CHC ΚΑΡΕ ΤΙΜΟΝΙΟΥ

CHC ΚΑΡΕ ΤΙΜΟΝΙΟΥ

Γεωργία ακριβείας
100€

<div>CHC ΚΑΡΕ ΓΙΑ ΤΟ ΤΙΜΟΝΙ ΤΟΥ ΤΡΑΚΤΕΡ ΑΝΑΛΟΓΑ ΜΕ ΤΗΝ ΜΑΡΚΑ<img 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" alt=""></div><br>

Βασικά Χαρακτηριστικά
  • Ακρίβεια RTK εκατοστού
  • Εύκολη εγκατάσταση και χρήση
  • Συμβατότητα με όλα τα γεωργικά μηχανήματα
  • 24/7 Τεχνική υποστήριξη
  • 2 χρόνια εγγύηση
Γρήγορη Παράδοση
Δωρεάν Εγκατάσταση
24/7 Υποστήριξη

Λεπτομερή Χαρακτηριστικά

CHC SLEEVES

AUTO-STEERING SYSTEM SLEEVE LIST
Brand Model Sleeve No. Sleeve PN New Sleeve No. New Sleeve PN
YTO A small number of old models TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
Most modelsX1304 TT-000008 2804070024 DH-000003 4102150047
LOVOL Most models TT-000009 2804070036 DH-000004 4102150048
Tg-1254/m1354-g/A small number of old models TT-000010 2804070026 DH-000004 4102150048
m1504-D/m904-A TT-000008 2804070024 DH-000003 4102150047
MTZ Most models
MTZ20
TT-000007
TT-000040
TT-000047
2804070035
4102150011
4102150018
   
MTZ 82.3, 892.2 TT-000008 2804070024 DH-000003 4102150047
Japanese MTZ TT-000054 4102150025    
JOHN DEERE 5055E; 6X10( 6110); 4250-4950; 4240-4840; 55 Series - 4x55 4055/4255/4455/4555/4755/4955; 8x00 8100 / 8200 / 8300 / 8400; 8x10 8110 / 8210 / 8310 / 8410 ;
8x20 8120 / 8220 / 8320 / 8420 / 8520; 8x30 8130 (2WD only) / 8230 / 8330 / 8430 / 8530; 9x00 9200 / 9300 / 9400;
5M (Augusta) 5075M / 5085M / 5090M / 5100M / 5105M / 5115M1450 / 1550 1450 / 1550; 5R (Augusta) 5075R / 5090R / 5100R / 5115R / 5125R;
5x15 5215 / 5315 / 5415 / 5515; 5x20 5620 / 5720 / 5820;
6200 / 6300 / 6400 / 6500 / 6600 / 6800 / 6900/6110 / 6210 / 6310 / 6410 / 6510 / 6610 / 6810 / 6910; 6x20 6120 / 6220 / 6320 / 6420 / 6420S / 6520 / 652S0SE / 6620 /6620SE / 6820 / 6920 / 6920S; 6x10 6610 / 6710 / 6810 / 6910 / 6650 / 6750 / 6850 / 6950;
6x30 Standard 6130 / 6230 / 6330 / 6430 / 6530 / 6630 / 6830 / 6930;
6110B / 6135B; 6105M / 6115M / 6125M / 6130M / 6140M / 6150M / 6170M/6110M / 6120M / 6130M / 6135M / 6145M / 6155M / 6175M /6195M
6090MC / 6100MC / 6110MC/6090RC / 6100RC / 6110RC;
7600 / 7700 / 7800; 7x10 7610 / 7710 / 7810; 7x20 7720 / 7820 / 7920; 7x30 7730 / 7830 / 7930;
W-Series W540 / W550 / W650 / W660 / W670 (SN -088360); 7x00 7200 / 7300 / 7400 / 7500 / 7700 / 7800; 7250(i) / 7350(i) / 7450(i) / 7550(i) / 7750(i) / 7850(i);
6x10 6610 / 6710 / 6810 / 6910 / 6650 / 6750 / 6850 / 6950; 1450 / 1550; 9XX0 STS 9880 / 9560; 9780 CTS 9780(i) ; 96x0 WTS 9640(i) / 9660(i) / 9680(i) ;
95x0 WTS 9540(i) / 9560(i) / 9580(i) ; C-Series C670 ; 9XX0 STS 9880 / 9560; 9780 CTS 9780(i); 96x0 WTS 9640(i) / 9660(i) / 9680(i);
C-Series C670; W-Series W540 / W550 / W650 / W660 / W670 (SN -088360); 7x00 7200 / 7300 / 7400 / 7500 / 7700 / 7800/7250(i) / 7350(i) / 7450(i) / 7550(i) / 7750(i) / 7850(i)
TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
5050D TT-000057 4102150036    
6R(6105R)
6155/6195/6620
TT-000045 4102150016    
2704, 8R2304 TT-000056 4102150035    
KUBOTA L1-285
M4- M5 without cabin
M6040
TT-000001
TT-000039
2804070029
4102150010
   
L2002 TT-000012 2804070038    
New rice transplanterspv-8c
M4- M5 with cabin
SL
KLMR70MR97SMZ95/955
FT240
NW8
MZ65
M100ASMZ955MR97MZ655GM64M1-65GM73GL530GM73MR70. MR1157

TT-000002
TT-000038
TT-000041
TT-000042
2804070030
4202150009
4102150012
4102150013
DH-000002 4102150046
M7
M7-151
TT-000011
TT-000059
2804070037
4102150039
   
M1010WM1050MR1050MR800MR700
GL241
M135GE
M110GEM95DATM95DMD97M105DM115G
TT-000038
TT-000042
4202150009
4102150013
   
M1-75 TT-000040
TT-000047
4102150011
4102150018
   
/ TT-000034
TT-000060
4102150005
4102150040
DH-000002 4102150046
YANMAR Rice transplanter TT-000001
TT-000039
2804070029
4102150010
   
YT2.3.4.5 series
TY5113A
TT-000038
TT-000042
4202150009
4102150013
   
EF665CT1010CT655EG782US551
EGG25
TT-000040
TT-000047
4102150011
4102150018
   
Yanmar KTP1200A  Yanmar YH700M TT-000049 4102150020    
Tractor(low horsepower)
GK16 
TT-000021 2804070045 DH-000001 4102150045
ISEKI Rice transplanter TT-000004 2804070032 DH-000005 4102150049
TQ17 TT-000021 2804070045 DH-000001 4102150045
TJW1233V
T953
TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
T7719/8140
PR5.6.7
PRJ
RTS series
TJW/107/117/120
TJV983/885/95
TJX102
JKZ23
TJ58
TM160
TT-000043
TT-000051
4102150014
4102150022
   
  DEUTZ FAHR 1704 TT-000005 2804070033 DH-000005 4102150049
904/2104/CD2204 TT-000010 2804070026 DH-000004 4102150048
720/2104/1604
180
Agrotron 90 / 100 / 110 / 120 / 130 / 135 / 140 / 150 / 150.7 / 155 /165.7 / 180.7 / 210 / 235 / 265
Agrotron K 90 / 100 / 110 / 120
Agrotron M 410 / 420 / 600 / 610 / 615 / 620 / 625 / 640 / 650
410 / 420 / 600 / 610 / 615 / 620 / 625 / 640 / 650 Profiline
Agrotron TTV 610 / 620 / 630 / 1130 / 1145 / 1160 / 6215

TT-000011
TT-000059
2804070037
4102150039
   
CLAAS Low horsepower models
ARION 650/610/620/440/460
AXION 810
ARES 557 ATZ
Ares 836 RZ
Tucano 550
Lexion 5500TT




TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
Lexion 540/620/650/670/770 harvester
Tucano 440
Xerion 3800
TT-000027
TT-000058
2804990068
4102150037
   
axos 240 TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
945 and harvester
940 axion model 2018
TT-000014 2804070039 DH-000005+TTD-000001*2 4102150049+4102150055
DOMINATOR 370 TT-000008 2804070024 DH-000003 4102150047
Mega 370 TT-000036 4102150007    
LS Most models TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
 NEW HOLLAND T1654/T7 series and some other models
TSA(100-135)
T6000(6010-6090)
T6.XXX(6.110-180)
T7000(7030-7070)
T7.XXX(7.175-7.270)
T7.XXX(7.140-7.260)
70series
8670-8970/A)
40series
5640-8340                               TD5.85
TL5.80
T5
TX
TN65
T5.120EC
TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
CR/CX/CS/TC/TX/FX series TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
T8050/7040
T8/9
T8.390/9.615
TT-000014 2804070039 DH-000005+TTD-000001*2 4102150049+4102150055
TM(120-190)
M160/T1004/T1304/1204/904/T5050
TT-000021 2804070045 DH-000001 4102150045

40series
5640-8340
TS(90-110_115

TM(120-190)
M 100 / 115 / 135 / 150 / 160
TM 115 / 120 / 125 / 130 / 135 / 140 / 150 / 155 / 165 / 175 / 190
TS 100A/110A/115A/125A/135A
TL 70A/80A/90A/100A

TT-000015 2804070040 DH-000001 4102150045
554/704 TT-000036 4102150007    
T150 TT-000020 2804070044    
NT85 TT-000046 4102150017    
5620 TT-000037 4102150008    
2100 TT-000038
TT-000042
4202150009
4102150013
   
CASE IH Most models, including PUMA
MAXXUM100-150
MXU100-135
Puma115-230
71x0 Magnum 7110 / 7120 / 7130 / 7140 / 7150
72x0 Magnum
7210 / 7220 / 7230 / 7240 / 7250
89x0 Magnum
8910 / 8920 / 8930 / 8940 / 8950
MXU
100 / 110 / 115 / 125 / 130 / 135
Puma(125 / 140 / 155 / 165 / 180 / 195 / 210 / 225/130 / 145 / 160 / 170 /185 / 200 / 215 / 230)
SPX (3150/3185/3310)
Axial Flow (2144 / 2166 / 2188 / 2344 / 2366 / 2377 / 2388)

TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
High horsepower(305/500/3154) TT-000014 2804070039 DH-000005+TTD-000001*2 4102150049+4102150055
MXM175-190
 MX100-170
M 100 / 115 / 135 / 150 / 160
TM 115 / 120 / 125 / 130 / 135 / 140 / 150 / 155 / 165 / 175 / 190
TS 100A/110A/115A/125A/135A
TL 70A/80A/90A/100A
TT-000015 2804070040 DH-000001 4102150045
Sprayer(3230) TT-000017 2804990032 DH-000005 4102150049
2704 TT-000056 4102150035    
(AGCO)MASSEY FERGUSON Most models/MF6712/MF5455/MF7724
/MF7722/MF7720
TT-000017 2804990032 DH-000005 4102150049
later models/ S6718 TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
MF382 TT-000055 4102150026    
Daedong Tractor(low horsepower) TT-000021 2804070045 DH-000001 4102150045
NX600 TT-000034 4102150005 DH-000002 4102150046
ZOOMLION RG/RS series TT-000028 2804990070    
RN904, RS1304RN1104 TT-000009 2804070036 DH-000004 4102150048
PV/PG series TT-000044 4102150015 DH-000004 4102150048
PL series TT-000032 4102150003 FXPTT-000013+TTD-000001*1  
Harvester 4lz-9bzh TT-000033 4102150004    
VALTRA Old versions, with a keyhole TT-000027
TT-000058
2804990068    
New versions, valtra G125 after 2018 TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
New versions longer TT-000014 2804070039 DH-000005+TTD-000001*2 4102150049+4102150055
Some other models (based on MF) TT-000017 2804990032 DH-000005 4102150049
Fendt x5 cab 900 Vario 922 / 924 / 927 / 930 / 933 / 936
X5 cab 800 Vario 815 / 817 / 818
X5 cab 700 Vario 711 / 712 / 714 / 716
X5 cab 300 Vario 309 / 310 / 311 / 312 / 313
X4 cab 900 Vario TMS 916 / 920 / 924 / 926 / 930
X4 cab Favorit 800 816 / 818 / 822 / 824
X4 cab 800 Vario 815 / 817 / 818 / 820
X4 cab Favorit 700 711 / 712 / 714 / 716 / 718
X4 cab 700 Vario 711 / 712 / 714 / 716 / 718
X4 cab Favorit 500 509 / 510 / 511 / 512 / 514 / 515
X4 cab Farmer 400 Vario 409 / 410 / 411 / 412
X4 cab 400 Vario 411 / 412 / 413 / 414 / 415
X4 cab Farmer 300 307 / 308 / 309 / 310 / 311 / 312
X4 cab 300 Vario 309 / 310 / 311 / 312
300 Ci 307Ci / 308Ci / 309Ci
Favorit 6xx Turbomatik 610 / 611 / 612 / 614 / 615
TT-000011
TT-000059
2804070037
4102150039
   
Fendt 828 TT-000012 2804070038    
Same 80 explorer II top TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
Steyer Pre CNH times TT-000011
TT-000059
2804070037
4102150039
   
Gianni Ferrari Turbo 4 Fifty TT-000050 4102150021    
Challanger  
 
RoGator Sprayer
Tracked
TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
Ford / TT-000015 2804070040 DH-000001 4102150045
MacCormic / TT-000015 2804070040 DH-000001 4102150045
/ TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
/ TT-000017 2804990032 DH-000005 4102150049
CX85L TT-000039 4102150010    
MC95 TT-000014 2804070039 DH-000005+TTD-000001*2 4102150049+4102150055
Sampo Rosenlew 3065L TT-000027 2804990068    
Arbos Arbos TT-000010 2804070026 DH-000004 4102150048
Zetor Maijor 80, Major CL TT-000015 2804070040 DH-000001 4102150045
7341 TT-000008 2804070024 DH-000003 4102150047

Zetor Forterra HSX, Forterra HD, Crystal HD, Proxima Power, Proxima HS
TT-000058 4102150037    
PROXIMA CS
Zetor Forterra, Forterra CL, Proxima, Proxima
TT-000027
TT-000058
2804990068
4102150037
   
BASAK 5120, 2075S TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
Rostselmash 2375 TT-000013 2804070025 DH-000013 4102150029
combine Acros 585  TT-000009 2804070036 DH-000004 4102150048
MARUYAMA BSA-651CE TT-000021 2804070045 DH-000001 4102150045
JCB   TT-000048 4102150019    
Landini  Series 5 110HC, PowerFarm100 TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
6.165I
TT-000059

4102150039
   
7-180 TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
 Lamborghini  Spark  TT-000011
TT-000059
2804070037
4102150039
   
Farmtrac / TT-000015 2804070040 DH-000001 4102150045
JCB Fastrack / TT-000048 4102150019    
Krone BiG M 420 TT-000027
TT-000058
2804990068
4102150037
   
Liugong LT1404 TT-000008
TT-000035
2804070024
4102150006
DH-000003 4102150047
Hardi Alpha  4200 Self Propelled sprayer TT-000027
TT-000058
2804990068
4102150037
   
BERTOUD Sprayer TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
GAZ 66 TT-000008 2804070024 DH-000003 4102150047
Kirovets K700 TT-000007
TT-000040
TT-000047
2804070035
4102150011
4102150018
   
K742/K744  Articulated TT-000008 2804070024 DH-000003 4102150047
Kyoritsu RVHC650 TT-000021 2804070045 DH-000001 4102150045
Minoru LAC-6 TT-000043
TT-000051
4102150014
4102150022
   
RXG-8
RXG-800
RXG-80D
RXG-80G
TT-000038
TT-000042
4202150009
4102150013
   
MITSUBISHI GCR1380
GR110F
GR110G
TT-000038
TT-000042
4202150009
4102150013
   
MT6301D TT-000006
TT-000014
2804070034
2804070039
DH-000005
DH-000005+TTD-000001*2
4102150049
4102150049+4102150055
MTZ20
TT-000040
TT-000047

4102150011
4102150018
   
PegasAgro Tuman-2 sprayer TT-000008 2804070024 DH-000003 4102150047
Tuman-3 sprayer TT-000027
TT-000058
2804990068
4102150037
   
Rostelmash 2375 TT-000013
TT-000045
2804070025
4102150016
DH-000013 4102150029
Acros 585 combine TT-000009 2804070039 DH-000004 4102150048
Tecnoma Laser
TT-000058

4102150037
   
Antonio Carraro   TT-000006 2804070034 DH-000005 4102150049
TYM Dongyang TT-000023 2804070047 DH-000005 4102150049
T115
TS130

Τεχνικές Προδιαγραφές

Ακρίβεια ±2 cm RTK
Συχνότητες GNSS GPS L1/L2, GLONASS L1/L2, BeiDou B1/B2, Galileo E1/E5b
Ταχύτητα ενημέρωσης 10 Hz
Λειτουργική θερμοκρασία -40°C έως +70°C
Βαθμός προστασίας IP67
Τροφοδοσία 12V DC
Εγγύηση 2 χρόνια

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