---
title: "Who invented the Sewing Machine?"  
description: "Who invented the Sewing Machine?"  
author: "Cox elliott"  
published: 2018-08-30  
canonical: https://answers.mindstick.com/qa/49234/who-invented-the-sewing-machine  
category: "innovation, discovery and technology"  
tags: ["innovation, discovery and technology"]  
reading_time: 1 minute  

---

# Who invented the Sewing Machine?

Who invented the [Sewing Machine](https://yourviews.mindstick.com/story/3356/why-did-sewing-machine-invented)?\
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## Answers

### Answer by UTKARSHA SINGHROUL

**The Sewing Machine was firstly invented by “Charles Fredrick Wiesenthal”**. Charles was the [German](https://answers.mindstick.com/qa/42748/what-was-the-connection-between-president-wilson-s-fourteen-points-and-germany-s-surrender)-born engineer who was working in [England](https://answers.mindstick.com/qa/42828/due-to-their-desire-for-a-theocracy-what-was-at-the-center-of-new-england-life). **He was awarded the first British [patent award](https://answers.mindstick.com/qa/40064/which-scientist-got-a-record-of-patents-for-his-discoveries) for a mechanical device to aid the art of sewing in 1755**. The mechanical device of sewing was consisted of a double pointed needle with an eye at one end and was financed by the British Nobility. **Later, in 1830 the Sewing Machine was reinvented by ‘Berthelemy Thimonnier’.**

![Who invented the Sewing Machine?](https://answers.mindstick.com/questionanswer/08317a39-5d7d-496b-abb9-b5c12bd51c54/images/e17c0448-1ad3-452a-962b-3c93463e8361.jpeg)\
His [invention](https://answers.mindstick.com/qa/49649/who-is-louis-braille) was the very good initiator and give other inventors an idea how to make an updated version and successful version of it, without having any flaw in it. His invention was very very worthful but not a lot all of his idea found their way into the successful [machine](https://answers.mindstick.com/qa/32821/what-is-dalvik-virtual-machine). ![Who invented the Sewing Machine?](data:image/jpeg;base64,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fm2aSPAZWHqTXHeXFg/KvP+yKDFDgfKv5A0Soc9nJ6oFUtsZpJxRljWj5MZ6gflSmCM5BA/CukxMzpW5oerWOnwaxbXcd3s1CGFFlsXWOceUxfyi55CPxux6VW8iL+6KPs8P9wGpnBTVmVGXK7o2fDtzr9j5FytxEba6LiKzu5iGvFRtrm3Dd16dRmukfU4hFLcxoUdZJU2k8FlG7JHXIribexN1IsSbwsKPKzbjtghU7nk5OBjrXWWlsklrcItzb3SkSFJ4SeZGQA70b5lJx0714uPw8eZTZ6GFndcphXszXb3ssjkyiVEUFWIKpxgMPlyOwzVK6jLQ+cJRG8caRmCSNvMdxzkd8nr07VuzW91HHcGGOJYs/a954ZbgMvySbjjA5xx0qhGJUSO6kAkh5hZ8jc8mS/wAqt25I+grSnU5I+7sjevB1Zrz2OfW6mPZeTwcE/pWzNpaxaat7canaCR1ylorr58gPPCDt+FZVxGVeZ0VFV/nMQBIHUjGap+axz90Z4O0c/mea9aElJXR5VSDhLlZpifSzYxxQ6bI2oPJh7me4Yx8tgLDAgGSeAck16abC9tPD8Ok2MaC+kt1tn2/LHFNcjdPKx7BRn9K888O6JrF/cx3lokapZOk6yXA/dSTRsGEIz1PTPpXoeoyeJLnSzHBamC7urmO1lkEiqVSRghlVASQueBznHPFKTCKOWh8O6VFOlkl9e6hqAAjMenhY4ogeD5krBjtFLeeBNbIZreJAy5CIb5ZNwHYFlXk/Wu/0vSrLRbSK3t9m4shu7iTAe4c/eYt/6CPSoUkvp71svMixTXIMXAiEMZVIs8cl8lic9sfWL2KtdHjcFnOLmaGVSs0DsjpIfmR1JGG69K245otOiDzOpKKfLUHDMSckAdeTxUfjSA23iK+kiJXz44LglDtIZ0APT6ZrmWZ3OXZmPqxJP60pQdTd6FRqKnstTqLfZdXMt9ETlrON5RkswlDFGHIHpx14rS0+8/s29s9RdC62cn2krnYH8tWbbkjj8qm8E6Q97pOr3LHarSpbo2MkkYJAz+P51sar4bubmO2s9PQyTzo0TZHC72XLsegAGaNU7INGrs5G5u9a8X60v35rm5dURI1JSCLP3VXso+vv3r2fwv4XsvDtoqhVe9kBM83Ujcc7AT+v/wBbg8MeFNN8OW+I1WS9kUC4uCOT6qme3+fYdFWyVjFyuFFFFMkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArE8WIj+HNcR/uNa4b6b1rbrE8W5/4RvxBjqLKQj6ggigDyWW0Mcwk3J5Twq2xWwA+SABjqOTmoL6NAquku4q1ukyEEeXulV1YH6davCNpXjWRGw0QV88ALzkrjt2//AFVBEqNItpKF8p/OLMSQyk/vIwQOoH+elctzrsUdXumtxpd1CVdodQmYBvuPthiVlOOxHB+tJe6ra2mnLHZNfzJeQTCzF08f2ezEnyTKAnzFx90Zxwc96j15Ugt7IoiqBfzyiNuUAMUT7fpVPX7+S7lhjlgiiZQtwwhmEoLyRqoAZQAAABx+tTKmpyjdE8zinYwh/Piu00nxtd2sEFreafHdRQIkSSQuYZtqDaA3BQ/kK45V3OF75q1I4iXHfoo/qa7LX3Oe9j0ZPGvhxhmW01GE+m2GQf8AfSuP5VHN468ORKfKtb2V+cB/KjH5gsf0rzeCC+v50t7WCa4nc4SOBGdzn0Va73RPhXrl5sm1aZNPgOCY1xLdMPTAOwfiT9KnlRXMyo/jLX9VlFpplvFZq+QzwgvOF7nzH4H/AHyKwr/SNanupTBp900SnYjLG7lu5ck85Ykkn3r3nRPCnhzQIiljaKZWAElxcYlnfHqzDj8AK3AAOgA+lUtCb3PmIeHfEzfd0jUj9LaX+gqRfDPixs7dG1P3/wBGk/qK+maKAPmf/hGfFoIB0XVPf/RpT/So30PxSAFOkaoAmT/x6T//ABNfTlFAHy2+l68n39O1Ff8AetZx/Naha31SP71vdr/vRSj+Yr6qowPSgR8pFrtfvLMP95XGPzFN8+UceYQffP8AWvqx4beT/WRRP/vorfzFVpNK0aUESadYuD1320LZ/NaAPl0Tz9nB/Ef1p32i4Xqf0BB/KvpC48I+DroETaHp5z1KQrE3/fUWD+tctq/wp8PXSSPpU09hPglEZmntifQq/wA4/BvwoA8ZF246hT+YqZLtP4lIz3HIqxrnh/V/D90bXUYSjHJikX5oZlH8Ub9/f0rI57GgDXWRHGVIP0NPyaxlZlIIOGB4I4q/bzmQFW+8OuOh96YFxXZCSjshKlWZWKkqwwQSOx711OkWenxwPFLJcG7c2dw5t90TRtIrGK2RlO5iwOSOnvxXJZ9Dz+laUWpGzktpdPEsbxESlrgrKfN8nyTt7Y5bH19q58RTlUjyxdjWlJRd2dJakX8t7ZvLvkQEAzkMj5Pzxbh/d+XoeD+ZydU09NPG07EJywDzb19BwACfxzWlYiOUSXElvCkVtiVkhUqHu51DeUm4k46FueeOvWqerRI8kzXV+IpSisPL+aMsFzsVhkHHTmvEfu1bdD1KdaUY6HG6hJmWNEYlRGpLdNzN94/0pYxbpFcXTkeYNiW0WM5J4Zz7CorjzPPdXRkCEgKwGQDzzj16/jWnpWnR3MsEtwQLZJg1xj5n8uIeY4Cjnngfj7170bRijy5XlJs9D0I2Om2WjaS0ijUpbM30kPzbyZj5hJxxn/CtG8+0W2r6BM8zLpYaaKdCcRpduhWGRvbqBz1IrH01IZdae6m0+5t7qf8A0iOWU8LC25FXAOQGxwCM8V1c0cc0bRyorxyKVYMAyspGMEGoTvqVa2hyd7cR30187QXNzei7ns4InDR2NtDC5UAyPhdzYycZPNdVpyXMVjbrcFRIqtkKzOoXPygM/wAxwPWqGm6RHpweFn+0xea8sTSk+Yu7Hyv2OOxql4s8Qx6PYtHGy/brlGS2TjKjGDM3sO3qaEgbPOfFt8l7r2pSxnKRutshXuIlCn9c1h/eGR94Akj1A7ijexYk8kkk7uSSeSTWppenC9ubTbgiadY1jzk7gQTnHYcfnWy0Ri9Wes+FbVbPw3pVuBh3DTzcfxucn8un4VHd+IP7K8TeFrUPiK7lkivB0HlTfuI8/RufwrXjRbaCKEMNsESrk8D5Rkk/qa8c1jVBf67PfBiYkuES2IPSGE7VYH3+9+NStWW9EfStFQ2k32i1s7j/AJ728M3H+2gapqszCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsfxPj/hH9cz0+yOT9AQa2KyvEY3aFra+tlMPTnFAHkjtL5zNHIER4QyqeAGDFfkJ9x+tCRxyTyOq5nSAzKM7VBdj+7x+JwamaBFFsCDvxMCWPyopIIUj054qZJ0MihIwAUlV2AAYMMjbn6jI+tcZ2nL+IJxLDaxkbJRcXMjR9diBUiXn8DWeNK1C6YyRQ28EJRNpknjii+6M7WmbJ966m60wyiO8kMTeSnlW6MQCCSXaSQ+/P8A3yfQZyI55EnznZggGZoRLLyAdsKMQBxz1FbKWmhi43epivY31pKpmiG0H78bLJGe330JrpPCfg268VXVxNLI8Gl20gjnnABkkfAPkw54z6nt+NSXF1KxAVZ723RS0olt1BUEZJSe3LKD7H8a9P8AAL2X9ieRaKojineUbejrOBIHx+Yx7VpGVyJRsbek6FomhwC30yzigXADuBmaUjvJIfmP51pUUVRmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZPiDQrDxDptxYXSjLKWtpsfPBMB8rqf5+or5r1CyudOvLuyuV2z20rwyDtlTjI9jX1VXh3xR09Idbe5RcfaIIpmx3P8Aq2P6A0Aed1LC2JIz6sAfxpnbmgcH9R9aANUU9fbjGPzqKNg6Iw/iANSjA4pgdtpDxy6VaYbaTc3MkxUrlWeTyyxyOm3Pb+VQas9mLW+t4lQj7OZGwUMMbmVVVFx65z1zVfw/fv8APaGAOFiaVyAN3kx43MuOdwHbBzx35rO8VXLJ5FrDAsUU26XacOzmN2j3MynBwc7eMd+orwnQl9Zs+9z0FUtC5j6gsLXU4DiQgxhXX7uVUHAzWh4e1LTbO+hN3KYovNhYllO1QrhmBKg+gP8AwGufRWEbSMGEZYoDztL4zyfWta30K6mtBcNLawmU4hgdibhwBkyFR91R3JIr2bJRSZx3bd0dJr/iazFtfiwnLX99dwtE8X3ba1tWAiy/Tc2C2P8Ab5qbT/H8QhRdRs5PN2jfJalSjn+95bEEH8TXG3OkPCvmrdw3A7iIOPb5SwwarBXIDBcKFzk4wAPfpVJIm7O7v/iB+6kGl2JEoUkS3hBC+4jQnJ+prhL64ur9zfXU8k080jLK8meqgMoHboeAPSmRuGlVBk7ty49iD6UwNL5TWoQlmmSReDuDKGXAx6g/pRawm7kW05AIPI4rtPBdr/xMbZnGCivKM/7K5HH4jP8A9aubhgWIr5mHmAyRn5Yl7jPr61p29zHHm7lZorS3BVzExSS6kbnyY8d2/i9B+RTu9EVFJas7HxprgsdOa0t3ButRQoCpyY7fo75Hr90fj6V5bn9Bj+lWr6+n1K6kuZiN8rIoVeEjjXCrGg9AOBUi2aHgBiW4HPc8U0rCbufSOgljomglup02yz/35WtKq1hCbex0+AjBhtLeIj0KRqtWaZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVn62gk0nVYzxvtZFz6ZHWtCqOr5Ol6kB1+zSYz9KAPMFRtpYqMxoccZUncTxjnBqEpJlo0+UrLM23ADDcmQeevUflVnzEhgaQv5Som0lmGFYnaOvFV+SLeZJFDq7Ft2CrLgpgkHH61yHYYU32yZSHkRmMd9tMZLJK8QIIX36/rTNGsEvLmxe5Lz2qTMk0KnD7zEJsk+jEEZ/2ak1K6a3uoYI+Z1uPOt28sJAXK7WjGOCG6fX61LZabrF28Wo6BaXW+GVg0bxPtjYctE0mNjLycZwRmr6EX1Lg1SS2vViNs8FhLHLHZSxIWSS5UndHJgcdxx7Hnt23guOSK+1aNEVLZbSzdUT7qvK8kmPrya5K7VrKGO61TSntZkYSiF7nMBm6h9mN2a7jwl58UmpwTNHLKxjubiaLG3zWG3yxjsAAAPY1UFqTN3R1lFFFbGAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5H8UCH1K0X+7YhT/AMCdzXrleMfESfzdXk/6ZgQj/gAANAHmXc1NbW1xcyhIlLEAs2OyqMk0PGxlI/vHIz6V0nhu8n0We7lEFtcLc2slsyyqG2bujrkdRQMyIVKRgMOct+AJp+e1T3GAWPqScjuTzVTzFzwR/WmItw3M9rLHPC2HjO75hlWA52sO4Pes69ubi5eOWQ4wgSNVyI40B+4i9hWvpmk3+sSERvFDbg7Xnn3BAe4QICxP0H4iptQ8KXlskjW1zFeCLO5IwUkwO6oSf51hKrSjKzeptGnUlHRaGTpsim90SGYhrZLyOZ4pcmIksudw9wADXdW+k3PiCTUrmIwWkb3QilCBiCEH3VHXB6//AKq89gjMjhAdrochiOBz0PQ1694QtryHRor6SRZra9eZsoFEkTQyNEHZc8q2O3T8eKlFtpijKyaMn/hDpvL2PdRrgkKu1myB3JWuG1K0+wahf2yTKfJnZGZGUKxABOY2/L8K9wi+xyuRJeWsUa4LmWaNCB7BjXnvxHPh2S/sp7DULSXzITFdw2pjmKNF918pkZYHB57U4p3uKTVrHECSNSSXQnofKRFY/UrTTcNgrCpQEnLdXOevJqAGAMwRmAP3Q4VvwzTTJHt2gszM3zkjG1R2WrIJRLEnLsxx0RDhm+p7VBNcSzlN+AsYKxIvCRr1wo/nSIjPvK9UXd+OcU+cvKzzOqq7bchQFBIGM4HrQAluheaMdh8x/Dmuw8MaY+q65pNqFzGJ1ubj0EMB8xs/XAH41zenxEBpmU/MCqfTua9w8BeHn0uxfULuPbe6gqFVYfNDbfeVT7t1P4elMR2dFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqnqv/IO1D/r3k/lVyq99E09neQqMtLBIijpklSKAPKbhI5VmjljAi3cOFUyRA9Cm4djjNKkMSQGMIqLkoihcBQSeAKkubVovs4cO4idyzkhSoCFMNk9T0PuaTDlwuTtj2rkjoM4H+FcjOxHM+KoFW30uQKAWmuFyCM8IhxkVa0a61C90+T7HqjWOowMkc5Wd4vNjA4kwGAyemfb3pfF/wDx66TwAftN16Y4RB2rj9g6kZreMbxRhKVpHd6XbWV9f2ukX2o/b9R1C4kSaYSTXKtBtMpEoY4BXB2kP+GDXsNjY2enW6W1rGEjUf8AAmPqx9a8k+GWky3Gqyaoy4t9PjkRGIODcSrsCg+oGSfr717JVKNiJSuFFFFUSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAI7BFdz0VSx+gGa+f/F935l+7k5LySNx7knvXuGt3ItdMvZCcExmNfq3FfPniVZhcRyPjayhsAncpf5huyO4+tF0hpXMkPE3zE8gcA/WrYu9g2qCCRjJ7gjtWYKcD/tEH/PQ0AWLjIEeNyllyTu3Bs9+O9SadZy391FAv8Z+Zj0CjqapE/55rrPCEcebuZsAl44lYkDaMZPJ9yKwr1PZ03JGtGHPNJnT2cEdpFBBEAFVdue56k/596fIkRO5ZM5dUDRnlZT2Ip5HzjHZioZeg6Hkf1pkYjUYKgLvB+U+o6nPX868Bu+p7nocxqllDBqqyxKoS6VZCqjAEgbY4A/X8axbiHUbVQ6X+yB5JxHHHdEMgSRlO6NTxz7V09/JFdXGkOjrIN8y7l9nXg1l6BpMWu+KLeylJFvLd3Ms4U4JhiLSMAR64x+Ne9hW3SVzxsSkqjsc68k0pHn3crZIDNIzMcevJzUZS33sBMXQZwyqQT77TX0tB4V8I2wURaJpo2jAZ7eORz9WkBJ/Or8enaVCMQ2NnGP+mdvEv/oK10HMfMsENkwcNZ6lOWU7PKOwK2eCdsbZqK8h2y/u7O5to9o2pOJC/H8TM6r19hX1QqIowqqB6KAB+lRzWtncY8+3glxwPOiR8fTcDQB8po0qblU8uRlRgk46DA5roNL8Ma1qRjeW2nWFmDKmxvNlPbC4yB719DLpmkIwdNPslcdGW2hDD6ELmrSoicKqr/ugD+VAHBeGvAsVrLDfarGhaLDW9oMMikdGl7cdh/8AqrvqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAwtZ0cXG65t0Uuc+fHgHzR/eA9f5/z4+a1aGSefLuCFxGBzkdQM/wCFem15Z4y1e7sNSvRZiKSNTYMUePI3yGQSLkc84FZzStdmtNu9jF8UwT3aeHbe2gllnuJrsRxopZ3YhF6fzrR0j4X6lP5cusXSWsRwWt7fEs5HoW+4P/HqyLjXDcyW1xBLLFdQXtm1skQIeGF0YO4cgqOSMk17Bbavposraa61GxVxHCs7/aIvLExQEruJAz1qobWJnvcsadpthpNpDY2MIit4hwByzMerOx5JPerdVbXUdMvWdbO9tbhkUMwt5o5Cqk4yQhNWqogKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOP8AGt2dun6fGRvmYyuM4wo4BP614/q3nT2LzSzeascixxsVIGxWCqqjHTrzXaeLL17zVbzYzBA4tocHCyqg2nkc4zkn1rz/AFOeOZPLjf5LeXy4xwPNAB3uAO2elcs5OVRRXQ6Yx5afM+pkU4JnvTcZIqyIyq5IP1PTNdRzEBFdH4ajiuVu7R3dRvjlJjYIxABGMkHjOK5w1a069ksLuG4TOFOHA7qetY1oOcGkbUZqE02emIBGEjwRtUqd2S3HrTeBH5e8PsO5naMRE/LwCrH8PwqGG4tLqFLmKVWLEHAO5TnBIye/t/kLcXlpYILi7eMbFbybVNpkuGPIDbeg9SfSvA5Xfltqe05JK/QyZI4o9StYI1CrAgYqBjaZG38j16Va+G7W8fiK5up5EjSKzucM/TdLIqgZ/Osi1uJJZr+9mYeYUnuJDjC7ghOB7DgCs3S11uRLj+yxOrZjWeSFlUYILBCW/OvoaUOSCizxKsuebaPpSOaCYbopY5B6owb+VPrwG28Q+JtHkRbtZSU4DNlJD7iRev612mkfEWCXZFcSLv4BW5wjfhIvH5itbGR6VRWVaa/pV2F/e+UzdBKQFP0cfL+taoKsAVIIPIIOQfxFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8Z8ST239sanGqZZb62ylw4jR2TzM5kc4AOeK9mrzPxhBFp+oXE03zR6hNb3UKkFiXQeWyjjjnH51nU2NKfxGWNfs7eBIPsjRt9lSBxOYf30USbFUeTksPQ/jmuq/4Qqx1ix046pcsxSGF4TYAQqVYB8vvDZPvgViaJ4Nt9ds9M1qa/mt2+zLbCKOONh5cTMAd7HPOfSvRopdPsre3gNzCsdvDHCpklQHbGoQZyfaiC6jm+iMrQ/CWjeH55rmxe7aSWEwN9olDqELiU7VVQM5roKzpNc0KLhr+DP+wxf/ANBBqo/inQUziWVyP7kTc/TditDI3KK5iTxjp6/6u1uHHqxRP6mqknjOU5EVlGD23yM36KBQOx2VFcI/ivW5P9VFCn+5E7f+hGoW1rxPMWxNIB6IkaYz74z+tAWPQaRnjQZd1UDuxAH615vJPrsmfNvJTzjDXB/LCmoWtrs7TLNnd0yWcn86V13Hys9Fk1HTI877y2GOv71D/I1Vk8QaFH1vFY/7Cu36gYrhPsWASztxyQAoP60ghg5O7OBnEkhX88f40c0Q5WdlJ4q0dfuLcOfZAv8A6ERVSTxhAM+XZufQySqv6KD/ADrmQtopwfJ7dWJ/UnH6UjXNvjCxrwR91VAOPc80X7Bym5J4wvCP3dtAvuxd/wCWKrt4m12Uny8DjpHb5x+L5NZj3i4Xy+oPphcemM0q3o53oXJ6kEKfpxT17BZFptW8QSht1xcKP96OPr6Y5rNaOVDNd3U09wctIv2q6uZGST+ExAMFwPQg1K13IcfKMDOAzMcfQ8GszUb1gFXjAZHZY/7qFdxA9f8ACk72uNJXM29YfaJImLcW2BInzurTZBOB6f1rCuobCxgSKQxzL5FwIYpEP2gSSk4kEiYGAR36enNaE8lkA0m6bz3nDMHwE5wNiFeTz7VzepSTSXc3mHlD5ajI+VVJGDjv1zXmYdSnNt7HfiZQ5Y8nRWK0QYsAFLEkABfvE+gFad0I4rS2CvG/mAsSvVRnGD71N4d0W41e5wriGGAq81w4+SI/wgk4HPP5e1Qa3FFDqE8McqyRxttWRMHcg6MSAOcda9U80zD39qb+NL/jWro2nG9m3GJ5EjICxrn96+c8n0Hf+vSolJQTkyormdkS6RDqYvYkWKeKPzEM6ukix7DztKvjJPQfWt7XVtIrWBRDtmGxS4C4aUlnIYn5shdvH+0Kv/bTBLbJdy+bdB1iklWMpHGCPLDMzktkcZwB9Ki1ews2tJYhMhvUb7UJCSVIccgNg8Y56eleO8Qp1oykrHaqbUGkzm/MItmgiyZ7zbBEgPL7+p/z611OkWY0qxjgkDPcOzTXIiXeQ7duOwGBXHW0sUmsaYcxJFA8CsULCIeWMM+X55716AwDhWVv9qN1III9QRwa9uOqucLVmI0llMvlyNGQeDHOu3PttkArJvPDVjcAvbnyGOSMZaP8B1/I1rhxJlJFBcfeVgCCPVc037PAOUDRn1hdkz+Cnb+lMDlDB4n0QloXkeBeflJliIHqOo/KtfTPHt7a7FlMluwIBdMyQN67ozxWptul+5cbh/dnjDZ/4Em01nXmm2t1uNxYKG7zWMgV/qUfGf1oA9B0bxlBqGxZDBKSCTJanbjH96NznP411EF1bXIzFICe6nhh9VPNfPb+H76Em40yYybG5Vcw3Cn0KE7T+Bpo13WLaaMXJvEnhGPNjlkiuV9iv3SP+AmpYH0ZRXmHhvx8JFWC+1JJZMhVF1B5L46YaRGIz+ArubbxBpU5VWlEbsQATkxsT/dcDFAjWopFdHAZGVlPQqQQfxFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXIal41gtp5reytvPMLtG8sjFULKdp2hRkjPvQB19Fecy+NdbcgRraxfSMnI/4GxqjN4o16QkPfSIG6eUqIOOuCozQOx6pUb3FtFzJNEg/23Vf5mvI21PUbgt5l5dNjG4ySyYGeeeackEkiiR2O1slS2ctj0HJodlqwSvsenS63oUJIe/tsgE4R97YHU4TJqo/ifRlxs+2S5OAY7WbBPoC4UfSuGtoVik86B23hWic5RUMZ+YhgxxVnzpZ0wZ2KkhVUtEN209uP61l7RGvsmdFJ4101S6x2t0zKSrB9kZB9CCSf0qA+LtQlANrpLEHozM7r+aqBWD+4kZ3bIfIZ2nBLsg4xk+lEF2LRt0L+Zbu2ZId2AvH342bjd7d/rTjUTFKm47my2ueL5f9XaQQj3UZ/wDIj/0rlPFF7qrS6LLqc0EjRTS7IlMeUDIGywjHGcetOn1VZL26liuGElneW4jVc/vbeUMoYAj/AICw+lQGWO7m1rUS9u8pSe1aFIgURI5IWV9zDlsNgnHapnUVmmVGDumaOi2M11pliVvPLjjhERRCzYIJbJwwHOavvoa7DsuGMg5UOqhT7E9ap6BJMZ50O4RFN6jG1egGVHT/APVXR1cJXRM1ZnIlFjkeKdZI3TqGIX9QOnvVgQQAjcCVYAoSTgnr0reu7O3vUCyjDrny5FxvQn+ntXM3lrdWbiOfJQ/6qQElHA9M9/UVbV9iNi0TZB2ACLg4w2PlIHq3NPW6sEUruJIzg7MDP1HNZII9cUUnC/UfN5Gib9RkLGGz0LcY/Km/b5fl2ogK4z15x64qhS0+SIczL51CX5iERWflmUuN315ppvLjbtXaq+ijPX3NUgR64+tWYoYycyTIFx8u1sFjnpzScYR1GpSegwu7dWY+uST19aTP58+laSyJEjRRhN/3cKUbocfMeaeIskGXY24ZAZS3IHRdqis/bLsX7JmVmjPWtP7KuR5sKkdAEKodxPAODmmvbQEKGSSIjoBGe/Ys3+NP28Q9k+hnA+lLkirZto3DLDy6sFLOdoHoM42/rUctsYwpaaMbiVG4OORwe1WqkWQ4NEO9VBZycKCeO+B0rjtXupHJRHIYJuYDlmVjgqFweuf0rq3CurI3IPGVP61w+qQGG6mMc8scuCjByU3IfRgcYNVLYhbleW+kiu5JreOOGQKqbsCR1ZVCk7nyN3HJAqkN0jknlmclj3JY/wA6Qo69Rj0xyP0rovCGkjVda0y3kC+R5wuLhnYKPJh+ZgCePT86lRSG5NneafpeneG/CMsuqBo728je9RljJdA8YVYg2Cu4g9/X2ryWeQzTTSkY8yR3wAABuOcDFeq/EzxFbPDHotpvDqySXbhQqbR9yJW6n1NeS0xFmxsbjUJmhg25SNpXZ92FVSATtQFj1HQGurt93h1Y1sZVuJpC8ju6ZTy5ABEEHr/Efw/Dj4Li4tnMtvNLDJtdN8TsjbXGCMrzg11mj6jDL/ZUwjgkubCL7PNBNLHCZAoKxzo0vynAxke3vXBjIzku67HTh5RjK7RpPpWrajJNfPCkbTKJBE7EMxCDJRO2Tz+NRXENwxjkE8UixMPNYSfM5OEZF4CKFIxgnPH587c36W+vPci9vbuCK6WQzJMFmkUAFlRx8uM5HAxiobnWrqV9QWDCW91c3NyiMitJB55+YRv2z3rnjg53Tv0PQrZk6kPZtJJPoMktfL1SCFjxdPEWAJG1Zj8wyfStaSz1HQmWS11JorV327JlMiMxBIXZypz68VkaXG9xfW3mSE7XBG5juJ64Heuu1aJ00i6QEbSsSASHcSGccjd3r1o+7HU8h+9LQZZazDeOttdQyx3HQPEjqAw6/KCSv51riO5AykzMM9Jo93v95cGuK07TxfNel7xonjEZjy5UF2Jzuz9KfJd3tkX0+5uDLDu3CSKUebbyfwusidj3pqSE4tHZeZcL9+EMPWFw3/jr4P60faYc4ZihPQSq0Z/NuP1rA07WI441WW5nmYZWSOVN5T5iN32ncByOfu/41sQ31pdrIbeWOVVJDhWBKkHB3KapO4id42JEsRAkA6jlXHocUx0s75GjuII3K8MkoBZO2VPWmFIM5QbD6wsU/wDQeP0pnlvvRxOxK93RC2PTcuKYGTe+F4JNz2kpRu0c2SB/uyD5vzzWXb3uraNdPavd3EW0DKDbNGNwyu/n7p9ua7QOT7n/AD2rnL2exttW1RLsqIL7T0VmxlkYKQF4ye1IC9pnjmW2kUSmS1kzy0JLQt7lD/hXe6Z43inVfPWOdDj97akBh7sh/wDrV5ha6NYahp1tNskgleMnO7fvwSNzK3HPXis6fR9X01zLbO5CnO+3LdPdPvfzpAfRNnqumXwH2e4RnP8AyzY7ZB/wFuau1842fie/t2VbyMyhTjzEO2Ue/Fd7o/jS82IyTSTRZC+XeI+eB0VyM/qaQHqNFc5ZeLtHucLcFrWTofM+aPPs4/qK6GOSKZFkikSRG6MjBlP0IoCzHUUUUCCiiigAooooADwCfQV4TJczC8vY7kATLcS7z2O5yVYD0Ne7V4zrNo0k8s8SgzwSSgrx+9i3HKH39KyqO1mb0VdtMqgg0p5BGce/p7iqcEpkj3AjAOBnO4f7JHqKs4JGVYH1Bx+lJVYlyoyOdi1C8sb6aC9YshldyWGCN3R19iMV2Frf7o4YioePgRspUHBHQluMVz2q2SXsO5AouoRmMngsP7pz69qzdJ1Jrdvs1xwmSq7s5jbONpzWjtJGCvBnoKyo0Tok42kbWX5c884Oec/jTw5ALHaEH+rZFAZSBkjjntWVbTxsVWUb/M2qjlh8h7cEYxWs+Y4XebaieWvmqBw0gH8B65rnlCzsjpjUbV2U7q4K7CNzLPGGPmFWLKf4T1NV3uBIgVkG7oGbnC8ABe9NxJfXKJBAqvJwiJgcAZLO36k1uW/h6BVBuZ3dupWH5E/76OT/ACrqilFWOaUnJ3ZyyW8qXk1ysi+XN9nDoRlv3Thzg9OcDFb9/baVtv8AVreZI3vrEae0Z2qry+bG4dx1DDGG/P67CaNo64zbBuervIT/ADxXB6lcWwvL+CR4V+zTTReXiRURSeGQHk8cc9/UGs5pW0Lg7tXOn8PvI08oOXQQBY2U5jUKSdoI+tdJXI6Jqenacsen/aEmkmcOPKfzWBZQVGwD5RyB97rnpiuv9M9T0/nRTVkFR3YgzTZYop43imQPGw+ZWH6/WpMCl4rQzOU1DS5rLdLHmW2z97GXiz2cD+dZ2fQ8V3nByCMg8EeoPY1galouA09gmcAl7cd/eP8AwqriMIsACScAAk+wHNKRKsX2gw3AgwG80wyeXg99xHSoY3d1JeJomDFSjspYY4/hJp5lvcqqz4gIKyIdxJHoMHH6UCLcUyJG3zyfOwLKu3AA+o/rUm22k3SNOSEAHK7WJxwcnjNUMnvS1LjfqUpF6GRopJGjTzAV2lsZx7gEmtCO4kSMOx3ZbqECYOO/mH+VYQJHQkfQ1KbmchlL8EKD77emR0rOdK7uXGpZWNKTUWVXj2yKJGHIZnJB/wBpsc1JM6l4mdDiTajCQfMxUYALK39Ky0vJ0VE3Bo0OQhC8/jjNOF4+7dsG3GNpZj2xnJqHSfQuNRdS/Ilsn33kjjBCqqMdu5ecEjk1TnlZgu2ZmVgdwJBI+oqB7iVwVJGw5wuAdoJzgEjNR7jWkKfLuRKd9h9c54htstFMv8a7G+oroNxqjqcfm2sg/iX5h+FasyODYFWOD+VSW93eWsgktriWGQAqGicqcN1HHr3qSdR8xxz3/DvVUAkgAZJOAF5JPtioTuU1Zk091c3UjzXMrSyucs7nLE9Mmoc0pSRc7kYY4OVIwfTmpUtZ5BkADkDDhgcEZ3dOlDaWrEk2NgjeaRI0UFmycFtowo3Ek1pRwxPHmK1t5SMZKx3UnPuzyKv6Uyx026kmTbu3JNEo8sjkFgCwJ9K7Q6NpgilnVLq1eXkrbzbY1xxl0bIz36VjKvCOiZrGlJ7nByLK7keVFHjtHGq4/n/OozE3Un+ldA2mWMMv+lXkxEikxiJAv3s7SSTkjpVKa3sI8oZowyZyWc5kPHBGDis1iYt2X5Grw7itSpaKscyMJJImzw0ZO/Ptt5rTvrfVrxIFRdQmSMkjzoymCR1DEA/pUEEmmQZLtGzHJGzeSGA+XbgH8Sa6A+K9MiwEjvJCUA3FYwAcYx8x/pW0ZuXQycUupm6b4f1VvNaVQgYII9zAyqM5PygFeRWxZ+F7JXWS7kgkdckRncF9gSetZcni7UnyLeyiUg/K7FnP/AgoAqs2teLJTuEnl54+WBEGQc/ecYqJQbd1oaQqRSs1c2rzwjpjgyWkslvJJvbYRvgAB5GD8361inRUWeQadetFe27YMbko2QAcq6dj1FMkXX7kJ52oSAE7nWSYBR3+VIzVi1sbSEtLNdTzSuVy3CAY9CST+tXHmS1ZD5W9FZD01bVLArFq9q5UnAuYQNx92A+U/pWvBd2tygkgnikQ4HDAMCecMrcg0q3EbJsYbkxg+aQ4I9TuqiYvD8Ls4gtQ7fewob8AvIq+dLdkqm3si7Ld20XEl1AmQR/rRv8AwCZP6VxskLvLelWZ1hcy52u+QT8oZ3AOPqK6dr+wg+VIip7+XGidenpWbLcW00jS/Z8s33ssx3Y6ZwMfrUuquhSoy6mna3F/9nhU28khCjEk8iJweg2xKen4VL5moMAC0ER9FjLn8Glb+lZZ1O5xhRGoAAwCB+WCTTftV7Ixbew6fdU/+O5rGVST2OiFKK+Ivm1QN5s9w+4g7sFIs/Vo1B/WnI2mQYlABcdGDNM4z7sSaymSd/mZmyefmOM/XFKLd+CzLgdlBP8AOlztFexT6Gg+qQ5wiPnsW2qPyGTXYfD/AFC5m1W6ti+2JrN5WiBcglXQBueO57d64RYdpBO48A5yAQOlegfDmEG71SbGRHbRRKT1G992P0qoO8iasVGDPSaKKK6TgCiiigAooooAK8rvlCXl6P7lxMOfZyK9Ury/VF26nqY/6e5v1cmsqux0Yf4mcxfQvZTG8iH7mRsXCgAgE/xgVq6W9vMY4CXilxJPbyQtt8+M4JDH+8v8u1LKqurxsuVYEEEdVPasNPMsLlbdnZFMnm2Mw6q45Az+h/8Ar1yu8Xzr5nckpr2b+R11xHpsifZbq6j86VgIZJniEofou3AH/wBeuC1zRrm3nlYJi4jOXAHyyqOjqa3NQ0c+ITHfWlxHaXsZSO/ibcULKPlkGznnsf8ACugl026utMihuZ45r+3TalyF2CTH8EmfX19ea6L9YnFaz5Znn+l6kCFglbBH3SevHb8K7COZtShkjaQLKixlQSMOVz83rz3riNW02WB5bhEZJEc/aY8EFGHVwP5/nVrSdUaQKjOVnjA2sDgsOmQRWu6MdmdJDNd6bdJKExLFlSsg+R0bqu4foa6GLXNMukCTNJbN1+fOAR6OuRj6iueW9M5Tz0id0XG6RmUMo7cHGfwp3/EslA2r5bt8p+YgKccEjpiqtcRoS6xLp18LWC182xLQlrlpjK0iSDLMhzjg/WsbxHbpql893ZiFTawqGklMafairY2puPPX8hXP6pYzQ305Te4l8oo0YIXfnlT71YNqtpFqbucQzaZKkbydHnV4iYkY98ZPFRJMpNdTTVbKWWCe5kgtrm0MYt47MC4mCK+/JMT7evA3Gu8sr63v4/OiOCPvxsMPET/eHv2PSvLtIt1RZ7jaibyixhc/ODkkj2GPzNbdvdXVrKk0Em11PcZVl7q49D/nmnGNkEpXPQaBWfpup22oxEr8lxGB58BOWXP8Snup7H8OtaFUSKTS02lzQBmalpEN5umh2xXXXd/BLjtIB3965WRJoJHhnjaOVPvK3X6j2rvqqX1haX8YSdTuTPlyLgPGT6H09qdxWOK3UbjUt7ZXVhJsmBKMT5Uq/ckHp7H1FEdt5gZkmV1RUaTYCNobgDL4GaG0twSbIt31pcip1tY2d/3w8pcc8B8kZxg8frVlLe1wThFyMAljKqkHrhsCodWKLVNszsilBJ4/Qda1HaxU/dA427lRAp+vFV2vNNtnZvOiKlVblgpUkHK5GKlVb7Ifs7dSGOCaVgFUjPdgQPWrP2Eq0aySgM/OFA6Y6nPFUJfEmjwlgJ4yf7qAM34ECo08QyOhSz0q+ug27LGCTyyD2yRilKVR7FRUFuav2FcqpeRHZdyl1G044xnNMexhMcgkZ8bSPmGOvA6D+tYsusauAy/ZNOtd5BzfX0W5T2wgYsMemKzZb7VJdyvrC7ZNzyCxt7iYZ7ndIqLz9aVqnVheHRCXVpY27yBfLZlJGZBkED13tWe1zZoqBJgXVtwYli4YdQrIMYP0FDx2ILGQX87nlmlaCAE9eg8w/rURe2XAjsYF44Mkk8p/LKr/AOO1kqKXxSuXzy6Icb+12t/o5Zz8zHOOT7EYqPzLi527beZgv3Au8qq56EqM09Z7wkCIRx9sW1vGp/NV3frUq2WrXRyyXcg7+Yzbef8AeOKdqUNQUaktgge8tpDKI0h+bDBphESTzjJbdj8DWrJrHiK4hKRCGKFgQxghdmbIwcySAD8qrw6FfqQXiSNRjJZhgd+K0zDHGgSe/gQDjAbJHHTg4rGVWl0V/wATphh6n2nY5uZJ3AVXlBC/vMlUVm7nAJNVfIx1bn29PfNdKV0FR/rLq4c/88kIXn3wP50CbT4+IdKXJGM3Tgfjjk01Xl0j+g3ho9Zfqc9Hb7iMKx+gJ/kK2orQKE8qxAY4ALLyf+/hqZr284WJIIVz0hiZsf8AAmxUTNeyZLzzHP8AthB+S80e1qPyKWHpruyU296F+ZreFR/edVxj2WoCIAR5mobjggrEjN83bDGmfZ2PUKT0y2XP5saeIAMfMfoMKP8Ax3FTeT3Zfs4raJD+56lZ2x/eOwEe+cUeYeqpEuAAOWkI/LP86sCGMHOB75Gc/nTxsGMY/SncpQfoUsXDnjf37bf/AEIn+VKLeU9T+pP8sVe4GeR04pM9hmjm7B7NPdlUWgHJZj9Ao/xNSLbRZyVz9ST/ADqfn0oAY8DGc9fSjmY+RIYsKDlQB9BUhVc5IzS4OO5Pr0/lQPp+VSOyE47fypOvQED6076D8aQ/T86BjcZP+PavTPh1DsstVl/56XMUef8AcQn+tebAHOcV614Gh8rQo2I5muZ5M+oyEH8q6KO5w4p+6kdPRRRXUeeFFFFABRRRQAV5rriFNW1MY5M5YfRgGzXpVcR4utGiuYb1QfLuFEbkDpKg4z9R/Ks6iujai7SOZP64qnfWaXcDRn5XB3Rt/dcdD/jVlmOc9vY0qEFSD7/yrnO1q+hh6dfXVpcGQ8XEP7q6Rs4lQev9K1G1OJpredVuw0Ql3jeu1w45RuOQP4TgEVR1O1clbyAZmiHzqOksY6gj1qlHIrKrJkqwJGex7g/SiPu6Eyjzrm6rc0Lm4+2StK6KCUVAuc/KowNxPJPrXJajZSWMy3EO4Qs2VK8iNz/D9PSugyxyc/ifWlkWOVGilCsjja3Ujn9a6E7aHJKN9Snp9+tzHgnEi8Mv9R7Vr2qrJMincc5IAGckdiR2rjbiGfTbkMmfLyTEx6Ov90+9b2napEWjkBTcv3kcjn14NamR1X2YquCCxU7BlQwIJ4DZ7CqWtRi9trPTzARHa+Y8XlfIiSPwcE8fpVhdXsvLHzTRsOmMdT+hFV7nUdD+Z3mRyCGYRlo8N1HBB5rncpp6o3Si1oyhFbTW1rbqRxFGq/Kc9ySTjinBsjmpri+09kDRyMS8aqpRyAQfXjpWc95aRdZV6dMg/jxW8djF7l2KSWGWOeCRo5ojmN1PIz1BB6g9wa7TStVj1CPawWO6jUGWLPysOnmRk/wn9K84OrWAOFkLE/wopY/kKmi1K/R0ntbG9zG25ZTGYlUjvukwPrTsK56nmoLqa5hiZ4LV7qXIAiSSOMnPfdIQOK50eL7aK3ha7gWO5MYLx/a7RV39CAd5b/x2s6Tx6xJFtpkTY/iknuJh9dsMaj/x6ouWkdAt54sldQuj2cEecM11fBmx6hYATW0u9goIBcgbgmSM98d684l8XeLrgH7OlrAvODHaxqf++rh3b9KpS3/iu6O2fVrr1KrPIq9em2EIKnnS6lqnJ9D1G5ht5IZI7tUELjDCcqi8d8uRXB6pCdPuguno+oJKhZTbgSeUoPEczj5Poc1hfYJZTunuWfk5JUM2fdpNxp5sLdgFleeVRj5ZJn28dwv3f0pc6D2bLk+o6wSGlGm2mFIU3l/DvXPXCRszfpVdtRu3JL68CWC7hptldTFtvT53Ea5/GiO1sYziO3jB46KCc1cEEoXIjIT6BR+RwKh1oI0WHqMzW8uXlhrt0TyTPPbWUeT7IJG/WgQRgjZpunJ73Ml3ev8AUh3VP/Ha0D9lTmW6gXOMjeCR/wB8ZqL7Tpf8LSzHPSKJifpnOKn6x0SNPqv8zRCrXicJcpAv92wtLW3/APHkTf8ArQ0D3B/eG8uT38+aaT9GOP0qwt6qD93YYOeDcuiAfUcGg32pvzG9vDnjEULufzYbf1qHVqPoWqFNdb/IbFpV1jENtGgPqFWpjpUuP391bw+zMMjHfmoGbUJhskvLhl44DxxDHphAxqI21vzvG5sdWMkn/obAf+O1i5Te8vuN404raP3khtNAjI86+Mzd1i5yfbaP60u7Q4seRp00zAfflXap/GShBGi7VyAOgXCf+iwP50mQf4QT6t8+PoWzU2vu2zXlfRJEgv5wP9HsrWIDgc+Yf++Y8imtc6q52vdFASMCKNIwPxY5/SgnPGWxgZ5PJFAKjnA/+vStFbIvlk92RmIvzLLNNjn95JJjPfhcUCCIHKxovcbVH82yf1qTcT0HX8KQjnk/1p3YckRpVONxYj3ZsfkDigCMHgAD6UvAz/8ArpvBzTHoh3yUhPp0HoKNpPXge9JtHJOfzosFxrH0/wA/hSYPXnnrTsAdqXn/APVTJtcbtHqaUKnpSgcHjGMe/WjP1NK47AMDt9OaX6gU3n0A+tKM/wD6+lMBc9ifypCce2aAG6/pTsMO3Pt/9agQ3Jx0P54FHze35cUuDzz6Z59aXac4xjHTPH86ZInPcj8KcpXG3Zz68UbBkZZcn+EHJP4KK1bLQ9avdv2awupFLAiQx+UnIz9+TAp77EtpbmeAvZcYI9K9n8PW7W2i6REwwwtkdh7yZk/rXJ6V4FuTLHPqs0axKQxtoTuZvZ5OmPpXfqqqqqoAVQFUDoAOABXTRg46s8/E1IyaURaKKK6DjCiiigAooooAKq39lDqFpPay8CRflbGSjjlWH0q1RQB5DdW81pcT2067ZIHKMPXnqPY9RUS5AH5n0PtXdeLdI+0wDUYF/fWy4nAHLwjv9V/l9K4XsOa5Zx5WejSnzq4HHX06j+tYl3ELOYygf6JcN8+P+WMvZh7GtvpkAdqhlhjljeKQZRhgg+lRurGmqd0Y7bkIU8jsR0PuKXJ6YH1qNA0Mv2K47Za2kJ++n936ipGjmGdoZlGOQCR+NVCr9mW5lUo3XPTWn5DLiGG5iaKdQVPQqeQ3Yg1zdxZXFrIQMuvLK6g8georomLDOQc+54FQuwOMnPIPrW6kjllB9jKWaFbXG7UBdhhgh0aAp3ypUOD+Jqv5d7OwzHO+eh5Gcd+a2NhYkJET34T/AOtTvsGoyY2xOo+7knb+HJqJVlH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Original Source: https://answers.mindstick.com/qa/49234/who-invented-the-sewing-machine

Copyright © MindStick Software Pvt. Ltd. This Markdown version is provided for developers, AI systems, and offline reading.
