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  Catalogo » Naildesign » Gancetto FIMO 140 Fiorellino + Vasetto Trasparente
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Gancetto FIMO 140 Fiorellino + Vasetto Trasparente
Prezzo del prodotto: 1,00 EUR
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Gancetto FIMO 140 Fiorellino + Vasetto Trasparente
Numero di catalogo 140-sgt5_12
Produttore Naildesign
Descrizione
Link

 

Ornamenti realizzati in gomma flessibile FIMO puoi mescolare sia in gel e acrilico . Decorazioni sono realizzate in modo tale da poter essere facilmente limato se sporgono - e ancora non perdere il pattern .

 

 

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Esempio di decorazione con FIMO



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Questo prodotto e stato aggiunto: 07 wrzesień 2009.
Pagina precedente Prodotto 254 da 2041
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SB5NjmNQkIznjrWx4aF7SJ5gk7oJMlhVa2cDkCGfnzOSONLgLZCE/gSRhF0ESSR8gmUIyf0PSPvLr9TZBF7El0f8DIBNAru/vbMdfXrSawLGJ9PnkKM4AjEnpuPGbutq3nfWdVsdgL8WnwIyUDWFyB8BMgTk8My64Qe5rSfE8MqsjX0B5A8sEloXfZKDNg98T18n2ZShe48qZSWs3CMUIpvDDgWlKrROm+4PcK0lOuGxDLWhfhDPskecLeOSAc4RHbkl47mVHdue0+n0Rcc4rpCDBZoJNurYzwgag9Ovk/WVO+p4MgOFO5njXydPXFJ1VOA25XIBO0JmSnMPTrutroo8/GG7lMWB4Xokq4RgWpDnSk2A1yWpFT4XhjayftNrRg+lBHaqOIjlLuojiDpCaIjW7IHAGzX+iNFztsazQjQFIU5CeARSnTYQ9vSsPxemv1f1VuDNjWSF2D1YTrPo5M7U+aiVDLW1XExqZ54E6JRA6Jj5qha99Z/O5+8tI6dJmA3cflI5w923fddq4IQa6100TCOVfiSrhGHaiNlD5QDWF6uKUr+/rethcwBoViOufwwKMfsx3u9fcVCRouomk7DfQ9UDzM2hW06IZVvAFYqRAM4lmeSaOb7fSBWP5nwaziMZEK8REQWbahR+I2/ax+cXjoRxioFU4BrrKUDgCKFPiMh/OXiqemHD4KWFJ6EW0ONx0YJnCcnma8PE2e5Or6RR52C8vS0yfAZspNv1wOU7o+FDnC7lABxFbzvopOAnAiGeOYnrAmYCzIH1upK252nKnzSm16RGczD8Pl9EjSwQ+RzhB71G7Esni/i6SElrkEJlAMqXP6Vj3QjHXbpl1/VZqpoI9cn4+vL+ZDNOdZP1xeCCsHUzUhOwkGsOkFvCKQGpKuRcfkhqOvkfIjmBaxOqUMUYWnI5JD/mjYU53XkYOBE0qTU+zEaP19ND84DTF6ZqOppdqSz6Sx3A+VLNI8zH9B1SBajro9ANRRggxGZjEfaVQjQwZyXOkOUFqykit3pFa6yNJ14Y/CtZ3swAb2S2cVxCtADYBbDWconW+B8R7U+8sgnb41uhW77iVtWY7bUIjGK/juAoL3uUGmXxgnLIQlif6OL2d9/Mfglmpa2JYhGIQ09UC0haYpsyD8gTfjv7S+sCeDtKJeRwvX4eyCAvVokKEALSmaM0v4Zs1O0A8BlldlzAAwGrKAKCj8R4XYUcMTg8oQRgWpiUamgBoCtBz+qrWShse2vdxlQwtI41NGeKsYDSp8OnizvtOe8WtZbYTL5Krc3ZgBrc/i8RbK1RKA9ix/tTCN+Ex2/t6P+0Xv4d2fF0jX6tI7fSigHgFrSPE60cVLPli8iKWyKruAmkskPpFUstIs/MXSQ0nsBYFOp5B6hdJXUxPargFegORClBToOb3d+J7rXorj4I56XjLrKBfM7GhWtzfbcIydQORClJHkNop7mQr+2ZmUsMytUDUH6gmg6p0kcA5167MAekQV42E/pdo+wOlKYFKx6pkI53YMuHn8uiW/TAFZklXEZdBZss10lVgNsFsSedQ+31PQ6O/Fe7Hdx9kbYTT9PwUvw9Mj1TcHtjwRXx3RBD9fZad3jNBLxEaoReVK6B3hAlrXuwza2T7yJ60lYK12jwGsq6fgj2GbbiIpVzD8wK2KWyzi4W4p+EVP8Tl9EI27HyVJZKvoDVFa/UmNXeydeR/9Upx9sBNaODKtcSWkeFVmH8OYpPEFvRUCd76xeRGNvTNiMb3aM3Da2QIerlG4AC8jrAHBgv2XDSo57UHIiGDHNYraE3QSvi9bjCfB9A8YrCusfIMgCYALUn9X8ZQhZerZLFu/dboeUXrIkxugTwXyE2QO8z1P7ladW/UXPZqEU50lWtgCkxT9iod65/F9ok/tIIN8ddO0/Pn+kWwgcuZw69hfJcLlGgB3xS+1WnuungWvp7AkGFQk9vlJ7CH2rWuE7hEZYRYuFwgNkVs6U/R+SkCQ+tLXR8kM+KodGg81rXARlywAhEtAJsClp66fufsm4Y/Sqvbeb2vIhzYyrM1DANQm3K/CMDD84N53pL/pbvnWMeWb6HlykbbCYbe13VY95cldD+gTEBZ5SRKZet6wy9KBZjVneHnx0bsRO10LUMVhv4tTF/X+nVG4fD9PKowlogNmwGrHIECsJsSqNmlRp8WTgIwLFgzpAkAZwJOX3attLUTy8wskgPAbl9gmZSZy2FSa81J379GqKZGNOLdZ2gaAKIp7379A1HdPBjhnGa865Ssh31sU+Ma7hJYrBCMAq4pXH+Onh5S0dMvkko0RgQrSAWpKd3va6tEK5Q6tQVcUDehOI2sElzBqQekKUirH5DOI0Ujjj12XQLQFKB0DHNwWUY2W+Y51DvATEpOOtb+eKryHwYCsDwyvuqjQcLR9WuR9GcOtx54jok8vcdzOjbDLvymAJpAM+XC00V3EKbRJy75VjDp11Y1vH2+ntHSD1OLIFqieASIphDdvEf0klIzHaZlbOhfBUyB6d8HplUQ02KF5DwwTfvwHrcysC/tkzgScjHfCDyCx5RvREfTiqcTcIGSkeq8paLTStoDkw/GL6k8vYKdl1Yp3nT8oq406jSFoV1jDAqYHcPsg+L1oy8fnZ9Zvz0tMglljcloQDaF7MYT24vbARsZjrZew50CsGNkrNFP7Q2RDbtWa4z8BbJjkN0bIW6JbDi2usaANCCbRJaOTPGjP3tzQ2pjCVWkBIBtElt/irrl9QChErX/eLeJHUTSBGuM+AG6SXTz+ztt6AW39MXCdX95tkCQFtCOMBM6bt1rYuA2cVpCMyJrUa8KbBPYboaBqjeM0kb2V6wxJwXApoBd+wLr7Q15DRuzeYbsLYAdY81aqY63ih4MZkE0fZsDWkCbjtM+HaS7oQe2ySOGAeQskB0hZ5+FUvrphsZBpLQrW6NMBtCmoF37QUDSOWHYDy5vYyOsw/UyebZA/QHgHSFxW6Hb2wa8IhUIG1R5AdoEtH4/20Er9fyk9Za1XCq24/Zwi+TYYOWGa77Ia4NnBn5T/PoRbXorTMt8eS07F4bfMsFLnEYgXgJiQDzCciBuBgT7W1kOyyi1cNZAbYpaOgfeat/ByDqjt319q3DuMuyqVRtkeUFuymjwKzG4o9v3ksA78gd5nvJWa9PpjyFe+rpHttUuYdMSgUE6FzmsAdA5wiXrZE3iUbI3Sh9F+2f5MZhjaI6MeMvDdsAiQwUCcB0hTHldC0tvPVB3ZlHHmB0rTInACJ0QpqAzQWc5NIVJRa9xsn0HaFSojgc0Jj7hRQHQEdpe+QXuRryO0BDTgBlzktB2ADBT7j09JXCMz8X6Fa0TMEncRVwjCEswmRKWue+X5e32Np5RWIIucnhGoHWE7an2fnmq4eyG2MZcJkRHgW1KyNLRNGIrbwJrFg6WIpIPVlOs0qmqnt7Ke/cf8zk0fvNW1r3xO4e2w4MYleSPRSL4K0TwQeWYkGitSd2/0Mfya9gks4TRMzvw1opAVcqnQS394tVw9KnAngGQmnTyyaHaSttpK508TiVC/ZjXyJqBAoF7kDkm/KSVFM5JX12y6xs+mYof+AxLzgo6HnyOiduTX+8cPSfjk3kAWSeJvukgrSLqvcyh3gFpClK6aA+yFewNvb3kXadbYcV0nBKLYYcJYX1gmsB0WLV6QdokTvwqEr1fYNAloEwZoJtX2enNz52w1jvzoS1sX5CaRGHYBK3QcApCU4TSOTjZ2Wdmex9wt0o2ATzz051sRz+tDymzswo3leZ5CdkJMlN259o/NU4oxU9VTZJtZSdbx70lGqiw90L0ok3ENly5aALpNF41LEWLBYxPsJpi9bzfymt5yazrt1Iz5fX+IgstXR3qUD56TSrqtIgYpRna9QFrClZ6+ntQT+urJ6eViIzQivATaE3QWi5DtJZrjyvbE1S6DTj9X8c2HI1aYEQlsP26kF3MIWTDQ9OKBRJRoDVF6yJov05vvkbKTSrEBcDql32tfHpYq0hgoEIDFGD9Mqzl9IGBKrJwpYBkBawjbNaPYXW9CxVOfZVWIjKSIMggW4FrAlcPl28uFa0U7Enx+oX/OZy6+nk2WnRTe1iQYiMrwBwF5hM3+mgfJWv1UToeFp4Xd3KpuHF+/mQM0eL+LrKAdbVBvgqEpjT9QGL9yPey3bO8qjLWiZeXUNlpiOdIU8kmnKRaYXIECE3KUF91avMiCWcU5RigER2PuinwOULHv0hTa298Gu00HfHEOj5cQFWsENMHoSkdn18Qutd1LdiW13/ppzRFfdRpFY7nr7B9EpwmOfWKfjrDM7JccrVGdRRwvDGO4fKnFexM4HhrHMNG5QobIYHjrXEM1y2tEGkHjrfGMRJWXyOBDhwTOA4xS3Ya+TkRkeEk+WqNMDqIHEdkMSGR4bj5aoOwJIhMEJlXHslyvrxOJBy5QTgSfI7iczEfn5H45AYBIfA5is/VfHxGIkQbRIjA5yg+1/PxGQkZbRAyAp+j+NzMx2esNBMxJPCZ4vNU+JbNB2g4pLRB2wUATQJa+k1dR3/2xsk2uK+bjstPZ/gxi+m8q7s/tvSblCJ03y/zToC7iXRlbDBJBOAmwfVH47G7LbVhe2CDTUqgNkXtxkPbi9syu4kwixgAmB0jaY1+am9LbTgysMGqRVA7htq9EeK21EY2La6RrwK1KWr9DpGDVur5Sevt0LfBdtwe6DPeiOB1JKO1wUJmEJyUu/n9nTb0gtsauZHNzBssbwK2IxyzTra3DSZEdjltMiQXwGyC2fX9nRHb23plkTFPGcK2YHaMeWClOt4w2+CHQGXRwC0KtcDtiHDC00G6G4duw+Vbmxztz6B2hLR9JvD0020N23CbNEliBBHAbYLbavl+75Pmj0zvdn5+OfvbhcdOhkRkXw9mSAPtZIS39KfopOPMb+jTdX2QzIijCjHst052Rm/1sPecXuJMX9cpGbyIjI9eVBDB4DRlOkSw+x2jSx+JeEM4RmVEepaonwGVKelZ/ESlEqxv9wcZGNc3GswyXCSzwM5IgJkEk55y54yv2WZbsjcb4THSc6j22MrICkUGYDWl2smRoZMn92ceyzNcQVBuoOOBZwLP0s8BItQaX7vFeF0La+m3DAR2Yivr3gS0/dpzfXFDGFICMRyiWgJSQDpChj5Kx7aey0GUfoykXxn1KmtPS3UetSLmHp8ZvTxBKZEYpjTHej1gmsKUTmZqLoedOpFNevkKXILLlPikcxjC934s+YwCdBXhdAlOwWnKrc8H+s74kQHK6TMqGYqDXqntY7AitQRYRwjVd7DuRWgp6XWcRjaTrhArBacjOLWddsw+SaOYr6qqZ1H+4ThpvkTjKzhNcOrhM7IRJhAe9aMz5F96uZW+rESlYk7EXJDHIkPcHjym5CYdGbe17PfcNly5gBH6WS6JvYicBJfgMsXlwmfZG330AXqteLBM5PMSM0YmuvpAZoJMn5SvhdNtIGH0eSDDLXsl4kkAMikqCzp7aWW7Ey9yMizLWOQoz+HqgMsRLvm+bxq204bVvZO1moLNIVeUR2b8ItUONlNslvkrcfot/M5ef5BnGWsCUc7PitFVLN2+RHMzSE2Q6of4voJ5qlYagvGTeUPhHuYCy3CBZxJPMj61ksI5PUTT+4Y7L0Gnkp9FZD1uiSJ6AJoEtPwI0NViMg1fRkrnyVCFMQpEU8boYkD0pN8HR0krwXKPKKOfH/nwdTrfKWaRQqIC1xEW6Slxbl2/JWzJr+ftdBnNsDitMKQXeCbDTnQ0dm+4tbx1EwVDq8gMXhKomPUEKlNU5vd3T/z7hLLypMsju/gAJaBMQLn+WZMTdHwCNgn2cPZoDbcdaCbRXA0+0VGwRjq55xNmNtcRhx0hT6CZRNOXzD08yL2S3PcTB0LxJQlXbgZnXrLecrYXznHW6AdJPzjPdeAu0VdcEK+RyXcb8ApeU7zSxQf5KFvJGm7rgwi1uk9DrPfhNzFkUWMHZBPIDpUj5L4H+jcnBDVce5djtw5ATYE6nOrO8K2c1wwYWI3EoDL0cgLWEbAO/fFPsguMbZ4G1mGmbayhs4QJAFjTJkCnrQuFSqcTq2XMBECkCqCm3CufbxL0h3JHbz67ERCOXa0K5KFAa4LWt1HhYuyocPrJTnF7YP5LAk9CMBxaraD1gWdKmNI5EDSsPw4LFspIIX52eWcq5F+FlfwaM8LB5ZiY/wWX00AZmQ++rtAaAig/JyzzSE3z54RluCdkjVng4PKTXC4mU+KRACj6kYFlyvWhp/1LT4cv6X/OWu9wc9UK5mRnnwOE0jn7y693p5L1kcbkqoR/DkhHGJq/5+33Q+xW51j+cO+7Gj4l22Q5cxl20/OsQCoJmKYwpae27zptnGSyZXvdNIHC0StQHRJJRTiRVJVQ+0A1hWp2lqi+9D6QTbpWnMaUPhx5IJpCND8juqM/tT7Mw2jYqa/g1IPRMU794Ccx0vvCMKtkM4HL5NGM+fUVfCagmUJz8Yrmm0s/DZlEXzgSCi8JYI41PXf8TMakat33hoSdow18IwCaArQ6A8qlYQ+mt9PbngTpJuweLSsk30FpgtIi/5lSr8Bnio0SkWGdn6MeFLQmaKVr5MbbWeAkACNwor4OcKYU/vpM51D9qXp6Vx5qB70W1UjJHeY4AdUxKaaad11f15LxB8OtPAbK668lNRx/WudosAepCVLpVG2tj36L3EyAhtvp1xg+BkCTorTwLUrDYvkZTdNITckGkALStBT1TXS7nWwDlSS/uyPWJxejEZFR0JgSmdX93aN0jP7U6ZgMx0FL7I4Fk2Ocd9v1+1Yw8ouUrCMdx8Xan7itiU2mmwczzL//8aqUNi8je2VLDB0Dq0lWF68jnIZ1Sh2XAQH6ftRThMjITLH1ClkkEJkg0m9ZOMr2WTEr2hfOiKFaXzxke6WPIjAYJ4RzxB9aRfJIKxSPgNeUBF29ISdb1kpnZHB/4hfoDBeOrFeIzoPOBJ3Fm95mjW51b7WPLnWKW0cW5nSYhkPzSzR/ANMxmBI4ZohgDjFNYS19Qq7YItiUvLh8jRX0oRKYLmMNIJjkAEyTmGY/I8dZPiGgVWSkQ1VhUwgA/QKgZXjJ5xcAjWybz1bQ9CA0QSidzMcwVis/wK7XrBGm4XLLarqghG5ZI43Rhtl+T6iK3U7UjtlGP6Z7kldhfU8XofBBa4LW0vfPS/ozOeFH/LC+3R+k/8Y6rQax2fB90JOahemwiZDnBWpLwXSC6aHKxKN25u5m6BKdEXQzoAt0x6B7wd3t0M0i6GZroAt0/57s3nWM1hWK/EBrStD68eMn/G4saQnPcMYLNgLQTaHrn8WWN5eVr84SteRqGHtKfpy0B2ZEo4/CvFv8HEl4ReyBdYa8LChNUErHwGvhQtscJoI0nJVdYWAPIE1aAev7uwv65herq9ggH4ygALHJ/Jff/yAb4ZzwdS5H4Yxme8PppAMpsOXvX5ASq7HJExUqBgFpCtLqA0g7WddahSqyvkJpZB5vBkpBaUr507EusozZF3cavB+bjvbBBLVIEUEWQxM1BEBzhF2az0NmpEAwQ/0VyBwhNPOZhGa48qrKUMoCNEcIzcU8ZEYqUuAPgcwkmcvzQBNu/OwT2yk+BZd5xAPKseQWXI6RmIo3Hd8Kv/muXLIn7gKZUD+H4uLegbUEneEM0gqLHkBnks434vglcdeTuYrueQCZIHOEE/RK3Hlr6KSCM5LVhFYHnQk6SzpWb2RqK508Stbw+iBbYZl1wkj1IoVhT9IdWB1KGX2K2IIEaqQar8KMHhCbILYghkh+GvHy4vfhkFAd6JPB9TmfF6nhmT3lBmFPEDrCU9obYrTfS846sZV1HxpXTre+uyE2Sioc8iw3CCwByxSWy/NwSFLp00EZjiqVG8ThAWUKynKY+Gj5nmRleDDkZ4gMx99LzNAFkSki6Rg63ciQv/MZEiP99nkBFIFiyjkn12XYHEb+eKfVM6/N81BP/Mx2Snxn9pm89MA+22LgOPqaaHNylF1Ym2A35aan+Zuc2UiGMy9QLw9mU/I2HzaO3F7Yhkvo6SK8KICbANefg1WyY1ar3n+01w4j9rcyH6JjedBsB6JTcQE6h0YQOozXwtrhF8xDamTlTl4g2g9SU0bDms6+J1BPwN1c0kYKobHADPgm/bTi/k4rOWza8ZOm+4bTozw8JXX1er98u18mImFVbK8Zkv6gNEkpyVgtVWy69GexHIRnJNNfIVcALL8mPFfTUToIz0gXHlKsgDQJaTVA9/Q4LDBpFOtfeiJB0v+hBvsvYRp2+Yslgq/ANIVpNkx1kE5smdjKIYoV1vfF5vd3i++16q08Cu9FJXAlJMO4rjLgClw/j2t4t8TVuK6yAK5//V8=', '2025-08-04 14:10:16')

[TEP STOP]