This is a brand new LED oil temp thermometer specially manyfactured by Takegawa co. in Osaka, Japan.
It fit Honda MSX125 Grom all models.
Easy to install on genuine fitting, just need to remove top bridge.
Anodized aluminium.
All parts included.
Here are some technical informations from manufacturer:
■ Details
This
product can store the thermometer inside the handle clamp by installing
the billet handle clamp designed exclusively for GROM · Monkey 125 in
the compact LED thermometer kit.
With this, the thermometer fits without disturbing the speedometer and gathers around the handle beautifully.
Also,
the kit includes a sub-harness that does not require wiring processing,
a drain bolt that allows attachment of the included stick temperature
sensor, so you can easily install a thermometer.
GROM · Monkey 125 Aluminum cutting out handle clamp
Handle clamps precisely cut out aluminum material, and color anodized on the surface.
It is a digital thermometer that can reduce the weight by adopting a slim shape and enables sticking with Velcro tape.
By adopting white LED digital display on black meter panel, visibility is improved. Display range: 0 to 120 ° C. You can use it as an outside temperature gauge.
For
temperature measurement, attach the included drain bolt, install the
stick temperature sensor in the temperature sensor mounting hole on the
bolt, and measure the temperature at the drain bolt section.
■ Drain bolt with magnet (M12 × P1.5) (Red alumite) is included
Drain bolts with magnets are included for temperature measurement.
Since
it is possible to install a stick temperature sensor on the drain bolt,
it is possible to measure the temperature at the drain bolt part by
connecting to the compact LED thermometer.
It also has a wire lock hole that can wire lock as preventing falling off.
In
addition, our company's built-in magnet bolt incorporates a magnet that
attracts iron powder mixed with engine oil with strong magnetic force.
Unlike
adhesive stoppers of other companies' products, magnets are firmly
fixed with "caulking", so there is no worry of detachment.
Notes
If
you change the use of a racing plug, plug cap, high tension code to
genuine parts, and parts other than our product, operation may become
unstable due to noise.
Please
do not install the H.I.D kit of external products, LED headlights made
by other companies and fog lamps at the same time absolutely.
There
are things with high voltage noise that may adversely affect the
digital circuit from the ballast / inverter (voltage conversion device),
which may cause product malfunction or malfunction.
Do not install the headlight ON / OFF switch and the external item ignition device at the same time.
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l/D+oQSCxutP0y/01Hm8slNss08qSJvwGHysAwA5BNfmv8AqTmNZyqYaK5Lvlu0m1d2aWm6279D6qOfYeMUqr96ybsnZO2x+58kYfhvmU8UggWPO1fvda/Lr/gmL/wWs+M3/BQmL4twW/w98Iw6l4D8KTarpcVk1wy32p/P9ms5Cz8LIUIYjBBBx1FRf8Ei/wDgv14m/b//AGpZPhv4y8M+GfDzalo89/o9xpvn+ZcXMPlyPbESORkwGZweMeQ2a4MRwrmFH2vPBfuknKzTaTV0zop51hZ8tm/fulo9bH6lSQrIBuXdt6V5P+2l+0FN+yx+z9rHjCzgtbq6sXhjiguXbZM0kyJgkc8KzNx/dr5J/wCCxX/Bb/8A4dyeJfDng3whpuh+LPHWqR/b9RhvpmjtdKtCSkW9VIbzJX+6NwwiFjw6ked/tQ/tV/Er9oj/AIJm/D3xL8TPDWk+D9c8ca8NQttKshKPM01IWMTSpLl43cur4zwpTpkiu/h3hfEYjE4WpiIWpVZpatXaWr0ve1kz5vjbiaOAyfF1cNJqpTi7NK9pOyXle7Ral/4LhfEgIv8AxS/hORt3zeWtycdyo+fk8gcenvXrX7L3/BZJPip8RNM8O+LtBt9F/te4W1g1K0maSFJ3yI4pI2Xcu5sAHce+cVwf/BMj9oH4XfA/9nLXv+E21zR7XUtQ1SSaS0mjadmgWKPYAvOcEvye7V80/CXTP+F1ftnad/Ytq1jp+o+Km1CCBJREtlaJO08jE4wvl265zjnZycnn9SqcOZLiHi6DwTpRpJ8tS7Sbt0vp37o/nzD8acQYT6jio5gq8q8kpUrJuKulZta7PfQ/by1LMH3MWyfQYH+ev41MrfLz+Ffnj8dv+CyWqWHjCbRfhb4estUt4ZTGL/UYZpvtjA4YxQRMrbdwIDM4+mMVztz/AMFpfiJ4T0KSy1zwPpFv4iWQMpliuLSIxFHOTE7M27cEAw5Dbj0xz+aUfDvO6sIzVNe9ZpOSTs+tmz9rr+MHDdGpKnOq/d0clFuN10TS1Puj9rL4zXH7Pn7P/iTxfbJHNdaPa7reKUfu5JXdUjDYwcbmHQ968p/4Jwftq+J/2w7fxdN4g0fTNNh0F7VLWWyEirOZRKXDb2PKhIzxj75rwf8Aa+/aq1j47/8ABMG117WtPsLG68Ya2unxR2pLR+XBPJJuBbJB3WnPPYetemf8ESfCR0n9mPVtVdMNrmuTSxsRg+WkcSY/CQS/njtXXUyGjg+HK+IxUF7b2vInfa1r7O3RrZnm4fi7E5lxhhsNgKjWGdH2ko2te6drpq6tdM+zqKKK/PT9kG4yOK+Hf+Dij4mL8OP+CU/jyNZvJufEV1p2jw9PnEl7C8q8+sMcv4Zr7hBxXzn/AMFMv+Ceeh/8FLPgTpvgPxBr2t+HbGw1mLWVuNMWNnkkjhmiEbhwfkImYnGDlRzXpZLXpUMfRr4h+5GSb67O5x4+nOph5wp7tNI/EL/giv8A8EbdD/4Ka+FvHmr+KfFHiDwzpvhq8ttOsxpkUMn2qRhJJLuMgO1k2xEFRnEhHA4P6j/sh/8ABuv8Bf2TviFp/imZPEXjzXNIYT2UmvzRtZ2Mq/dkWCFI0ZgTkb94BGQAea90/wCCa3/BOnw1/wAE1vgzq/g3w3rGsa9HrOsPrN1e6iI1kMjQwxbFEYACBYQRnnLHJNfQt0v90bmwSAOvpnr2z0719JxHxpjcXiqiwtaSoy0SWmllfpezd+p5WV5FRpUYurFOfV76n8wXw68Y+GNZ/wCC2c2q/G+SFfDv/Czr9tdj1JVktYJEnm8qG4Ujb5STrEGDDbtzkEZr9P8A/gvx+3h8Edc/4J7a94K0nxb4S8a+JfFklnb6NY6VfwXj2bxzxzNcuY2PlKsaOozjLfLgjcK7T/goT/wbtfDH9uH4wal4803xFrHw78Ua9Is2ryWVrFd2N+4AVpWhYqVkcY3EONxBYjOSfO7H/g1P+EK/C5tHuPHHjSbxJJdpcProSBNkKrIDBFb/ADIqOzozMxZv3a4K5bd9FWz7I8XWwuNr1JwlSt7iTautb32Sv2vddDzVluNowq0aUItSbfNc5H/g0w+FzWXwT+MHi5fmGtaxY6OsuPm8y1gklcFvU/bI2OOo25r4a/bP07VP+CS//BaPWvEnh3T82ej68nijSLZG8iGbTbzLvAp6D5ZLm2BII+XkHJr92/2E/wBiPwf/AMEv/wBma88IaTrt5caPa3t34g1LVtUMUPLKvmSPtAVUSGKNM+i5PrX4f/t0/FXXv+C53/BUzS/D/wANdNjXSY2/4RzQLry2UvYwSyvNqlwcDEYEsrqB0jKqPnfNb8P5ksbneMxj1w8otSb0XKkkr37q/wCJjmGFdDA0KT0qJ6Ja6vXp5nX/APBIv9jHxF/wV2/bg8QfGX4sL/bXhPSNU/tPxA88ebfWtRfLw2Cp0EKRiIug4WNY4+jla+6/+C3/AIt+1fEzwH4bjb97pen3eoEYGH89wgUr0x+4IB64b1BNfb37If7KHhn9jT9nTwz8OPCtuY9N8P2xX7Q6qJbudmZ5J5NvBZ5GZvQcAYAAHmX7WX/BNTQP2sfiuvijVfEmtaXcQ2UdkIbWOMogVnYcsM4Jkc/Uk152X8YYV8QQx2JfJRpJqCSbsrWWi6vr2PA444UzDHcOTy/AJSq1JRcm2lomm7t9mj58/Zd/4JD+Gfi58CvCvizWfEuuWN5r9gl6YbOOFYxHIAUGWQsTt2n05716j8Yv2MfCf7F37F3xDvPBVleXGvzaO8Fzql7IJrv7M7gT4KgLGvls5OwKSFGSdox9afDjwLbeAPBmk6Ha+YbPRrKGygDHHyRoEHA46AVd8VeHrXxNo13p15brdWd9byW9xbt92WNxtYEZHVSR+NeHjeNsxxWL569WUqSmpcmiTSd0nZK6t3OnL/DHKcLl3JQoxjXcOXn1bUnGzau3Z3b1R+Xv/BHXxX4B8DfEjxddeKL7R9P1eS3t10Wa/lWFZIj5v2ja7ELvyIsgnJxxwMir/wAFefjp4K+MfxB8M2vhO/03VLzQ7ac3upWDxyxz+Y0PlJ5iZDGPbL0JA38HOQPcfFf/AARE8G6t4ne40vxVr2laVI282LQpcPCuMEJJ9cHkE+5JNaPif/gid4A1q6tVs/EHiXShb2qRSqrRzNcyDcGnYsvBbK8Dj5egr73/AFm4e/ttZ3KtO/LZRs7RfLazf42V1fW5+Vf6lcXf6vPhyGGpqCknz8y5pa82l/zdnbQ+c/254V8EfsW/s9+D0cwi40yTWrpP4o3kSI5PfO65lH4GvvT/AIJp+EG8H/sUeAreT/WXVgdQdsY3faJXnHH0kFcr+01/wTW8N/tMa54fu77X9a0ePw7pyaXBb2yRupjVyVJ3A8np+A6V9B/DXwVa/DnwVpeg2Ik+w6LaRWMG8gsUiQIufwAr47P+JMNi8mo4Ki25885zumtZNtb76M/QuDeDMfgOIq+Y4qKVP2cKcNU3aMYpuy1WsfxOhooor4E/Yj4p/wCCwf8AwUx8Wf8ABP5vhrpfhXTPB9rN8QL64t5/E/jBL6XQdEWFYzsljslM7PJ5mQV4URklWBJTX/Zs/wCCmENh+xpqPxO/aI1P4Y+DrfRdcm0Ya14T8Qw67omv4IMclmtrLcTbypYG3YtMBEzlVBKp0v8AwUb/AGdvjT8e9L8NxfCvXfhbd6NbTsPEngv4jaBHqXh/xJFw8TyOsEs6vFIgIRCgbIbcpTDfGln/AMG9Hjlf2QNQ0lfGXgvSfifcfENfiBa6bpX2628KWJjWSJLGGSPZdxJsk3CZFDptWNRx5x+wy2nlNTLYwxcownzq7V3Ozmulko2jfX3otWulM8PGyxkcZzUE5R5dtFG/LJ79by5Vqk09nyn3P8Gv+Cn/AMAfjv8ACDxd488K/ErRbzwr4FAfX7u4huLGTTVK7kZ4biOOUq/KoVQiR1ZF3MpUZvwX/wCCtH7Ov7RfhrxhrPhH4j2OrWvw/wBLk1vWw2mX1rcWdlGCXnWCaBJZkXHzGJHwWUHBZQflmT/giB41+Nn7PXxfsfiLf/Dfw/8AEr4hw2cNtrHhzVfE2uG5+xyxTwfbrnWL6Z3RmjEZSOEFFVWDvxGvdeCP+Cc/x6+MbeLJPjR4i+BujLdfDm5+H2hxeBPC4mnCzQyRCee+vIFvI449wP2aCVYnJziPaRJFbL8lUKsqdZ3jaybX8qfSD57yvFW5OXRvQqjise5041IK0nq0ntzJbOXu2jeV3zXtZI+ktI/b++Dmt6j8MLS18WedcfGGzn1Dwcp0u9H9rwQJ5kr5MOIdq84m2E9gTXJeAf8Agrn+zb8UNM1a/wBH+JumzWeg6NNr+o3Nzp99aRWNnHci1Z5HmhQK7TlUSInzJCy7FYEE/MP7OP8AwSX/AGgvCfxL/Zv1Xx94q+El3o/wDtdT0iCz0M36zSWU9qY4pDJLDiacyNhhthREiUjeztjV+GP/AARM8VW3/BH/AMXfs7+I/EvhfTfFuva9Lr9vqukGe5sWlWaGWFJt8cUjBhCI2O07AVYB9oUutluS07/v3LVJNNbOpON7ct3y01CTS3baW6tNDF5hPkvTSule66qCbW+ic7xTd7JptOzT+ivgv/wUx/Zl/bb0LxjpXh3x94Z8SaboukS3niKz1mwuLCH+zSGWaSSO+ijEtuFyshAZUDqHwHXPyn8G/wBv/wCAcf8AwUR+DnhH9mHwj8F/+Ed+I41HT/FWr6X4Rk0fWrVreEzxRodsDCNiAcyROjYYKcqcaXwi/wCCL3xC8ead4vX4zXHwtg1fUPBVx4O0XXdA13xZ4g1S3jmidMu2q35gjijYqwijhIbe4Uw4+Zv7NX/BJ39oDwf+0L+zX4q8feIvgzPofwCsLvQo7Xw7HfQ3VxYm2aOGRnki2zTs7tvG2FVCbgZGdsehSwuR0a1RQrNxUXZSkrNuFTW6jaXvKFl7vK3re2vHUr5lUw93TSk+qTurOm+r03nr7yajsr3X2h+0z+3L8IP2MNW8P2XxM8YWfg+bxRHcvphubW5eG4W3VXly8cbIhAdcBypcsFXcTisDSv8AgqD+z/rP7MV58Y7f4k6O3w6sL06bPqbwXKSx3QI/0f7K0YuTKQQwQRbih3gFfmr5S/4LYaf4i1P/AIKD/sZxeEbjQ7XxR/bmqSaVLrNs9zp63K/Y2j89I2VzGWABKMGUHI5ArJtP+COXx70T9nbxV9l8VfBC8+J3j74kN461qx1HQmuvDdqhWZfKs5JbeSe3lJl3edFFHMowqSqVMj+bg8ny6WX0cTiarhOo310sqji9OVte6m+a7Sa2d1b0MTjsTHGSoUYc0YpN99YSktbr7SSStrfdWPqTw7/wWS/Zp8TfBbX/AIhaZ8Sobvwn4YvrfTtXuotD1My6fLcZEBkt/s/nrHIQVWUp5ZYFd24Yrpvi5/wUx+BvwV8QeLNJ8UeNksrzwLplnrGvJHpF/dpp1rdyRR27s8MDoWkaeLCKS+H3FQoJHwy//BP5v2Kfg5+094v/AGmvGPhNvBXxm0LTNPnvtHl1vW7jS9SCsqE/bFuLmRUupI/Kmkndj5aMwiBCLxf7DX/BNv4iftk/8EcviNqF/fWkPxQ+O1zpQsNS8SNNbxjRtKe2jsw5jidwrJDMUZYzvVomJIO6u15HlDjLERqS9lGVON7rVz5LxUuVK9Nc8pabcmi3fMswxqnCjOK5pc+lntHVSte6UvhX95PXovuTV/8Agt9+yfpNjrdxP8ZfDkkfh+5itLoQ2l5cSSvJu2m3RIWa5QbTukgEiJldzLuXPS/HX/gqp+zt+zb4b8J6t4x+JukafZ+NtPXVdE+zW93qE15ZyDK3HlW0ckiRtyAzqoLKyjlWA+dPiJ/wSD+IXir45fGbxNZ6t4Eh0/4g/BqP4daRG91crNaXy21pCZJQLchLfNu3zIWbG35OoHA+I/8AgiP8avB978IfFvgbxh4EuPGng7wDB4H16x1TxD4h0mwcQs5Wa1vNLeC7ZWD7TE/lp8mSG3YXKOW5C3H99JbX1X8stL8mnvRWrTVpJW0u3HF5lZ3prbs97w/va2UpaaNuDs9bH2V4u/4Kqfs7fDvwJ4H8Uat8TNGs/D3xItrm88P6h9mupLe+S2AM4ZliIhkQsEMc2x9/ybd4K15F+11/wXP+Ffwf/Yjf4vfC/UdN+I0mrau3h7SraRLuwVr5U3yecrwCRBFGVl2OI/MUgK43Bq4zwn/wRl8UeCfGX7Leo6Uvwv0Wx+D+vX/iLxRp2lz6sLZ57r7MxWy+2yXc0xVoD88ssQbCsETJUYvjL/gip8SPE/7E37QXw3h8Q+BbTWvid8TZPG+gyCe6NlDam4idYblhAGjk2K3+rSRQQBnBJDoYLII1ISnUlJc6um1bl9qotNJX/hvmbUlezta6tX1jMnpyJe69bP4nCTTV3ZWkoqzTXva7O/6EfAn41eHv2i/hD4f8b+FNQXVvD3iS1F3ZXYt5bcTJkqTslVXX5gRhlB4op3wOt/GFp8I/D8PxAHhoeM4bNE1b/hH2nbSzMOCYDOBLsIwfnGQc9etFfJYqMI1pxp/Dd21vpfTWyv62V+yPWwbqPDwdX4rK+ltba6a216XOqooornOgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==)
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)
Returns
are accepted but object shall be returned inside its SEALED original
package, already mounted or used products shall be refused, thank you
for understanding.