produsen polytron </span><br />
<span style="color: blue;">( PT.Hartono istana </span><br />
<span style="color: blue;">electronic ) membuat </span><br />
<span style="color: blue;">rancangan power supply </span><br />
<span style="color: blue;">jenis baru dari yg </span><br />
<span style="color: blue;">sebelumnya menggunakan </span><br />
<span style="color: blue;">TR reg type: D1877/78 </span><br />
<span style="color: blue;">dengan rangkaian baru </span><br />
<span style="color: blue;">menggunakan trafo jenis </span><br />
<span style="color: blue;">baru dan transistor power </span><br />
<span style="color: blue;">reg. nya berjenis FET </span><br />
<span style="color: blue;">yaitu :FS5KM/FS 7UM / FS </span><br />
<span style="color: blue;">10UM. </span><br />
<span style="color: blue;">Masalah yg sering terjadi </span><br />
<span style="color: blue;">pada regulator jenis ini </span><br />
<span style="color: blue;">adalah : kalau boleh saya </span><br />
<span style="color: blue;">katakan “cacat produksi ” </span><br />
<span style="color: blue;">karena pada komponen </span><br />
<span style="color: blue;">regulator untuk mensupply </span><br />
<span style="color: blue;">tegangan driver </span><br />
<span style="color: blue;">horisontalnya </span><br />
<span style="color: blue;">menggunakan kapasitas </span><br />
<span style="color: blue;">10uF/63Volt.Padahal kalau </span><br />
<span style="color: blue;">kita lihat di mainboard nya, </span><br />
<span style="color: blue;">ukuran untuk kapasitor ini </span><br />
<span style="color: blue;">cetakan nomor komponen </span><br />
<span style="color: blue;">dan jarak kaki kapasitor </span><br />
<span style="color: blue;">tersebut seharusnya </span><br />
<span style="color: blue;">menggunakan kapasitas </span><br />
<span style="color: blue;">yg lebih besar lagi ( contoh </span><br />
<span style="color: blue;">pada type MINIMAX MX </span><br />
<span style="color: blue;">1452 MG ) terlihat di </span><br />
<span style="color: blue;">kapasitor nomor : C 507 </span><br />
<span style="color: blue;">( 10uF/63V). </span><br />
<span style="color: blue;">Akibatnya kadang terjadi </span><br />
<span style="color: blue;">drop supply tegangan </span><br />
<span style="color: blue;">50Volt untuk driver </span><br />
<span style="color: blue;">horisontal setelah </span><br />
<span style="color: blue;">melewati dua buah </span><br />
<span style="color: blue;">resistor 470 ohm/2watt ke </span><br />
<span style="color: blue;">tarfo driver </span><br />
<span style="color: blue;">horisontal.menyebabkan </span><br />
<span style="color: blue;">kondisi pesawat TV selalu </span><br />
<span style="color: blue;">dalam keadaan standby. </span><br />
<span style="color: blue;">Inilah kerusakan yg sering </span><br />
<span style="color: blue;">terjadi dan pertamakali </span><br />
<span style="color: blue;">sebelum kerusakan yg lain. </span><br />
<span style="color: blue;">Jika anda mendapatkan </span><br />
<span style="color: blue;">kasus seperti ini dimana </span><br />
<span style="color: blue;">kadang tv sangat sulit </span><br />
<span style="color: blue;">dinyalakan,meskipun pada </span><br />
<span style="color: blue;">kondisi tertentu bisa </span><br />
<span style="color: blue;">hidup,tapi lebih sulit </span><br />
<span style="color: blue;">menyala,maka ikuti tip’s </span><br />
<span style="color: blue;">saya berikut ini. </span><br />
<span style="color: blue;">Ganti kapasitor tersebut </span><br />
<span style="color: blue;">( c507 pada seri </span><br />
<span style="color: blue;">MX1452MG) atau sangat </span><br />
<span style="color: blue;">mudah anda cari untuk </span><br />
<span style="color: blue;">type yg lain, yaitu elco yg </span><br />
<span style="color: blue;">terdekat dengan dua buah </span><br />
<span style="color: blue;">elco besar ( 1000 uF/50v) </span><br />
<span style="color: blue;">di depan regulator </span><br />
<span style="color: blue;">berkapasitas 10uF/63V, di </span><br />
<span style="color: blue;">ganti dengan elco </span><br />
<span style="color: blue;">100uf/63V atau </span><br />
<span style="color: blue;">100uF/100V. </span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">KODE MEMORY TV POLYTRON</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">OPTION 0 </span><br />
<span style="color: blue;">1. AV1 </span><br />
<span style="color: blue;">2. AV2 </span><br />
<span style="color: blue;">3. DVD </span><br />
<span style="color: blue;">4. SUBWOOFER </span><br />
<span style="color: blue;">5. BAZZOKE </span><br />
<span style="color: blue;">6. IC TONE </span><br />
<span style="color: blue;">7. STEREO </span><br />
<span style="color: blue;">8. S-VHS </span><br />
<span style="color: blue;">OPTION 1 </span><br />
<span style="color: blue;">1. DIGITEC\POLYTRON </span><br />
<span style="color: blue;">2. LOGO OFF\POLYTRON </span><br />
<span style="color: blue;">3. MENU OFF </span><br />
<span style="color: blue;">4. AVL </span><br />
<span style="color: blue;">5. ZOOM </span><br />
<span style="color: blue;">6. NICAM/A2/M/S </span><br />
<span style="color: blue;">7. DIVA </span><br />
<span style="color: blue;">8. SURROUND </span><br />
<span style="color: blue;">catatan untuk bit 1 dan 2 </span><br />
<span style="color: blue;">adalah kombinasi untuk </span><br />
<span style="color: blue;">brand option : </span><br />
<span style="color: blue;">00=polytron 01=digitec </span><br />
<span style="color: blue;">11=tanpa merk </span><br />
<span style="color: blue;">(polos)10=polytron (kalau </span><br />
<span style="color: blue;">dulu merk OK) </span><br />
<span style="color: blue;">OPTION 2 </span><br />
<span style="color: blue;">1. SOUND SYTEM BG </span><br />
<span style="color: blue;">2. I </span><br />
<span style="color: blue;">3. DK </span><br />
<span style="color: blue;">4. M </span><br />
<span style="color: blue;">5. DIPE\DIGITAL </span><br />
<span style="color: blue;">INTELIGENT </span><br />
<span style="color: blue;">6. DIPE\PICTURE ENHANCE </span><br />
<span style="color: blue;">7. DIVA\DIGITAL </span><br />
<span style="color: blue;">INTELIGENT </span><br />
<span style="color: blue;">8. DIVA\VIDEO AMPLIFIER </span><br />
<span style="color: blue;">untu bit 5,6,7,8 : </span><br />
<span style="color: blue;">1100=DIPE digital </span><br />
<span style="color: blue;">inteligent picture </span><br />
<span style="color: blue;">enhance :1111=DIVA </span><br />
<span style="color: blue;">digital inteligent picture </span><br />
<span style="color: blue;">enhance </span><br />
<span style="color: blue;">OPTION 3 </span><br />
<span style="color: blue;">1. FM RADIO </span><br />
<span style="color: blue;">2. LANGUAGE </span><br />
<span style="color: blue;">3. MUSIC MODE </span><br />
<span style="color: blue;">4. FS METER </span><br />
<span style="color: blue;">5. OPTION </span><br />
<span style="color: blue;">6. OPTION </span><br />
<span style="color: blue;">7. OPTION </span><br />
<span style="color: blue;">8. OPTION </span><br />
<span style="color: blue;">PASSWORD 1206 </span><br />
<span style="color: blue;">SCNT 10 (SUB CONTRAS) </span><br />
<span style="color: blue;">CNTX 127 SUB CONTRAS </span><br />
<span style="color: blue;">MAX </span><br />
<span style="color: blue;">CNTC 64 SUB CONTRAS </span><br />
<span style="color: blue;">CENTER </span><br />
<span style="color: blue;">CNTN 0 SUB CONTRAS </span><br />
<span style="color: blue;">MIN </span><br />
<span style="color: blue;">CNTD 127 </span><br />
<span style="color: blue;">BRTX 42 BRIGHT </span><br />
<span style="color: blue;">MAXIMUM </span><br />
<span style="color: blue;">BRTC 76 BRIGHT CENTER </span><br />
<span style="color: blue;">BRTN 32 BRIGHT </span><br />
<span style="color: blue;">MINIMUM </span><br />
<span style="color: blue;">COLX 80 COLOR MAX </span><br />
<span style="color: blue;">COLC 58 COLOR CENTER </span><br />
<span style="color: blue;">COLN 13 COLOR </span><br />
<span style="color: blue;">MINIMUM </span><br />
<span style="color: blue;">COLP 58 </span><br />
<span style="color: blue;">COLD 61 </span><br />
<span style="color: blue;">TNTX 61 TINT </span><br />
<span style="color: blue;">TNTC 66 TINT </span><br />
<span style="color: blue;">TNTN 40 TINT </span><br />
<span style="color: blue;">ST3 28 </span><br />
<span style="color: blue;">SV3 34 </span><br />
<span style="color: blue;">ST4 28 </span><br />
<span style="color: blue;">SV4 34 </span><br />
<span style="color: blue;">SVD 25 </span><br />
<span style="color: blue;">SHPX 29 </span><br />
<span style="color: blue;">SHPN 10 </span><br />
<span style="color: blue;">ASSH 6 </span><br />
<span style="color: blue;">ABCL 00000001 </span><br />
<span style="color: blue;">DCBS 00000111 </span><br />
<span style="color: blue;">OSDA 00000010 </span><br />
<span style="color: blue;">NOIS 00001111 </span><br />
<span style="color: blue;">NDCT 31 </span><br />
<span style="color: blue;">FLG 0 01000100 </span><br />
<span style="color: blue;">FLG 1 00000000 </span><br />
<span style="color: blue;">SVM 00010000 </span><br />
<span style="color: blue;">VBKL 00000000 </span><br />
<span style="color: blue;">VCD 0 00011010 </span><br />
<span style="color: blue;">VCD 1 00000001 </span><br />
<span style="color: blue;">VL 1 37 (sub volume </span><br />
<span style="color: blue;">minus) </span><br />
<span style="color: blue;">VL 50 95 (sub volume </span><br />
<span style="color: blue;">max) </span><br />
<span style="color: blue;">T COL 10001011 </span><br />
<span style="color: blue;">B COL 01110101 </span><br />
<span style="color: blue;">ST BG 2 </span><br />
<span style="color: blue;">ST I 2 </span><br />
<span style="color: blue;">ST DK 2 </span><br />
<span style="color: blue;">ST M 2 </span><br />
<span style="color: blue;">SSBG 00001110 </span><br />
<span style="color: blue;">SS I 00001110 </span><br />
<span style="color: blue;">SS DK 00001110 </span><br />
<span style="color: blue;">SS M 00000001 </span><br />
<span style="color: blue;">SYNC 10000010 </span><br />
<span style="color: blue;">HSFC 10000100 </span><br />
<span style="color: blue;">ALC 3 </span><br />
<span style="color: blue;">VOLCP 73 </span><br />
<span style="color: blue;">MUTT 55 </span><br />
<span style="color: blue;">TINTPAL 58 </span><br />
<span style="color: blue;">DMP 0 </span><br />
<span style="color: blue;">NCOMB ON </span><br />
<span style="color: blue;">Catatan X=MAXIMUM C= </span><br />
<span style="color: blue;">CENTER N=MINIMIM </span><br />
<span style="color: blue;">PASSWORD 1207 </span><br />
<span style="color: blue;">CTS 16 </span><br />
<span style="color: blue;">FS-SLV 92 </span><br />
<span style="color: blue;">FS-CTR 136 </span><br />
<span style="color: blue;">FS-BVL 1 </span><br />
<span style="color: blue;">FS-BVH 2 </span><br />
<span style="color: blue;">FS-BUH 8 </span><br />
<span style="color: blue;">FS-LOMIN 42 </span><br />
<span style="color: blue;">FS-HIMIN 6 </span><br />
<span style="color: blue;">FS-LOVL 100 </span><br />
<span style="color: blue;">FS-HIVL 14 </span><br />
<span style="color: blue;">FS-LOVH 100 </span><br />
<span style="color: blue;">FS-HIVH 36 </span><br />
<span style="color: blue;">FS-LOUH 58 </span><br />
<span style="color: blue;">FS-HIUH 71 </span><br />
<span style="color: blue;">STEP TV 40 </span><br />
<span style="color: blue;">SHP-PAR 75 </span><br />
<span style="color: blue;">SS 100 10101101 </span><br />
<span style="color: blue;">SS 80 10101000 </span><br />
<span style="color: blue;">SS 60 11011110 </span><br />
<span style="color: blue;">SS 40 01010100 </span><br />
<span style="color: blue;">SS 20 01001010 </span><br />
<span style="color: blue;">SS 0 01000000 </span><br />
<span style="color: blue;">F-LIM HI 56 </span><br />
<span style="color: blue;">F- LIM LO 30 </span><br />
<span style="color: blue;">ALGO 1 </span><br />
<span style="color: blue;">BOST H 69 </span><br />
<span style="color: blue;">BOST L 35 </span><br />
<span style="color: blue;">DIV 4 </span><br />
<span style="color: blue;">IF-MIN 76 </span><br />
<span style="color: blue;">IFMAX 116 </span><br />
<span style="color: blue;">RF-MAX 45 </span><br />
<span style="color: blue;">BOSTER 11000010</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">KODE 1013 </span><br />
<span style="color: blue;">KODE 1206 </span><br />
<span style="color: blue;">SCNT 10 </span><br />
<span style="color: blue;">CNTX 127 </span><br />
<span style="color: blue;">CNTC 64 </span><br />
<span style="color: blue;">CNTN 0 </span><br />
<span style="color: blue;">CNTD 127 </span><br />
<span style="color: blue;">BRTX 42 </span><br />
<span style="color: blue;">BRTC 76 </span><br />
<span style="color: blue;">BRTN 32 </span><br />
<span style="color: blue;">COLX 80 </span><br />
<span style="color: blue;">COLC 58 </span><br />
<span style="color: blue;">COLN 13 </span><br />
<span style="color: blue;">COLP 58 </span><br />
<span style="color: blue;">COLD 61 </span><br />
<span style="color: blue;">TNTX 61 </span><br />
<span style="color: blue;">TNTC 66 </span><br />
<span style="color: blue;">TNTN 40 </span><br />
<span style="color: blue;">ST3 28 </span><br />
<span style="color: blue;">SV3 34 </span><br />
<span style="color: blue;">ST4 28 </span><br />
<span style="color: blue;">SV4 34 </span><br />
<span style="color: blue;">SVD 25 </span><br />
<span style="color: blue;">SHPX 29 </span><br />
<span style="color: blue;">SHPN 10 </span><br />
<span style="color: blue;">ASSH 6 </span><br />
<span style="color: blue;">ABCL 00000001 </span><br />
<span style="color: blue;">DCBS 00000111 </span><br />
<span style="color: blue;">OSDA 00000010 </span><br />
<span style="color: blue;">NOIS 00001111 </span><br />
<span style="color: blue;">NDCT 31 </span><br />
<span style="color: blue;">FLG 0 01000100 </span><br />
<span style="color: blue;">FLG 1 00000000 </span><br />
<span style="color: blue;">SVM 00010000 </span><br />
<span style="color: blue;">VBKL 00000000 </span><br />
<span style="color: blue;">VCD 0 00011010 </span><br />
<span style="color: blue;">VCD 1 00000001 </span><br />
<span style="color: blue;">VL 1 37 </span><br />
<span style="color: blue;">VL 50 95 </span><br />
<span style="color: blue;">T COL 10001011 </span><br />
<span style="color: blue;">B COL 01110101 </span><br />
<span style="color: blue;">ST BG 2 </span><br />
<span style="color: blue;">ST I 2 </span><br />
<span style="color: blue;">ST DK 2 </span><br />
<span style="color: blue;">ST M 2 </span><br />
<span style="color: blue;">SSBG 00001110 </span><br />
<span style="color: blue;">SS I 00001110 </span><br />
<span style="color: blue;">SS DK 00001110 </span><br />
<span style="color: blue;">SS M 00000001 </span><br />
<span style="color: blue;">SYNC 10000010 </span><br />
<span style="color: blue;">HSFC 10000100 </span><br />
<span style="color: blue;">ALC 3 </span><br />
<span style="color: blue;">VOLCP 73 </span><br />
<span style="color: blue;">MUTT 55 </span><br />
<span style="color: blue;">TINTPAL 58 </span><br />
<span style="color: blue;">DMP 0 </span><br />
<span style="color: blue;">NCOMB ON</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">H - SHIFT 6 </span><br />
<span style="color: blue;">H - BROW 4 </span><br />
<span style="color: blue;">H - PARA 7 </span><br />
<span style="color: blue;">S - COR 27 </span><br />
<span style="color: blue;">V - LIN 15 </span><br />
<span style="color: blue;">B - DRIV 80 </span><br />
<span style="color: blue;">G - DRIV 50 </span><br />
<span style="color: blue;">B - CUT 167 </span><br />
<span style="color: blue;">G - CUT 32 </span><br />
<span style="color: blue;">R - CUT 10 </span><br />
<span style="color: blue;">V - AMP 38 </span><br />
<span style="color: blue;">V - CENT 16 </span><br />
<span style="color: blue;">KODE 1014 </span><br />
<span style="color: blue;">AGC GAIN 44 </span><br />
<span style="color: blue;">OPTION 0 01001011 </span><br />
<span style="color: blue;">OPTION 1 01001000 </span><br />
<span style="color: blue;">OPTION 2 00011001 </span><br />
<span style="color: blue;">OPTION 3 00001101 </span><br />
<span style="color: blue;">H - OSD 17 </span><br />
<span style="color: blue;">V - OSD 20 </span><br />
<span style="color: blue;">V - SHIFT 0 </span><br />
<span style="color: blue;">U - BLK 5 </span><br />
<span style="color: blue;">V - BLK 5 </span><br />
<span style="color: blue;">BRTS 4 </span><br />
<span style="color: blue;">Y - DELAY 7 </span><br />
<span style="color: blue;">WBBRI 70 </span><br />
<span style="color: blue;">WBCON 100 </span><br />
<span style="color: blue;">WBCOL 50 </span><br />
<span style="color: blue;">LO AGC 38 </span><br />
<span style="color: blue;">HI AGC 39 </span><br />
<span style="color: blue;">KODE 1207 </span><br />
<span style="color: blue;">CTS 16 </span><br />
<span style="color: blue;">FS-SLV 92 </span><br />
<span style="color: blue;">FS-CTR 136 </span><br />
<span style="color: blue;">FS-BVL 1 </span><br />
<span style="color: blue;">FS-BVH 2 </span><br />
<span style="color: blue;">FS-BUH 8 </span><br />
<span style="color: blue;">FS-LOMIN 42 </span><br />
<span style="color: blue;">FS-HIMIN 6 </span><br />
<span style="color: blue;">FS-LOVL 100 </span><br />
<span style="color: blue;">FS-HIVL 14 </span><br />
<span style="color: blue;">FS-LOVH 100 </span><br />
<span style="color: blue;">FS-HIVH 36 </span><br />
<span style="color: blue;">FS-LOUH 58 </span><br />
<span style="color: blue;">FS-HIUH 71 </span><br />
<span style="color: blue;">STEP TV 40 </span><br />
<span style="color: blue;">SHP-PAR 75 </span><br />
<span style="color: blue;">SS 100 10101101 </span><br />
<span style="color: blue;">SS 80 10101000 </span><br />
<span style="color: blue;">SS 60 11011110 </span><br />
<span style="color: blue;">SS 40 01010100 </span><br />
<span style="color: blue;">SS 20 01001010 </span><br />
<span style="color: blue;">SS 0 01000000 </span><br />
<span style="color: blue;">F-LIM HI 56 </span><br />
<span style="color: blue;">F- LIM LO 30 </span><br />
<span style="color: blue;">ALGO 1 </span><br />
<span style="color: blue;">BOST H 69 </span><br />
<span style="color: blue;">BOST L 35 </span><br />
<span style="color: blue;">DIV 4 </span><br />
<span style="color: blue;">IF-MIN 76 </span><br />
<span style="color: blue;">IFMAX 116 </span><br />
<span style="color: blue;">RF-MAX 45 </span><br />
<span style="color: blue;">BOSTER 11000010 </span><br />
<span style="color: blue;">KODE 1206 </span><br />
<span style="color: blue;">SCNT 10 </span><br />
<span style="color: blue;">CNTX 127 </span><br />
<span style="color: blue;">CNTC 64 </span><br />
<span style="color: blue;">CNTN 0 </span><br />
<span style="color: blue;">CNTD 127 </span><br />
<span style="color: blue;">BRTX 42 </span><br />
<span style="color: blue;">BRTC 76 </span><br />
<span style="color: blue;">BRTN 32 </span><br />
<span style="color: blue;">COLX 80 </span><br />
<span style="color: blue;">COLC 58 </span><br />
<span style="color: blue;">COLN 13 </span><br />
<span style="color: blue;">COLP 58 </span><br />
<span style="color: blue;">COLD 61 </span><br />
<span style="color: blue;">TNTX 61 </span><br />
<span style="color: blue;">TNTC 66 </span><br />
<span style="color: blue;">TNTN 40 </span><br />
<span style="color: blue;">ST3 28 </span><br />
<span style="color: blue;">SV3 34 </span><br />
<span style="color: blue;">ST4 28 </span><br />
<span style="color: blue;">SV4 34 </span><br />
<span style="color: blue;">SVD 25 </span><br />
<span style="color: blue;">SHPX 29 </span><br />
<span style="color: blue;">SHPN 10 </span><br />
<span style="color: blue;">ASSH 6 </span><br />
<span style="color: blue;">ABCL 00000001 </span><br />
<span style="color: blue;">DCBS 00000111 </span><br />
<span style="color: blue;">OSDA 00000010 </span><br />
<span style="color: blue;">NOIS 00001111 </span><br />
<span style="color: blue;">NDCT 31 </span><br />
<span style="color: blue;">FLG 0 01000100 </span><br />
<span style="color: blue;">FLG 1 00000000 </span><br />
<span style="color: blue;">SVM 00010000 </span><br />
<span style="color: blue;">VBKL 00000000 </span><br />
<span style="color: blue;">VCD 0 00011010 </span><br />
<span style="color: blue;">VCD 1 00000001 </span><br />
<span style="color: blue;">VL 1 37 </span><br />
<span style="color: blue;">VL 50 95 </span><br />
<span style="color: blue;">T COL 10001011 </span><br />
<span style="color: blue;">B COL 01110101 </span><br />
<span style="color: blue;">ST BG 2 </span><br />
<span style="color: blue;">ST I 2 </span><br />
<span style="color: blue;">ST DK 2 </span><br />
<span style="color: blue;">ST M 2 </span><br />
<span style="color: blue;">SSBG 00001110 </span><br />
<span style="color: blue;">SS I 00001110 </span><br />
<span style="color: blue;">SS DK 00001110 </span><br />
<span style="color: blue;">SS M 00000001 </span><br />
<span style="color: blue;">SYNC 10000010 </span><br />
<span style="color: blue;">HSFC 10000100 </span><br />
<span style="color: blue;">ALC 3 </span><br />
<span style="color: blue;">VOLCP 73 </span><br />
<span style="color: blue;">MUTT 55 </span><br />
<span style="color: blue;">TINTPAL 58 </span><br />
<span style="color: blue;">DMP 0 </span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">Dibawah ini adalah data </span><br />
<span style="color: blue;">ADDRESS BIT7 BIT6 BIT5 BIT4 BIT3 BIT2 BIT1 BIT0 </span><br />
<span style="color: blue;">OPTION 0 SUBWOOFER ZOOM AV OUT/TV </span><br />
<span style="color: blue;">OUT XA 3,58 XA 4,43 AV3 AV2 AV1 </span><br />
<span style="color: blue;">OPTION1 FS METER STRAY EMISION PAL/NTSC SUPER BASS POWER AVL BRAND BRAND </span><br />
<span style="color: blue;">OPTION 2 NTSC 4,43 NTSC 3,58 SECAM DK SECAM BG PAL I PAL DK PAL BG AUTO </span><br />
<span style="color: blue;">OPTION 3 AGEING MODE PIP OVER MOD EXT RGB / </span><br />
<span style="color: blue;">YUV WIRELESS HP NON LINIER VOL AUTO BLACK </span><br />
<span style="color: blue;">LEVEL SECURITY QSS STEREO</span><br />
<span style="color: blue;"><br /></span>
<span style="color: blue;">tegangan dikaki IC STV pada saat </span><br />
<span style="color: blue;">menyala normal </span><br />
<span style="color: blue;">KAKI FUNGSI TEGANGAN </span><br />
<span style="color: blue;">64 LFB/SSC 0.6 VOLT </span><br />
<span style="color: blue;">63 H.OUT 0.6 VOLT </span><br />
<span style="color: blue;">61 BCL/SAF 5 VOLT </span><br />
<span style="color: blue;">2 SCL 2,5 VOLT </span><br />
<span style="color: blue;">3 SDA 2,5 VOLT </span><br />
<span style="color: blue;">Tidak lupa setting option untuk </span><br />
<span style="color: blue;">CTV POLYTRON Xcel model </span><br />
<span style="color: blue;">TZ52H85 adalah seperti tabel </span><br />
<span style="color: blue;">dibawah ini : </span><br />
<span style="color: blue;">OPTION 0 1 0 1 1 1 0 1 1 </span><br />
<span style="color: blue;">OPTION 1 1 1 0 0 1 1 1 0 </span><br />
<span style="color: blue;">OPTION 2 1 1 0 0 0 0 1 1 </span><br />
<span style="color: blue;">OPTION 3 0 0 0 0 1 1 0 1 </span><br />
<div>
<br /></div>
Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-21643504488511520082014-05-13T09:54:00.003-07:002014-05-13T09:54:30.048-07:00MENU SERVIC POLYTRON 2<span style="background-color: #9fc5e8; color: #cc0000;">OPTION setting tv POLYTRON</span><br />
<br />
Polytron Minimax nicam & zweiton stereo + subwoofer.<br />
op0= 10111011<br />
op1= 11001110<br />
op2= 11000011<br />
op3= 00000110<br />
<br />
Polytron DIVA option setting polytron DIVA flat, subwoofer, uC = HBT-00-02G<br />
op0= 0100 1011<br />
op1= 1101 1010<br />
op2= 0110 1001<br />
op3= 0001 1101<br />
<br />
option setting Polytron DIVA flat, subwoofer + FM radio model PS-5225, uC= HBT-00-04G<br />
op0= 0110 0001<br />
op1= 1101 0010<br />
op2= 0000 1001<br />
op3= 0000 1101<br />
op4= 0001 0011<br />
op5= 0000 0000<br />
<br />
POLYTRON MX1503-RIW+RADIO<br />
OPTION0:00000001 01H<br />
OPTION1:10010010 92H<br />
OPTION2:00001001 09H<br />
OPTION3:00001101 0DH<br />
OPTION4:00010000 10H<br />
OPTION5:00000000 00H<br />
OPTLANG:00000001 01H<br />
1. BUILT- IN FM RADIO<br />
2. FSM (FIEL STRENGTH METER)<br />
3. SUBWOOFER OUTPUT<br />
4. AV MULTI SYSTEM<br />
<br />
Polytron LCD<br />
0ption Lang 00000001 01H,<br />
Option5 00011010 1AH,<br />
Option4 00010000 10H,<br />
Option3 00001001 09H,<br />
Option2 00001001 09H,<br />
Option1 10000010 82H,<br />
Option0 00000101 05H. ( from http://www.zaenalelectronic.discuss2u.com/ )<br />
<br />
model, program, deskripsi/keterangan<br />
MX-5202, HBT-00-04G<br />
0100 0001<br />
1001 0010<br />
0000 1001<br />
0000 1100<br />
0001 0000<br />
0000 0000<br />
0000 0001<br />
<br />
MX-5266, HBM-01-04, pakai VCD, sub woofer, nicam, flat<br />
1111 1011<br />
1000 1110<br />
0001 0010<br />
<br />
PS-5225, HBT-00-04G, DIVA, subwoofer<br />
0110 0001<br />
1101 0010<br />
0000 1001<br />
0000 1101<br />
0001 0011<br />
0000 0000<br />
<br />
HBT-00-02G, DIVA, subwoofer<br />
0100 1011<br />
1101 1010<br />
0110 1001<br />
0001 1101 (Copas from http://www.solderkita.com/<br />
<br />
PS-52SV60, HBT-00-04G, slim, fm, subwoofer<br />
65<br />
C8<br />
19<br />
0D<br />
13<br />
<br />
MX-51P65, ....., DIPE, NICAM STEREO<br />
1011 1011<br />
1100 1110<br />
1100 0011<br />
0000 0110<br />
<br />
POLYTRON PN20123KA OPTION BIT HBK-00-01<br />
OPTION0 11011011<br />
OPTION1 11111101<br />
OPTION2 11000011<br />
OPTION3 11111110<br />
<br />
HBT-00-01G Polytron MX minimax<br />
OPTION0 01000011<br />
OPTION1 10011010<br />
OPTION2 00001001<br />
OPTION3 00011100<br />
aktifkan radio FM UBAH OPTION3 0000 1101<br />
<br />
<br />
POLYTRON MX HBM-00-01H<br />
OPTION0 01011001<br />
OPTION1 00000011<br />
OPTION2 11000011<br />
OPTION3 00001000<br />
OPTION 0<br />
1. AV1<br />
2. AV2<br />
3. DVD<br />
4. SUBWOOFER<br />
5. BAZZOKE<br />
6. IC TONE<br />
7. STEREO<br />
8. S-VHS<br />
OPTION 1<br />
1. DIGITEC\POLYTRON<br />
2. LOGO OFF\POLYTRON<br />
3. MENU OFF<br />
4. AVL<br />
5. ZOOM<br />
6. NICAM/A2/M/S<br />
7. DIVA<br />
8. SURROUND<br />
catatan untuk bit 1 dan 2 adalah kombinasi untuk brand<br />
option : 00=polytron<br />
01=digitec<br />
11=tanpa merk (polos)<br />
10=polytron (kalau dulu merk OK)<br />
<br />
OPTION 2<br />
1. SOUND SYTEM BG<br />
2. I<br />
3. DK<br />
4. M<br />
5. DIPE\DIGITAL INTELIGENT<br />
6. DIPE\PICTURE ENHANCE<br />
7. DIVA\DIGITAL INTELIGENT<br />
8. DIVA\VIDEO AMPLIFIER<br />
untu bit 5,6,7,8 : 1100=DIPE digital inteligent picture enhance :1111=DIVA digital inteligent picture enhance<br />
OPTION 3<br />
1. FM RADIO<br />
2. LANGUAGE<br />
3. MUSIC MODE<br />
4. FS METER<br />
5. OPTION<br />
6. OPTION<br />
7. OPTION<br />
8. OPTION ( copas from http://digitalmas.wordpress.com/ )<br />
<br />
Setting DEFLECTION tv SAMSUNG U-Slim 29 inch<br />
V. Amp_15<br />
V. Shift_-40<br />
H. EW_88<br />
H. Shift_118<br />
V. Lin_0<br />
V.SC_43<br />
H.Parabola_82<br />
Upper Corner_-35<br />
Lower Corner_-43<br />
Upper Corner6_9<br />
Lower Corner6_10<br />
H. Trapezium_5<br />
Bow_1<br />
Angle_1<br />
EHT Time_20<br />
EHT Threshold_1<br />
EHT Vertical_-60<br />
EHT Horizontal_-20<br />
EHT Vertical2_-15<br />
EHT Horizontal2_10<br />
<br />
POLYTRON MINIMEX , 21inc. SUBWOOFER,<br />
IC, CROMA, STV, 2286,H.<br />
PROGRAM, HBM, 00-01.F .<br />
VERTICAL , TDA, 8174. AW.<br />
RGB, STV, 5111,<br />
FLBT, FCM, 20B061.H.<br />
1014,<br />
OPTION= 0, 11011000,<br />
OPTION= 1, 10001110,<br />
OPTION= 2, 11000011,<br />
OPTION= 3, 00001000<br />
AFC, OK,<br />
IF- FINE----------- 146,<br />
IF- COARSE------ 8,<br />
AGC- -------------- 45,<br />
Y- DELAY-------- ]<br />
SECAM, -- FILTE—0,<br />
NTSC------ FILTER- 0,<br />
AVL-------- ADJ---- 0,<br />
BASS---- MIX------ 0,<br />
<br />
1013,<br />
H,----- SHIFT---- 26,<br />
V------ SHIFT---- 5,<br />
V------- AMPL--- 28,<br />
R-------- CUT----- 100,<br />
G-------- CUT----- 105,<br />
B--------- CUT----- 105,<br />
R---------GAIN---- 40,<br />
G-------- GAIN---- 10,<br />
B--------- GAIN---- 50,<br />
R--------- DC------- 32,<br />
G--------- DC------- 33,<br />
APR------------------ 0,<br />
<br />
POLYTRON , IC, TDA, 8841,<br />
PROGRAM, HBK. 00-01<br />
OPTION= 0, 01011001,<br />
OPTION= 1, 11001101,<br />
OPTION=2, 11000011,<br />
OPTION=3, 11101111,<br />
Y-------- DELAY,----- 15,<br />
AGC------------------- 10,<br />
IF-------- PLL-------- 64,<br />
C--------- DRIVE------ 05,<br />
B--------- GAIN------- 45,<br />
G--------- GAIN------- 30,<br />
R---------- GAIN------ 40,<br />
V-------- SHIFT------ 22,<br />
V----- S--- CORR---- 10,<br />
V----- AMP----------- 34,<br />
V----- SLOPE-------- 38,<br />
H---- - TRAP--------- 23,<br />
H------ CORNER------ 42,<br />
H------ PARAB-------- 35,<br />
H------ WIDTH------- 50,<br />
H------ SHIFT---------- 34,<br />
-------------------------------------------------------------------------------------------<br />
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<br />Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com1tag:blogger.com,1999:blog-1080177416501168273.post-1805345540695481532014-05-13T09:53:00.001-07:002014-05-13T09:53:09.147-07:00MENU SERVIC POLYTRON 1<span style="background-color: #cfe2f3; color: #cc0000;">MENU SERVIS TV POLYTRON</span><br />
<span style="background-color: white;">1014</span><br />
1206<br />
1207<br />
1208<br />
1209<br />
1013<br />
untuk seting defauld tekan 3101<br />
mereset pake code 3101 adalah merk tertentu jangan asal reset loh ...<br />
##jika di reset pake kode 3101 maka AV tinggal 1, radio hilang, suara tidak bisa kecil<br />
kecuali 0 atau mute dan juga jadi stereo .<br />
1.Untuk membuat AV jadi 2 dan mono :<br />
masuk menu service 1014 untuk merubah 0 menjadi 1 tekan Volume dan yang ingin<br />
diganti mana habis itu tekan di remot TULISAN "ANA" DAN AKAN TERGANTI.<br />
Option 0 =01000000 => ubah jadi 00000010.<br />
2.Untuk mengeluarkan menu Radio :<br />
masuk menu service 1014<br />
Option 3 =00010100 => ubah jadi 00010101 (jika datanya tidak sama dengan yang<br />
di atas maka rubah data yang terakhir saja jadi 1).<br />
3.Untuk mengecilkan suara :<br />
masuk menu service 1206 atau jadi 1207 (lupa saya coba saja salah satu )<br />
Cari menu VL 1 => ubah datanya jadi 10 MODE OPTION.<br />
<br />
POLYTRON LCD :<br />
SET OPTION LANG 00000001 01H<br />
OPTION 5 : 00011010 1AH<br />
OPTION 4 : 00010000 10H<br />
OPTION 3 : 00001001 09H<br />
OPTION 2 : 00001001 09H<br />
OPTION 1 : 10000010 82H<br />
OPTION 0 : 00000101 05H<br />
<br />
POLYTRON MX 20323T :<br />
AGC GAIN=26H. U-BLK=08H. HI-AGC=1AH. B-CUT=70.<br />
OPTION 0 : 01000011. V-BLK=08H. H-SHIFT=08. G-CUT=87.<br />
OPTION 1 : 10011010. BRTS=0 OH. H-BOW=04. R-CUT=32.<br />
OPTION 2 : 00001001. Y DELAY=07. H-PARA=06. V-AMPL=32.<br />
OPTION 3 : 00011100. WB BRI=46H. S-COR=27. V-CENT=24.<br />
H-OSD=32H. WB CON=64H. V-LIN=15.<br />
V-OSD=16H. WB COL=32H. B-DRV=64.<br />
V-SHIFT=0 OH. LO-AGC=19H. G-DRV=46.<br />
<br />
TV POLYTRON DIVA :<br />
AGC GAIN 44<br />
OPTION 0 : 01001011<br />
OPTION 1 : 01001000<br />
OPTION 2 : 00011001<br />
OPTION 3 : 00001101<br />
<br />
POLYTRON MX STV 2286C :<br />
H-SHIFT/14. APR/7. G-DC/21. R-DC/29. B-GAIN/50. G-GAIN/30. R-GAIN/36. B-CUT/60.<br />
G-CUT/60. R-CUT/60. V-AMPL/32. V-SHIFT/6.<br />
OPTION 0 : 01011011<br />
OPTION 1 : 10001110<br />
OPTION 2 : 11000011<br />
OPTION 3 : 00001100<br />
BASS MIX /0. AVL ADJ/0. NTSC FILTER/0. SECAM FILTER/0. Y DELAY STAND/.<br />
AGC/14. IF COARSE/6. IF FINE/152.<br />
<br />
POLYTRON MX 5213<br />
TIPE POLYTRON FASILITAS YANG ADA RADIONYA :<br />
OPTION 0 : 01000101 45H<br />
OPTION 1 : 10010010 92H<br />
OPTION 2 : 00001001 09H<br />
OPTION 3 : 00001101 0DH<br />
OPTION 4 : 00010000 10H<br />
OPTION 5 : 00000000 00H<br />
OPTION 6 : 00000001 01H<br />
<br />
POLYTRON MX 5203MS :<br />
OPTION 0 : 00111010<br />
OPTION 1 : 10001110<br />
OPTION 2 : 11000011<br />
OPTION 3 : 00001100<br />
DEFAULT SETTING<br />
RGB CUT OFF :60<br />
APR :15<br />
AVL :0<br />
BASS MIX :0<br />
LAST COND .SUPER BASS :ON<br />
SETTING SURROUND :60<br />
OPTION MENU HBM-00-00<br />
MASUK FACTORY MODE PASSWORD 1014<br />
SETTING DEFAULT untuk MX 5203 MS<br />
untuk model yang lain silahkan coba-coba.<br />
<br />
POLYTRON MINIMAX FLAT + FM :<br />
OPTION 0 : 65H 01100101<br />
OPTION 1 : C8H 11001000<br />
OPTION 2 : 19H 00011001<br />
OPTION 3 : 0 DH 00001101<br />
OPTION 4 : 13H 00010011<br />
OPTION LANG : 01H 00000001<br />
<br />
<br />
KET :<br />
0 = TIDAK TERHUBUNG<br />
1 = TERHUBUNGAnonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-90634148050039691392014-03-20T22:17:00.000-07:002014-08-26T09:33:17.058-07:00<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinoZHLR9uy8rOtsz2gZUo9I39S6mQ3lOYpn-jaL7w_T6DhciL59Mp5XOOdvzhauuazKUa8I_Og2DZFYMsekEs9K1vpbKL8OW709hcc7miboYAL4wZPinvCmN_rOU_H9bblKlbgZdcP-QM/s1600/IMG_20140501_231421.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinoZHLR9uy8rOtsz2gZUo9I39S6mQ3lOYpn-jaL7w_T6DhciL59Mp5XOOdvzhauuazKUa8I_Og2DZFYMsekEs9K1vpbKL8OW709hcc7miboYAL4wZPinvCmN_rOU_H9bblKlbgZdcP-QM/s1600/IMG_20140501_231421.jpg" height="320" width="240" /></a></div>
JUAL TRANSISTOR REGULATOR BEKAS MONITOR,<br />
<br />
Rp.4000 / biji<br />
Rp.3500 /50 biji<br />
Rp.3000 /100 biji<br />
Rp.1600 / 1000 biji<br />
<br />
barang sudah di test.<br />
<br />
call/sms. 081326642874/ 089637569274<br />
pin . 76A540F6Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-34424467712401262822013-12-22T07:13:00.001-08:002013-12-22T07:13:07.046-08:00TEST KAPASITOR<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><a href="http://www.linksukses.com/2011/06/menghitung-dan-mengukur-kapasitor.html"><span style="color: black;">Menghitung dan Mengukur Kapasitor</span></a> </span></b></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><img alt="" 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" /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Untuk mengetahui besarnya kapasitansi sebuah condensator (Kapasitor)
digunakan alat ukur <b>Capacitance Meter</b>.<br />
<br />
Pada beberapa multimeter digital yang bagus biasanya sudah ada Capacitance
Meter di dalamnya sehingga selain dapat digunakan untuk mengukur resistansi,
arus, dan tegangan, juga dapat mengukur kapasitansi.<br />
<br />
Berbeda dengan multimeter analog yang relatif lebih murah, selain masih
menggunakan jarum sebagai indikator pengukuran, Capacitance Meter juga tidak
tersedia. Meskipun demikian, alat ukur ini masih dapat dipakai untuk melakukan
pengujian sederhana untuk mengecek bagus tidaknya sebuah kapasitor.<br />
<br />
<b>Capacitance Meter </b><br />
Pengukuran kapasitansi dengan alat ukur Capacitance Meter sangat mudah,
sambungkan kedua kaki kapasitor pada kedua <i>probe</i> positif dan negatif
alat ukur, atur <i>selector</i> pada skala yang tepat, kemudian lihat hasilnya
pada display 7 segment. Apabila hasil yang tampil tidak sesuai dengan nilai
yang tertulis pada fisik kapasitor, kemungkinan komponen tersebut rusak.</span></div>
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<img alt="" 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" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adapun cara menghitung kapasitansi
dari beberapa kapasitor sebagai komponen pasif elektronika<span style="color: blue;"> </span>yang telah
dihubungkan seri, paralel, atau seri-paralel mau tidak mau harus menggunakan
rumus dasar. Rumus untuk menghitung kapasitor yang dirangkai seri, terbalik
dengan rumus resistor yang dirangkai
seri, demikian juga dengan kapasitor yang dirangkai paralel.<br />
<br />
Satuan kapasitansi adalah Farad (F), Mili Farad (mF), Micro Farad (uF), Nano
Farad (nF), dan Piko Farad (pF).</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 F = 1.000 mF</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 mF = 1.000 uF</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 uF = 1.000 nF</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 nF = 1.000 pF</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menguji Kapasitor dengan multimeter
analog.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Pengujian ini sebenarnya tidak begitu akurat karena untuk keperluan pengujian
sebuah Kapasitor yang lebih tepat adalah dengan Capasitance Meter. Dengan alat
ukur tersebut akan diketahui bagus tidaknya kapasitor sekaligus nilai
kapasitansinya.<br />
<br />
Meskipun tidak seakurat Capasitance Meter, multimeter analog dapat digunakan untuk
menguji bagus tidaknya sebuah Kapasitor. Berikut adalah langkah-langkah untuk
menguji Kapasitor menggunakan multimeter analog:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Siapkan multimeter analog</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Atur <i>selector</i> pada bagian <i>Ohm Meter</i>
dengan skala yang disesuaikan besar kecilnya kapasitansi yang tertulis
pada fisik Kapasitor (X1, X10 untuk Kapasitor kecil sedangkan untuk
Kapasitor yng besar gunakan skala X100 atau X1K)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hubungkan <i>probe</i> (jarum positif dan negatif
multimeter) ke masing-masing kaki Kapasitor. Pemasangan <i>probe</i> dapat
bolak-balik.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Perhatikan pergerakan jarum indikator pada multimeter</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum diam (tidak bergerak), kemungkinan Kapasitor
putus,</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum menunjuk angka 0 (Nol), kemungkinan
Kapasitor terhubung singkat (<i>short</i>)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum bergerak dan menunjuk nilai tertentu tetapi
tidak kembali ke semula, kemungkinan Kapasitor bocor.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum bergerak dan menunjuk nilai tertentu
kemudian jarum tersebut kembali ke semula, Kapasitor tersebut masih bagus.</span></li>
</ol>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rangkaian
Kapasitor Seri</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1/C
</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> = 1/C1 + 1/C2 + ... 1/Cn </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
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" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rangkaian
Kapasitor Paralel</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C
</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> = C1 + C2 + ... Cn</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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" /><br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh
Perhitungan Kapasitansi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.
Rangkaian Kapasitor Seri</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor seri<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/C1 + 1/C2 + 1/C3<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/22 + 1/22 + 1/22<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/22<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 22/2<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 7,33 uF (Micro Farad)</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.
Rangkaian Kapasitor Paralel</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<img alt="" 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" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor paralel<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C1 + C2 + C3<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 22 + 22 + 22<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 66 uF (Micro Farad)</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.
Rangkaian Kapasitor Seri Paralel</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<img alt="" 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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor seri dan paralel<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= (C1 + C2) // C3<br />
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/C1 + 1/C2 (seri)<br />
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/10 + 1/10<br />
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 2/10<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 10/2<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 5 uF (Micro Farad) <br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">// C3 (paralel)<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 5 + 10<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 15 uF (Micro Farad)<br />
<br />
<b>Keterangan:</b></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">// = Paralel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+ = Seri</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> = 1/C1 + 1/C2 (seri)</span></li>
</ol>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.
Rangkaian Kapasitor Seri Paralel </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
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0ibCU2e9E70vXhS20Gr2wf1NKmGkmo3L8UZozslBjGpM/EuftH5w1+qR19qMM4BNMmkX3L2+0uX/4g+yDOyg9I9dMlJGfYx7+CYU1PiFINRN+bykRdW/2Ryg9QO6FJACwDNBXQ+oL3y7gyy4XIHOxzDiyFcteT0JCH4UzKWQfZBJXh+kzwZ0OyWo7PG6+2ApjSiZ5b9tm+YofUuXLXjqpXUvGPewTGnljidYqRKEVqILl2978KWoZn1qA2GpkOpvX5kRsuxvuLOsNKBiT6+6MvqYbZsx/M+Wt6SUoORgos/6prWjK6sR/MAtQNqh+LUpvwLq37RW0gSipXUY5ThIJTa8rq2ljjVSGksJ2FPrP7RlJbKvEY0s67QbkKzW9CcxmMD4saYbqdLGFPoYYZ9uGimRBcn72RGArgezxW7pjWg+TA0C6SZJjS34dDUpvyza36WEf0pxUyoCUKzEafyM9OjRU2JUwxS6titmF9Z88OZgC4FdBlULgc0E7TZgPZLoYhqx3V3r27tVzKpgjdt2DPFeEIxJ3RPr7J5MqBLwbgM0LSGoctM6CJAT7z+i6xmIyrbkqoPE3syemzMOzjm1JQ4xUhprowYem7V/2mrN+YCmgva7Do0zaRPB8RLLlJ1ZCRvSrdhcigtOynVy0oeWrWTYiClueYDml2nzwI0E0bmAZraoD2z8udpKUDo3bgWIiRbWjqFb8QYLWpKnGKkNFdGDPwPJdT/HyVSRk2J/6SmxClGTYmTTa0Ie4pxQkqQiudElRjzDo45NSVOMWpKnGxqidMpRi1xOtnUlDjFqClxsqkpcYpRU+JkU1PiU5LVw1QpFNOdRClIyR053UkpNkzzJDXnSYUudvYPW19a8eacerQA0BX1aAaUZjaUT1SJ+fXownrtyZU/ThfDhNrDaB5etg4I9GjFyYtWrmjjii5O8HFSiFIiuBrD1ChW6U4MZ3mVJYRu3rBQqpWSwhmFHfMT+hdqSnxKUvnOWMGMI3OqZOPkOH0swaqxlBrPKe6TCqYn6KL/qfV728YLU0CZA/lZgNrr0IkqMRuUGc2F51b/PD1E0mqQUHxxcT0t2UcrTlIM0YqfVe2M3EVLnbRsYRUvowapkfVJwcVpcUZ20ZKdEh204k8VP0c3pdeU+JRkVS+pmfERT1To6S1FmWEbLTmTWicjek8qYSNKKdjjm/754gmlKYAWNJfmmtDsuhPevZ4DqK1JfXb1L7JFEtf8Mc0X1buJMjZaccZLO/CyGS85UpqHUPysHub0MCP5MqWdhLwWE3sYJcxIfkbwZSp+Uu8c8xP6F2pF2E9JRorThjlWiJJSLCuEdksefijB6zZS855UMGFnTog/ueLnk+rK0wFd2oTaoNwGH51oEXZGHZpUX35i+U9yQpSQO3HVzlbcjEKPVpycSDEShRexxHAYF8KcHkrrHlo05z58cxfqSkk9jJpgFS8zHKBVN67vGPMT+hdqSnxK6EKY1nyJoqvPoF/oHlxl/tHL2994zbF3mfXNk8oG+77tzj133fzODKjMAW1+vdEOaE798ROnT1Civa4yox7ddcsfN9v7V1n619n3rbNjK3akRivOddt+uKH7rbX2PSucva87cyscu1/v3v/K1v2vb3t3jxqjNCcuRRm1MyNEaCWQ+jw9ulRLnD4lvOZltBhV3tQnBM87852LTOrFzR+0nWbMqyufVCYDmtFozAK0ANA809EZcGAWoBlwwmuJS+vevwLQbEDtpvw0QPPq0BxA82HU4rwUhheYjLn1aIYJTQbUBmgOoMvrUNv5v+b+HKMNf7QYZtSNgyqW0RKp8tif0L9QU+JTgksOXLUT6pa+o+H2c461A5oBaA6gafUnlwubpLYz/zzZhKYCmlkntNfJCwDNhcqJKjGrbmg6oKlQmHPO7yY3qpfUoUkN+SnNymjFObVZmNRQOL9RuLBFn9JYmQ7l+VC5CtAkODRwMMZWvAkRY9SNOSFOFj0R4/O0lhjzCE5RcCnCoO1EPrL3aPalJ9596toDN40rX9tyJPyH4Eml70BX9rfEU8/9esr44Uvq5Dl1aDaguaZDJ6rEpCZ04WmVh579KfcOzf4Zj71DRN9L+v+9b7TijPxur+93yfCf3cSBSPTtgbWbf3nPl49+rcm4+hz05rA/pXZiKpc2dmTzUaLowNC2MT+hf2H0lBBtaSXCK0mi4GUUK1vqIRULowboop8RAv16IifFeuU4OeRkNBdl2Nlhd58eIYqOtB5gJR8j+FJFF635GN1Lax5CspGyldedjGShxK5syYGrFsZw44KbFcNpMZZR45TsSYhddMlJlT/+6qaX1oOM5EtL/rTgozVfSnSSioeQ3ZTqZY0ALrko1ZvLE9mhVK6I9aoxvGDHC+Ze3Z+TfP1Dvt6Cjys6WMVJKHZK92VRgqi+dcWLfkqz4ZqfF3tWb/nXp25+f2GjvgjQyT5hp8rzEpTs4ZQAI7so1ZqWAqu6fvrdb7yzBNA3z1BpNUiqjowUphQbr/gwNZpWPkcf8ho1JQjJQogeQgjyRoTR7YTcyepOVgsyIz5cd/qPbGMNX7JozVSCmGghFDuluCjFhYt2WnWTkjtbibBakJJ9uOShtQCp+CjZw2p+RvYQRQclujKaLzVkzelRTglTsp/WPHGhk0a2bD6eExK8ECYKbkr2cSU/rbto3ZUSnYzu58shQnbjkos1ArTmwyVXWrLxki1+rIMxnJhq51EU0/xJ2c+qdka3p9RuBjmTqpkb8SXydlr0VevvmCpxCuxeU7KHlf2M7KJUMy/6/zcqwVTsmZFQsugkRBejuWjZmtZ9rBhMalay4sqiUKCwnUf+iLSD0uzZUggzrNyIj9G9KdGOydakZMEExwBKEoqP1oOE5EsWXLjop5QIpUQYNTGgRzNigC16U0UXXXJjhpUdcRCKhZSDuOjNomi6EkwUe3DVThveWMFMqV5a8338JyG7McFBKh5G9zO6OYPsZKUnqfckVFtcsYdkaxJ5Mc2Kl+2pEVtQ6ohJOxnDiedtOTVUrb81JT6ZU1iJUateVewJxUxq7txIlFW8TMHdK8fTxSg/HGUPh9LDUV4NpUo2AtlI3U4V3QnDSqguXg1lytGUbourPb0oGj/YQ6oOWnfRmofWfLQepPUQpYVpPZIY6mAKzrTgZyQfW/GGhrazRdduOR5B5iiyRktdeNmaUiyE5MhWYowS/suJyZTD6VLo4282s5o/LrpDogUf8WCSs19PcHkfJ7tTcle6gKWFeK6UwAVnphKkJXufEUiLrmr9rabEyS4RnkI3h/9NJUj1P5X4DKqrfyejpgQ54owIOynNTokuvhB5w8jEf+d4JfW9Rzffu3Td/b6cdf/RDCeFIkInJlt7tUhK8vTJqS2Dy9btfoHRvVG5K1MJ9klxTrPScg+pWBjdTml2XLUTmoPU3MnKjlw5yB0JsodDOT2ekcJ9RxJvHmCpY+F+iWIORLJHsb4ixuZDGT2SLNppxU/JvlTRhRWcuOCmFf/HiRmhB5OGlyz5c0JiG7WiI7rSnF63kX/OwnZtxtasSr00UCT6tTiVt6dlJ1/9k+Y1Jf4mp6oSozXdYJo1PeKhJEuvEt4tck86H4U2gLMAzgVogeaJdZfeNAv/o481ArjgzEmx3TK/MvIynAeTbj6Tk0JUxZkcsvTmY2nRwRVtadnJqw5GsdGajdbthGLBUA9bCK6OvwhfgLMXtr5Vzi2LPglnQ1Mj1AGACaAF4Dz41sYbKNlDIVtGDxMFFyv7M3o4V4qmtRBZdKe1ECWZmYqVkCy5g4n6MwAAYILpPz51NQFgClDvBfh8OKMFEsc600bVe29qidMn8/co8TlNnEbtWJqPlK3xj7b/oMK4ftAFUwAmwmNr732178kXnU9eNOs8aIYbXryKFYMZPZITEg+uvf+caWdCPVz1rQXpY1Gm7MkZkcFjWN+x5EAxNSil+HyQyrvSqj9bCmBFc7oStezeetYlp0MjzLxtGncI69y/Fs4CaAQwwZlnfQFMJmiBF/1PpyV/WNjEqyFa9PVVEviwK3nMzqshfNjFq6Hegj95uLOvHHlrOAuNAHXw2PKld22645Et9z6w5ZuL135tl0FySjBdDqQEW7pcW15/SmpKeCnZx8qOfs3bNxS99omr4DR4fPVjP353XwB1pgsJb8Z2/twzr/rebE6KpJXI9IfPgRYYN25cK7QsuGbW4DAZy/c8Gl1y98br7954x30dd9697dbFm659wHnrzn9eyUmBrBFhjyZmXj+tAZpbTBOm3zAjO0zjx0K9AsGJ9n0qtYFaBxc2XvPQTW8N7UsfDfbpLkrw5koxbMjxncgtd7qvc/5hMyV4Gcn/4Nb77um6NV3Adh3iYRzARBg8iLElF5sP9RoYLrhpw4vrzoRszaBwolD1VNWU+FvXw/96JWKSO26EsFJH31Dk7EvmgGlC30d4UrOTuj1dCmFD9iwKx0RzRo/sGeJnfuPiGzdd9mxwKTTBnGvauRFfTNo5bdGXYBxAIzQ2QQM0AEyAVtjIr+QORfYJfU+uewha4clVj8EEmHnb5N6DVHo4mtYDvpH1/LvY+W0XwAUQ/MO2dMWJyzZ6JJQVaULuzg27v7LkcqiH7syLOd2Oy16oB6gHruwOGx3QCFAPA3niR0Pptz+K7T/sG5CcfNmGl3pww87qYVaq+qqvsVIC191ZKfz86h9NbyjNAzQXtDkm1FZvzDShtOykVHdWCqY0V0qJpmU7pTn/ogSuuxcAmmMyZgNqN6HavkQ1Rk0JXPBkUSohbtorRqDJBBOb2Q88ca2D1b3EUVe/jDFCgEV+T34rpXrxI95MIbxz1wZogAVfn5so2PpR2DnY2RXuXMM9t5V7viu9umtg+0vc076hDRnkfKb3bmiEO1cv3s5uhGZo+/LUvjIeL5mzYpRB7u+suwMa4WXnMwOlSLK4gy95MdGd0fmI2JWVY1O+MgMaYQvzKi7acT1sgqZ6gIwYYjV/M7S0wAT4IkALQCvAF+GWtYuSQyEexWOilVLdjOyp1t+xnSWeX/2jv8wSc0yorV77DyU0518pwcleRnP8VyXaAc2qQ7VZohqjpkS/FsXy1kzZPJD3wziAVhg4FskhZ1DZ3leJ9x1L9h7FOCmURqGQ1BlXzLl8ZAP/OjTAVTdenlaDlOJ4zvLdx1Y/8njH/Us33Pbg64u/s/bue7bdGvjt1thvOlrmw4yrT3vjWGIH81J9A1yzpD2t28JoJa5s5g+GWy+sM50O/QcYSnNyZRclukjJlxICJHJycrR90QIYZ9qWXZMSbLjhA2ge3zqBL0SwIdcZ9We3wBkXX3ve/GunTLvxqksWzXsi+AIrs5QajeTNrOHjtar9/bwlTn9TiVri9HcyakXYVN7BllyMbt4rpc5acCacDptSr/YdC0ZQFyl5fW93nb6g7sYXr0x+4OTlYP9IYmA4vo5/FZqh/arpfVo8frTrkkVnwbkATf/vO+ctAKfDhvDry7e9WAeNrVObrrrp6rbp7fUNrdAEk2+6OCeTOHK/7nwWGuFbjy16q5yLKd05FMSO2vvLiVzZSVa6wx92zV0yC5phQ+qVXtXHKFZoqAcTpPJOsuKDOoDmhkwx1XcE6zsc5Q5604I/XQoRshOTnLQapOVQtf5+3oqwJ6TEDKjUirDVGDUlYpKDR95woYsbwpZ2PArjYObXZ6R/FmeHwj8a3nXz/ddCCyx6+muDAp7WA5ho6SvEVqVfgNNh9jUzuIK3H4V27lqzNrtsc++GdewrG9lXt/SvX8a/RHzovW/9EhgPcDpAI9RDa3Pd6VBnMk2q5w6mcNH7rccWQTNsDC4jh92JEXOsYM7KEV70ZYctjGTdb3CXL54L9eDPOfbkqeQ7HQCNDab6tBhikB8aAU6HoGDOIP9AydJnmBllB6V28xU3rXlwwfO5VeKvEqe/X4k5JqO2L/HJjN5awghE1B1UJcyJTPYQcd5Xvwit0HA+XHHDvAlfaIE6OP3CJvv+LX0oGlK3RtF2fti/olcVBC8AACAASURBVO8ZmAALbm4fKMVY3ZkZinBaMqm4CKE7LdlYyUcZDsLoyKrugaPM2x9w+4TYJvzZBoBrvzGf+lMPq3XuFryntbVCKxD/5kkpFhw5ccGzy8DxvGW3GO0zSOogfs29X2k5vWX6V+ctC71+9dLZ9dDaBA39hQQtek0mgHGAqU5CsdCSm5bczMfjorgYzcPqXlp1V+vvmC6vg/9jeV11LfFXy+u59aX/ubyuJU7/ldG7x0kKpkesWNFNy3hvKcwdjj687Tut8wHGg+lc+Modl0Z/4tiL8JjSmTK6Kc3Wp4de6vsunAvti6YQRRtTsWbUcEy3p3QvrzuzBWefEM6WAnFhM6va2aOJvsNEpGBf8+bLMBEu/tqFA4hMqJb+AganA0wC/oAPL5tDWndGwzJCjNMcrOCICE5SSvh/2AVnAZwJcD48ZLkLWgFOA1q1R4SdzRProRnYipfR7aQSobUYrycYKZjKOxnZw5f8uGit1t+xUoIwPFkp+MKat6c3lOYDmgf63Ho0vUH/e5S4FNC8hvLcOjSnoaZEVUZNiYHhWJ/SnVaDmBCgUAdr2MhD0V1CkJMT7HAsIyZwwU2WHUnBvFdKvfEhxasuSvUOfph+8+BgdiQQKm5iNE8UmQMVD15y4XlHn0GGj1lY5EyUbZgSi6CueMmWlL2MEU2XsWTezVUCMb17/7FdAx9Sg3IEQ90R3ZKWU+nhCC51pfQNUbQzhWy5gjX7R9da9nXbL7pzcojLJ/qOJHxoZQCt+9Ef9vz4g/1xo4ssdZIj1pRuTUlWVvGmtRAleImCi9WC1fo7hkrk5NALa96e0VieD2h+nfHJSjCi+2MlCMNzGaD5jZV5JjS3saZEVT53jxBhcoQohWgUC0v2ZNmCl3cwZQ8lENV+TxpdmBJIKqGYuoUqx6iKE1c6iaE+RrezipMYtmb1ICtEGYnEZR9e3jFacY6VEqcKVG1fYrTIyD5qyEPl4+QxIqtQjOhlBQeTr5rTp5VtORnPyDQr+VghwUs2Tl3Hi9bkcIAzIqzuZLWuZH4nLUcoOU5p4dGKs6bEJ1ObJUaNnNbNCea05M0qwT4jQAk9jLKDlrdU+z0n72DycbYQTIsRphinhkOMZE+rXkx0M2UXaXSllO1JsYMvuVkt+Jebxv//qSnxyZzCSox5zeuvSIjdlBLitChXchLKjqTQRZV9RNld9a8gf1wME6WNlGbjkZXUnSnNxSBPesRDlztS2pakamGMUAb5aKWLVcyjFedYFWFPIU7VIuyYR/BX9KMNnOwnDxADxdSA5M4VPb1KiCxaqv0+JO9Iqua9aHX8/XB6OJQtRviijy7uSL23jxeiOWRPya6kmKDkJFkIZRVmtOKsKfE3OVWVGPN56q9g38s9seqfLznv/cnjjMmNxoWAJjehi5qrJiTZUiiTJ4hfMTOnvHthc+GiejSlGV1Qjy666M+Pb/gJeSBHSUFaD3LIQmhrWW3TaMVZS5w+mb9Hic9p4jTmEfwVewvYE6/8/HyQZgJaUFeZC8UFJm12faHq0Ctb+uWuNw8nJzcOffwmpUvr0BxA59eJL6x5e3cxxisdWCGIi6lEPkQNV61cnSg1JT6ZmhKjRlrpeHzdTyaNK880oblQbIdj8wHNqX6pJVWCkixvCsnz68R5DWgOFOZAYR7oM03o1WU/3nvUnVY3sVqSNTBc3cGNjNr7gmpKfDI1JUYNTnF+f80v2uq1+YAWmEozofTxy+Kr/l52pzRHRvRf0ogWAJoH2kxA7XWl6YCeW/l2Rgqnyp1JKcgpAU6xMVLVp+ROlJoSnwxV25cYLY6rxKzRUIJVa0p8dtRmiVGjpsQ/BqewEmNe8/orOMX5zOp//Z9KVP297E7ptr9fidGKs1aE/ZucqkXYMY/gr6gp8Q/DqarEmM9Tf0UtcfrH4O9R4nOaOI15BH9FTYl/DGpKjBo1Jf4x+AdUghOTRD5GCMmk8RKhkJhqT0rdXClIKr6TSlYKvLDyV/Ma0GWALgN9dsPRtjp95okrMbN+5Nk1P6QlJ4424nqUFeisFE5L1tGKM1UMJyvW2IiDMxIvbOl9fMmHN7eoN4Mw5mf0cwJVZV/i1rPyGSmeUa1p3ZNS/YNKkDUcSWErK/pPKrTm40ecmLqVKplxzU+VE3HZmSxbTkAJRnmxt7Itq4dprQfP95GqlTI6acXLqZ5RgZFdx4USrE+u2j+j6fBcQJfWyfMa5Rkw0lb9f99qSrQDevH1X7LHcLzUgwkhYijIC/asah6t+NP5OK3ZUpqrV8KXb97/zM3HFprQwtos8V+UOO4scdNZBVJKEIo9pfpCcpApRggjRpaihOo6qZBDNCfhtBjglDBZCNNSHBfcjG4/ASX6S/aM6I994OBkd1ZPZtAWRvfHDw8ysmNU4FTXcSFl/xNrfzBt3EftgObWaXMajFmA2k9ciTmgvrzs59ljNFu2UkqAFn286mCN0QmekR39xSin9tCSfUCIrNvW/9yiDxY3lJbAyJhfi58TqilxyzkiqxC06qR0X0wLsPkQVoxSCknIzpMKJXgY2cHK1qzqZovejBDJCoFe+TiRVy3CJvNxVqaxorm3EsIL4UhhW1LtptAmWo2OCoQUOi6UEvju6p9d0lSZCWgOoFkmfQYY8z9NEbbywop/4QuRVHljUnERUoLQ4jElOFrxU4I/ofRgojubj6zbknv2pj8sbjBurxVh/wvHX0ucc7BXCaflTl7voivdu5UeTrVkNF9asZ1U6JKD0M2kZmZ0Oy3ZOdmblry84DxOEbZaf2JofcpIYrI5VXTxpU6+YqFkCtMdpOIZFRjdf1wy5Y6lq966uA7NBDS3Ac1o0NrAmFv9UqumxMWAXlj3m7TmxtErcbmTkMNUJRiv2EYr/njJHEfdqUo0U6DXd/zg6RsOLjShW2pK/C0lFn+hlBYHWDFFiNG47M5KTkr10kqcEhMnlVQpkirFyFKUNEKE4SF1J607aP04n9SpmjgFDGtwOJZFFuqjxBslx4DYQ/4psbvsz8quUYEX7MdloOh+dsWPZjSJMwDNMlVmNGgzAM078cRpSmPludU/y+YjvLGFFRz8sJeXzbi8fbTiT6ndeNlOyQz3YXbDln9+auGBb7RUrq1eBvjfRjUlrj/3z5iYIvUEOZIMGTZG7cQq5oTuwkuOk0pSWYPr20nDgsk9ZNmWVM2Y7qLKx3kNdvUibBlnVdsepefO+351+eTitIkfXDH1wKqVf17RvWdUWGXed1zWmH9yzy2HZ9frcwC1gdRmQu11aL6pcqJKtJuUOxb9erX5h6ts+zbafrrRvG+NuX95zxujFf+ann0rrftf6/7XVR1vP3Tr7+6df+yq5tLlLfKYX4ufE6op8fDU96gjDuIjb06iSTEyMOzKqQFeiPLDnpPKHoHYLXLZYzR5ODyIknzJjUsOXD7OS3qqKsHK/n7Jvu9PbPsEbSagqxvRDDCubNTbGtBJ5aKJh9sATQd0hQnNAK0NULsJzak/cKJKzAM0q06beZr8JTBm1qN2k9YGI1NNoxbnXEAzYWSyaWTuGYemgfLlejQD0KzG2izxN5R4BFC3f9+ydb2rO37+8ta31m3YvbLjzdc2vr1m649PKq+t/+VrG//1hS17V/oI+o+5XimSVno4vesElCCH01R5BXaMnD4etQO6vundKwFNvPjAtEZtVGhr0o/L5LN+P8OEZgK6skmY2fD+jAY0uw61w/CJKjEX0Owmof2c/PmAptWh9npjelNhSj0arfgvBzQFjPOb5LbzPrwQ1MsBzQd0BWgneukQpSBphHAxSMsxRolTSgTXAjHJxZatlGqlRBstuWnRSyoeXHfHtKpbWinRzpX8uGjn9AA+7GQEHy8HmYIHVzpJ3RaXLFQ5QOtBQnbnykFatFVrr3Z8TLayupeV/XTemy6GM2KIzntZ0Z+RoqwYJGU/j+KY5kvp/oTsJ/QwVW1f4syPvnvHR4/dWHz+xt8uve3dR7/1q+8v/PCFm4aX3vb+SeW5RQdfvf7DV/7p4Ev/dJQZ6UqKCVbtz8onkjhxhgcTduZGoi88+973rj+wsFm7cwKyvd2f+m1qVMB/hx+X9C/3vPT9w/ObUDugNkBTAU0DNBPEE1Vi1hnC4y+/kfw1Rv45xPwRI/7dif3WlfxtZrTiz/wqRP67P/Gb3sRP9y977Z2l1wkLx6Hr6qUTVYIUrLRkT+s+RnTSgoPXvJzq4jU3LbiIYTsr+TJaiJeDvBpk1ABWcFY7Dqt7SdmJFa29KEbJHlJyc3qA1fxkwZHVg7waTA47WC3Eyv7EEUuvFq7W/gnHpxUvI/k42Z9Rw2ktxKk+VvP36m6maCYKXaRiiQ3toFUnKTtpyVltlvj+hMId5x75OqD767VbWpWbGvW7AC2BodvqjJPKl5uHbmjSb21G3/nSCKXZMdVOaDZaWnkCStByKJF3MEbXhm0/fPa233wV1BtgaKDSTSmBk8q+0o7vL/8/k0FqAzSnSW1vLrUDuvTEd6/PBvS9lf/KiTEO2WmRoAoJWvOR5fBoxUmom3C0mUahtESt73rziZt+v7CpcAtUfUa8GgNGmBq2MpKdkiy0bOUUJzVszSn+dCE2WMIZIYAN2TnVx8geYtg5UIpXO05aDzCqDyvYGd1L6k5Cs2GaNaGY+eFon5Kg896MHEirflJwprUQKfmqtVdVQvZ/fDsMpbgwwYbJVlJ34qqV16y0aE5rjpzm4kT7YCWcVb28WLXi9ACgOyaLXwV0S716BWhXALq1Ed0yrnizqXJSufa8D77RYvwToCUNiBQDdMlNG15e6z6OEtUqaLQW4I0gpVpXr/23Jxe+s7gV3QQqn8dp1X1SIYaCT658f0YrmgFoRuN7bY0ffvySgRMtws6boC/bNJgrWljVwgzn+GKW1b0JtWO04iRHklHkChsxapha3bH/qRveXWzS7zjxIixbCDJSkNWChOohNS+rBcmiDz/ipoVI/JiT0n0s8idVC6nasiUfVbRXPZTg4dUgKblJxUUZLkyzxNUeHNlpIUKLAVbyZAwvqzspw0EjX1xzVmuvej3kvZzspxQXoTlww4aX7fSIC9OsSdWCK05OD/BykBWDaSVCFn2sHKimxDVX/Nz/QSSlRHkhmBJ3kcpebhjH8mFacp5U1j7378/fIC9uRreYECk4Cc2GCWFGwI5ThK02BLixklYCeNG3YetPlt68f8k4dHMdShejvOIZFTjZfVwozfnUpl+1TRhpAzQL9LmNaG4dmnfiSsyC0suvvNV71JM2OjkpwEsuTu2hFNdoxZ8puVOljoRszQqhDV19zy/6w5I67ZufQgkjxOhBTHIyIwGy5I0OW2gtkEVxvOKLa86IYomqPZhhxQ0LoVkxsfsTlKAED6v5adWNSw5MtuKqnTIcxIg/Klm5EV9seEdc6GSQyyftwJGvWnu146eL4YwaxgQbbtho5MY0K6k6CNGVLNnIkptUPJTgTWthSvYRmoNFvmpKfP10eU+B2YUs2cIyVjH3GYEBoSMrOXkhelLZsu6Hzy8+dIOpfBOUGcnKjuzEFWdajZ/AvgSnBziFZrXQ9q6fP37zTxc1ooV1ZV7qIhXXyUW1Ll31xuSmw3MAXVqP5prQDEAz4NgJryUAvbDil3yeJCq2hOJKCl2UZucMdrTizB6LsEUXVQwPFpkN2/c9c9MHCwEtPvF7nFKKmS+5qaKdPGrnCp6s7k+XPdHCjkjFnCzZSc3LaiFeDaW1EKN76VLVd+PSipeU3Gk9QBbdnBToK8UHSnGuGEgge0TpIRXPLpSii16i4MqgqL/YWa292sEzYiithTDZipftmGaNHTNnpfCglKIUW0bzpQV/vxjqk0OpQhdZ6Q6q66opsWjSUHqITCkkp3clS1uTgpcpOHEljpV8J5WNm37w9OKD36irLALEiz5GNyeKLkI4ztqpqhKpIYYUorjUs2rNrx677r2F9ehGkKljTkr1nlR4KfHUil/MbCpcCuhSU3EmaG1QntOknqgS01uk76/5IVHAkiPepI6TaohRfaSQHK04c0p3ZmQ7qdv7JGz19t1P33JkYT26zXTCSvCiP/DrHZvYVx9cc/vSzffY928hP3D3GzEKubCCfaCY4t6JdfBrOgfW0wcjORmrdhxCdjKah1MCaTGUE+IbB19axT3zhsSHxZ205ssWkvyfMMvubTv61jIfhPqFZLX2qqHmvZzqI3UnPeIiVUdWCvMfRjaSr2xgXtnOr+hgVnWxazbiL3bse2UQhTFlZzUl7j7/wMBRK1FM7Kr4aGM7WbQMaD3ZcoqVrSeVDVv/zxO3vHd9g3q7CWWECK/5CTnGascZz6pKUNpORjfTxo61G3/8/Vt/c2N95QaQ+xU8LXlPLnL38yv/ZW4DWgBoAaDZgKYDmlV/4jeHA3px1U950Y+PbCNUT1pz9qo9XME6WnGymh9H1ojqZMToKx3pJ27//fXNxRvqqqpbjZfiz8I0gGaoa2yAhnpohqk3T2b+hMfzXfsN+unu7zR8EaAZYCLM+tZU7PehasfBVTutefBh56Ceiv7eArMBzoP+P+G06uxXU8RvIpO/fjG0AEwAmATuPduqtlc5Piv6Wc2Pq1ZMsxKia1BKbSRfgbMBmgGaAOr/4/OCl97dzn4Q44uxqjd0tKDdkiehuEgpllQijB7MGlvDxQQr+U4qqzf823dvOvCNRuVbjYgXnLSyA1N2knrHCShBq25CdDFKeO2mt55e9McbG/Sb61BaGLVHcKpe4v+g73GiZE9KsdCKt1dMULIvMtKJl1yuf9kxftIEaIWl2+9eMfDC/V1LLpw+GWD8jUuvipbdhEid9qXzmqH14Rcf+NKlF0Mj3PjUVwm9G5dcGQ3jxBgxbGdVO2O4STXAlpypIftb+f4d7OaWKY3jYHxTI4TFjmTJni6G73jg5jqAyx6df/0LX4cmmDTpC2G5a3eJuv3em+sA5j/YdtvKG8AEl5x/CSOEWMXJSjFeSRDC5oxq5Ydi2XyE0Tzxcmd82Lxf5JhhXxR1rel7rsXUcF7b+Ls3L77dcus9PQ9+c909T8WW9knJ/qPBavsSY/UI0bqNP35y0Z9ubNYWwsjH/zSh+Gj1OEXtU0OJf4Cn6ljZT+p2UnYywwFccMZL5vBh88Lnv9IAZzy7/iHykDdasTPI09W35Zzp597+6NXpgs/2zrZvPP+Vxc9czR/w9mS2NYyDGVefzeV9T4cfvG3tzd/edPvDO257aMctd2266e4tt3X/+rVeI3bv1sVwFjTOhGZorgfoRRFcteSEBLQCmCCXJzLHsLbLLqozwat7lvbmMWgAMEFfnhwsMtMuvbihEVb0PcOITl7HcDHYi2y9ivv+7Xc8sPE2XvQTmiPw+85H1t/1pOt+rhJYy73UDKZZ103dLTOJYhd+rGdvORnLdyTlzrTqrzZL1JSoKfGfvyd1J67aOSlAaz4aefih2GnTmxrhbP730ZRhjyMHNtJFSu6+o/hPh/FdxQCuWjkpsEsO2361/JqlV0ADbA299tb72StvXfBxrlLXAGACMEGdqWHNniepIc8DltumfOfc7X3rTx93Wj0Ar4Z42brjjTXQCHOvuYyR/KzkWrr8fqiDb3cv7hxYD/Vw5TfmcXKUlkOPrLwfmuCe7sVs0cOoieCQnda7qA+scAZAM/SpMU72b02/Dq3Qdu2XuOHwZn55CzRcdv28vg/xnBwZzMdyhwID5QBVsZOq7RRWompRr4oSJ1pkPFH+UV9aky6GCcWOq1beCKdkR1Sw7BpioBGgGXq1YGrEQgwF6KMOGnkiSg8pbklrzuiIJVtOZQ/Ept57NpwN8669kvhjPF0Jr9r38rqBtZsy65bHntvOrerKbN5Obcc/cHHFQPiP5sRRx9toEOqgEep4IZoVejZmX4OGhnk3XYkbNqq887G190J9833rl5izm6EeLruxHde9CdXx4IZ7YDzcs21xWvCTegwvh9Mj1jeLNDRCM4xjZT+nBDZTr9c1wBWL5mSFxKbcMjBBPQCcDXAWQDNACyzHXuGKAVZy/T1KfJYvrammxHGKsDUlPjMlSNXxsRK44owKlt151jQOoBWyip0od/VJ2KAYZ0thohIhi92E0MOjcPQj595huuftDfcs/zaMg7OumZgs2h9L3n+v+Z4HO++7d8OSR7bd+ciWe+9bfZ/3VztyejwrRwjVRQ57oR5aG5vSQjJT7F7Hv/yxEindSlc6H99wPzS2fnvd4i5+w8dKpDRPUnM+svk+mAh3b16UEQMJyZcsBZPStj1HcKhrGA9nkiV3SrGto16CFpizcCpR8C7LPgktcPppE9pvmD5l4SXt189dcPPl3p/ayWHvJ9zQcQooUUucPpvEiRN8dMmdUmys6GeNADXizhaSF3353KaGxq7cC5HDWyjdRww7Q39wwTS4+dkvDxS9RNGRGYrkij680tVfpOdfNQfqwcpuar++7T+KPKb/R139yv7niIKbVwJ0yclKvoaJAHVAFsKcZNmyezk0wNxrLiOLHk52P732EaiDe7tu2ZpZ+XHiRAshVo08seFRaIJ7ty3MST5c9kVkF6nu3HMsBY11TTCeVDyY5NzML4fxMO26L6XLsVcyj8M4mH/jpdlDKUayD6pe7lAXX7ZF1B1E+XP3ho7aWuJzpwQj+Ziyi5Ac1JCPlNwxoyc+ZH946x110Drj6nMzf4pxYjJ9JHL5bQugBRY9ciWTdz3iu+u0OS3XLZ2dkDoyxWTb7MnjANbsemrrnhUdg5u2Z9dtZF7ayD6/Jff6Wvb1yEEHqXgYyZdBPqbghiYAEzB6nNRt3FAYmgFMwB9Jpo8m53ylrb4Blu17nDsU+Xh5nT6cHCwys6+e3txSv4Z/Oi3ZGD0YLloZo2tgKAqnA9RBbyHZr+DLvM82NEPb1y7OydgK7gVogLYbZvQZZMTYSo9sp5RtIWldrNSFy1V3r2tK1JT4D0jZSRkOSvZkizFGDYTKOxjkzx7FLr5iPjTAuPMbptw4+Zy5rY3QeNpppyV+ti2CnM5/89bBaRNME29de8Ml374EGmDyhZMwZSdXChLDQU6MZbQAIfRQmpNUA5QSoso+RvIRko0v+urGgWkcJBQviTzMkP+OB2421cHs+2de+/xXGybABRecmTCsfVrq4yLszHsuWrL8+vomuPi8i3NHAxnZlq1E4pKDKe3sHw42XtwAE+D2Zdc/H3xs5nWX1AN8ZdHlvUPENn5dEzTOvr49k6cwNUgKUb6AM0o0rUWz+WhNiVFj93D48Vd+Oq2lNB3QPzWgL3/8YSEwqv2e0bbtkrAfDUXbTGg2oCsAXd74wXxAl5jQ62t/03solin1xER7UnVTuo/8hN3Zk6xEVY5G7932zbMunQjNAM3w9Qevdr1tzolEQrUNlsgne77TfAFAE0ArXHzdOd0DGxijm1awlNqZMlbSuotWAqzkyklMstiZQ75gYeMACqQPxOCMJjhtXKYQZotERsEjf7R96UYT1J8GrQAXgfkHL+NaKG10pn7vmHTVdGgFGA8wCexvrWPUICG7Sd1OafaMFkgfCX2v59twDkALnDG1+cGX7oSzYeaNk978oHdzajmcCxc/ekbsoHMXIvAhZ64c5jUvrTpx0UzV9iVGi3SBfnzTP190waFzoTC9VZ81Dk1rRlMmVH2AEzd8TJEg37NPnXRw6oTyzIlG20R9Uh06f8L7T654g3g/3osCZMmb1DoJbSerBT9vSvShEDnk6D0SfvMYvetAcmAoNlCKEYoVG3FQqjczFEv+wtOd3dAzuBF/37+nxDDKVk5MMmKUkfycyHFynNd3ZrRuRmKYEk2WQ1jRuk+Ppz+I5I7hWc2WKm5lDUtv2c8fdHt2OXu4LfwHybScoIr9dMGyRw7uP5p0v/XS9v7nc8dITvAyUjBVdBCKHZfNRNEyqCX6j6b8PzZ3vrHG+/OON3SOORrMivGcHueUICV4Ywed/WWcKvgowcsq3sSwmS9502VPbZYYNQj0emo4xHyUHhwO7Jd37irYc/lQruCv9vuwEUuWnHvRq7F3qN3D2d7itpy4OSN3DH60f5fq4ktrU7IjIRCYHCJlK6t80m1zY6JE3NiZMrpp3c5rblZx4rIZ07uwSne8ZA4VdzKlQG4kgQ+7CNHDjwQTspUT3GkxklZstNxBFe2UaKMkMzEc5DRrYGhHquwldVtWceQK9l7ZnzqapDULrtox0cNLiX0lT060ZpDbJ23/v+y9d3wcx32wP2gERXUrthWrOLIaqS7bcYu75SLFTmwncUmc144dx+8rtyRvXCRZkq1ClMMB17fv9a2z7e4ANhVLJEiwiWJRp1glduDudne23QH7/gFb8S8m9DMdMlQBPs8/JPeGs3v7YGa+M/MdxU/VZqLS0ZHRKfEhpIqHCrov8MHSUb9kuKwxTWnTGGcOC/VkDeVXuFJxKl6dyWrTZNmJ6SFFNZcWW9Fie3hVKMEGJRxLV/2cigjRSlXalIxSr2MlXmtBWMFPaq5SdaoVm1bNKLTSkpcW24NzXa+EsOim+da/K25mWVvmzQEZccpMftTnoBfh3F9xLg59XvGzqs1qTel0BWHnvF+PEAOK97FykBZnCLFF8B4hBRR0cSUgeTdVckf4doqfTpSDhDiTUdyc6rK6w+iooKOC6idge0Bqx3RrQPNzQqDTU4OaF13RTijunZVpthbS2UaqGlZ5SyxN3aUGw3k3VQx5wcNKaERrp0TUrwbDWsAUGlGh/UvYYFSbhg4muwnZT8p+SnCSnJU2EKtZdNXP8ZMp1aUq02x1JltuxMXJDDTJqp+r+AxEhOLiikdA7/UchH2tKaG3f6k4g3JzWG6OaIg2fAX6IufO+f+WmyOqh8nuoO5HZZuS/JjaErNmP28avF0S/ZwcZHkvwaMHFbffcNOvNSUMp6igrIhIwSOkgFJ8VkFZucFUmgWtQes+Y4S0EKQEPyn7Gd5OI+xsNQAAIABJREFUFd2C0EqKdhrWBQMJqocJTpJ3GGOqD9rDkr9MmqF5e0hp5CAakLykhIbhDM5Yw0Irrvn91VakbA8wblIKKAEVC1ZKmhkqWFGuzi6bLkH7AdVmq36u4lMySsluQgySfJAoB8kxp8AfTK4MuDG3aJis1iQNi6452dF2TnNIFRGzPkgow5tJvfUHLeh4jSrxWus4VRrFmp0bdRnDTatOEjqY5mX14DjbxmcZtYsrXLVmSwYqCMfy0C4YgSi6cTmMCEGE9+Kik5EdTPMzuh8TzdfciaaGmdHMtIaSqpOEdlx3UmM+XbXx6mRem2LUOiU3cdHMKDauIVqzaNaOq+G9qrNUOZB/xCo+3s6MWolKg3z0wPplQV92Kq2HJWOaUo+t0CwOOnz5aGF5qGeb0eVhn/aS+mgjP3os/kibGjUHV7gStOPVsM+YYfmjqnKMqzZZCZGyTaqIqLik7hIiSnJOUpjOiCipt0noZXgrLjkp2U1rPsk14oZHlusx0UrN+qB4BPQp/g+bqnuNdpxea0ro3pDupBSzINVVyRQhokUrwdXnfGQ1b0BuLNWcmB5Qip+SES3YMc3HoT0qW5LmsYafhHZctQoagq/FiBOKG36m4mU0lFTthIaSCkpAO1bxmWXTJQ3RsInXvLzhMFID0x2m2tKUQ+rt901c/tbmO0B4+cLwsoXhu84JL73kMeNAoRaW8g2m1OyrOMXR6bhoxSoBxptp3a9pB1de/LYjVy5CS84Ir1wYXt4VXnoOuv2+5+ERmbeG9VZOdZIGSqgtSrAysIlXLbpms4bDaB6tthjBj6khLrVSMEipbUxEccXHjGlKcTNGi6y0KcUjeDMJfaoS5kUHn1fipCGjnN7KKdOs4KX5oB9OP6C2koo956tcsSVpKm+0Clwzy/sRdTov+ksVj1BaEcHuV5xoxUvrdla3ec0nBe/e15oSvJvR2qxsU2KdMNx8pVWQPVJukaUgmreHZDc9u1FOsXHNJwU7YTRjy4+yP71n7dU95lUg/FBPeFNHeC2Yuqg7fHgKqv59hTpTC9MVlFHsQd1RVWfQmBkSG7HlU/hli4IlwL4ZhNcB9D4QXg0a3/+38eUmo7YfEDxMdmnJyvN+WnawisvWzGxlkqk2WQPl+Aam+WS5HhttszoiYRNf5ue1JlkxadGKVdqEjFLQy+gtmrczooNDf36q7s3H6TpyRfCwqpX94V1rr+wKrgfh9cC7tiO8otO/CoSGjcluumqTgp/kUbaCMtAlNZtQ3JRsMYKH3QjCazv8JSBcDGZuAOHl3d7td26p2IzkD4teVrKTFfs42e/+OOD8vMSbjdOqBPN7Srj/HSWE4JQoMd9KvLmYV+LVeR0rMWfc6jQFYV8vnK5Dfk9ICdkhTlSJk1jV12sQds5S5pV4VeaV+P/l9arEnG3NfMfpVZnvOL06f4gSr9GO05ylzCvxqswr8erMK/GmY16JV2deiTcdfLNQat0htEbGrNQvH9j8/VuO3tYZ3grMU536TUKFsbr0f+945koQXgfC68HMVSB8V69z4kr4V/ai2+9aX0UUbA2rbnnULo4dEU5WPfnpWNEiS16/2EordumO6MQ/f6TxBRB+8XxPRrSIkrPvpWrhZZSrusc5bPfkMq/EKacS6MJ0v+Qzyyzqnvs23n7Lwc93h7eC6VOdIFQOR3Rr6F9/tWLJwsnrQXgD8K7tCK/sCk9UiSUgvLwn/PZPn4IWL4RY0SUEp193oyctkSmCal3T3Ljejhl2+o6R5d/+2N7bwPRfn+fKiBbsRA3lVS+tI5Jz8vOtxBsBuSmU0Ahvl1Y6uXvuW/+/P7XrM53h50B4qtNIiyEtTlE/uPeJJYvCG0F4I5i5tiO8quuEO043Af+as5z/fefjmjUshQ+Wg7TgJyqtwsmq55iXGbVyo8HS2vRgFcXvStT++bO7v7Ag+OvzXMmmZpXQ/EzFpV9zHac541bzQdhXRW5Sop+REfeQx97Xt/H/fO6ZT3W5f9kdnqxk/XPBzySlZvK79zx2STe6CoTXAnfJb/ean1AQ9joQ3tAZ/vtPnx87WoRWEiIOIlqcYk9aPdEIP8VCK6mjglGHdw5v/OYnj9wC2l8834MOI6JkxcpCLzWrhIESp/r7mp+XOOUYbkqfwTkTH7Pj9zzw5O237fxI56HPdoen+kga3pKrJvzBvRsvXdC4rju8qbt1zW+TSZ/YvET31NVnWD++c8fyOpQsUnJ5IyQkL3Gy6smFDN/ihGBYdpN6k7k7+fh3Pnvw013+l97iq15WclKGyUpOYnZ4/dpSYs62Zr7j9KoYaFgJErwVX4HSd9z50g9vRZ/obX6y0znVB5fVnMTKBvnju9e+szNYDMJrQPsaEN584mOJy7rCCxcE37lj05jHqjNR3iP4IFZ2sJNVz2IQ5x1G85dWveiYSf8yvv6fPok+AcK/OteZjTgZJivZcR2Rs0qc6u9rfixxyqlYGHQwvU0+7Ba/+fXJr98Ufnph+Mnu6ZN1PORcGLvK0hbiB/+6/tqzwms7wiXAvAGEN/WcsBJXdYVLzgq/+/3npB0c3FOQd1XLL+TLz3Mnq57F7Xm47eHa09XKjhXKlrH/uGvj339078e7659dWJdsCnqZqp2bV+INRdXM83VC81h5H3vNO7dfC9B7QPghEJysQ4Tn4u294eVv23d5b3ApCG/sDq/vfun6zvDKOTpOr6LEe8CBa0F4HQivO2/XRcC/rDu8rDu8cpF/sup59VkHF3eGV4DpS0Fr8YVH3g7Mm7vC94Pw4x2H+CYOvUwN5WfnJQSvOK/EGwHJH9Zd6mGvpL9IL74QXQTqi4FzEzhpR83PxTt7p6849/krOqYvB+ENXeHizsnrusJ3geBElbgetBeDcHF3e8kFz17aia7oCv+sw7xm4Umr5+KF4VVd01eA4CoQXAvCm0B4MwhvAuGfdoZrDj/8aPhA4UhKaiW0aVG2eNg8acmE5mJeiVOO5I4oKDvqMis97N+j234e3XRPfOP9Iy/cMfzwKeXB1HP3Rye++rnDV4NwCZi5ClhLQHhVxwm3Eld01q9aEH7xL1+8N/HwL+Jr70lsuWNk+S+ij52sev5k4JG7Rh57EFu3NP3kL36181v/uOcT791/7Z/uvfF9a5Q9yZrXB1Gp5MRKFiZZRNWd87ztk8W8Eqcc2cGgLYgWWZ3BuMm85rHQHYZ2roawU8oKM/XwkfJ//GLrFQvsJSC8FoTXgvC67hNuJa7sCt95pvO/71i/YoqrIUJHdMWJG438yapnNYjp3pBm9+nWQNUeXmanl5vMikZWfmbtmpBUUFwJBCHAlRaueHFh8rXUcZozbjUfhH11HEZBULDYcpOD4YDYjnGt+8pBQnaIU4rg/nzMyvzwnk2XdrqzsaZrQbik+9CJBmGv6Qrf2RN87641yzwaTvdxflSejquefLLqybs5zsnzKC+6RejlFI+AflzyBsfCpOIPZScHxYAqWBnZpQ0/rVuvpSDsnKXMK/GqSA4lu1m9jUl1XWsNS5OcarO6VVLcwimlHKThFHf7XU9d2uEvBuENILwOhFd3HjhRJW4E4eIFze/f8fhYk5G9WMlOc1ZSbMCTVU/ZL4seI7px0YtIfgz6lOIKKjLk1qDs5OE0VgnTgk1AVNJQ1vBeS0rM2dbMd5xeFdlPSk68EvYbqFD1IsZkeaVDL7dJFaVPKWJIw3rhB3dvvuqM5vWgfSMIrgPh1R0nvOzvZjBzQ6/3o59vGZ2SNC+r+HktSNdQ+WTVU7PzGsqqNqUiQrEzMspIFiZZhOIxil0R7BhnPyCYSd3joClKaM7ztk8W82OJU47qJyCiNC+qorTqDqtWRnUGFSuuu8QphfOj6hT5o1+ML1lYf09H+G4QXgPCJd0nPLy+GYRLusPbf/aUNgl5h5J8ttqOj6LsyapnNbivEgxVParqcBVHrLglzce1IM5PxQxTNRxCR7jhJVQ/pSJDD+dXwr7+UZ2kbqlSsywjVkI5KSA4P84jSXaoU4rgJ0bN8r/fueVqYL0XhDeD8GoQLllwwkpcD8I/WzD53btXa1622Ipw7RE97FebqZNVT6WRV5osNAloJSUUk5y47Cahl6m6/aN2UW+QlQZfcYckdI/YkMTWyKn+vk6CErytKu27a1PknXdv+vkn93wFhO8D4XInctrfxTc5r5c8Tq81+u/e9H8+uv8vu8O/7gi1RkIJ+mGbEI+XSX5OJSQX08I7DRO/Y3DL7Z/ZdVvHzJ+f6ywLYqf93t7kvF521b3W+NV9u/751pc+3h18HISqmeVNjLOKanAirYR4rFxpJSAi/oNa8+W/3PKBc3a++6pdhZe1035vb3Lmlfjj+Fl/9ZtfevxT53q3gHB0GhPsftEUq/5xpgjnDMIuC+MqIniH4ZuVtT7ccpRVdpS1MHrao59vcl5HSWteUyxduvObn9rxyc7wMyBcFlCKE9V9QfP7f//KueclmhlopcvT99PegIaSq44MPYIK5XbktN/bm5x5Jf44lv78+e9/6pnPL7D/CoTLzJxcx0UzrwX3//6Vc3acVJvWLEnypaybh3Yutf7fxurDXPCr094CvsmZ7zj9cfzylxt+eFv9Y6D9ORDWbLY6g5WbhGJJv3/l3GMJB1ecqNKK8u2UPKl/8aff618WUYJTvhZlnldnXok/jh+nHvna1w+/50923vqOA+ThqB6SUisB68LvXzmnEoKTU8ysYpeUMCY3Hnz7xxb9Q99XNJQ97ff2JmdeiT+OQvizql1Yfag4sXmrEg4wU7IYpHR/+PevnFOJqpPmXLwQpiV3ZNnuPOgF7/rEu0an8jWfVi2yYjOjbs6wqGpAK25GdtOn/Z7fJIg+PublvvvzNVcsnL4ehDeCmetAeBMIL+5oP4ry5Zl7Si6vO5nqsaxuj8itAnT6eL9caiVWBv3vAuEHQPjnYPKmjvDdILwchP/xsz3Lj3Kam5K8NJwZgW7ptN/gf/f5WLHaDAOdtGglNJ9UPUL3Gc2jyw6W2ti34pjENxPCzEipMVQL8op3nKnnOZXQUFJq0TkvUQvI70f/HiwCYBEQdmDFyeFKmzE8mj8Wr3qM2EjJKMNb8dP+LN4k6Fbq4Sb3o59vXrygtRiE7wbBe0B4c2fjQhCumhrjwweyKFX1sVXNqtrI8H664rIlmym341Ur/Wdd4fUgvLEjvAyE13Q6F4Gjt9+xoTpFGjPDvBMt2wOSeZyOxOsLyU5KdlJGKc0nNZ8UzYzQTEsWJpjEF+/71PCqX2o2UXIjspuGJsmbx/lVPqcSeoBl68OVsGgcYa75+MWgA4Ae8N1ffR26uGAnFD9dbo5U2znJIio+cxLPk57n1ala5eph+fv3rln8jsMXdR+6pHPyss7w0q7wyiseKe8ixHZMmMZ1P1arK3IDk1opA8UEP8n5+dyLpasudi7pcC7uDN/aE15y1tRFFzS+c9cL/L6xalvR2wUliBnBKd/Kc6rRfFww45KdVj1Ccf/ztazZwnkfWPDVX9y6wi8X7WhtJis18OPPXs8Zt/IyaouS67Swneo4G/SABQsWLHjndReNhRxnxiR/2Agx2cMVl9UQrZgn7fDceV6dAooaYZ80Rcj7K8ubhWUoMWoxVRuvPr9qTZiW/Jzg5fnGg3qD1l1M8DC1TqleVm7nHgkj2h7hsUbiUTP5aAt71C6o+7VlbrEWLhVRTLRoycIUs3Dab/C/iebj0MEUFxetlGzjlVZWdRmIKOmFIngLuPoTF49OliQnpfsMNEm1dZyg85xKlM1EtZ0bnSx97adfBJ2gB3R1ANCxoPOn1R8uny5xzUE9zJTsNHQLEFEamlfifwjB5ZRpWnJY6OT16YjcukcKImIQX9WKiua97OGM4mcNP1lxacVNFa1U1RtW3FRhkhSa6ZqdW+mz6lROrPOGfxc0R1Q/IfsDok2oTkF3KQ297uclRCuleoTqEbKNqy6lOLRo4rJN/mDke2AB6D4fkBODtSAvNXDFYqTgOPt/5l7j5NDyZPrRSaXjTwDo6OrtAp1dAPR0/emn3rrGrVTspOTEJZ+VUEH12crx1orMcypQrf4xHx9zhEpTqtq50SBb83OqSSlTku7oeiuntoc1n+TrDNdM6NNZ3SqpTq4aZoxpircfEBpDcus+afouw5NksyBZmOLFoZOU7KRs45o75/nirxdEK6U4pGRhus9oHitZhO7ndD93xfsv7wAAdIDvRf9+RcApTdpw87x7Isv+jEAQDya+tfQLoAd095wBugBYAEAPAOeAB6WfPYLyupOBXq5s5mSXFqzB0/4s3iygn1fdlIFysEEoJmE4lGERymRGaEqqtRJ6Gd6+rxJwqpdV/JTiFaHN8lM5yRlQnLLkJBRH02dw2SNVqyKbBWiSusOoKK2ghOKQqpc//Tf430PzaM2j+UZK81iIKM3LVlqF/q0/B71gIVjYDcDiz17C7U+POqWKV+BOSAmxkcs91w8uBL3nnXnn3ff1nAM+/Pmb/+5fvgG6wEXvPbv6UrrqEKU6KXuCMV2QvHkl/oeQfFawJQ4Vyq1haWZYbI0ITlL18lL4E96i9ACTnbjULJaafepMhG9yoveg4arQSUITwnZEdoq8E1GRIdoRozVY8TJGswzrWQ3RWsBw1ilPV3yqUV3KCFihmVYcmm9kKq1C8VjyY/03gg5wNji3F3SDc8HA6p9V7YJiZkvohLYQHSGv+PJblvzThcM77qrt5js6wSe/8iEJkXeP/vTa77zrb0Y+Kx2hdScnNNNaixDduOLQkkUoXlINhhU3o/mk6mEQ0QrKaw6noLyMUtBJKiir2CUFZaFV1LysZCdFe0T1MMVhxEZOsSQJxWQbV11G9TDoYKrLqh4hOYOqU1DclIgGoJM0PEGxJKFBKl5SQUXFTUF3WEYpGWUkNCTZSWgVFYeEiJItBtoFaBdki4GIUhzypJVvUSoiVJRWUFxBcdVJaE5Gc/BqQMtmSncx3SU0h9RdQjYThp9RvKTiplSPUF0KImq2MrrP6C7P1ynZJittRvUIySIUlNddXncJxSIVi9FQ1nBZ3SUUlJDMYdXJqS6leoTmFlUbQlOEDqa2BqCd03xStBKqy6ouK5hx1SOgnYNOWnFxzSf1gNJ8fHbTjOq+YafkRj1BcWgexSphuuqkV03la9vonreDjp7zzgRdCwBYsGDhLZ/9q+XHIOdHl9fhCSjx0AxvvJRd6YpGm+GfIUAPuOUbH5Y98lHPEF+mamb5oWlZd1iICOhlZD+lOLRskzJKSSgmWgnJTkMHU5zZ4RqlOKQWpLVgNgxMKw4J3YTqpRU3o7i45tGqS0EHU9yMMR1XvTR0MOhgso1LFgnR7LZxSvUwxUtCJ6m6lOZlVZdSvbThFyU0zJlLoZPWA0oL4jJKSM08dNLQwVSPmG1JVY+ADgad9MkqX0NZ1WZVm1VtWrVpxaJUm9VQdmyaUeyMijAVYZqDGx4umcMKGoFOclYqiAjFoRWHhoiQLEwPKBllJDsNnVmS0ElCNwEtTHepasDqLgGtJLRjmhuvBCnJwmQnLqEh0YrJNqU6BdWloBtTvbQWpBU3o3lZzctCJ636KdVLyzYuWZhopSQ7OavHK1/BG5LyEUzzWBhgIkoaFr3imPSlf/scWARAL+gGAHQC0APOvej8yCP36yFbPVo4ASVklKkcy1XtHOfG1f1ZsBB88G9ugm1KOZqp2WzNYaV6RmqmJQvjmgm9Rcs2qbqU6uQ0N68HlOoREFEQEZIdF62YjBKqhyluRkapWbT2EHRjso3LNiWauIwSqh9Tg2HFj0I3Ids4RLTiMJJF8I2MZJGiiWtuvhKUoIPxZkRCw5qP635OczjJTspOXPdzup9VvKTm47W2pDik4uIySoh2VLSjMkr85m04SeUbQVx1YgpKzDYIip1SnaThZyRzRGykVJvVnVzFy1V8RrFxw6MhoiSLEM2MaGYUh/zNbwFEiGgAugmICNliIKI1n1T9hBpENURXfKoSYLqXVuyUirDZNkfzskaL1FojIuoX7Yjmk4ZfVJ2C0U5DJwkRIZqEaBIQEdBJ6q2U4fOal4UOJqMUdDDVpVSXku037DzSWJvTPFZ0cN7Elrfg8GP94M8AOB/8jP3xGecs+vNP3vS1n9wKzgYX3HpuYSqzEpWPo8RcwSxlBlOnSNnGS8GIeiALzgIf/tq7S06i5mbUZkxD6VpAVgNacUjJwmSHmlWifLTAT/KVVlYPKAVlZZTSA8po4XpAyWZBqOdVl620stBmFYuS6qyOyrWgpLuE4WcqPgVNWrZxI2AVlBcbJd0rVdqEHhCVgKu6UDM1talqdlH3UtVWuuKWlLqR26/kDrDlYzmxLoqNkmzj0MGEBi01eNUp6T6j+inVT+k+ozolqcGfrPJ1l5KbuNxgVKugWkW5kVUsxnCzChoxXLbiKLAO+SPl4oFs+VBZbVSgXVBQXnEY2cZllFHc2RAhaQRxw6Nho8wdksoHIHdIkOulilsy3Cy00pI5otgZHZXVJhSOSMUDxeLLZXGypNqs5iZ1P6p7KdUqiEdlpVkSjhUNp6y7mOHhVY+XpspKsyRMStAqqh6hemnFxVWXURwaOthpj5aeImSLKRyN18Lc8pDLvTTy3h8ufu93bhS28mNWecEFZ1z/yRtXHC39Uv3h275wwefTt4zaxwvCzlV0wYuqJmW0mXI7XtqZBgvAx77+XsHDVCemoLjupTUnIzWTEBGVVh4iSvNY0UqNbM/EtrNcPQ2dNLQL0E3wdQo6GF9nUs/kR7Yx+UO02MzS+8jopnz8yXx+f1lDWc1Nio0Es4ca2phj9lNCPU/tpSJbUsSelISGZCcKrWJ+H4xvzUY3E+xeUkMMNGnqxWx0I9e/TurfQEeeIOLbi+w+3vB5zWPJfbHIExS5O8fXGRllZJTh6wy5Oxd5gjpZ5Q9O5AfW5QYnikMbykMbioMT+ejGQmIrNxZmql65sF9MbC0MbaT7JzKDE9nEFjX7MiM2CrpX0jxaRinJTs7mcan5XOlgLvVUNrqxNLReikzw8S0S8ayio4LmkJqDK2ah9LKGPaUPbxSHNuQH1rHRjQX82ZJwLF9rUYaHFw/S6afyQxuK0Y2lwssFzY3rXqJ8qDyymRvaUBzeStP7CMlOK25KtnFos4pDq94bVgnNzVdniqXGcGkq8lCYV+vJRwNurF5QPQycDf78rz5Qc9iaSZdfpCu+eNwp5rkjTmGi4mQhIrh23DhQAN3gQ19+t97KQSep+fjsN6q6lOaQhsvqDqN5rGgllk7g/RNlvoGpHqbYnOxEFZurTeehxSe2aYMbhNJhTnd5Zm9p8PHRkfVV5nlVbZbG2oRmU8wLwuDqCr2nqFgys5cb2JCj9xa0IC478fIReWRTcXgTk3malI4VlgUyf6iUfJIbntDjTxqxbaWhLfQD49TQFpqfLOleiXkJ718nULtkaPG6z+g+Ay2e2iX3rxNOVvl9q6XoeiW5FaZ38KkdhdSOAvZMmXxO0tykcCwf21IYWFtKbOUS23LDmwsDa/mBJ0aovRS0C7rPqF5acVOKi0NE8AeM+BZ6YC0Z28QltyixjcrQOnnpr3l6T1JuUrWgxB8W41ukvtVSZIJPbiumtpajE8LguIg9VZCnWMNhcnuZwXVMZFwbXF1hd4q1VnrZDF7cqw6vG4uMaw+uZYldDESE3spAREE7pziM6r1hl2kKJmW08+X68GhIieYAtCKKPVwLMK1F9Jzf9cEvfZCz0kaLXGZzlVbhxJb9FVDkoRl+tJ0roKi8iwZd4FN/9xeKxag+KyGyVE/pfrY2XYQWBi1MNjOKQ0Mn2b8+H904prqs0SJVW5acQWjnjHZaMnPxrVr/OqlwKKc6OWpPdmh8bGi8Ftsos7uzmk2oJkW/UIquM7CdlNQsU7tLg+thdp8m2zi5LxZ7Uu1fw1IvZMVJ0nAowy6Rz+Ui6/LpJ2uwqatIFOt85rnS4GaM2kvwUzl6LzswodC7odTMy86I7IxIzTy9Gw5MKCer/PgWLrtbhnVBtVlopRU7oyFGtXLQSnOHueFN5fgWSTparTgKrAv5/eWBzSlyNys186pLKW5KDzA9oBSHxLdXhzcWqOfLal3RGlCta+WX5ORWdmhLf/kIqZgF/HlmYF0hs70iHtE1O682C6V9RmKzMTRRYHbjmpUrvVyOrCsmt4iRNUZiSxk2M5pN4E/JIxOjyS1iZIPC7itrHm2004pDK6ioOAx037D7XkSLVH1WtvFai5Ga8doMw5tJxaOkBt57NnjfbTcXbVz0MzULl+y44B8n8jb3folWUmvQikXK7Yy2Ow86wOf+7hN6MyuhnOxmVS9faRf5RkasZ5bNFBQbVxxGcVN968qD65ZLJq24GWhK0IvIKKO2BiSLSO0wIhvkwmFK9QhqLxGdkIbWqpFxSDxT0q2ibjP0i0x0fZF9iVJQlngxN7BOZXcvKx0jR3Yklz6+knxG1k2hGiR0b9BALLOzOLyxgO/QS1MRwRrUfFKsi9n9nFjnoSlSuwv96wRmjwQRrQT9StAPEc3skfrXCSet/PEi86KsmrzuYqo7pPvDmpuSm7iGGP4w7F+b719HFw+ympvS3KRQj7N7oTilaY4AESGhGHQT0EkLzfTQWn1oolB6uTgaZDVn2PASOiLpPdHiy+WxQFPNcnRLon8dzR2ojbU5xbvP8Ad0U8rtXDm8gcOfwzSzKByC0QkBf5aKTgjDG0qwntXMQnqrHN8E8WepwQmN2s2JZkZ2RiSLUOyS6rKy84Zduay3chIijSAnTGUMvyhZeaMtcVax6nBnnQXefcs1UpvnAtywRqA7XPKOl45gTiX8RMVkFRvng4S6Pwu6wUe/8j7JmTO1mWaXDAQjq38dWVtRzKzmJiX7V4ozWGklDD+tIiK1Ize4FhZeLkArnd8n9D+2nN4ppZ+mB9aWmJ0abBTpXbnI+ApmN14NYvQnYxJ+AAAgAElEQVTu2MgGNblFiUzQQ2uVyJrR/H5OtdmKT+kOo7sYXx9KPoXf/9Do0AQcHK9mthv5vYpwBI5Ok7ofy+3lB9aW6D2Y7hKKxSgWo7sEvQcbWFtidzNVJFMvsMMbuPSTteEN3MhGPjKuzVn+hvLAuEw+q5UPqNxhTvcSqjvE7ilGJvj4Fi72JBt/Mp/eLo08UUzuIMVj5WrACpM0/jwTWV9a+pgyOG6ktmrMizJs5jS7JNVpzY3rrQcU7z7dJcqHc4PjBvZMWbVpIxiW7YiKMNVmdVSQrZhip7iD2uDqh1JbK9COi/Y9hpvXnZwa/FJsRvvHS0MTqo7KpcN4/3gx83SJfNboX61wR/KqyQ9NqMltPLWTi0xw2b0lDdGqH5PQsIQyqpfVg9f9LPWJIrnEGed2feCWm3Sbkf2MYpFqgCvWca48aUoobr/mjfSt5vvX5lWbrviU6sQqPiM1kxUvW3FL6R38wBq9dEBULIp5UexbLeX3Fwsvs5H1haEN5eKBYuGl0uA6IfuipFk08Rwz8NhY32PywHg2tlHre0yOP1kUJ0vVgJStqGSOQJMoHypSz8uxTXr/aqV/bT6yIRvbUioczEA7xuyhhtdX6V352WCo7uRUm6V35YfXV+kXCa0p0jtz0fX84Lg4sJYe3pi9/1FqzvI3ji79tbF0dWlgbWl4o8gfKVb9HLOrdP9DY0PrRofWS9ENYmyTHpkQRzaX8nsVxYlWfAY2eGpnYeSJ/NB6PrJO7l+tRDeI2T2C7uRqLUq1KR2VDSQUD+ED42JqewnWBR2VYJOtBYVai9L92NgMqfvRwgFqYBxiO0YNNw/RoOHmFTOv+zHFLAyOa5F1iuFw4mQhOlFLPZXN74P940XsOYLdyw5OFMkX8tTOQmRCZHfzqs1qQVp24hLKiDbBm9hpf0dPoxKSl1YsUvGxU6uE5iYrPjEwDgfGRc3iDCRIDVI1y7KZ0R1GQ9n0U8WhCVU4Kuguldsr9o+Xigfpqp9nXhQH1paJZ8X8PmlggsnvqmhmIfuiFF3zSHSdRj3H8S9XsKcKg+vK2T2SYjGqO6S5Kc3iVFPU7Lw0KZUPitQuIrk9279GSj/NQpNk9uKD4xrxfEGxqNmsvYpFEc8XBse13D5KN6Xcbi46IQyO89hTBe6AiD/DzlW+PKnn90HiBTa9QxxYUyGelTWLI15g4luE3F5ROJaX6rRi5qV6Vm5SY9NZxYkYLmsgQWmWhCm8eAgnXygmtqgPPrIs9gQv10tVPyfVac0SVLNcOJgaGBeT28pKQ664JbGe0RxSc1NCY1CcLGhOpnwEG1jHJp/UdFtUnIhkDcpNyvBIpW5E1upDG3OaQ3JHmIHVo9gzRbnORTdl40/m008VhzaR5cN0dg8XWafQOyXYzM/OC0GXlB2CN1/3CzdOoRJzBbPmUmLOeHC9oKPywJpKZJ1sIKHicrKZUhFRDVgVEWIjlXwKH9pQLh0moD2c21cYWKOTL+KGn5GmyrEnyoPryrEnxIG1PPlCEVoYu6cQnailtgviFFP188UjwwMTVOwJMbeXr/iM7mLULgJ/npGm8kZrcFmI6V6CO8xF1tZGNgtKk8vtZyMTIrOrpCEaokGIBjVEM7tKkQmR2YurJs/uLg+sLcc2y/xhueaL/DF6rvKrM33V6SHdj8pTfGSdOjiRlerZ7H6yby1B72KlBj47Q6c5uIIShp9U7BSzF8eezZUPFWttvDYT0dyU0uSSW0b71+YLL/FVv6g6MSOIaw4u1dmRDWPRTfnyYbbWJnQ/prtU6RCTepqIPwFhXVLN8uB6sn+8xB+WdS+ltx6oBXnVZgv7lcF1QmxbQnEGS4czfY/r6R08bLKxJ9nhDfrIRmNoE85PptldMLpez+7SVJNXXUa2cejSqk8q/ptuMf9cShwnCHuylFCtnO4SQ+v56Ka8YmZ1VFIRVg1Y1eQNJBgOhz1THFovlQ/nVJTO7RWH166mX+RVJ2l4ZHZvaWi90L/aGBp/iNpZ0F2C3csOjMvE8yUVYYaflO1+7Pnk8EYxs21MqWuqTSeeGh6YoKjndLGRMtwsNMnSy8rQ2uUjmwWlWSoeZPvHS+kdvDwl1oJ8LcjLU2J6B98/Xsq/jFc9gd2TG5zI0i/oBoKGR/NTibnKFxpDKsJkM5Xfzy19TBvaUFStQuEAEV2v5PaoSkPU7KKOyrotqmZZtXLVgCWezw2Mi8knNe6QoFgkNAm5XohtVvvXMuWDYtXjxUYKWknDo6t+nnnu4b5xOr4NLx/OKU1BPlbBn6o++Gs18aSsNOSqx6eeoh58vJjepnOHBMPN6rbM7inEnuAjEyK1i9K9RPlwbmjt8tQ22XCK5HNSZHzZ4Jqx1I6CatPsi5XIhJjbAw0kaV5WNHHBJGQHg17ytL+jr10lTlbHqeKWVIQNruPu/3U+uYOObxGS2/j0dhjdTBRfknSzktom9z2ulg6Imp3P7qoOrB7N7pY1B6+2k6pVoF+AkbV632Oj9G6oOAy5m+1bKxM7edmmFIc0WqTcxNNPFftWi9gzZbmRLR7CR7Yw/auVzHYjs70W21KIbZajEzXi+YLhkbDJjmwW+taU41s4dk+R3VOMb+H61pRHNgtiI1dtlck92NL1SXoPr7ll6CShk56r/NgmHd+xKrkVDk3AgcdX5HZXql6Z2JnuX23En1AyT5dSTzHJ7fnUdi79VDH9NF0NSO6QkNxS7X+8FlmnJp4UE0/yQxvKg+NG5ukCbObKh+nYVgJ7pizXOcNPy5N6YmshMsEPTWhDE1p0vTY4rg2vX1Y6xCh2phJk+KPs7KMbGJdT24XktnLfON0/zmW2V8SjiuEU8/u5gdW11Hau4uVKL+l9q6UHfs2zu3nDo+md0oNrCOrFrGoVNI+VbVK0SNkhoHfKk9e/1jgNYwnFLIiNxMgmaWAtH9lIPPhYeWBteenjXN/EcOZZnDuSzzxdGFrPFw/Ssplgd/PRJ1LZfYzcJFQnpqJ0+VA+/VQxsiHL7hO5xgi1LxXfJjH7iqKZkSxC87IaYth9WGRTKraV4I+yKiKYvfjQhvzgOqFvtfTgajq6iSGfF4SpTLUdq3qCcJRLbisPTuT71yf71ycHJ/LJbWXhKCeZLEQEtX9keHuM3stKFiGjhObRc5Xft1oaWF0bXMcNbyqTz2q6zVdbOLOHGRyvDk3AoQ3FwYli/xphYFweXMdF1udkMyHV6dy+UmxLbmBdLrK+FFlf6hvPEc/xwrG8irD8gczwZja1TZQmOdUd0l2MP1pgdirDG8X+tdnIBiqxjS3uNzQ3pTox3R+u+AR3uJTcKgyuKw+uZ4c25qKbKezZAn9Y1uyShpjigWz8ySL+PCmZI8JRIfYkHd1MFA/kJXOI3UvGtmLZ/SQ0Cehgsk0qbk71WcV/w07VvYaU0L1UdaZPOMqpTcnwcMXMj7ZzKiKqniA3iUqAaRYnHlUrQaoy84Bi5hWUUG1Ws/O6i2luUkO0apZho6giUW0/qLgpcUqTrazWGlHcFHQw1SpWA1Z3WFiHmiVoblJzUxWk8kcL5QOQP1KUG7mqV65OD8noATilqm5EmirLx2qlg6XSwZJ8rCZNlVU3oqC86hGKQ0sNXrEFI2BVL604zFzly41c4eVC6RAFTdpws5XpPtW/X21CxWIUG1dRWncYzS6pZlm1aQUlDJc1PFz3UoqdEacY/mhBPFZWmgK0hytBRkWYjkpKQ4Z1YaxdqrQSqtdXbWGGmxemcBVhtTYBTUJHJQ3RusOoTvKV4b7SEPmjbPmgKNdLusMYfgaiQcUZ1L20OEXBJqu6kbGWrFkCbBQrbknz+w03Kx7jNbtoeLhkx0UTh04WurSI5ofX/wOtxBuUsbAoNNOqS2kerTik5tGShUFEFM2BygypI1w3yZrNVmzG8GjBTBqIraG8YbJwklAtUvNJ3kvwQULy0lIrXXJi3HRaCqmii3EOI/tFCQ0ZbUx1klIzqTik3mKlgCi4CcVhDJc1HEq3MvJkUkf0smlebGZFPyO5mOwQ0CQ0m9IcUjZT0MHkIKp4lI5KajNfRVQFpRQrqbsUDDBhdu9lA1NtSrHxSpsp1d90hyKcjnmJNyhCM83Vk7NrqiEiNI+eXVm9yofKFC1MpavTrObjiple4eZHpxjRzPBTCbmJV/1cpZUV7XTZisFpbAWiRs101UqPuUTFwipNfLnN1uqU4OXLFiOjnObmoUlAK625Kdka0R1GqCdhM1P1mNF2TnepUj0lIVJyMdUnq+2cYpFyE6/4jO4S0MF4ewgiQkelilvSEa6gEdGKqS7FNRNGi660slIDM1wWIkL1CMUjTvuD/R9mvpU4aczKoPuMbOOyjb+ixKjFQZMuu0khTBRbkbIdqSC8OkXWwqw+Q0leWkRJ6OJaQGkBBR1Ma7B6kxlzizWU1xt0xWSrFlMxaWUmL7iU6OCSnZabcd1K1exU1UrCZkpHZNXPQUQpHqO2qGJzWAtJ2SYli5hdWC6amWrAqgiDVnpshjJcVmjQmscqXlKfTkpOQrQJ3WEMl9UcEiJC9xmICNFKycfbYPnG5jTMS7xRmd3rI9u4aGY0jzYCdtYTauoBPSS0EC97MbGVhm1CcjHeThWbw3I7I7XSvBcvoRHBSqkupVpkYTpTCDLiNFNCmTJKCV66gKLSdHI0iFX8Ed0fhmhI9xKjLUo3cb1B1lx8NGAki+BMjEOEHmYlLyl5iRWBoFksP5mSHUxCGdUjpGZSswlhMqYhRnPz1Zls0eyD/ohkp8dm4BgqiUcyxcMxPaBkB1M8Qg+o2b7fm4rTMC/xRkVxSIiI2fZhtomY3RlXDTOKlRw7kuM2Z+4TfrZ09F7h5cLYtDYa5HWfKTaHhVZSDXHeistN3DDZakjlDg4sQ9lfB9zyOv2QzYxZmZUBMT6pGnvIlVZhVViWUIa3UyIiFZeVp0aglS43kpWwzCFCsHDDZUddRtiHr/QluYnLDiY4SdlNQwur+blRN2sgtjyV4uyRYmPpI2FBPkLVpqrqAWZ1WKm4rOqTuakIjxJGwOrO6z5f04lyGuYl3qjMmjDbPsz6UGllNY9edah4F/29S649v6MD9C7oBl0AXAD+/Gvvzz8dW+mKusMIThJOY7Kf0R1GbzL/6+6/BRcAsAB0dIEuAHp7QcfC2TxAneAs8JX7/x4eEUU7X3YweZri3ZThEGPTWdFNwTZRnEou9/lVDQk+T35j5Au1qZKBWNnPCH4CBmnNIQ2L1k0SmqRoY2MhOzqN8S+PvOtL7wDngGu/cRG3K600SRhgYpBU25hs49LU/Bqn+bHEH/0oLWx2FKE45KwPK0KueCz25W9+ASwCYAHofUsH6AGgG3QuAqAXLL7tQmy877EZXXWpghUtWzHDoytW9tv3fgecAUBH57m9b+sF5/WAcwE4s2vBmWABAOeBr/Z9VZ3kND+nBKQeUIqNC1Np6OKyn5S8hOaQD5vSN+77Uu9l4J2fP189kDUQK3lpeSYDg7SKCK1OVL2s6jKyQ8goUUWp5UeKSz5zNVjYc9Fnz3rEUpb5BclLc35c8JOyjWvWGzYdwZzf47wSJ4vZvpPikKpLzQ4nisdiP1r2DwD0gl7w3q+9O/roA6sm1dL69Of/8S9AFwBngh+n/kl/OauYhNLCZT+jupRcx7Gd9/+H+k/JR5beTfzbuz54MTgLvP1Db3kQ3jtS+dd75W8xz95jeAnoxnQX0xvkCrMMbVa008pMWnCHDBtbfoD70N/eDHrApbee/7CpGihXdmIwTHP2iGLjY05Oc0jFoWUH4xrRmoWvqxvXfvgaAM65/PN/8qipKVOk7Ke4dlwMUkbAGvNK/BFK1No41ygrgaQ2Bx8+QoCzwQe+fs2j1ojgpV8F0c+8ghRgUoCJQeq4/JeLX4H3EryXEPyk4Cd/c6WfFPxkyUmVvAzfxgpOqhZy2aOxSlDS7FOesLFm55QWzqPEaKvAWcmyG19hiRfdeMEicNaZS7qWtThuMm64WdGil/nGhbf9KTgHnPWRHs3OGzM5bjK+zM9DM6G2kppNKC7OeSnNzl/zqSt7QNd1H79CQ7Rsl0sBVrSHH0WS8XTunx/82vV/cc2nP3DbV/7hlqXcz0QTz4UDtRbz7Tu/9ieXvAOc2XXF5Zf9zb/95a/W/l9uBodO9ifZH3/k1o987P2fXPLpS779r18vP0xoFi2EacMuL/nMYtDTed2nr67Wy7yfVD3CsCjZTUteWrdP+dE5qpM8ITQnc0L814+7qVkMi9ZsSrMpHdGaQ2oOqbg4dLBCM9170bk3fOYDFUcUPUb0c1JArKyfyK461R3mm4VKqKjmiL4rDRaBW7/9hRW7C4Z5fPRm/hV+9+9rqHxc5vp4xSpW7dLvUkPlUYdb3dQfOsqvPFZ+2OKFA/GVYak0FZH9Uz4LO+rmRDcluqmqm5MsQgnI8nNYxzmgF/R88/6vCk28OpPXPFpr04UjqezT6dpOaXkTQkQXG7GKkx11CtWAVduZuZRQvaLYInQ/O7T87j+5qRecC8DZAHQCsAD0vB185b4vyDYlH06BtwLQA0BXZzcAC98BPn/HJ5fX4ZfvuRWcB8C5APQCcA4AC8CiizsH199ZDEa0ev6m264HHeB0KQE95oSQHPqEEBEpIlJyqN9FdmnFxRUXhy4OvYzkpSUvOftLdkXIgHPATZ+7Qa7jXDOhzRRzjZFV5nGew9xpkpt9q0I1XycqbYJ/HgOLAOjpBWcC0HF8OrpARxfo7P5Punr+IGYvnv14R9dvC+z8TQkLFnYtOqv37HMXvf2di6559yXXve+Sqz701nd8pHdVsyxaCSU85XuIKy4reUnZz+hNpuJkIaKHV/wKdIKF3V1LjV+UmkkhwDkrCUOs3BwaazKVI/lVoSA4Sa1N603GaOSlBi546bmUEM1MqRkfM6XLPnwROAOAi8F/ZL/XL/7ig199D+gGoBfcy/9klc1/497Pnn/hwjO6F77jsvO/deff9Wl3LtstdV8OwFng/f94Q//Ku/7mh18GHQB0g38Y+QLnJYxGfsnHL+/t7TltrYSVO0EKJ8h/flaz8/+JRWsWPbscRvNYzaN1n9ECRjs6cM6F4MZPX/ZQmNMDrNzMVMKCeux4CTDnClpV/JHyVKJopaCXXOEI5KM50NsBekDHHD/gBH/+8E91doIFC7q7usGZZ56xaNHCs85fBN4GVh2pilMM3zrlwTvVIpUZXPLSap1Z5pX4o5ml6p2z0vbV7lJmsmUfkwIiZ/XpM/FRM1kxWa4Rl1oppYXDSaraLEGT5n3suEooDm20cN1nIg89AHpA59k9P0r/iz6ZHW2wY6Zw4RVvWwDOvvFz1yz3StXDzEe/9J5u0HPFLW9dMcXxU4n0c/f9Av7oW0v/Rt2T15vZX+96vHfBmb09C7563+dlD1/hiVd99NIFnR1zKXGqn5vsJk4I6KVOkOQrKH7qFaBLzm6TklxMdDK8m5rt0j/W5Bed1XHTLYt1K6PZGHSyfIswnOPUfE4lau2MYCbHwhz0R7jJaPVQCVwIwKJXecV/Q2fn/4eeBR3HpavrN3R2/uaDvy0IdHSCrm7Q3QO6usGC3s4zz+o997wzz1jSedmHL7r6o++6+D1ve8eHLlhxVF8+DbON+ClXwqS0aVJCmYqVrTh5sY6lf90POsHChWCpcZfs0mUbr84Uy1a04qVXNamVjXLVy2ohkZuKLGtxWiNXC0qCR8ylhOIlhan0v8S+BTo7QVfX8n2V2nReQNG89+A/3fWVbtADzgF6ixXNzJ99/O1dnQuv+6uLR1E+PxMxQgq+xCibCj8e/u5f33nLxR+7FICeBaD3Ww98RXaIZR535Ucu6gGnTQnDok4pWpOYRTfJ36ViFStWUbNympWbTUmqOznNy/764MoLLrjk5s+9V67jy9pFxcznUbLSPp4SczV8opvQfFKoxxUvaYTpZSFdOYyveqkAXfq4SIj8XWSH+i3EcYEu/co1sx8RbUK0CcWjVJ9WfRq6pGhjoo1JCFc8akUrLx9O1SbZ1b6qHCCWewWpGefRyKnuAIyivIQyEsqM+gXZxtUZSthNgTNAL+j63A8+OhrwsMnWrNKYW1xhlm+5/cb3f23J16Kf1QKmiEb0FqvbWcPNivbxWwkN0ZVpXG7iX73nr0FHJ+gEDx2qKh4hT49w4YP/fP9XAegEF4PMgQe1Nn3VbZcC0Ln4L975mKNL0+niscTf/uS2jm4AOgFYCMDbQUdX51u6z//GXV9SfVKYwq//3JW9nQtOV8cJdIETo/cE+S8f7/4tC0HnItBzHjjr7b0XXHr2RYvfdtkNF1/57ksv+PjbQecZ7/v6X4gOPtYqlA9RcpsR7OMsf5xbiRZWrsdWTXMaYuQWnnP6oJNc6fJz9h1dana56CvM5hSbHe78Pr975e8io8xsDuNXrlQ9QvNJEcUEO6a4Kc3HFTvFN2Oql/4fSNG13CxLFgZdXHcYwUuLYUq38x/+h3efCc4668qe/Avx5aawclIePcTFV/SBRQB0gw/+481Kk+VaybwVHQvzhkNpDj6XEoqL14LC/xr8uwXn9YJFHYWtJNdMyX7KcKhPffXD55z91oXXLqq0CkaTuu7Tl3YBcOOnrn6kYeQPxn/C3w4WgG7QfcuXPv7Two/J7SOgC5zTceY37/lb2KaKk6n3fPmmDnDaxhK/85L+QXR19ZwQHeA3dHYseIWuzt7ObtDT27no7AXnvfWcP33nWy9bcumSm6+44X1LFnwUXPnhxZGHHoBhTHWSD7XVgpWRjvf+zKkE18Y0jzYaea3JS60sH2ZyThy6ZRURx0Wx8d/942z861U4biHH/SfFxhUbh01W90qSQ5csTA5YEVF6UFTQKU++MjpZ0F1K8Qi+kfp/7d1fiFxXHQfws7vZ7myiBmp8aEtWTVNtrRKEttHGiA+2EINoKikWalWo6INUsERB/EOj29RsNztzZ+7/M/fO/5l777l/Z2c2yTbmIU+C+KCCL4qtGNIkuzsz9/+de2evDyPCPLQ0KyWpPfB5Pg8Hvpwfh985P2mb4pJFFPHExZc/Au4BGbDni+C7hROn1VMvsM+D/QDMTu0Cc2fLi/pmRU6Z5ijbsM+hQaHzFoWT7kE9hJLN1v4MwV0AZMCnnz2gBQIKuOVLvwZz01PgQydffOZiqFj/4o8c+0QGgPu/ep/Zqyn94nOvPA2mQCaTaf2lXN0mF6/8BGRABkx/51cnmxGpJuWFL+2fmd59226cPP6W3Or6isspLje5AlR9qIVlNSgpniB5vOTxrYCXQihHxW4Ez/8Ndd2ylL6kuK+07SqKSyi6ld/+sLf3/Jlvzy5MgV1gbjazC8xOgemZ3dNgDjzyi4PimyvtpNrsU6oPJZsad4Igh27FOXlEdnutQ08+BO4CDx7/+KorS2EReVV9o/nM4lNgLwCzYOFjH/3C4aN7wDyYBfsen6tdJRs3yEs94+jJR8EUyIC5xx575PEnDi+JL4N5AGbBwYMHPn/oc2AKzM/MzgDwxLeOXAlXjavlw8cP7QZzC8f2XdzSOlGj6mSlhFCGOeTk2+7t38A7Fo7EDq3b+srvznz5+0dn7gVgHoB94FNfuf8U/0PxzZXXUqS4fLNPGZE47heUbMoKxbq/0ohy6o3iZ7/+SbAbPPDUfYojykO6upW7tI2U1+Gzv/na3odnwDwYz0N49MRD4l+zWgSttGw55Z83fwTuASADpu4FnznxQPcN9I1fHgMfBmAPAHvBk9878tyPnwYfBOAAKF/LNXrUwvG7wQfAw9/cX/87pTuCPuJacb7pZTWPvRC952fSvXtwJHaoFZKro2rHrRtXyxc25PM9xdgsvTZS2klVcfnqBqEFRSsWFZdBHiu7pOkJUlCoB7n1RF77p3z5WsfcrDfCQmt4To6ynQS2HdjZErXX2XPrPzstv1D+Y77xD+ZyqpW85Up0rmKvrMWN1lVmsXvqp/oP5OvMeirVb+bzf3rp9MUX+T8saXbxyrB7uWdK17hGXFBTRg+F7o2W+gb7+3QVDSglohpBDkWsGYim/Z6fb/3ueeu519jbaqYrwuBMyyWsqGh4sD0U9Jit2a82+9S4ZBofDuOZ5MaQ7/gVNWSVhFIGjHGjtNaX2kmlEi9LQU4KCMnLVTaWVZdZS6qmA9tO0fRKq8NytZ81UyjFpJZypa0lPYGGzSGHXkvFivMqGlFqRJohVHu06C+pPkQ3odJjUMqWRmcF97ft7XJ3UGw7sLG5Yo54FLFqWEQDAfVKt30D71g4EjtU95e1hFIDSvcZM+Sag2x9sKzHtOpDIxKtWJRsqmXn9YhDPi27+XZQqfWIhp9XQ7Y7rMpbdMvPleOz49tnc1RppzU9LikBlHxGi4t6KCCbHU/9qt/MW6HYTau1XrY9FKQ+0XRyakQaCSP7Bc2jzRA2R0RjQFhOueNXZI+SEwqN6Fova3mM4TGaR1ojQfYY2eFUW1zf1m77Bt6xcOG0Q5rDdOMSGlByr2BFRTOEyCHlQV6yqXEzueySesQZQ1Z285JDyH0GBdDcFhpOfnzRrMd01V2SbUFxROSL9R5T2iCUoKgmpXK/YIWi7kDLES+EzTW/rvV4yxdXw7LhQaVPt0NRd/na9eyF7brSp02/KAUFM4TjnxD+29FghaLiFZBPSk5h/FzWDASpR8v9/9vBXP87HIkdstyi4UHk0MinW05BDZhOWpId2hwKegiRx44HRspuXo8YK+GNuIQCKHuM4tMopBSvoPvMagSRzSkDxgrFznYNeWxtMyd7jJmItV62m5brG1nN5TWHawel1gZpuMWmTVpxuXo924mrmgulHtVOKijgxueS5BS0kDUCXnN53YGazcsBbcSCHkLDL2our3msGXJm/L5rDn/ncCR2SLN5KxQbA0KKKD3l6n625eflgB6/vJNd0hjy4/PBSnjFI5SQU4f/iYTsF8yQMWymvcW1I9YKGRvIyjUAAACSSURBVGQTyCYMnxrTXEKOyWZISMO8lrJSQCgBeT6tygNSiZmmW9AiKNmM6kMjFuo2IQ/plp2XQ1JKCs1hVgoILWTNQDA8KEWcEkDF53UP6i6v+0w7ZmTvffdpzTuHI4FhE3AkMGwCjgSGTcCXsBg2AUcCwybgwgnDJuBIYNgEHAkMm4AjgWETcCQwbAKOBIZN+DdNX8svxctMSwAAAABJRU5ErkJggg==" /><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor seri dan paralel<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C1 + (C2 // C3)<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C2 // C3 (paralel)<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 100 + 100 <br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 200 uF (Micro Farad) <br />
<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/C1</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
(paralel)<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/47</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+
1/200<br />
<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 200/9400 + 47/9400 (disamakan penyebutnya)<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 247/9400<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 9400/247<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 38 uF (Micro Farad) <br />
<br />
<b>Keterangan:</b></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">// = Paralel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+ = Seri</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C2 // C3 (paralel)</span></li>
</ol>
Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-59782509833867385002013-12-22T07:07:00.000-08:002013-12-22T07:07:14.516-08:00PROTECK TV SHARP !!<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
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<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis UA-1, Menggunakan IC
IX3368CEN1-5 Atau IX3410CEN1-5</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="8" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 (3,3 V) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan Proteksi utama,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Jumper J223</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D609</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 8V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D609 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D609</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D614, Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D614 = 3.3 Volt </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D614 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D752</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D752 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D752</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D504</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 16V (Sound Amp)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D504 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D504</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D502</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 45V (Vertikal)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D502 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D502</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D503</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertikal Output</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D503 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D503</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D613</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 180V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D613 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D613</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis UA-1 (Lubang), Menggunakan IC
IX3368CEN7</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 (3,4 V) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan Proteksi utama,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Jumper J208 dan D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 190V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D607 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D604, Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D604 = 3.4 Volt </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D604 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D601</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D601 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D601</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q501</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan Supply Vertikal</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q501 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D501</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IX 2938CE, TB1226</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="6" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.30 IC1001 (5,1 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D616</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D616 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D616</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 180V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D607 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q607 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D611</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D611 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D611</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D201</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D201 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D201</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IX 2694, M52340 </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="4" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.38 IC1001 (0 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D616</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D616 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D616</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D610</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D610 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D610</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis G2 Menggunakan IC IX 3031CE,
TB1226</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.30 IC1001 (3,3 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D618</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D618 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D618</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D607 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q607 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D611</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D611 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D611</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">GA-4M Chasis, Menggunakan IC
IXB226WJ, M61260</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.7 IC1001 (4.5 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D605</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 185V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D605 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D605</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D607 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1091</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1091</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.6 IC1001 (3.4 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1010</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 15V</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.6 IC1001 = 3.4 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1010</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis GA-6, Menggunakan IC
IXB725WJ, Chasis GA-7 Menggunakan IC IXB855WJZZ</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.63 IC801 (4.1 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1005</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1005 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1005</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D608 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D805, D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D805 & D203 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D204</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D204 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D204</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.7 IC801 (3.9 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1002</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Power supply (AC-Detect)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.7 IC801 = 3.9 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1002</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 (0.6 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R523</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertical</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 = 0.6 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan R523</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IXC080WJN5Q</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="6" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.63 IC801 (4.1 V) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan Proteksi utama,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Jumper J497</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1108</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1008 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1108</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D605</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 185V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D605 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D605</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608, D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D608 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603, D604</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1105</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1105 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1105</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.64 IC801 (3.9 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1002</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Power supply (AC-Detect)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.64 IC801 = 3.9 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1002</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.65 IC801 (0.6 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R523</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertical</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.65 IC801 = 0.6 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan R523</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IXC688WJ / IC
IXC844WJ</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="6" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.81 IC801 (4.1 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1108</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1008 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1108</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D605</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 185V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D605 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D605</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608, D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D608 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603, D604</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1105</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1105 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1105</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.82 IC801 (3.9 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1002</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Power supply (AC-Detect)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.82 IC801 = 3.9 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1002</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.83 IC801 (0.6 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R523</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertical</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.83 IC801 = 0.6 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan R523</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-9857401023920072002013-12-22T06:57:00.003-08:002013-12-22T06:59:14.004-08:00kerusakan IC LA76810A<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Dibawah ini adalah beberapa tips kerusakan pada teve yang dapat terjadi pada teve yang menggunakan LA76810A/18</span></div>
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<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Gambar (tuning) lama-lama geser atau hilang</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Coil Video-detektor pada pin-48/49 rusak</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Gambar geser ke-kiri, ada blok hitam vertikal pada bagian kanan layar</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Jalur pulsa FBP (H AFC) dari flyback ke pin- terputus</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kadang juga bisa diesbabakan karena kerusakan X-tal warna</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Gambar (horisontal) roboh</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusaskan R4.7K pada Hor-VCO pin-29 (kalau dicek pakai ohm meter sepertinya masih bagus). Ganti dengan resistor kualitas bagus (jenis metal film)</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Gambar kontras tipis, kontrol kontras tidak mau di adjust</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Cek apakah pin- ABL ada tegangan sekitar 3v. Biasanya disebabkan kerusakan diode pada sirlit ABL</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Gambar tidak ada warna</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan X-tal 4.43</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada pin-39 (AFC 1)</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Salah seting pada Color-mode</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Raster/gambar muncul gangguan garis cross (palang)</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Salah adjustment pada pilihan “IC 76810/76818” pada service-menu.</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan adjustment pada service mode pada CROSS-BW (normal “0”)</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Raster/gambar kedip-kedip</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Salah adjustment pada pilihan “IC 76810/76818” pada service-menu.</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Gambar rolling</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan adjustment CD-mode pada service menu (normal “0”)</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada Video input pin-44</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Auto-serch/Manual search tidak nyantol (gambar sudah terlihat bagus)</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Periksa jalur AFT-out dari Pin-10 ke mikom atau pin-10 short</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Periksa jalur sinyal ID dari Pin-22 ke mikom</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan adjustment VIF pada service mode (normal pada “38.9” atau “1”)</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Teve dihidupkan langsung “auto-search” sendiri</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Salah seting SEARCH CHECK pada service mode (normal “0”)</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tidak semua chanel bisa dimemori</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan adjustment VIF pada service-mode (normal “38.9 atau “1”)</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Horisontal/flyback tidak kerja</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Periksa pin-25 Hvcc apakah sudah mendapat tegangan sekitar 5v</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tidak terima siaran, ada noise</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Salah adjustment pada seting “TUNER TYPE” atau “TUNING MODE” pada service-mode</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Coil Video IF rusak</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada pin-47 atau pin-50</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada RF/IF AGC pin-3/4</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tidak terima siaran, tidak ada noise</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tidak ada tegangan untuk bagian IF pada pin-8</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Coil video IF rusak </span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">AV in tidak ada gambar (blank), siaran TV oke</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">LA76810A rusak</span><br />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Vertikal satu garis (ic vertikal-out OK)</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tidak ada tegangan suply pada pin-43</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada pin-23/24</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Vertikal kurang penuh (ic vertikal-out OK), gambar ada</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tegangan suply ke pin-43 drops</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada pin-23/24</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Vertikal tidak penuh, raster blank, tidak ada OSD</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan ic memori atau jalur SDA/SCL ada yang putus.</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Suara satu strip langsung keras</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan adjustment STEREO-OPTION pada service mode (normal adalah “0”)</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Suara desis</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan seting Sound-mode (normal “5.5” atau “B/G”)</span><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kerusakan komponen pada pin-52/53/54</span><br />
<br style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;" />
<b style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Tidak ada suara</b><br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;">Kesalahan seting Child-lock (normal adalah “OFF”), karena hal ini menyebabkan muting penguat suara aktip.</span><br />
<br />
<br />
jika ada kesalahan mohon di koreksi, trimakasih.<br />
<br />
<span style="background-color: white; color: #444444; font-family: Tahoma; font-size: 13px; line-height: 19.5px; text-align: justify;"><br /></span>Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-47298352123791510612013-11-18T09:38:00.000-08:002013-11-18T09:41:32.472-08:00STR50xxx<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFKyXQJXjNTh4xapqryou4ZzR__hCduo_mZR13L5ZGazHBProGq1BL4-e-BABfVuUsgwGz0DGdXxOrI23cw3NO5QLufVH4QJU40SVyjLF3MOauHBECrTZ6NNC3eJ6-dsTf7jQk2XX7Zqs/s1600/STR-50092.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFKyXQJXjNTh4xapqryou4ZzR__hCduo_mZR13L5ZGazHBProGq1BL4-e-BABfVuUsgwGz0DGdXxOrI23cw3NO5QLufVH4QJU40SVyjLF3MOauHBECrTZ6NNC3eJ6-dsTf7jQk2XX7Zqs/s1600/STR-50092.jpg" /></a></div>
<br />
<br />
<br />
I. Macam-macam STR50xxx<br />
STR50092 tegangan keluaran 92v<br />
STR50103 tegangan keluaran 103v<br />
STR50115 tegangan keluaran 115v<br />
STR50113 tegangan keluaran 113v<br />
STR50213 tegangan keluaran 113v<br />
<br />
<br />
II. Pin-out<br />
Gnd<br />
Base drive<br />
Input<br />
Output<br />
Soft start<br />
<br />
III. Kerusakan dan pemeriksaan.<br />
Periksa pin-input dan pin output dengan ohm meter. Kerusakan yang paling sering terjadi adalah pin-3 dan pin-4 short.<br />
Sebelum mencoba menghidupkan pesawat periksa dahulu jalur B+ apakah tidak ada yang short. Dapat disebabkan karena Tr HOR short atau diode protek SR2M short.<br />
Tegangan 300v ada, tetapi tidak ada tegangan output. Periksa apakah pada pin-2 (base-drive) ada tegangan bias (tegangan start). Jika tidak ada tegangan dapat disebabkan karena resistor bias dari 300v putus atau STR rusak (pin-2 dengan pin-1 short)<br />
Pada saat di hidupkan pertama kali ada tegangan output sesaat saja dan kemudian tergangan terus drops. Hal ini menunjukkan bahwa sirkit regulator sudah OK. Problem disebabkan sirkit bagian horisontal belum bekerja. Agar dapat bekerja secara terus-menerus sirkit STR membutuhkan pulsa horisontal dari flyback ke pin-base drive. Periksa bagian horisontal atau sirkit jalur pulsa dari flyback ke pin-base driver.<br />
IV. Hati-hati merepair model ini. Regulator semacam ini merupakan HOT CHASIS. Artinya memegang setiap ground dari pesawat ada resiko kena sengatan listrik. RF antena sudah diberi pengaman khusus agar tidak nyetrum (ground dan input diberi tambahan kapsitor). Kalau model ini mempunyai fasilitas AV-input, maka digunakan sirkit photocoupler untuk mengisolasi agar jack AV-in tidak nyetrum. Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-15881311510856297452013-11-03T11:37:00.003-08:002013-12-22T07:01:48.464-08:00ESR digital skema<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-68520856853596628742013-07-12T12:57:00.000-07:002014-09-16T22:14:17.227-07:00JAM DIGITAL RTC DS1307 + AT89C2051<div class="separator" style="clear: both; text-align: center;">
</div>
Skematik Rangkaian<br />
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VIDEO..<br />
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ISIS PTOTEUS V8.0<br />
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<br />
lebih lengkapnya:<br />
<br />
<a href="http://www.4shared.com/rar/RrXTI3iTce/JAM_RTC_AT89C2051.html" target="_blank">DISINI</a>Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com5tag:blogger.com,1999:blog-1080177416501168273.post-57458296656576919692013-05-25T22:42:00.001-07:002013-05-25T22:42:47.011-07:00MENU SERVIS TV POLYTRON <!--[if gte mso 9]><xml>
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<br />
<h3>
</h3>
<div class="MsoNormal">
<b><i>1014</i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">1206</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=1080177416501168273" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=1080177416501168273" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><i><span style="font-family: inherit;">1207</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">1208</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">1209</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">1013</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">untuk seting defauld tekan 3101</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">mereset pake code 3101 adalah merk tertentu jangan asal reset loh ...</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">##jika di reset pake kode 3101 maka AV tinggal 1, radio hilang, suara
tidak bisa kecil</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">kecuali 0 atau mute dan juga jadi stereo .</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">1.Untuk membuat AV jadi 2 dan mono :</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">masuk menu service 1014 untuk merubah 0 menjadi 1 tekan Volume dan
yang ingin </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">diganti mana habis itu tekan di remot TULISAN "ANA" DAN AKAN
TERGANTI.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">Option 0 =01000000 => ubah jadi 00000010.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">2.Untuk mengeluarkan menu Radio : </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">masuk menu service 1014 </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">Option 3 =00010100 => ubah jadi 00010101 (jika datanya tidak sama
dengan yang </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">di atas maka rubah data yang terakhir saja jadi 1).</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">3.Untuk mengecilkan suara :</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">masuk menu service 1206 atau jadi 1207 (lupa saya coba saja salah satu
)</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">Cari menu VL 1 => ubah datanya jadi 10 MODE OPTION. </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">POLYTRON LCD : </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">SET OPTION LANG 00000001 01H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 5 : 00011010 1AH</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 4 : 00010000 10H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 00001001 09H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 00001001 09H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : 10000010 82H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 00000101 05H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">POLYTRON MX 20323T : </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">AGC GAIN=26H. U-BLK=08H. HI-AGC=1AH. B-CUT=70.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 01000011. V-BLK=08H. H-SHIFT=08. G-CUT=87.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : 10011010. BRTS=0 OH. H-BOW=04. R-CUT=32.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 00001001. Y DELAY=07. H-PARA=06. V-AMPL=32.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 00011100. WB BRI=46H. S-COR=27. V-CENT=24.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">H-OSD=32H. WB CON=64H. V-LIN=15. </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">V-OSD=16H. WB COL=32H.
B-DRV=64.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">V-SHIFT=0 OH. LO-AGC=19H. G-DRV=46.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">TV POLYTRON DIVA :</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">AGC GAIN 44</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 01001011</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : 01001000</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 00011001</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 00001101</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">POLYTRON MX STV 2286C : </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">H-SHIFT/14. APR/7. G-DC/21. R-DC/29. B-GAIN/50. G-GAIN/30. R-GAIN/36.
B-CUT/60.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">G-CUT/60. R-CUT/60. V-AMPL/32. V-SHIFT/6. </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 01011011</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : 10001110</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 11000011</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 00001100</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">BASS MIX /0. AVL ADJ/0. NTSC FILTER/0. SECAM FILTER/0. Y DELAY STAND/.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">AGC/14. IF COARSE/6. IF FINE/152.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">POLYTRON MX 5213 </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">TIPE POLYTRON FASILITAS YANG ADA
RADIONYA :</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 01000101 45H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : 10010010 92H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 00001001 09H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 00001101 0DH</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 4 : 00010000 10H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 5 : 00000000 00H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 6 : 00000001 01H</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">POLYTRON MX 5203MS : </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 00111010</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : 10001110</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 11000011</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 00001100</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">DEFAULT SETTING</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">RGB CUT OFF :60</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">APR :15</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">AVL :0</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">BASS MIX :0</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">LAST COND .SUPER BASS :ON</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">SETTING SURROUND :60</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION MENU HBM-00-00</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">MASUK FACTORY MODE PASSWORD 1014</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">SETTING DEFAULT untuk MX 5203 MS </span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">untuk model yang lain silahkan coba-coba.</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">POLYTRON MINIMAX FLAT + FM :</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 0 : 65H 01100101</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 1 : C8H 11001000</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 2 : 19H 00011001</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 3 : 0 DH 00001101</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION 4 : 13H 00010011</span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: inherit;">OPTION LANG : 01H 00000001</span></i></b></div>
<div class="MsoNormal">
<br />
<br />
<b><span style="color: blue;">KET :</span></b><br />
<b><span style="color: blue;">0 = TIDAK TERHUBUNG</span></b><br />
<b><span style="color: blue;">1 = TERHUBUNG</span></b> </div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com3tag:blogger.com,1999:blog-1080177416501168273.post-46052215117605288132013-05-25T22:41:00.000-07:002013-05-25T22:41:04.860-07:00Service mode TV SHARP<!--[if gte mso 9]><xml>
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<strong>Cara.1 (model lama)</strong><br />
Cari sebuah switch NORMAL
- SERVICE Bentuknya mirip switch yang digunakan pada bagian vertikal. Lokasi
ada pada main-pcb bagian belakang dekat dengan TUNER. Untuk masuk service mode
- pindah ke posisi SERVICE<br />
<br />
<strong>Cara.2</strong><br />
Power on Pastikan adjustment gambar pada posisi NORMAL (dengan remot) Short-kan JA137 &
JA138 sekitar 1 detik kemudian lepas lagi, maka akan masuk pada service mode.
Navigasi menggunakan Ch dan Vol. Untuk exit matikan pesawat.<br />
<br />
Ganti IC memori baru (kosong) Power off Short-kan terus sementara JA137 dan
JA138. Hidupkan pesawat Tunggu sekitar 30 detik, otomatis data default kan ditulis kedalam
memori<br />
<br />
<strong>Cara.3</strong><br />
Main-switch off atau cabut power-cord (kabel listrik)<br />
Tekan dan tahan secara bersamaan Vol-down dan Ch-up pada front panel, Hidupkan
pesawat Navigasi menggunakan Ch dan Vol dengan remote. Exit matikan main-switch
(data disimpan secara otomatis)<br />
<br />
<strong>Cara.4 (slim dengan UOC kotak)</strong><br />
Power on Pastikan adjustment gambar pada posisi NORMAL (dengan remote) Shortkan
pin-5 Mikrokontrol sekitar 1 detik dan lepas kembali (atau JA483 dengan JA484)
Tekan MENU untuk memilih MODE yang akan diadjust (Adjust Mode, Check mode,
Option mode dll) Navigasi menggunakan Ch dan Vol Tunggu sekitar 4 detik sebelum
pindah ke adjustment lainnya agar data disimpan dahulu secara otomatis.<br />
Ganti memori baru (kosong) Power off Shortkan terus sementara pin-5
Mikrokontrol ke ground (atau JA483 dengan JA484). Hidupkan pesawat, Tunggu
sekitar 30 detik dan otomatis data default akan ditulis kedalam memori. Jika
data default gagal - kemungkinan dapat disebabkan karena ABL brigtness terlalu
terang atau ada problem pada ABL<br />
<br />
<strong>Cara.5</strong><br />
Tekan MENU pada remote Selanjutnya tekan angka 4-7-2-5 Navigasi menggunakan Ch
dan Vol. Untuk exit matikan pesawat.<br />
<br />
<strong>Cara.6</strong><br />
» Matikan TV<br />
» Tekan dan tahan {VOL-} & {CH+}.<br />
» Sementara memegang tombol di atas, nyalakan TV.<br />
» TV akan menyala dengan Menu Layanan ditampilkan.<br />
» Ada 5 menu kategori:
Deflection - Signal - Feature - Fix Value - EEPROM<br />
» Gunakan {CH+} {CH-} untuk pilih kategori.<br />
Catatan: Tidak semua model akan memiliki 5 kategori. Beberapa akan melompat ke
kategori 'Sinyal'.<br />
» Gunakan {VOL+} untuk masuk kategori.<br />
» Gunakan {CH+} {CH-} untuk memilih item yang akan disesuaikan.<br />
» Gunakan {VOL+} {VOL-} untuk menyesuaikan nilai.<br />
» Turn off untuk keluar Menu Layanan.<br />
<span style="color: red;">LCD TV:</span><br />
» Sementara LCD aktif, cabut kabel power.<br />
» Kemudian sambil menekan {INPUT} & {VOL-} pada remote, pasang kabel listrik
kembali ke stopkontak<br />
» Anda akan melihat sedikit "k" muncul dalam tanda kurung.<br />
» Kemudian pada TV, tekan dan tahan {VOL-} & {CH-} dan lepaskan.<br />
» Layanan Menu akan ditampilkan.<br />
» Gunakan {CH+} {CH-} navigasi<br />
» Gunakan {VOL+} {VOL-} untuk menyesuaikan nilai.<br />
» Matikan untuk keluar Menu Layanan.<br />
<span style="color: red;">Proyektor:</span><br />
» Tekan {INPUT} {UP} {ENTER} {BAWAH} {ENTER} {MENU} di bagian belakang
proyektor.<br />
» Sekarang gunakan remote control untuk menavigasi menu.<br />
» Untuk keluar dari Menu Layanan: Tekan {INPUT} {UP} {ENTER} {BAWAH} {ENTER}
{MENU} lagi di bagian belakang proyektor.</div>
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Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-74579394092942472312013-05-25T22:34:00.000-07:002013-05-25T22:38:34.662-07:00TV SERVICE MENU ( CHINA )<!--[if !mso]>
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1. Alternatif_1: Posisi volume pada 0/minimal >> tekan Display >>
tekan VolDown di panel TV ditahan >> tekan Display lagi.<br />
2. Alternatif_2: Tekan Menu di remot >> tekan Menu di remot lagi >>
tekan Display >> tekan Mute.<br />
<br />
LA863328A-5028/2MD0, LC863320A-C81DC<br />
Cari tombol kosong di remot yang tidak dipakai.<br />
Memilih dengan ChUp/ChDown, adjust VolUp/VolDown.<br />
<br />
LC863324A-5T51, M37220M3-167SP, LC8633528B-50S8<br />
Masuk ke menu AutoProgram/AutoSearch, kemudian tekan berurutan 6483 untuk masuk
ke service menu. Tekan berurutan 6483 lagi untuk masuk ke factory mode.<br />
<br />
87CK38N-1H74<br />
Volume posisi 0, tekan Vol- dipanel, tahan tekan OSD/display diremot untuk
masuk ke mode S. Ulangi langkah tersebut untuk masuk ke mode D. tekan Power
(remot) untuk simpan/keluar.<br />
<br />
<br />
<br />
LC863532A-5Z00<br />
Volume posisi 0, tekan Vol- dipanel, tahan tekan OSD/display diremot untuk
masuk ke mode S. tekan Power (remot) untuk simpan/keluar.<br />
<br />
M37220M3-010SP<br />
Tekan Menu dipanel, tahan, tekan berurutan 6483. ChUp/Down pilih menu,
VolUp/Down adjust data, power (remot) simpan/keluar.<br />
<br />
<br />
LC863528B-51C3<br />
Tekan Display, tekan Mute 3 kali. Pindah halaman dengan Sleep. ChUp/Down pilih
menu. VolUp/Down adjust data. Tekan Menu untuk simpan/keluar.<br />
<br />
M37160M8-058FP<br />
Tekan Menu, tekan berurutan 6483. Pindah halaman dengan Mute. ChUp/Down pilih
menu. VolUp/Down adjust data. Tekan Power/standby untuk simpan/keluar.<br />
<br />
M37160M8-073FP(SMD)<br />
Tekan Mute, tekan PP. tekan (_/__) untuk pindah halaman, tekan TV untuk keluar.<br />
<br />
LC863328A-5Y29, 5Y28, 5Y19<br />
Volume posisi 0, tekan Vol- tahan, tekan 0 diremot 3 kali.<br />
<br />
LC863528B-52K7<br />
Volume posisi 0, tekan menu 5 kali (masuk ke menu edit channel), pilih PROGRAM<br />
<br />
EXCHANGE, isikan 2483. Pindah halaman pakai QuickView.<br />
<br />
LC863532B-52H8<br />
Tekan Menu dipanel, tahan, tekan berurutan 888.<br />
<br />
LC863532B-55L1 (WCOM)<br />
Volume posisi 0, tekan menu, tekan berurutan 6568. Pindah halaman pakai
Display.<br />
<br />
LC863524C-55L7<br />
Volume posisi 0, tekan VolDown di panel, tahan, tekan Review diremot. Pindah
halaman pakai Mute.<br />
<br />
M37160M8-058FP<br />
Tekan Menu, tekan berurutan 6483.<br />
<br />
TH-50J2-3RR0<br />
Set volume/balance sampai ke RS03, tekan Menu, tekan Mute.<br />
alternatif_3: Tekan Menu di remot >> tekan Menu di remot lagi >>
tekan QuickView >> tekan Mute. </div>
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Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-50806159304131252512013-05-17T01:53:00.004-07:002013-05-17T01:53:42.812-07:00Ukuran antena parabolaDish parabolic measurement in centi meters (1 feet = 30,48 cm):<br /> <br />
* 5 feet = 152,4 cm<br /> * 6 feet = 182,88 cm<br /> * 7 feet = 213,36 cm<br /> * 8 feet = 243,84 cm<br /> * 9 feet = 274,32 cm<br /> * 10 feet = 304,80 cm<br /> * 11 feet = 335,28 cm<br /> * 12 feet = 365,76 cm<br /> * 22 feet = 670,56 cm<br />Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-7782810997966589402013-05-09T16:42:00.000-07:002013-05-09T16:42:18.078-07:00Data spesifikasi Diode<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZmza8KKib_lHc5-TOEJdIv-yRCcE-ySA66YbXe1I_jb4brNYlqLtIScNFAJhA1lgVM2cICK7UcEEChlwxJLUPw08Fw2Y7-g4vUksvMRqnlhSIa4NWWxXz9p1cbiuNnmQEfT9rQj-mL5k/s1600/dioda.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZmza8KKib_lHc5-TOEJdIv-yRCcE-ySA66YbXe1I_jb4brNYlqLtIScNFAJhA1lgVM2cICK7UcEEChlwxJLUPw08Fw2Y7-g4vUksvMRqnlhSIa4NWWxXz9p1cbiuNnmQEfT9rQj-mL5k/s200/dioda.jpg" width="184" /></a></div>
<h3 class="post-title entry-title" itemprop="name">
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</h3>
DIODE PENYEARAH GENERAL PURPOSE ( untuk ac 50/60 Hz) <br />IN54xx = 3A<br /> 5400 5402 5404 5406 5407 5408 1N5397<br />V maks 50 100v 200v 400v 600v 800v 1000v<br /> <br />1Nxxxx<br /> 1N4001 1N4002 1N4003 1N4004 1N4005 1N4006 1N4007<br /> 1N4816 1N4817 1N4818 1N4819 1N4820 1N4821 1N4822<br /> IN5052 IN5053 IN5054<br /> 1N5391 1N5392 1N5393 1N5394 1N5395 1N5398 1N5399<br />V maks 50v 100v 200v 400v 600v 800v 1000v<br />• 1N48xx = 1N539x = 1A <br />• IN505x = 1.5A <br />• Recovery time 1N400x = 5ns <br />• Recovery time 1N48xx = 1N539x = 10ns<br />=============================================================== <br /> DIODE PENYEARAH FR (Fast Recovery) - (untuk sirkit SMPS/Horisontal) <br />Catatan : <br />• Makin kecil angka recovery time (ns) berarti makin tinggi kemampuan untuk dipakai pada sirkit frekwensi tinggi. <br />• Sirkit horisontal bekerja pada frekwensi 15.625 Kz <br />• Sirkit SMPS ada yang bekerja pada frekwensi sekitar 35Kz tetapi ada pula yang bekerja pada frekwensi hampir 100Khz. <br />•
Jadi kalau mengganti diode untuk sirkit SMPS kecuali lihat data arus
(A), tetepi juga harus dilihat data recovery time-nya (ns). Nilai (ns)
paling tidak sama – atau dapat digunakan dengan nilai (ns) yang lebih
kecil. <br />• Jangan menggunakan diode general purpuse untuk sirkit
Horisontal atau SMPS. Sebaliknya diode Fast Recovery tidak masalah jika
dipakai untuk penyearah ac 50/60Hz<br /> <br />FR 101 102 103 104 105 106 107<br />V maks 50v 100v 200v 400v 600v 800v 1000v<br />Recovery T 150ns 150ns 150ns 150ns 250ns 500ns 500ns<br />• FR10x = 1A <br />• FR15x = 1.5A<br /> <br />HER 101 102 103 104 105 106 107<br />V maks 50v 100v 200v 400v 600v 800v 1000v<br />Recovery T 50ns 50ns 50ns 50ns 100ns 100ns 100ns<br />• HER10x = 1A <br />• HER30x = 3a<br /> <br />PR 2001 2002 2003 2004 2005 <br />V maks 50v 100v 200v 400v 600v <br />Recovery T 150ns 150ns 150ns 150ns 250ns <br />• PR200x = 2A <br />• PR300x = 3A<br /> <br />RGP 10A 10B 10D 10G 10J 10K 10M<br />V maks 50v 100v 200v 400v 600v 800v 1000v<br />Recovery T 150ns 150ns 150ns 150ns 250ns 500ns 500ns<br />• RGP10 x = 1A <br />• RGP15x = 1.5A<br /> <br />RGP002- 12E 14E 16E 18E 20E <br />V maks 1200v 1400v 1600v 1800v 2000v <br />Recovery T 300ns 300ns 300ns 300ns 300ns <br />• RGP002-xxE = 0.5A Biasanya dijumpai untuk penyearah tegangan screen Sony<br /> <br />RM2x 2Z 2 2A 2B 2C <br />V maks 200v 400v 600v 800v 1000V <br />Recovery T 150ns 150ns 150ns 150ns 250ns <br />• 2A<br /> <br />RU2x(G) 2A(G) 2B(G) 2D(G) 2G(G) 2J(G) 2M(G) 2K(G) <br />V maks 50v 100v 200v 400v 600v 800v 1000v <br />Recovery T 50ns 50ns 50ns 50ns 75ns 75ns 75ns<br />• RU2x = 1.5A<br /> <br />RU4x 4Y 4Z 4 4A 4B 4C 4YX <br />V maks 100v 200v 400v 600v 800v 1000v 70v <br />I maks 3.5A 3.5A 3A 3A 3A 2.5A 4A<br />Recovery T 100ns 100ns 100ns 100ns 100ns 100ns 50ns<br /> <br />SR2x 2A 2B 2D 2G 2J 2K 2M<br />V maks 50v 100v 200v 400v 600v 800v 1000v <br />Recovery T 150ns 150ns 150ns 150ns 150ns 250ns 500ns<br />• SR2x = 2A<br /> <br />• N4148 Vrms maks=75v , 150mA, recovery time =4 ns <br />• STTH102 Vmaks=75v, I=150mA, recovery time=20ns <br />• RU2M(Z) V maks =400v, I = 1.1A, recovery time = 100ns <br />• RU2AM(Z) V maks = 600v, I = 1.1A, rtecovery time = 100ns<br />==================================================================<br />Diode Damper (bag horisontal) atau Sirkit Pin-cushion (bagian atas) <br />• RU4D=1300v / 1.2A <br />• RU4DS=1300v /1.5A <br />• RP3F=1500v / 2.0A <br />• BY228 = 1650v/5A<br />=================================================================== <br />Diode zener protektor <br />• R2M = maks tembus pada tegangan antara 135-150v <br />• R2K = maks tembus pada tegangan 140vAnonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com1tag:blogger.com,1999:blog-1080177416501168273.post-75726154625645995452013-05-09T16:36:00.001-07:002013-05-09T16:39:09.282-07:00Servis mode TV komplit<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMVypSstI3uBtT_cQJFUMp-FGA4GPRcY2XVhWA7yLsi0FtYsfV-Z855TZmqp4mRPNZ9xO21c94g1kFM7fe2zEcpy8Xvud7wU_aTM-gzDgYLGehZ5EIX8i7MJAlck62p-DEkV4ZPy0elYk/s1600/menu.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMVypSstI3uBtT_cQJFUMp-FGA4GPRcY2XVhWA7yLsi0FtYsfV-Z855TZmqp4mRPNZ9xO21c94g1kFM7fe2zEcpy8Xvud7wU_aTM-gzDgYLGehZ5EIX8i7MJAlck62p-DEkV4ZPy0elYk/s200/menu.JPG" width="200" /></a></div>
<h3 class="post-title entry-title" itemprop="name">
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<div class="post-body entry-content" id="post-body-4054855047409633808" itemprop="description articleBody">
Dibawah ini terdapat beberapa kode servis TV yang saya dapat dari beberapa sumber diinternet,silahkan dicoba.<br />
<br />
-AIWA<br />
tombol servis ada di remot,di atas tombol VOL+,bongkar dulu remote.<br />
<br />
-AKARI<br />
tekan SLEEP di remot dan tahan MENU di tv.<br />
<br />
-AKIRA (cara pertama)<br />
tekan MENU di remote dua kali RECALL,MUTE.<br />
(Cara kedua)<br />
pada saat tv menyala tekan tombol MENU,QVIEW dan MUTE maka akan muncul menu servis,gunakan tombol TIMER untuk keluar menu.<br />
<br />
-BAZZOMBA<br />
tekan
VOL di tv hingga nol tekan RECALL di remot 1X , tekan dan tahan VOL- di
tv bersamaan dengan tekan kembali RECALL di remot ulangi proses
tersebut untuk masuk ke sub menu selanjutnya sampai posisi keluar menu
servis.<br />
<br />
-BOMBA<br />
tekan MENU di remote dua kali RECALL,MUTE.<br />
<br />
-CRISTAL<br />
posisi standby tekan VOL + dan VOL- pada tv.<br />
<br />
-FUJITEC<br />
tekan MENU di remote dua kali RECALL,MUTE.<br />
<br />
-HITACHI<br />
tekan dan tahan tombol AV di tv, hidupkan power switch tv.<br />
<br />
-JVC<br />
tekan dan tahan bersamaan OSD dengan MUTE atau OSD dengan PICTURE.<br />
<br />
-KCL<br />
tekan
VOL di tv hingga nol tekan RECALL di remot 1X , tekan dan tahan VOL- di
tv bersamaan dengan tekan kembali RECALL di remote ulangi proses
tersebut untuk masuk ke sub menu selanjutnya sampai posisi keluar menu
servis.<br />
<br />
-KONKA (type K2100cx,k2139ax,2166axt,1438axt)<br />
tekan menu 1x diremote, tekan recall 3x diremot jika terkunci tekan tekan mute lalu angka 9 sebanyak 3x.<br />
-KONKA (type k2139c3,5139c3)<br />
kupas
kulit remote sebelah kiri bawah lalu tekan dengan obeng sampai muncul
mode fac on untuk masuk menu tekan tombol 4 dan tombol 8 untuk setting
tekan 1,2,3 dan 4.<br />
-KONKA (type k2588t dan 1488t)<br />
tekan tombol 6
dan tombol 8 pada remote,jika remote sudah tidak ada (tv ini keluaran
tahun 2000an) rekan-rekan bisa memakai remote universal merk cunghop
masuk mode seting dulu jika remote sudah fungsi, langsung tekan tombol
sleep maka akan langsung masuk mode service.<br />
<br />
-LG FLATRON<br />
tekan OK di remote dengan OK di tv atau menu di remote dengan menu di tv.<br />
<br />
-MITOSHIBA<br />
tekan
VOL di tv hingga nol tekan RECALL di remot 1X , tekan dan tahan VOL- di
tv bersamaan dengan tekan kembali RECALL di remote ulangi proses
tersebut untuk masuk ke sub menu selanjutnya sampai posisi keluar menu
servis.<br />
<br />
-PANASONIC<br />
shortkan sesaat PIN FA-1 ke FA-2 atau TP-8 ke GROUND pada IC program.<br />
-PANASONIC TX SERIES<br />
tekan VOL- di tv dengan OSD.<br />
<br />
-PHILIPS<br />
posisi standby tekan 0,6,2,5,9 lalu MENU.<br />
<br />
-POLYTRON<br />
posisi standby tekan dan tahan MENU di remote hingga tv menyala masukan kode angka 1,0,1,3 atau 1,0,1,4.<br />
<br />
-RCA / THAMSON<br />
tekan dan tahan tombol VT di tv dengan Power switch on TV.<br />
<br />
-SAMSUNG DIGITAL HD100<br />
posisi standby,tekan di remote DISPLAY,MENU,MUTE,POWER atau DISPLAY,MUTE,1.8.2,POWER ON.<br />
-SAMSUNG PLANO<br />
posisi standby tekan di remote DISPLAY,MENU,MUTE,POWER ON.<br />
<br />
-SANYO<br />
tekan menu di remote dengan vol+ di tv.<br />
<br />
-SHARP EXPRESION ( cara pertama )<br />
hubungkan 2 kawat jumper J-800 ke PCB yang sudah disediakan lubang dan 2 jumper ( pada IC )<br />
Cara kedua;<br />
shortkan kaki PIN 6 dan PIN 7 sesaat pada IC MCU (TDA 98XXX) untuk kembali shortkan lagi.<br />
<br />
-SONY<br />
Posisi standby tekan OSD,5,VOL-,POWER ON.<br />
<br />
-TCL<br />
tekan display OSD di remote dengan VOL- di tv tahan 3 detik.<br />
<br />
-TOSHIBA<br />
tekan mute di remote 1X kemudian tekan lagi dan tahan mute diremote lalu tekan 4,7,2,5 tekan VOL- di tv tekan dan tahan angka 9.<br />
<br />
Berdasarkan IC yang dipakai<br />
Anda juga bisa memakai cara yang dibawah ini, berdasarkan IC yang di pakai oleh TV,terlebih dahulu cobalah cara diatas ;<br />
<br />
-LC863328A-5028, LC863328A-2MD0, LC863320A- C81DC<br />
Cari tombol kosong di remot yang tidak dipakai. Memilih dengan Ch Up/ Ch Down, adjust Vol Up/Vol Down.<br />
<br />
-LC863320A-5R76<br />
Volume posisi 0, tekan Q.VIEW (atau REVIEW), sambil menekan VOL-.<br />
<br />
-ST6C-ELAINE2<br />
Tekan berurutan SKIP, VOL-, FINETUNE<br />
<br />
-CH08T0934
(TMP87CM38N-2A98-1F31), 5H32-3K49, 5H31-3PB3,H08T0606 (8821CSNG5BE5),
SH08T0605 (8827CSNG5BK0), CH05T0102 (TDA9381PS/ N2/2L1091), CH05T1610
(TDA9384PS/N2/3l), SCAVEM-10P (TDA9594H/N1/51- VARK90)<br />
Volume posisi
0, tekan dan tahan MUTE, tekan MENU pada panel, tahan keduanya kira-kira
2 detik. Keluar: POWER. Password default keylock: 8888.<br />
<br />
-CH04T1222, CH04T1228, CH04T1221-50L9, CHT0406-5M18<br />
Volume
posisi 0, tekan dan tahan MUTE, tekan TV/AV pada panel, tahan keduanya
kira-kira 2 detik. Keluar: POWER. Password default keylock: 8888.<br />
<br />
-LC863324A-5T51, LC863528B-50S8, M37220M3-167SP<br />
Masuk ke menu AutoProgram/ AutoSearch, tekan berurutan 6483.<br />
<br />
-87CK38N-1H74, LC863532A-5Z00, 87SK38N-2B46, 87CM38N-3GP2, 8821CPNG4RJ1, HAY-17 (8873CPNG6F35)<br />
Volume posisi 0, tekan tahan Vol- dipanel, tekan OSD/display diremot.<br />
<br />
-M37220M3-010SP<br />
Tekan dan tahan MENU dipanel, tekan berurutan 6483. Tekan POWER untuk simpan/keluar.<br />
<br />
-M37160M8-058FP<br />
Tekan
MENU, sebelum tampilan menu/picture hilang tekan berurutan 6483. Pindah
halaman dengan MUTE. Tekan POWER untuk simpan/keluar.<br />
<br />
-LC863528B-51C3<br />
Tekan DISPLAY, tekan MUTE 3 kali. Pindah halaman dengan SLEEP/ Q.VIEW. Tekan MENU untuk simpan/keluar.<br />
<br />
-M37160M8-073FP<br />
Tekan MUTE, tekan PP. tekan (_/_) untuk pindah halaman, tekan TV untuk keluar.<br />
<br />
-LC863532B-52H8<br />
Tekan MENU, tekan berurutan 888.<br />
<br />
-LC863528A-52K7<br />
Volume posisi 0, tekan MENU berulang kali hingga sampai pada PROGRAM EXCHANGE, isikan 2483.<br />
<br />
-TH-50J2-3RR0<br />
Set volume/balance sampai ke RS03, tekan MENU, tekan MUTE.<br />
<br />
-HBK-00-01 (M37220M8-123SP), HBM-00-01, HBM-**-**<br />
Posisi standby, tekan dan tahan MENU hingga muncul konfirmasi password, password 1013, 1014, 3101 (reset eeprom). Simpan: MENU<br />
<br />
-HBT-00-***, HBT-00-***, HBT-01-***<br />
Posisi
standby, tekan dan tahan MENU hingga muncul konfirmasi password,
password 1013, 1014, 1206, 1207, 1209, 3101 (reset eeprom). Simpan: MENU<br />
<br />
-SZM-139M3<br />
Posisi standby, tekan berurutan, P.STD, HELP, SLEEP, POWER.<br />
<br />
-8853CPNG6EG1, 8823CPNG5BB1<br />
Volume
posisi 0, tekan dan tahan DISPLAY, tekan dan tahan VOL- di panel, lepas
DISPLAY (VOL- masih ditahan), tekan DISPLAY sekali lagi. Keluar: POWER.<br />
<br />
-LC863532B-55L1 (WCOM)<br />
Volume posisi 0, tekan MENU, tekan berurutan 6568.<br />
<br />
-LC863316A-6Y29 (KONKA)<br />
Buka remote asli, hubungkan sesaat kaki ic pin2 (S.SYS) dengan pin17.<br />
<br />
-OICTMPH00**, OICTMSA00**<br />
Tekan MENU di panel, tekan MENU dipanel sekali lagi kemudian tahan, tekan MENU diremot, tahan keduanya sekitar 2 detik.<br />
<br />
-CXP86324, LG8046-32A (8823CPNG5JK3)<br />
Tekan OK dipanel dan diremote, tahan keduanya. Simpan: OK.<br />
<br />
-LC863328C-55W0<br />
Tekan berurutan MENU, MENU, Q.VIEW, MUTE. Pindah halaman: SLEEP. Keluar: MENU.<br />
<br />
-ST90R28, M37270MF-A5WK, M37212M6-111SP<br />
Tekan VOL+ dan VOL- secara bersamaan, tahan keduanya, hidupkan TV pakai tombol panel. Keluar: POWER.<br />
<br />
-M37102M8-C41SP<br />
Tekan DISPLAY tahan, tekan PSTD (picture mode).<br />
<br />
-LA76936N7N57T5E (KONKA)<br />
Volume posisi 0, tekan berurutan MENU, DISPLAY, DISPLAY, DISPLAY<br />
<br />
-LC863332B-52Z6<br />
Volume posisi 0, tekan MENU, tekan berurutan 8633.<br />
<br />
-MN1528111TZX<br />
Volume
posisi 0, sleep posisi 30 menit, tekan dan tahan VOL- pada panel, tekan
DISPLAY. Keluar: tekan NORMAL di remot (atau lakukan eeprom reset).
Eeprom reset: tekan SLEEP ditahan, tekan VOL- dipanel.<br />
<br />
-MN1871681T, TDA9381N048M<br />
Volume
posisi 0, sleep posisi 30 menit, tekan dan tahan CH+ pada panel, tekan
DISPLAY diremot. Keluar: tekan NORMAL di remot (atau lakukan eeprom
reset). Eeprom reset: tekan SLEEP ditahan, tekan VOL- dipanel.<br />
<br />
-SAA5542<br />
TV
pada posisi standby, tekan secara berurutan 062596 diikuti tekan MENU
di remot (beberapa model pakai 06259, 0362596, 0462596, 0762596,
036596).<br />
<br />
-SAA5291PS/135, VCT49X3E, SPM-802ERN5, SPM-802EEN*, SPM-836EE*, T-KILPTH-1019 (SS46941A-9R)<br />
Posisi standby, tekan berurutan DISPLAY, MENU, MUTE, POWER.<br />
<br />
-QXXAVB500-AC3A (M37221M8-133SP)<br />
Tekan MENU di panel dan tahan, lalu tekan tombol angka 1 di remote.<br />
<br />
Pada beberapa TV china yang memakai IC Type LC8632XXIC dan lainnya,anda bisa coba cara ini :<br />
tekan MENU di remote dua kali RECALL,MUTE.<br />
atau dengan cara kedua<br />
tekan vol (-)di tv sampai nol terus tekan review di tv secara bersamaan.
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Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-45342409945542547902013-05-06T11:06:00.000-07:002013-05-06T11:33:58.249-07:00SUSUNAN POSISI SATELIT SAYA TULIS dari arah TIMUR ke BARAT.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpbdWFGdof7_OifNw1bnnsXYhc7VkGSr61cdu1Eilkt2F8CyAKf3g6ZxR-LHkJw_9boqGNTQFR9_vPoqIdIPIrP1G03KyKOMb8hN12cZW4jslAAfJ0vvsY2QQ8cNoLu0w-7w9ACPJyoFo/s1600/602393_parabola1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpbdWFGdof7_OifNw1bnnsXYhc7VkGSr61cdu1Eilkt2F8CyAKf3g6ZxR-LHkJw_9boqGNTQFR9_vPoqIdIPIrP1G03KyKOMb8hN12cZW4jslAAfJ0vvsY2QQ8cNoLu0w-7w9ACPJyoFo/s1600/602393_parabola1.jpg" /></a></div>
= panamsat 2 / intelsat 2 terletak pada posisi 169.0 Bujur Timur<br />
= panamsat 8 / intelsat 8 terletak pada posisi 166.0 Bujur timur<br />
= Agila 2 terletak pada posisi 146,0 bujur timur<br />
= Apstar 1 / telstar 18 terletak pada posisi 138 ,0 Bujur timur<br />
= Apstar 6 terletak pada posisi 134 . 0 bujur timur<br />
= Vinasat 1 terletak pada posisi 132 . 0 bujur timur<br />
= JCSAT 3 terletak pada posisi 128 . 0 bujur timur<br />
= Asiasat 4 terletak pada posisi 122.0 bujur timur<br />
= Thaicom 1 A terletak pada posisi 120.0 bujur timur<br />
= Chinasat 6A terletak pada posisi 115.0 bujur timur<br />
= Chinasat 6 B terletak pada posisi 115.0 bujur timur<br />
= Palapa c2/D terletak pada posisi 113.0 bujur timur<br />
= Telkom 1 terletak pada posisi 108.0 bujur timur<br />
= Asiasat 3s terletak pada posisi 105,5.0 bujur timur<br />
= Asiasat 2 c terletak pada posisi 100,5 .0 bujur timur<br />
= Insat 3A 4B terletak pada posisi 98.0 bujur timur<br />
= Measat 1- 3 terletak pada posisi 91.0 bujur timur<br />
= ST 1 terletak pada posisi 88.0 bujur timur<br />
= Insat 2E-3B-4A terletak pada posisi 83.0 bujur timur<br />
= Thaicom 2,3,5 terletak pada posisi 78.0 bujur timur<br />
= Apstar II R/ Telstar 18 terletak pada posisi 76.0 bujur timur<br />
= ABS 1 / LM I<br />
= Panamsat 7/10 atau Intelsat 7/10 terletak pada posisi 68.0 bujur timur<br />
= Yamal 202 terletak pada posisi 49 . 0 bujur timur<br />
<br />
<br />
Jika ada yang salah, mohon di koreksi.Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com4tag:blogger.com,1999:blog-1080177416501168273.post-18007946572286471732013-03-08T10:58:00.003-08:002013-05-06T11:45:02.842-07:00RUMUS KAPASITOR<!--[if !mso]>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><a href="http://www.linksukses.com/2011/06/menghitung-dan-mengukur-kapasitor.html"><span style="color: blue;">Menghitung dan Mengukur Kapasitor</span></a></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Untuk mengetahui besarnya kapasitansi sebuah </span><a href="http://www.linksukses.com/2011/04/komponen-elektronika-condensator.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Condensator</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> (Kapasitor) digunakan alat ukur <b>Capacitance Meter</b>.<br />
<br />
Pada beberapa multimeter digital yang bagus biasanya sudah ada Capacitance
Meter di dalamnya sehingga selain dapat digunakan untuk mengukur resistansi,
arus, dan tegangan, juga dapat mengukur kapasitansi.<br />
<br />
Berbeda dengan multimeter analog yang relatif lebih murah, selain masih
menggunakan jarum sebagai indikator pengukuran, Capacitance Meter juga tidak
tersedia. Meskipun demikian, alat ukur ini masih dapat dipakai untuk melakukan
pengujian sederhana untuk mengecek bagus tidaknya sebuah kapasitor.<br />
<br />
<b>Capacitance Meter </b><br />
Pengukuran kapasitansi dengan alat ukur Capacitance Meter sangat mudah,
sambungkan kedua kaki kapasitor pada kedua <i>probe</i> positif dan negatif
alat ukur, atur <i>selector</i> pada skala yang tepat, kemudian lihat hasilnya
pada display 7 segment. Apabila hasil yang tampil tidak sesuai dengan nilai
yang tertulis pada fisik kapasitor, kemungkinan komponen tersebut rusak.</span></div>
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" /><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adapun cara menghitung kapasitansi
dari beberapa kapasitor sebagai komponen pasif </span><a href="http://www.linksukses.com/2011/03/elektronika-dan-digital-dasar.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">elektronika</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang telah dihubungkan seri, paralel, atau seri-paralel mau
tidak mau harus menggunakan rumus dasar. Rumus untuk menghitung kapasitor yang
dirangkai seri, terbalik dengan rumus </span><a href="http://www.linksukses.com/2011/03/komponen-elektronika-resistor.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">resistor</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang dirangkai seri, demikian juga dengan kapasitor yang
dirangkai paralel.<br />
<br />
Satuan kapasitansi adalah Farad (F), Mili Farad (mF), Micro Farad (uF), Nano
Farad (nF), dan Piko Farad (pF).</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 F = 1.000 mF</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 mF = 1.000 uF</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 uF = 1.000 nF</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1 nF = 1.000 pF</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menguji Kapasitor dengan multimeter
analog.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Pengujian ini sebenarnya tidak begitu akurat karena untuk keperluan pengujian
sebuah Kapasitor yang lebih tepat adalah dengan Capasitance Meter. Dengan alat
ukur tersebut akan diketahui bagus tidaknya kapasitor sekaligus nilai kapasitansinya.<br />
<br />
Meskipun tidak seakurat Capasitance Meter, multimeter analog dapat digunakan
untuk menguji bagus tidaknya sebuah Kapasitor. Berikut adalah langkah-langkah
untuk menguji Kapasitor menggunakan multimeter analog:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Siapkan multimeter analog</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Atur <i>selector</i> pada bagian <i>Ohm Meter</i>
dengan skala yang disesuaikan besar kecilnya kapasitansi yang tertulis
pada fisik Kapasitor (X1, X10 untuk Kapasitor kecil sedangkan untuk
Kapasitor yng besar gunakan skala X100 atau X1K)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hubungkan <i>probe</i> (jarum positif dan negatif
multimeter) ke masing-masing kaki Kapasitor. Pemasangan <i>probe</i> dapat
bolak-balik.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Perhatikan pergerakan jarum indikator pada multimeter</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum diam (tidak bergerak), kemungkinan Kapasitor
putus,</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum menunjuk angka 0 (Nol), kemungkinan Kapasitor
terhubung singkat (<i>short</i>)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum bergerak dan menunjuk nilai tertentu tetapi
tidak kembali ke semula, kemungkinan Kapasitor bocor.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika jarum bergerak dan menunjuk nilai tertentu
kemudian jarum tersebut kembali ke semula, Kapasitor tersebut masih bagus.</span></li>
</ol>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rangkaian
Kapasitor Seri</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1/C
</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> = 1/C1 + 1/C2 + ... 1/Cn </span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<img alt="" 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" /><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Rangkaian
Kapasitor Paralel</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C
</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> = C1 + C2 + ... Cn</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<img alt="" 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" /><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh
Perhitungan Kapasitansi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.
Rangkaian Kapasitor Seri</span></b></div>
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" /><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor seri<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/C1 + 1/C2 + 1/C3<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/22 + 1/22 + 1/22<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/22<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 22/2<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 7,33 uF (Micro Farad)</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.
Rangkaian Kapasitor Paralel</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<img alt="" 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" /><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor paralel<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C1 + C2 + C3<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 22 + 22 + 22<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 66 uF (Micro Farad)</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.
Rangkaian Kapasitor Seri Paralel</span></b></div>
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<img alt="" 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/><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor seri dan paralel<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= (C1 + C2) // C3<br />
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/C1 + 1/C2 (seri)<br />
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/10 + 1/10<br />
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 2/10<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 10/2<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 5 uF (Micro Farad) <br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">// C3 (paralel)<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 5 + 10<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 15 uF (Micro Farad)<br />
<br />
<b>Keterangan:</b></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">// = Paralel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+ = Seri</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> = 1/C1 + 1/C2 (seri)</span></li>
</ol>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.
Rangkaian Kapasitor Seri Paralel </span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<img alt="" 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" /><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Gunakan rumus kapasitor seri dan paralel<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C1 + (C2 // C3)<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C2 // C3 (paralel)<br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 100 + 100 <br />
C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 200 uF (Micro Farad) <br />
<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/C1</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+
1/C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
(paralel)<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 1/47</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+
1/200<br />
<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 200/9400 + 47/9400 (disamakan penyebutnya)<br />
1/C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 247/9400<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 9400/247<br />
C </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Total</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= 38 uF (Micro Farad) <br />
<br />
<b>Keterangan:</b></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">// = Paralel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">+ = Seri</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
= C2 // C3 (paralel)</span></li>
</ol>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-77443065629274700062013-03-08T10:57:00.001-08:002013-03-08T10:57:02.862-08:00PROTECK TV SHARP !!<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis UA-1, Menggunakan IC
IX3368CEN1-5 Atau IX3410CEN1-5</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="8" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 (3,3 V) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan Proteksi utama,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Jumper J223</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D609</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 8V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D609 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D609</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D614, Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D614 = 3.3 Volt </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D614 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D752</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D752 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D752</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D504</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 16V (Sound Amp)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D504 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D504</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D502</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 45V (Vertikal)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D502 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D502</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D503</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertikal Output</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D503 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D503</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D613</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 180V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D613 = 3.3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D613</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis UA-1 (Lubang), Menggunakan IC
IX3368CEN7</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 (3,4 V) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan Proteksi utama,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Jumper J208 dan D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 190V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D607 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D604, Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D604 = 3.4 Volt </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D604 </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D601</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D601 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D601</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q501</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan Supply Vertikal</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q501 = 3.4 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D501</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IX 2938CE, TB1226</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="6" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.30 IC1001 (5,1 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D616</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D616 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D616</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 180V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D607 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q607 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D611</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D611 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D611</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D201</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D201 = 5.1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D201</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IX 2694, M52340 </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="4" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.38 IC1001 (0 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D616</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D616 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D616</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D610</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D610 = 0 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D610</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis G2 Menggunakan IC IX 3031CE,
TB1226</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.30 IC1001 (3,3 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D618</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D618 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D618</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D607 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q607 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q607</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D606</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D606</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D611</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D611 = 3,3 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D611</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">GA-4M Chasis, Menggunakan IC
IXB226WJ, M61260</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.7 IC1001 (4.5 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D605</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 185V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D605 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D605</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D607 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1091</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D606 = 4,5 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1091</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.6 IC1001 (3.4 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1010</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 15V</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.6 IC1001 = 3.4 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1010</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chasis GA-6, Menggunakan IC
IXB725WJ, Chasis GA-7 Menggunakan IC IXB855WJZZ</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="5" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.63 IC801 (4.1 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1005</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 9V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1005 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1005</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D608 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D805, D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D805 & D203 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D204</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D204 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D204</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.7 IC801 (3.9 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1002</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Power supply (AC-Detect)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.7 IC801 = 3.9 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1002</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 (0.6 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R523</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertical</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.8 IC801 = 0.6 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan R523</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IXC080WJN5Q</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="6" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.63 IC801 (4.1 V) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan Proteksi utama,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Jumper J497</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1108</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1008 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1108</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D605</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 185V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D605 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D605</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608, D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D608 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603, D604</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1105</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1105 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1105</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.64 IC801 (3.9 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1002</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Power supply (AC-Detect)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.64 IC801 = 3.9 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1002</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.65 IC801 (0.6 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R523</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertical</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.65 IC801 = 0.6 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan R523</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menggunakan IC IXC688WJ / IC
IXC844WJ</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="mso-cellspacing: .7pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Masukan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Detektor</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Yang
Dideteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan
Normal</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menonaktifkan
Proteksi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td rowspan="6" style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.81 IC801 (4.1 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1108</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1008 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1108</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D605</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 185V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D605 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D605</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D608, D607</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ABL / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Katoda D608 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D608</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Q603, D604</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Heater / X-ray</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Collector Q603 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan Q603</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D203</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 33V (Tuner)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D203 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D203</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1105</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan 5V</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Anoda D1105 = 4,1 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1105</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.82 IC801 (3.9 V)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D1002</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Power supply (AC-Detect)</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.82 IC801 = 3.9 Volt</span></div>
</td>
<td style="background: #DDDDDD; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan D1002</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.83 IC801 (0.6 V)</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">R523</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Vertical</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pin No.83 IC801 = 0.6 Volt</span></div>
</td>
<td style="background: #EEEEEE; padding: .75pt .75pt .75pt .75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lepaskan R523</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0tag:blogger.com,1999:blog-1080177416501168273.post-68811957105019729932011-12-17T10:27:00.000-08:002011-12-17T10:27:49.857-08:00sharp protec IXC245WJN5Q<span style="font-family: verdana; font-size: 85%;"></span><br />
PROTEK/SENSOR PADA TV SHARP<br />
<br />
Seingat penulis, sejak dulu, produk-produk tv sharp dilengkapi dengan sistem proteksi. Jika ditemukan kejanggalan/ketidaknormalan, tv akan protek dengan sendirinya (untuk keamanan perangkat/user). Dan sekarang ini, hampir semua tv ber-merk juga menggunakan sistem proteksi. Tetapi jika dibandingkan dengan proteksi kepunyaan tv sharp, nggak ada tandingannya. Oleh sebab itu, penulis tidak heran jika tv sharp menjadi momok bagi bengkel tv.<br />
Hampir semua bagian/blok tv sharp dilengkapi dengan sensor protek dengan jenis dan metode yang berbeda-beda, antara lain :<br />
<ol><li>Sensor Tegangan : v heater, B+ 115V, B+ vertikal, 12/16V dan tegangan-tegangan lainnya. Proteksi tegangan terdiri dari OverVoltage dan NoVoltage. Komponen yang dipakai untuk sensor tegangan biasanya menggunakan dioda (zener/dioda biasa--1N4148).</li>
<li>Sensor Output/input blok: output vertikal (Vertical Guard), H sync, dll. TV akan protek jika tidak ada output/signal atau tegangan output dalam bentuk DC.</li>
<li>Sensor Sync: walaupun jarang, proteksi ini biasanya sudah masuk di dalam IC jungle/chroma.</li>
<li>X-ray protection: menyensor tegangan ABL, berfungsi guna menyensor tegangan HV (karena ABL adalah minusnya HV).</li>
<li>dan yang terbaru, proteksi data digital. Karena rangkaian didesain sekompak/seringkas mungkin (dijadikan dalam 1 chip), maka sistem proteksi juga dimasukkan ke dalam IC tersebut. IC-ic tersebut akan mengirimkan data ke IC-program jika sistem (dalam ic tersebut) ada yang tidak beres, kemudian ic program akan memproteksi/mematikan perangkat tv.</li>
</ol><br />
BOOT UP DAN SELF TEST<br />
<br />
Penulis akan mencoba menjelaskan urutan BootUp. BootUp adalah tahap-tahap beroperasinya tv, dari mati hingga beroperasi secara normal. Jangan heran jika sasis tv sharp yang memakai TDA93xx munculnya gambar agak lama...., karena ic programnya muter-muter dulu (kerennya <em>SelfTest</em>).<br />
Tahap-tahap self test (<em>mohon koreksinya</em>) sebagai berikut :<br />
<ol><li>Regulator beroperasi dengan baik--> adanya tegangan standby (3,3V), osilator kristal pada ic-program bekerja untuk memberi denyut/clock ic program.</li>
<li>Program reset, reset dikontrol oleh IC reset (PST573, pada goldstar/merk lain KIA70) , pada pin 60.</li>
<li>Setelah reset, program meload/membaca EEPROM (mengambil data servis). Jika gagal membaca/load --> protek.</li>
<li>Setelah membaca EEPROM, program akan mencoba untuk menghidupkan tv (power on), diawali dengan menghidupkan regulator ke posisi ON (B+ 115V penuh), diikuti dengan beroperasinya osc jungle (horisontal dan vertikal). Untuk sementara, sinyal video dalam keadaan MUTE.</li>
<li>Setelah trafo flyback bekerja, ic program (dengan bantuan zener, dioda-dioda), menyensor/mengecek tegangan-tegangan vital. Jika ditemukan ketidaknormalan, tv akan protek.</li>
<li>Proses pengecekan tegangan diikuti oleh pengecekan input/output amplifikasi (vertical out, X-ray, dll).</li>
<li>Tahap berikutnya adalah pengecekan sinyal/sync, sinyal video dimasukkan dan diproses (saat ini, output ke tabung/video drive masih di MUTE --> belum ada gambar/raster), tujuannya adalah mendeteksi dan memastikan bahwa osc hor dan vert tersinkronisasi oleh video/raster. Jika sync gagal, tv akan protek.</li>
<li>Pengecekan digital/data servis. Sebelumnya, tv dinyalakan berdasarkan setting yang tersimpan dalam data servis (EEPROM), jika data tidak bisa diset, tv akan protek. misalnya. pada data NICAM diset pada 1 (NICAM=1) padahal pada rangkaian/tv tidak terdapat rangkaian NICAM, tv akan protek. Tahap ini adalah tahap pengecekan data digital (internal).</li>
<li>Pengecekan digital eksternal (peripheral, diluar IC), program akan mengecek keberadaan peripheral/alat2 tambahan diluar IC melalui bus data (SDA dan SCL, menggunakan protokol I2C), kemudian mengeset peralatan-peralatan tersebut dengan data sesuai yang tersimpan dalam EEPROM. Pada sharp Wonder, peripheral/peralatan luar antara lain: Tuner (PLL), AN5891K (SoundProcessor) dan M52797SP (AV switch), jika komunikasi ke/dari perangkat2 luar tersebut gagal/terganggu, tv akan protek.</li>
<li>Setelah semuanya beres, sinyal video di UNMUTE (ditampilkan).</li>
<li>Selama beroperasi, ic program selalu memonitor semua pintu proteksi.</li>
</ol><br />
Untuk tahap 5 dan 6 diatas, menggunakan pin protek yaitu pin 8 (normalnya sekita 3,2v) pada IX3386 dan IX3410.<br />
KODE KEDIP<br />
<br />
Untuk mengetahui dimanakah error/protek tersebut terjadi, pabrik sharp melengkapi produk tvnya dengan kode kedip. Kode kedip bisa diketahui dari panjang/pendeknya dan jumlah kedipan lampu LED indikator. Daripada pusing mengukur panjang/pendeknya kedipan, lebih mudahnya dihitung saja jumlah kedipannya. Kode kedip ditunjukkan dengan cara:<br />
<ol><li>Kode kedip menggunakan LED merah, kalo hijau yang berkedip mungkin bukan kode kedip.</li>
<li>Sebagai gambaran (<em>gunakan imajinasimu</em>), kode kedip 4 akan ditunjukkan sebagai berikut : lampu led menyala 4 kali (lamanya kira2 200ms setiap menyala<span style="color: #00cccc;">--kira2 seperempat detik--</span>), kemudian jeda/mati kira2 setengah detik (400ms) -- menyala/kedip lagi 4 kali --> jeda/mati kira2 setengah detik (400ms) --> kedip lagi 4 kali ........ begitu seterusnya.</li>
</ol><br />
Sedangkan jenis kode kedipnya beserta jenis kerusakannya sebagai berikut (<em>berdasarkan pengalaman penulis</em>), sebagai berikut :<br />
<ul><li>Kedip 1 kali : bus data error mungkin disebabkan program gagal dalam membaca memory atau bus data (SDA, SCL).</li>
<li>Kedip 3 kali : Jungle (osc horisontal, vertikal), bisa juga disebabkan karena x-ray (ABL).</li>
<li>Kedip 4 kali : Sinkronisasi gagal, video/raster tidak terdeteksi, VIF. Switch AV perlu diperhatikan.</li>
<li>Kedip 6 kali : Internal peripheral, nicam, SIF. Disebabkan data service yang tidak sesuai.</li>
<li>Kedip 7 kali : internal setting, format signal, setting decoder. Disebabkan data service yang tidak sesuai.</li>
<li>Kedip 8 kali : Tuner (gagal mengeset frekuensi tuner atau tuner tidak terdeteksi), juga bisa disebabkan peripheral luar (misalnya AN5891K, M52797SP) karena bus terganggu.</li>
</ul><br />
catatan: untuk kedip 2 dan 5 (atau kedip lainnya), penulis belum pernah menjumpai (<em>jika ada yang pernah menjumpai mohon kontribusinya</em>).<br />
TIPS PERBAIKAN SASIS INI<br />
<br />
<ol><li>Jika tv dinyalakan langsung merah (tanpa kedip), cek trafo FB, tegangan-tegangan vital, R625 (SMD) nilainya 180K, dari jalur 180V.</li>
<li>Jika kedip 1 s/d 4, langkahnya : operasi semua solderan, kalo perlu disolder ulang. Lebih-lebih pada R dan C SMD dibawah ic Vertikal. Kalau belum manjur, ada komponen yang rusak seputar rangkaian Jungle, pin yang perlu dicek : pin 21 (Vdrive A), pin 22 (VdriveB), pin 33 beserta rangkaian hor drive. Tegangan-tegangan vital perlu juga dicek.</li>
<li>Jika kedip 4 keatas, masuk saja ke service mode. TV akan menyala dan sempat untuk mengecek tegangan-tegangan. Kalo perlu ubah setting service mode. (tulis dulu setting awalnya, sebelum melakukan perubahan).</li>
<li>Jika kode kedip berubah-ubah, misalnya ketika dinyalakan berkedip 8 kali trus dimatikan, dinyalakan lagi ternyata kedipnya berubah jadi 4 kali, yang perlu dicek adalah jalur bus data (SDA, SCL). Pada Wonder, cek dua zener 5V (D302, D303) lokasinya dekat dengan AN5891.</li>
<li>Sebelum berniat untuk menyolder, sebaiknya cek dulu data service modenya.</li>
<li>Dengan memahami tahapan Self Test, akan lebih mudah mengetahui letak kerusakannya.</li>
</ol>Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com1tag:blogger.com,1999:blog-1080177416501168273.post-51968940182113055052011-11-24T18:29:00.000-08:002016-10-28T11:17:38.188-07:00KUMPULAN SKEMA TV<div style="color: black;">
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<br />Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com2tag:blogger.com,1999:blog-1080177416501168273.post-16950704196047000862011-11-24T10:33:00.000-08:002011-11-24T10:37:05.220-08:00aplikasi game N-GAGE<a href="http://www.ziddu.com/download/15797943/Aplikasin-gagesis.zip.html">download</a>Anonymoushttp://www.blogger.com/profile/14624949081684536173noreply@blogger.com0