---
title: "Chi siamo - Meccatronica integrata Motek - Motek Automation"
description: "Motek è un team specializzato in meccatronica integrata e Motion Technology per l'automazione industriale. Progettiamo, costruiamo e rigeneriamo sistemi efficienti e affidabili."
url: "https://www.motekautomation.com/it/motek-canelli-automazione-industriale"
date: "2026-08-22T14:44:51+00:00"
language: "it-IT"
---

#  Motek

   Dettagli   Scritto da Administrator   Categoria: [Uncategorised](https://www.motekautomation.com/it/component/content/category/uncategorised)    Pubblicato: 02 Marzo 2026    Visite: 490     Your browser does not support HTML5 video.

#  azienda

  ##  Meccatronica integrata, sfide inedite, visione concreta

###  Chi siamo

 Siamo un team unito da una forte passione per la meccatronica e per le sfide tecniche che essa comporta, intesa come integrazione sinergica tra meccanica, elettronica e informatica.

 Progettiamo sistemi di Motion Technology capaci di affrontare sfide inedite di automazione e di evolvere processi industriali esistenti. Interveniamo dove l’automazione deve essere ingegnerizzata per la prima volta e dove può essere ripensata per raggiungere standard più elevati di efficienza, affidabilità e controllo.

  ###  Le nostre soluzioni sono progettate per essere:

- efficienti sotto il profilo energetico
- affidabili nel tempo
- controllate in ogni fase operativa
- coerenti con le esigenze specifiche di ogni contesto produttivo

 Motek interviene su macchinari e impianti esistenti per rinnovarli, aggiornarli e metterli in sicurezza, attraverso tre tipologie di servizio complementari: revamping, retrofit e messa a norma.

Operiamo in ambiti diversi, adattando l’approccio progettuale alla natura del processo: dalla gestione di attività gravose alla movimentazione delicata e precisa, con lo stesso livello di attenzione tecnica e continuità qualitativa.

###  Il nostro metodo

 Ogni progetto nasce da un’analisi approfondita del processo e si sviluppa attraverso un’integrazione reale tra meccanica ed elettronica.

Progettazione, sviluppo e realizzazione sono seguiti con controllo diretto e continuità tecnica, garantendo coerenza tra visione iniziale e risultato finale.

 Il nostro assetto organizzativo aziendale è diretto e privo di dispersioni decisionali interne: questo consente piena autonomia progettuale e produttiva e un’interlocuzione tecnica chiara e costante.

 La flessibilità operativa non è solo una caratteristica strutturale, ma un’attitudine condivisa dal team. La responsabilità diretta sui progetti e il coinvolgimento attivo in ogni fase favoriscono reattività, attenzione e capacità di adattamento, anche quando le esigenze evolvono in corso d’opera.

 La rapidità deriva da metodo, responsabilità e dedizione.
L’affidabilità è il risultato di competenze consolidate ed esperienza tecnica concreta.

 Affrontiamo ogni progetto con metodo, attenzione ai dettagli e visione sistemica, trasformando esigenze produttive complesse in soluzioni concrete e performanti.

####  Progettiamo sistemi performanti.

Li realizziamo sicuri.
Li consegniamo affidabili.

  ###  Mission

 Progettiamo e realizziamo sistemi di Motion Technology integrata per affrontare sfide inedite di automazione e per evolvere processi industriali esistenti.

 Uniamo competenze meccaniche ed elettroniche per sviluppare soluzioni controllate, efficienti e affidabili, capaci di ottimizzare le prestazioni energetiche e generare valore misurabile per il cliente.

 Interveniamo su processi che devono essere ingegnerizzati per la prima volta e su linee consolidate da ripensare, trasformando la tecnologia in vantaggio competitivo reale.

### Vision

 Estendere i confini dell’automazione industriale oltre gli ambiti convenzionali, portando controllo del movimento, ottimizzazione energetica e integrazione meccatronica anche in processi finora considerati non automatizzabili.

Immaginiamo un’industria evoluta e ripensata nei processi e negli spazi, in cui responsabilità progettuale concreta, sostenibilità energetica e sicurezza operativa convivano, trasformando dati, movimento ed energia in asset strategici capaci di generare vantaggi competitivi misurabili e duraturi.

  > ![](https://www.motekautomation.com/data:image/png;base64,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) ​Ogni soluzione nasce dall’ascolto, si sviluppa con precisione e si concretizza in risultati che fanno la differenza. Lavoriamo con un unico obiettivo: superare le aspettative.

  ## Valori

![](https://www.motekautomation.com/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAQAElEQVR4AexdC3xcRbn/vrOblJbs2bYkvEQRAVFQLirIQ+2elFJApTxsAQXBC0ol2ZSHgFx5RUTBB8U2u6lVEa9cfLQgIGCBQrMp8pYrcBFFAUURpQlt92xLm2T3fPc/u9mzcza7m02ym+z64/xmznzzzTffzJn55v04Bv2bPsGPds8KWNGPBq3oYtPq6jJDkXtMK/II9B+hN0AnobdAbxzWLwdCkWcA/wq0y8xQ9IJAa+T4GR9budu/aRKlP+vfRgBmzVsZRAaeaIa6oqYV/ZP4nY1M8pCQfI+Iw8T0cSI6HHo/6BZoH/SO0LOG9V7MdCDg40C7hFiWstAdft/Qa6YVedm0ojebrdG2mdaKd4Lm30YZ9fwlu8z/9o4BK3Im9LpUcqgfGfhLYm4jkn0r/F17gefpJBJ1KAVhiDyG2uHC2XOib69wOJPOri4FANXzIcFQ5MZtg9P/yUQ/hm4lIj90aSU0CILXof+ADH0M5lPD+g8k9DL0m7CPphAcHYra4fqkIa+gZlgLfQz4KfxofmvO3ai5GJWIUABtumlF7kX1/IQwnQXSAHQhNYQMWk/Ey1j4HDH4I5w0Ztu94Wl2LLwr9P52rONwOxY+eFjvD7e9oXd0Gn27kPCHWeRkEfoGmpFeEiomGMh0mYfMX4O+xjOI3+doUWcj1dFTFwJgtkYODViRdciMh5C2R0MXUn8lZDix8clpxLPjveGQHWs/P97b/oPEuvZH4r9p20RlPFvuP3eD3dv+ZLy3Y3WiN3xZPNZh2dwfJAgFEXeS0PNU4BGi9yN+N5l9zc+jeTi+AElNompaAFRP3rSiK8ihR5hIVfPeRFQlk+lmQ3iubfXvbSPD7Z62e/pi7Vu8hBO0xTqTNoQC/L9q94YPcMj3ftRCX0PJ/2cBznszOo+mFbm/qTVyQAH3mkLVrACYVtfp4ndUW/1FYsqPZx8T/5d/hrOb3RM+Y3Nvew91djo0Sc+W2LnP2T0dV9rTZS8ROQsl/7kCQR9lCD1tWtFryOocvX9SgEE1UVne+QmbxU+Z2WJFm8xQ5BYivpmIdoHW1etCfNH0xm17xWPt121cs8TWHScdXrNkINHbcVM8Fj5QiI5D+H+E1hUyXi4zaaeHgnO6MJLQnWoDrikB2HFO1/sHSJ5Eif9MXvKkUN1GfP6G/RKx9utfv//irXnuU2xlScTCd9uJBjWPcAEisxlaU3yYMD9thqKf1pA1AdaMAJhW5FQfsxqavScvZZ5CFXuYHevo2PTA4nie25iss63le6gOWjDUtShfz2yNnhRo7VaTRGPi6SF+avGQHQt/10k57ybiX5D+MJnoN/wU36n6Dqw7TSVcEwJgYoYNvetbUPJnaIkhwC1HqTo8Huv4rYYfM2gevXS2aUV/nhTjFdVBQ2lcla8dkdtYnD8GrEhPcF73u8YciOZhy0NL+uxY+6nEfCbQ+R3Sy81Q5Mf0oZUNcJtyNeUCYFpdnWqGjdjT0XtDiBagx30eoVTRBJ7dj1s5gwYaH0QTckpeGAW5omhakkz9RtUWBQnGgLR72n9CTuqD8KImnGAMK+YzzKbBu5s/cmOxeYxhwuobUyoAZmvXUiK+irzP733+5AdVm+pFj8+2ZcvQRfB5EPQYFO+WJOPbY/BQlNRef96fmwINc0BwF3ROMc8faNj2K7Ju2iGHnHxoygTAtCKXk7DqMOlf/aRQg7XpgfP/piMnBDt0muZf0A7fwEyL8zXiciXoBqAzSugkOnzp9IxlYu/X7lr8pt2y84mogVbonFRtY9LWVVM5TJwSAQhYkc8jIa6G1tV9GN61JmKL+3XkhOBjl09DousLQ49h/H5hvCf8/Xxt97Z/jYVuccNjapw5bdp+rn2iwOqTU3ZPGAtV3JnH6jiTm39EkMA8fFWs+UyNfES17YFQ9DgmwhItsiYX2IN2S/+CSg/vggO0B4JAcHgrxfSiMkpoj3uKRPkvQT52J3QOv4rax9u8CH3WtLoxOhg7v4n6mFQBmDXvu+9gkh8j0j7otMKCy7MGDS2k1Z1qpS6NK/SaPnfF2wKtkQtNTA2bocj1ZqjrWOrsLBl/J0W767wwa/cP3Z4PC9GrOs4oQwACc6NHBKyuawOhyMqg1XUZ4PxhrM4yDcd72r8sLD9IW9yXfCXQ2rXAtU4SUDIBKxoHrJKlhvyrUe5na3xfdPzJ+ZtjF2zWcCPAoBVd3Oik/owq+noiUVPDFxLzr82e5odmzo3sOcLDMILJ5ynBTEZJATCIPQIgxG+jIk96A4oVWc2OPMzEl6JUnwP6awA/hybuutLCiYmj5l3OBe0dGntm4RtnT/IeA0OLQFVBc0PztcT0YS2QrY7DC7Y+eL5an9fQXhAl62Ih+Z4QTfe6wMZ0hOPQkzOtLgs2r1q0ykeGc4iOFHI8Gay7KTjll3wB+Y9CHcGmOdH3ppJDjzPRQuUvT/uA/3Kwp/kHVKqGQp+gYWiHM0joT5r/5qQhv5jMOQJDC7xqYFNrdwiZf4EeADK0fcv6diz26FgvrDIfJetbXuwIW4tDvNYMdXUoF1WCgq2Rb5l9G14lYU+YLKVrgMCMhnwBOc5sbPwXaqAfNlkr3qf4q2raYHkMcMkOojCdNZoQ9D98dsLnNxZBYLaBX1YdHmgaOj9rqbZZfQHAjJchThQfgu/EWymRn2Cc/98KLKYDocjFzJSf+U+yQR9ioTYw0xPNT8zLTSvyGErQS+hXXAy+u0LnFIo/7TDwUg4xElLDNRJ6zeOCKVwhOdug1LPg/wgL30HAuTRCkD/5moMlYia63cUDKEcINj3Y9qxDkhZeeEkrfPeVSpDTliq/qi4Aw9KcWxcX+ts0NtpLfZdpdZ2HRPBmvtATPn/DUfF14f+N94ZXEBsfA4+/Q+vqUFgaoPPVADNfZt934cZ8h3w7GuILgSu05oD8JbWpVJkggRKyhfgEG0vDW7BEHKf+k0loFVxcpYQgEGvudhEFgESs40YiXkO5p2mIne/mrNWDqioAs7H4wkxX6tFH7/e8Uhs2zFD0EBJeqvshlfkNDfP1xaB4T9tTTqPvYBZa76HNWZIA70XP/yxOGrvFY+3XwT6qisc6fmEPDO4GQViIcFcht/WaRvf/Ar7l0ERve26GT20c4f7TlD+dEDwWm61d+SucOgmxkeoAnRsWM59kWtFjPEQTsBTzWlUBSJLvMgTcBJ1V90Ha78haCpos56GKzcWrQOZn/antW/EtDfNgV00MjLQaglD8iP3GfnYsfGyiF+v1ZW4HS/tWr0cv3Bbv6bgNaxGnpFLOnkL0TaD1RZ27URsdim/JX/8nKiIEJKxqFrAprOLrlryE2sIrpCJfx6gHclHYTyWwuYSuBDeNx4yjunZH5D/nooQG2XBKVv1pWiG9556gHQaP1Ut+mkZ/YbEIGR1mg49WiYxh2X5oIs6OP9D2sk42Xlit7CVi4UuFGvYi5nZmOsW2+o8vGaesEBDpAnLQaL17ewdHCdpf3LgyfTA4t/so114FoGoC4B/kLyG+7kKHGPLfSsqBK62YcxIvJI1bgkOlPWRc4+va77d722+Ir+/IJWDGqSLvBKao7Z727nhPeBV1lrH9zCKHSVQzlAlfKPddGczI95olA/Dj7fukRNWiI2krhKmKAKj1d3zuYi2OKQydlHRrqGKgPOW6oLeNFbMfoSYZPfFcT7UBYJLqKuR5euiYjhHTs+Usbceny0342H+k/eCFZmFOwIp+FGBVVFUEgLY3nIbY7gidVT8vq/SDWoSWk5ADMK2QGAuDrdH/Slvq5BWwuk5AAbhCjy46o8t1e1EYtYAIY8YzR4Fa4eycrbJQdQSA+Qw9mszGDbq9FJzoDT+K3rWnGhSHvma2dn+ilL9acWs6cvn+TPwTxIehs+oufJdaA8naS5rTmH4AAn3f46fSG1uArLSquACoBEAkD4bOKKHn1ZAtYynvnbDeQLsn97jUTAaJ87Nh3lSrjzrHYKR8apSj7/R5wedv+CwRxiZU3tOXOdeg+GQ9BLbYyeOzlkqaFRcAThme0i9EZUs+ZZ/OToeTPpVof86iYAaMlLFqtJ406EZVAWtl86wjuw9smhuZ09QaOSDdZxnVVxkEfgcTOqLvP4gLG6VHDMXYsqht8TlXJqRHzlouNBpdxQUADD+uBZpKNUpuk4XmMBqojnI5LCeCTh8FHDBrZuq9wI1ZmVb3YQEr8j0zFHmJaagP4/tnDId6DaHnaKDxDdPqei0A9+Dc6PxxdTqx2ilEJ5D2GMxnJXraXtBQZYN28y4PIB7aySOZW2hhqmyGRQiRX0VcxoFumr9iZyRCrucr9NSbazu8c+tj4MuOo5aO9andNza9uV2vFUblNrN1+X9gXeFBIudRNMqLianIjl/eTbmLI/eZVvRRVTuMylwnyOxnyI1g4CYkzTDGp7BayMS5ZpBoWnB6g5qKHh+/Ir4qKgDGgHMkwmHotBKDkPBpcFwvZuMS3SMzLSXM0um4UnCwNXKO4xhPwN/cUnQF3A5VtQNqi2UY85edRsjwr+u80Ju/aCz+db8KFpYeZWa1ONyahStllv1x5QSI+XNPQoP5uAUgM5NIx7rhCm307eBEXHtJQNi0urpEaCUxNeqkkM5tqKWQsLwM+GuIBDx5DYaeI4+AMy3BeP72co98Y8bwTvB+BnyHlew7s6clNGwZs5FMNiKeHm+1LQD4+IO16A7Etw8+otnLAzs7DZX5viFSS6S+rCc26MZyzwKaoWgnqWthyPP0I7PPN/wNuyGj5tqx9vMxhXyFHevoAPxxe3CwGWN1deeAd4WRaUGwr6Xkal4uFPT0RZRguagUS1t61xL6CC6yTODNhxarPkBuOlkwTW51+sv0XhaZURZVOUTIOJQud5MESt8Lo1bXi1b5TCtyqqnu3wlFHg5Ykb+bseYB/xD/g4kv9QZreI9aeR1dG6p91Qxd7iIywFon5eyPzF5WdA4fTUsCC0dYCdwPI7afZbxl3kJydtCKLs7YSr99nFR7Atzt5Uy00HHor2Zf83YTHU3TijwZsCKrFb8yx/ZPuSEyNZrU8k7XXgHAqACPNIvg+tl7oQZwt20xc8ndPk0fW95i9r3+G3hGYsvpqKqPQGLtAbsfOl+9VNZcAkqHONQNXvp33W0nGj6hFnXymRa0QxDsnjCWdKVbd4cQfH2mdcNMHVcI3hy7QO1vvL+AGz6P1Y1jBwNYCH7f25IYejZgdb2nAK2GYm+nl+XdmuOEQT2hJsTMSfn2z2NQQgCEfYZxKxEfRuU8edVqMS+mNH8ama8n0EuNQ9M/U84cvJcni81vnIcKXd9rsFNKGtROIy9pARv8daFP4U5nFyDJovZm4l+3WFF9yTzrljGF9D2DRA7vl3Eo/S7XtWICwEx5u3Ol6PjXbI3MF6Y5eZFMMtE/gHsUNcltRLwMpeRiQ3iu3dvRReU8LB/WyeD/IrXvTseVDWNJF8vXS0jIzUiD6UwixHwUJvHe8FrDqjNb8gAAEABJREFUcD4IYVQ7m9QZgFuIWF1vo7akuc0DZZ69BoS+kAFHvtmXl46G6BNNIz2MEVMxASChWXrYEIg+3a7DLHyUbgd8hU390+Ox8B52LHwEOmkLbXTSErGO72xWt3+AoByFTpzajrU9Qyv3JGLhOzPw+N6be5aoHv29Wd8QzLeZoW69o5t1GmEqv2hKlsd7wpfgm07H98yBuQ/M6SxysscDU356uM4pv8+7UdWhnVzHCgCVEwDD8QgAMRW9lAkZ1aLH3TDoZkKJ03HjgRO9Sx4aMnz7iMEfsVt2wdw5I8/GwynnB+VddepchLAz7mFdhglLvLdjNWBth5HsDHtBZU4zNLo0SfHmIu08tlfFBICJvR0kw1CdocKxMVA/aC5Gkt1qVkOPC9y27tx/JNa1P0KYSRsXgzxPPsd5SkdxicMiOt2osNa0kKC4FPHw2l2L1fxEbmMJs77QVMRX+WijfNLSlPgGj2SmBpKJ0j7qw3WowfFOZQvtPgUx12oBqU0BIBHP2T5nB9bn8KcgzSoTZIP43W1taY5M29LmZL6Ecmkr5JnZnGg0KlYDoGoc7nxlotQgPm/CZdB1907lVflCombnJvU70GDqpV6rDSYejYoJgJDjKRlYbnUnhfKjyURJHTfUIEVpdbpRYUwEmaGuDjMUWRaY6IVPw4GxI3OHwbRhkPHXNDCRF2ZA0errJdmTHh7WoBWiXPowlWxaPX7LsBhl0JRFwsweAfBJ8UzFB3kSkVO0HHMDH29qjRygdtWUFWABIpOaw8S8nJiWsDhrd5n/bX1fYgEfo6GERWiRRiWGf0g/waM5lQbVtK86VKqmqoMbNnwf1LkakrnoTuZZmzZ5+lbwV5s1ACLm6fU7xLsCV1A5hnMrer6O5ng07PcYQs+J39mIErzVtCLqxq51QSv67bIvUxLPJMnbtw/OUAtKWjBjA4NW5GRmOtD1JfS7sq6vQakNWtFL8Q1roJ+D3oRp362GIc9DoB7A0FItOrlsDSY1f+HadUCSecNr4tqsAfBhL+sRRzW/j27X4S0PLnmemZfqOA/MpK6L2w88WoXkosGG7Z5Noh5azSI+AzNuGoLkyibUKjqmXFitSIrkxdFgz0pfMV7mhtfbEO9r4a6Odh0A0ztEBkJTd2/uafPMNWhuKBdDnnTEHMrfdPeJwpVrAkg816tgynTvUpGLx9ouQVV9FWg8nUfYCyg5tZw1+fT4n+SeLAM0NdMNh34dHOM1rQFrZbN/iO9E/NwhH3g9Y4f6/ifLu6SZtyu6IK2QgwbmBzbtiCaGwb4gFQn79LUNQpy8awM0saeCApDMEwCjpAAQ1lwxVXq1UMPbmZDBTFchFVYS0d0w1RSsXtXNDPQ1z4fbqMpP8kUSyp0CZnqHGPw4lmA/OapnEARCkcOZhp4AqE/5bmemxdTZqTdbIBmpgnOXq+/W/Q4gPs+TiFoh/DHgq1GKzzJ89K5ET8c5FPvP0gVAyCsAQrUpAMPLoP3ZJBGS92fhUqY6chWPdfxCCQPm7r9ox8LHwTwI8vFF3R+aA3XYREcVhDfGlrxKzKchoXNjZ6IW+L/LtKJrkcEntuSvvlk37WC2dn8iEOq6DRn9MBjvBZ1TzIsRv8dziOKQiOGJpwhdb/eGD7B7O47Gt/2n3Ru+KtHbcdPmdeFXinPRXMTxboL116gADEfZnTZFgu8xXBqGncZmNDU1qn3xei2wEBm4Tzlc7Fj7vaheT0EctnnpZR4y+JcokptNK/Ii9G+h/2LS1s0kzt3MfBLo4Q3vjBpC5dxmqxs/M/aS77RgSXonU47OMNQhkZx9LJDV6SfPkrn8M/Fg+A2q4FOxJkDFiZn09XNyxBj3wkl6DlzoJsV3WPuZ5SvD8KhGItZxBxMfQYWrTB8YqKr6QzDVDptpMPOU/NMQPjquLqPIcylm3c5OG9xyO4FR7Y93Wzj4kMnNHyImU8FpzRSjIs940RUVAIfZE0FMooxbANQHoZ1UIwV3kkSETldbz5VbOXpzrP1pe+f+92PY9SUqdwZPyCbhK6c3bt938xiWotE/MFBbeO72YeLvlBPPYjTs0FzdjR0jf5Oo7jwuuKICkIj7n0QstkKnFTMfqRImbRnHy0mhBBOhGnQ9NxjbB4OurRxgdedgoie81KY33iHCC0gdPiV6XIhehfc47H+DfgSZdSOajePtwcFd7d72r70+1n8SxAjDefYM94R5QgVAmNT+RkQzo2CvbQHIbL1itxlAIr8tuH4nKxP9sb1nzln+AZTaH3p8sfxMXb7swZVriXUmE73td6ETdh46Y4clYuG3w5wJ+57QH4nH2j+f6On41agbWYuFB/6orq/xOstXglZ0oRdXnm1HK6om0nQBegV9m7yRVnm8SlEZpRzH5cb0c48/4dM99jIsgSMjOzls3IoEnZElF6FnpzdsL7p1Kks3lWa8p/1aYlabPbLRYIyGbtpxTldZI6KsJ2WiPfkMTLf2Y6ais4WgG7equABMb3jzNsTGna9Gxi1K946BLEt1dhqUxMcy6Ue43jBEThhztVxWgJUkYmkc3EGd5f+9xrXJZ/Dts49dnuvMaY7FQEiO5zCoYRjlTUIVY1gEX3EBSGeSyC+18JoGmNTwSkMVBwOx5s9C2vXOTxL2U6p19UvxmIzPJbMJldUhUX1L3N5D24yyRzCZ5o8OotzztLpPMGetHFRxAVBRY4O9Y19HvkyqZCvHUTQTeSSfhC+J94THfcRslOCq4pxpq/kzJOTOHOaX6FIBo/m7VHcXJu9Rcd1xgnBVBABt4Tpk5P+5cWPaP9i7kzrq7aJKAGp8nnV+3e5tm5QLE7MBVsqEENyLeYuHXH5Mu5M1+t9BApmDIgtdfxiWcuNg0TsWXLpxAlURAMI8LoZU15H2iPDl6NVDLjRkQZD1qnMnc26Xfm1cQR+qjxFU9wNbkTXBUPQL5SwcFWRUFCmsppBNq+tu04r8eMbHVqoTPkWplcNsa/keQuwelceHbyPrlUHlVkozGZcRXjT8iEHRcm44HSYfs1ElASCym3f5BapAfeHioGAokpPsIlFFrXmf5uQnx7g32Nr9IQ3nAdV08yDJIyKkTu0cA8H7vrmh+c9ma7RNCYaHeKyWRZ2NwVDXokAo+jT6IejX8CfA4ky/MYQp5O7DABdUKvOTZKgx+05ZAsRvLZpBt0nI4nVT3WWAQnKqixN6Uxp8Va0BqyYAalu2MF/rfgwAYVo2a97KkhM50ui/AYKzAeRZNUvEWRssIAQQqKMkZTwhRN5hFtM7SCQKwdgQsCKrg61dnyq/VhAOWsvnYfz+QwjSP4V5FTL/wGxk0qaqzsmJBawu1eNPo7IvLfP1dYsBQ5zOLE1BE30kxzG64eYO/ciQleo2VOCqpqonAIhygvr+B5L/LMBhxbulhoauHrYUNNIfbNACCIGtEYwQAiT+RcK0BtXlbI3OA0IwpqPqXSjCt5p9zb/2OBaxmFa0S8hYKyRnl+IN79OY+IdmqCuavbeoSOansNx95ub1S34HP0VVsKdFhXeERvCGSOM3NHtVwKoKAKnZMSK1Pu+4sWdqD1pdB7v2AoDdE1ZTtccUEIIHkEFXmaHInUj8b8OrDzqrtiLDroLFXZEErKsjZ1or3qkjRsIQKaLPUeFHneu7Ak7/gs4p5jYzMLgeNcalqPZ/Awe95KdI+LNxLHcDX1Sp9Q0InLfPRPLlRGyxu7xe1PMEHaorAIhcQt37R6RP6fqEjJ+O1hQM+8sXgplE0omMXgDWuvqLz2ccAcG52o6FD3bYsOCo/kfgTkjBTkkj9Q5lFtOBI6OqNtE3kg6B9k4ROslu2Xk/8L5myPAp4X0ceE3xYUKimjv9gGw68+3e9p9phCNBVP3GQPJmfJMKO+v+eMJ6Q18JzeIrbhoV51iAoZEyLiUhrV2XfZPJIQiFcAFyF1VECFz3DMAPiI8O0SdKtvS09SKzVEn2jKcNEXX/QMZbgbfPcbzuTD8EnxMQj9tVn0Z5UUfP7OlOCP2CUhmUJJT8UTMfDM2e5quIeT7ArBpKOfIF6hx991HWw0TMSRGA+G/aNjE7pyGiKei0Qs4vNEPd56ctJV5I/Ecdg1Tb+KiHTEj1Ea6wqe/YYpskIF5qxc/1Jg6/zbUUABwyPO6Io8e/62XNkgFMTp0lImp3r7dJIHrBEJ5fTuZj6HokMV3m8s0Al2xd35GbQ8ngRrwrhZgUAVCRjceWPADzWuicYvmm2RrR7xXMuWnQlp7w71ESj0BJ3w9V7YkOqvjp07btDtw1lOlnaNQ5ECVe3TfgIpCh3hLuumSAfHdHyOM/Q5V7J3o7brJb+vdEJh6mmgmD+AN2rP29m8vYR6CGfPBzK7i5/RgI1C/hfxlwk6aMSQsJAdlW/1Uw9HF+AwvdOrPQX79AmK9Q0v+UiHXcoar49JpDPkGePUnGqzpKmDwlXHdTMITLIyCGId4LoxRRvl7dOYi+x+OJ3vDtm2PtTxMmwWiUBx3ZfRwx1L0D6NO4xC/6GxpRoyBFXFT1gUkVAOrsdJyUo+b63ZNBQjTdIf6VOXf5hyv9uVutPtXvcG/kQAk/KDtkKxiWsCcOknRGF4CCjIojZ2OGkEjWgkKt98NIqzg6sZ8qeoEVSNQNpqbV9ajZGl0VsFY2A1URNbkCgChnLmviowDqbWeAUsaa8aybg09x1dnpwPG30Fm1txkY+p1KxBHaijwCoqOhs6rPnrtJDf2y9gqYwqiV7gAjdzgKodyGPs4CvRML9zyF+U1HbiG1QVRkEdNQfr+BxvtMugCoiKKdexE93fkkpO/fn+0z+H5zzrJ9FU2lNI+8YOoAzBIuGqGJDveEyRRRNZYHN0FL8KMrVJWvT2sPCRuLtqwLu7uoCgbR+VXICbl9BaRbxfKtYowKRrwEMt3T9TnHgkTf+r0rGb61syv4+9R4b8dqZHY3whmLus9u7r9uLB7KoVWjISJeQ5lHzTGcYfe0uSeZMugCb1WTsaGazqeR+b9K+ZPfKEA1LtSUCYCKrb1uyRMGyQKIt75/f88hlrvVaVpFUwlt93a0E7HamoZOGpKQij4vCvFFNvV/crSfWRflMIqDTX0LHIxiDPK9G6MY7/a5En6VoID+A3Zv+PjRfrdbgs0IpykVABWbzbEOtZ/2BMC5zhrTgVvsIfXXDKAro9Ds3JJOwOnOdE4as/N1U6BhR7jvm4i1X08lhpYTjg14q1HM5ti5bkd4LDwrTTvlAqA+SP3xC6MnDIG00sn0mWAocq5yr6hWkziYmFLVsa7TB1EqGlB9MKsJAVBJZfd0/BTZf4OCs1qYbmiaE31v1v6WWfkUqBkBUJ9mb2lQc/cPK3hYT2ND0IGDKAwj6sUIWl1fxKrlC2q4WfYFF1PwcTUlAOpgiZ8ctSNmczYt0EG0AlZENQ9ZVM2bZih6iAhHMUX8boxAFg00vFnWTeNT8WG1JQBIgY2xJa9iMtSzhZqJvznWffVgNUUKtRXLMtQPjhUAAAbeSURBVGS+m7aIv3u+cYoiVTRYN5JFKabAId7avxL9AXVJQzb0nZLbjVFXDrPEU2mi47oQ4ecmlbAM7vM3lFo6BvnUKWPqgi4Rcmenw4bRBgqBziihC8q5rz9DPPrbtCLnQz8ZtCLfoc7OyqSD4sN8hR46Sv/lpeb4ddqpgCvz4VWIebyn7Skk3p0a65kO+StSCzRZK94HvmrEcTAk7EvBWEvZJ5fgr6gK9DQfD376BtU/xFv7bizqYQwO1SKtWQFQH8xO6mqYSFO804oXl1zNS9OM/jJY9tSpHBHvlTC641hgpiUecqFrUbuoBSkPupYsNS0Awztp9f0DuwbMoVE3kBRLYPTOP222RrpJnLBOw0yfCoQiK9EktJPV6dfdyoWbWiMHMJFFuecVm/tL7wfM0U4ZVNMCoFJFWFYoM6uxujeuI+LI4BMx2/hTdC7V7OIxWX7D5qEQgnMAR4LcfAnMMSsf0Zm6J/D7PmHaV8fVIlx1AQhYXe+ZyGaPhN2oVs/6conHx5hHL9V30OacSkCGQWXNKIrQ/iXYFHGCmAqdrDkmk8I/0uw1C1ZVAAJW5Ewmfp4c43GztWvpuFLhqcVDGFPrq2Y+2j7t6LHy8qX4ZvgZbQFmE5ERAd2YlJn5jYzWr+DY1li7vuFlTPwmk7iqAsCZJVhOf5DDp6XNcbxE2Hs7BtOY+wEb17f/Hcu8+xrk20tIPq9HA/br2G/sbdOOu9uxtsd0tzJhT5PC5KhLMsr0OrVkVRUAEVG3Y2a+kEntg8vAY3wnEn51EEM75CHHkBpzj5EPoU1Wy7CGsOe+XUjov+IPtL1Mo93aWSw8lvm6k4/kbt1ey3BVBSDR2/4dVN+fQIfoFLulf/zz+aoZIM6dtSdqNtfN0u8RGFMaGw0NT5DQa2lPQm8K+9QO3bR1zK9FnY3wox9hf3EjprOBq4iqNpOqCgCh2233hH8d7wmvmugOG9Qm6rg1ZR/2+T6Qhcdqqpk5Z1ra/6cxqnjfRC5zDPbvrCZ+pmXjgHWM0vv7soQ1YlZZACr3lQY7v9O5YfJm3AKg+KhTyHYs/PP4+o6/KPt4tSOpg3S/wuyJp+5Wi3DdCIDP8b2gJyDabVXydNQUwezZxewwT9qxrkp8cN0IwMb1beqUz9bcR3PJUz45uqpD++ghOEmffiuK7lSTcN0IAKE/gVKv/5VEP1lDU/UgTno8km/uOmvDVMVlPOHWkQAQOu7s7hTCx7bQOOft4beSKndMC2v/VKE/llYygqV41ZUAkIh+iMQXoOa1phV1dSDUdVvT3Micgh+sfuTUGvmKaUXuNTU/E4UR1juhM4pJj18GV+Pv+hIAZk8CM5GFemFeVjPzSUaK7qLDl+b+s0eZJ9C34XQR+jpsmEYW10/W7/hNmgaeaSVE29NABV6TxaK+BIBk9ARmCgRmNM4YkYBCO4/AVRgBgRysMMuqs6szAUA3oHSSbGWhyxIFfqvCOwzeSJnZRBRUeusZToF6E4DhaGcMtbCDyRzWdFO8N3xtxtX7Vrdt2rH2OaA1oHU/E4IRijY0ha3OVF0LQJ2ldU1G9y0BqMlsmbxIvSUAk5fWNRnSWwJQk9kyeZF6SwAmL63LCmmyiepaABxOfiMQiqycSo0MmwZdt6quBYCEP81M50ylRs6P6xwB/NWEqm8BqIkkrO9IvCUA9Z1/E459XQuAY1BIbeeeUk20bcK5MIUM6koAMInv3iSm0ozFeF1t554y/dENf0Wc9D6AJ34qjrWu60oAmMRz2sYgZ4+pTOAZD++kdgM1uHHIbjV3EbUP1JUAkLDn7l6H6MipTGJ/0pinhy8GeeKnu40GT5V7XQmA+En9+CmZTSws/X5+6u4OElRI0pGNS9pkrpsTQen44lVXAjC8zv8g4p1VLUPb+TtZy2SaZuZvJ+r/Qdlg/5KY0zeec4VZ/1Ni1pUAqBRCsbscJvpeeEOx8BeCrZFv0XjOCsL/eFTQii4mFvXXMs07X4E4oFXSUHUA1p0AxGMdvyWSqJ62InSxGWt+zFS/n8mc1dOdKwNDwAJzo0eYocg9QvI9MPVBZ9Va2+qr+dtAspHVzboTABV5O9F4ITJ9nYI1fQgJ3WNuaO7D2sAzZgV3/ppW5EkI2AZ25GHivKPpQn+iaYOn1mPpV2lXlwKgbhRNzHA+TiI/UR/h0Uwm1gYORC0xr3KaVFvv/gdYC+/hlD85R20303B1BdanAKgkXrNkwO4Nfw6l/gxoz3l/5VxVLbRR1H8FWvrnVvLu/qrGuQjz+hWA9AexQAhutmc472aWhaieb4YwPA8n/QQRrBNWauPnH5nodiH6nK+h4V3p/wqs7pzwNvAJx2yCDP4fAAD///WekfkAAAAGSURBVAMA+aSUBxg0HUIAAAAASUVORK5CYII=)######  Passione per la sfida tecnica

 Affrontiamo l’inedito come naturale estensione delle nostre competenze. Le sfide complesse non rappresentano un’impresa incerta, ma uno stimolo progettuale motivante che alimenta ricerca, approfondimento e soluzioni capaci di aprire nuove possibilità per l’industria.

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)######  Responsabilità verso il cliente

 Ogni progetto è una presa in carico concreta: ascolto, presenza, assistenza e continuità tecnica accompagnano l’intero percorso, generando affidabilità nel tempo e relazioni fondate sulla fiducia.

![](https://www.motekautomation.com/data:image/png;base64,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)######  Competenza specialistica

Le soluzioni più innovative nascono da basi solide. Un team composto da figure tecniche competenti in ogni ambito consente di affrontare la complessità con metodo e creatività, trasformando conoscenza approfondita e formazione continua in progettazione evoluta.

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)######  Responsabilità energetica

Progettare significa considerare l’impatto che ogni sistema avrà nel tempo. Ottimizzare energia, risorse e spazi è parte di una visione che guarda oltre il presente e contribuisce a un’industria più equilibrata e sostenibile.

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 Autonomia e controllo

 Coltiviamo competenze interne solide per presidiare tutte le fasi cruciali di ogni progetto. Essere autonomi significa mantenere controllo, coerenza e continuità tecnica, scegliendo con criterio partner e fornitori quando necessario, senza delegare ciò che è strategico.

  ##  Il nostro logo

 ![](https://www.motekautomation.com/images/nicepage-images/logo-motek-matita-web.png)

Il marchio MOTEK nasce dalla sintesi tra meccanica ed elettronica, elementi fondanti della meccatronica. Una disciplina che non è semplicemente un settore tecnico, ma un punto d’incontro: tra meccanica ed elettronica, tra forza e intelligenza, tra movimento e controllo, tra struttura e innovazione.

Il logo non è soltanto un segno grafico: è la rappresentazione visiva di ciò che siamo e del modo in cui interpretiamo la Motion Technology.

È la sintesi della nostra identità:

- passione per la meccatronica
- integrazione tra meccanica ed elettronica
- tecnologia al servizio del movimento
- orgoglio e cultura manifatturiera italiana

È il simbolo di un team che progetta con metodo, realizza con precisione e lavora con passione

 L’ingranaggio che forma la “O” rappresenta la struttura, il movimento trasmesso e la precisione costruttiva. È il simbolo della meccanica, dell’energia che si trasforma in azione.

 La “K”, ispirata alla forma del transistor, richiama il controllo, la regolazione e l’intelligenza elettronica.
Il transistor è l’elemento fondamentale dell’elettronica moderna: regola, gestisce e governa il flusso di energia.

 Se l’ingranaggio rappresenta il movimento, il transistor rappresenta l’intelligenza che lo controlla.
Insieme raccontano l’essenza della meccatronica: movimento intelligente.

 La bandiera italiana è una dichiarazione di identità.
Rappresenta l’orgoglio e la forte appartenenza al nostro Paese, la qualità manifatturiera italiana e la capacità di innovare partendo da una cultura tecnica che unisce competenza, creatività e capacità di realizzazione.

  ###  Richiedi un approfondimento sul nostro metodo operativo o sottoponi il tuo prossimo obiettivo industriale per trasformarlo in una soluzione concreta con Motek.

 [Contattaci](https://www.motekautomation.com/it/contatti-motek-canelli)

  9

## Schema

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            "position": 1,
            "name": "Home",
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            "@type": "ListItem",
            "position": 2,
            "name": "AZIENDA",
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}
```
