FJDynamics Καρέ Τιμονιού

FJDynamics Καρέ Τιμονιού

Γεωργία ακριβείας
100€

<div>FJDynamics Καρέ Τιμονιού</div><div><img 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" alt=""></div>

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

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,Forage Chopper,Swather
 Articulated series
(2155,2355,2555,2755,2855N,2955
 3150
,3350,3650,3055,3155,3255
  4030,4040,4050,4055,4060
,4230,4240,4250,4255,4760,4430,4440,4450,4455,4960,4640,4650,4555,4840,4850,4755,4955)
 6000 Standard Cab
(6200,6300,6400)
 6010 Standard Cab
(6110,6210,6310,6410)
 6020 Standard Cab
(6120,6220,6320,6420)
 6030 Standard Cab
(6230,6330,6330,6430)
 7000 Standard Cab
(7200,7400,7600)
 7010 Standard Cab
(7210,7410,7510,7610,7710,7810)
 7020 Standard Cab
(7220,7320,7420,7520)
 7030 Standard Cab
(7130,7230,7330,7430)
 7630
,7720,7730,7820,7830,7920,7930
 8100
,8110,8120,8130,8200,8210,8220,8230,8320,8330,8400,8410,8420,8430,8520,8530
 5076
,5075E
New Holland T6010 T6020 T6030 T6050
 T9.390 T9.450 T9.505 T9.560 T9.615 T9.670
 T9020,T9030
,T9040,T9050,T9060
 TG210
,215,230,245,255,275,285,305
 TJ275,325,375,425,440,450,500,530
 T7.170
,T7.185,T7.200,T7.210,T7.235
 T7030
,T7040,T7050,T7060,T7070
 T6.120,T6.140,T6.150,T6.160,T5.155,T6.165
 TS Delta Series tractors(100A,110A,115A,130A)
 TS Plus Series(100A,110A,115A,125A,135A)
 TS Series(100A,110A,115A,125A,130A,135A)
 TC
 CX8070,8080,8090
 CR940,960,970,980,9040,9060,9065,9070,9080,9090
 CR7.90,CR8.80,CR8.90,CR9.80,CR9.90,CR10.90
 FR480,FR550,FR650,FR700,FR850
 FR9040,FR9050,FR9080,FR9090
merlin sprayer  
Case IH MXU100(Pro,X),110(Pro,X)115(Pro,X),125(Pro,X),130(Pro,X),135(Pro,X)
 MXU
(100,110,115,125,130,135)
 MXU Pro Series(100Pro,110Pro,115Pro,125Pro,130Pro,140Pro)
 MXU X Series(100X,110X,115X,130X)
 Maxxum 100X,110(Pro,X,Limited),115(,X,Limited),120(Pro),125(Pro,X,Limited),130(Pro),140(Pro,X,Limited)
 Maxxum
(110,115,120,125,130,140)
 Maxxum Limited Series(110 Limited,115 Limited,125 Limited,140 Limited)
 Maxxum Pro Series(110Pro,120Pro,125Pro,130Pro,140Pro)
 Maxxum X Series(100X
,110X,115X,125X,140X)
 4110,4120,4130,6115,6125,6140Profi
 6130,6145,6160,6170,6185,6205,6215,6230CVT
 Mahdrescher(7010,7120,8010,8120,9010,9120)
 Magunm7110,7120,7130,7140,7210,7220,7230,7240,7250,8910,8920,8930,8940,8950
 Farmall 110A,120A,125A,140A
 2144,2166,2188,2344,2366,2388,2577,2588,5088,6088,7088
 Puma CVX Series(115,125,130,140,145,155,165,170,180,185,195,200,210,215,225,230)
 Pima(Faststeer nicht unterstutzt) (115,125,130,140,145,155,165,170,180,195,200,210,225,230)
6# 900221119Q0030 D Massey Ferguson 8000(8650,8660,8670,8680,8690)
 7716
,3650
 6480,6061,6160
,4297,680HD
  DFISEKI TM165、NTA365
7# 900201029B0010 F KIOTI CK5030
Kubota Tractor, Rice Planter M5-112,M5-092,M108X , L2501,MZ65/75,MX1304,m135
Yanmar Tractor, Rice Planter  
11# 900204562Q0030 A Yanmar YT470
Kubota  
13# 900206449Q0030 C Fendt 200,300,400,500,700,800,900Vario an older
 Fendt Vario 942
 3 Fendt 818 Vatio
 4 Fendt 312 Vario
 718,311,722
,716 VARIO,FARMER 309 LSA,720,724
Deutz 7-serie(150.7,165.7,180.7)
 M-serie(M410,M420,M600,M610,M615,M620,M625,M640,M650)
 TTV(TTV410,TTV420,TTV430,TTV610,TTV620,TTV630)
 Deutz-Fahr 265
Case IH CVX CVX135,145,155,175,195,1135,1145,1155,1170,1190,1195
 CS Pro 85,95,105
 9085MT 9095MT 9105MT
14# 900206459Q0030 A Caterpillar MT“B”(425B,445B,455B,465B,475B,525B,535B,545B,555B,565B,635B,645B,655B,665B,685B)
 MT(525B,535,545,555,565,635,645,655,665,685)
Valtra Valtra S 263 Tier IV Valtra N5, T5, S4
Massey Ferguson 54.006.400.740.082.000.000
Class Arion 510,520,530,540,610c,620c,630c,640;
 Axion 810,820,840,850
New Holland TVT135,145,155,170,190,195
 T7510,T7520,T7530,T7540,T7550
Case IH Magnum180,190,210,215,225,235,245,260,270,275,290,305,315,335,340
 MX180,200,210,215,220,230,240,245,255,270,25,285
 Steiger 330,335,350.385,400,435,450,535,550,600
 STX 275,280,325,330,375,380,425,430,440,450,480,500,530
 Quadtrac 385,435,450,485,500,535,550,600
 STX Quadtrac 375 425 450 500
15# 900241119Q0030 A SL60  
Massey Ferguson 7480 tiers 2
16# 900206499Q0030 A Yanmar T80
18# 900206529Q0030 B New Holland T5(T5.85,T5.95,T5.105,T5.115)
 TM(TM120,TM130,TM140,TM150,TM155,TM175,TM190)
 TL(TL70A,TL80A,TL90A,TL100A)
 TS(TS90,TS100,TS110,TS115)
Case IH MXM120,130,140,155,175,190
 JXU80,90,100,1080,1090,1110
 Farmall 85U,95U,105U
 Steyr Multi
19# 900206539Q0030 A Challenger 65,75
 B(65B,75B)
 C(65C,70C,75C,85C)
 D(65D,75D,85D)
 E(75E,85E,95E)
Case IH Steiger9110,9130,9150,9170,9180,9190,9120,9230,9250,9270,9280,9290,9330,9350,9380,9390
 Quadtrac 9370,9380
20# 900206549Q0030 B JCB 3170(Plus),3190(Plus)
 3220 Fastrac
(Model 2004-2007)
 8520 Fastrac
(Model 2004-2007)
21# 900206679Q0030 A hattat  
Valtra BM120C,T194,bh 180 Brazi,T160, 8150,
22# 900221189Q0030 A Lamborghini Premium 1060
John Deere 7350,6534、6155M
24# 900206749Q0030 A Condor V Agrifac Condor 3
class harvest  
25# 900206759Q0030 A sonalika50-BX Zetor proxima 120
26# 900206450q0030 B Fendt  
27# 900216499Q0030 A Yanmar  
28# 900206969Q0030 B MCCKORMIK G150MAX
29# 900222069q0030 A KAT tractor  
31# 900206455Q0030 A Fendt 716 2001
32# 900207129Q0030 A Belarus  
33# 900207279Q0030 A New Holland 7610
34# 900207289Q0030 A New Holland 6610
35# 900207349Q0030 A Fiatagri F110 F110,F130
36# 900207369Q0030 B Kubota M7152 prem, M7131, MX135
37# 900207989Q0030 B Ford Tractor  
38# 900207999Q0030 A Zetor Proxima CL110
UK Bargam grimpeur JR3000
40# 900208589Q0030 B maruyama hiclibbum sprayer
41# L0016737 A John Deere  
Zetor proxima 120
42# L0023310 A GIANNI FERRARI turbo 4 fifty、Solis 26 hst

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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