La nostra guida tiene conto anche della fibbia e della cima.
Compara le dimensioni delle moschettones Force 10:
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hMBqpdpDDFzZvdXK96eC9KMptuur6N7i57d7+yzVRs5eGPgxs79XFy/IK823qZPHLvr2bfBrLHMtgPNiP8AaEv+pcv+yzlHaenaa37Rs5jpd1nDheot0zUp2GcW6/0E7DudvcNdtPX8fujG3pfKun5a5uwXMdUp8ZO5FHwnrSC8c8T+CSMuLe/0P1Ovfp3NdpmPLvpdbitytsiYBAQEBAQEBBhQ+zv3s3pSVRj/AI+buovKkUolRRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEEF/7DZ7o/JdBcVRTp+aPvZvSkoJ0UQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBBDN5+p3r+iNVFtAQEBAQEBBWt+dq96/ojUokRRAQEBBoea+YruLhjgxdQb2UnZyjhM+ziCMeBSSmzE7Nq+gszau/vOvP6jv/jntrt2ez132OSH2i87wfbOVwm8JVben5JAZfP8A+rbxr030s8Fj/wCqd1oBObl+1RKTcMZ2pItjkLcdGB3Imb3GW76zaRJ6XN5uezvMHOWQgr3asbW2jcjGIAFxcS4GBCzO/wDN615e53tt7MvT2+3rpnCm3PLHD2WR5UyHbM3RHJI8Lv8A1CdllZrx4X9GvPmeZpgMKMGOiGQDdrRR6v2ZMTC4eDVujRJbLmNXWWcX1rlDma1l6BWbJ15GctIirO5cG4Ex8XZnYvdX0e16raz7sPn97szW/blvysRt0l+Lirt6jzrlO3UB3hb4ou/uvw+Fcb354R1navirS3J36HYfe4v+Vctu/tXTXs6xQsmZlqZOXvvquFtvN31knJTl4MstNdZfg7qK5bmeyw1uzbgRdXuLWiuCPMZHE3hyGPnKvdrtrHKD8dOna+vAhfrF+Dr0abWXMY31lnF9kw3tHlznLdaUP7tlh0e6AN4mmmjHG5a+Kfg/mvw91enu+qvTMc3m7fp5NrnkvQc5360JPZhkvCPVXFnn069A1FjZvA3HwarhPVb8q3v6ac41lr20cqxkQRNasyC7sQRVpXdnbqfcw8U/NuTsRPy/7X8XeyMVO1Rt0ILBjFBcsxsMTym+gATs5bdz8G14Lv6f1Fzjbk5970/DMfQ19F4xAQEBBhQ+zv3s3pSVRj/j5u6i8qRSiVFEBAQEBAQEBAQc9k7OeuWyixTM1Wqbhb0NopTfbqwgZBIzceng3vrw9zu77bWa8Ndeb066aa65251znJftMfJc15Hle/HIFiqZNVlmYWkfZ8eOTZ4jkD9BD0snp+/tnG3ivd7EmuY+iL3PIIrEjAW1ImZvddZu0nNZKryZOmHSevvM7rjt6rtzxb17O1ew5OhMTCEw7yfQQJ9ru/gZn0Wu339N+VTbtba84srswICAgICAgICAgIIL/wBhs90fkuguKop0/NH3s3pSUE6KICAgICAgICAgIPDMAFyN2EW6Xd9GS8OZATAxYgdiEuLE3Fnbw6spLLyHqoICAgICAgICAgICAgICCGbz9TvX9EaqLaAgICAgICCtb87V71/RGpRIiiAgICD5bzHT9p8mfu5DGY2G1jZuzGsJTjHM0cYv0gXBvGIn6etfJ7+t32zZXv7Xc01kmeLV/vr2h1jYbfKl1+p3haOZv+Ul5vxV2/Lr5tVzFmbOTP1o4ygEB7CGA20KMQfQ9zdROfSy57cMR17c8W45JsnrS4uJQ2xB31dn0L/71dLZYndmZfc+j5maUapuxu2jO/T4F17tuHm7Osfm22zuXan4xyMZub/Gd3N+Luj0PqfsmdvULYP0tZd/lALrF5s7vozdDLcedGalbiM2dZalVJuPQstRAdW1I2kcRl7zO61O1teUp16zxVrGEyxA7jXf8bLV9P3PKpO7r5uB5rimicXnFwJ/iC/WPTuZ+tveWNXV86zJu4SaPxLg34V21ZruOWyGhjYLD8WjF+06vEduP4tNVz2rUmW7xmUlnum27TVt8WnVt6NHXOXLW2uEHN/NODx+VYPVSmuSxBNPHGLNo5twJ3f87pXTpy5y+bl8jzw9mnPVDGMEVgCjJ5jZm0Junhp0KzVcx9q9lvMMuc5NqWJpSntVnKrYmPiRlHpoRP1vsIdX6+lfZ7G/VpLXy+9rjautXVzEBAQYUPs797N6UlUY/wCPm7qLypFKJUUQEBAQEBAQclmOdsnSyMtergZ79WN9vrUU8IORN8ZmjN2Lg/414e76yTbEert+mtmcqFz2h3ZIxjrY+WhY1Z5GuMBELP0aDGRNx8Luud9Ztjg6T0s8WiqZn2nx2bs0OBe/QsSuQzVLdeM2fr1GVtPyLzZ22zZ483TaduYl8HG1ubZsPzy1+xgo61mM5GsDNY7aycxjt8YwYg4buOidrfoueeG99Jtrh9zxWRy9iJ5rkdeJiZnjjiMpH8LuRaM34GZevT1lszh4u52pOEytnLK/Sb6eAfF/Ks7+o2qa9tSnd9P+K8u+1r06aSNfL0u7/lXHLtI019wcCAxY45GcTAuIkL9TrPi3hy/I3tcuCN3B5MyllgnKDG3z8YhHc7CM7k/HToYunwr6U9Vddfa8m3p5dnbU+b8lDI/rbesR6P4oCwyM7dQ6aM/vLlr6zec+LW3pdfBQn9s2HineOPH5Gw4PtkZqzho7dLfpHHiuuvq9s+xj/mzHf1bMNqtFZgLfBOAyRHxbUSZnZ+PuOvoy5mY8VmLhKqCAgICAgIIL/wBhs90fkuguKop0/NH3s3pSUE6KICAgICAgICDUZTmvBYuz6tesFFLtYuEUpizP0amAELP7mq4dz1GulxXTTs7bTMiGLnbluc4RrWmneaRoh2CTaEXRruYVj/r0zJ5tz0++M4a/nLNVKt6pWs4q7l6+0pZY6UEkwxEzj2Ukmz3i004sufqt5mTGeHJrsa3FucOO9m/N0dPmDO42Z8hYe5Z9YoUJotske7d2gs0hC7acNd2i4+m780ly7d7s3bGH1CvetyC5S1Owb+YByCR++TBuFvlOvT/1ex5b255vJbljTg7D/VbX8rrhv6zbwdNOzPFr5shbDxhmLXwPo7fi0Xnvqu55u/4dfJXDnjH1ZoIcqY1/WJRgisPwDtD+KJeDc/DVev0/rOq9Ozj3fTYmY2+TzuOxs0MVs3B59djs2reL06s3H8i9Pd7+umMuOna22mYqy86cqQtrJlaw+52gu/yW1dY/69Gp2N/JuAMDATAmICZiE2fVnZ+LOz+BehxZKggICAgICAghm8/U71/RGqi2gICAgICAgrW/O1e9f0RqUSIogICA7as7KWjLgvPmUQX7LVaNmy/RBEcr/wBgXL/glws418WwHKGS5poSxVL446SEQllslF2xOczkTiLOQsPRruXze32fyW+x9Pud78cjoOXfZpzDgIhjK1FkGGcJ+0HcB+KWpbmN34/hWt/SbS5mKz/167c+DrstDcnqyhFVleQhdhZ2bpdvDqpv2t74Vjt9zWeL4lnuSeYcfVglv1vVIIo2CxalIWhByN2HWR369zNwU202nOV3nc1vKux9lQ15LE0FaXtBsh2wzbfE/RsIcOOr7tdepO12uvfHJnu79OuX1BseXXM/4BZv5dV7p6OeNeK9/wBj1sbD1mZf2tPJ0W56TTxZ/NszbH026YmLT87Uv5dV0np9J4Je7t5phiiD4oCPvMzLprrJyjF2t8WS0jS83WslWwpSY2ca1pzERmIGkZmd+PivqvP6nfbXTOvN27Gmu22LyfHbdTPVsDbr5meCzQYnnpXylADqzkWm02Lb+im128Oh+pfH14vo7Ylj59e9TKUN1+uYMTEfZEUj6N4NBXWFb2XnbBx446cENibfGUeu1gHUm018Z+hY6KvVhU5Fyxw8x06sZzNSn3g8Um02Z+zJx2/m6uPUrdDrbX2rhJriLcTswSxSxSk3B3eMmOPo8AyK6XgxtOL58/aPx4u/vfCumEw++f8A/Okkn7gysRO7i1kZGZ+pyDa/o2Xt9JeFjyepnGPra9bzCAgIMKH2d+9m9KSqMf8AHzd1F5UilEqKICAgICAg8NiICES2k7Owl06O/WptyI+dl7KMrAznX5vvAItq/bwwS9HHjwBfNvpJ5vZPV3ycRlMjlBJjr0reQkPjLYggMxcn6yNmcR4dWvBeLpt5cntmJzfUeVp4xwhjKTRm5uW0/EfRxHqfRdO3+2yvL3v3yvivNGMydzm+3Yp057FcbJkU8cZPGzato+/Tbpw8Kzrnpd+D71h950YnGM3ZxZ2dx29LdW7au3a7G9nJ5e9vM817sLBNwBm/rkzeSxLvPS7OX5IxfGyn0yCPuMLl+XVv5Fr/AIvOr/0MHwcBN400mr9Ljsb/APCtz0OntT/o2cZlatgbdqIAOeCN91eeMd+8NPGF9mvjxlqzs+i+b3uz078OT3drfOvHm+M06Vv+9WpqstV7NiaTSYXiJhcn28D2re0sWV0FTnwxyMUV/aEcjjHqBjIOj+Kz+K+ou/TxXGyunBq+e89lafM1ut6yQCzRnE0bMPiGDOOr6O7v08V0014MXZ9c9huamyXJhBMbmdO1LCxFxdxJhl4v/WkdfV9LfsfO9RPuy+hr0OIgICAgICCC/wDYbPdH5LoLiqKdPzR97N6UlBOiiAgICAgICAg5W1yhnrFua3BzJYrtYN5GgeCCQI938wXdmLRvdfVfO39NN7m3jXq19RiYw+e3sZz5kM4VvG1GzIY+29ee28sVYS9XJm27CJyZ9v5rda8mvY2u3DjNa9X5dJrx4Zj6Xip8vayFi3exkuPM4GiaMjCVtRJ3Z2MH69V695vttb02cHlvTNZMy8XzrlzlvMTe1bJXxiBq9c5e2NzF3Zz12jtZ3fXxl59Oxttw8Y9G3cmsz4V9e9WN24kzflXqnpb5vF+SMXx4F8Y3/Boy1/xzxrX57OUU8jRoQU5JpZCjEWZt5cWZydhHXRujV1O56TSa221rXv7W4w+J+061RtYmSgFyq+RGUHkrNODuDi+pM769TL52ksvHk912lnBRzPtBuZQcFV2jNZqRhWlmCZiOSVyYRLa7N08NX3dK69/a749jPZ1mufa3HM/tHyOCyrUwp1CI4ILIWDE3kNpQ11Pbo27czs65TTKyvpHsq5kn5g5SjuTiIyxTzQEwC4joJbhYRfV2ZgJmX1/S7W6T2Pn9+Y2dgvQ4iAgICAgICCGbz9TvX9EaqLaAgICAgICCtb87V71/RGpRIiiAgII7ErxV5ZWFzeMCJgbpfa2uje+sdy/bfcuszY0Qc6Ypn2zdtAXW0kRNp+FtV8meoeq+m2V+YuZsTY5ZyzV7cZTepzbQZ9CfUH6GfitXvyyxNextNpmPnPKnPD8uZmnUOFpqGXARIhdhIJAYWjJtz6bX3aOuHb3utr197tdcj6o3NNcH0nqWodOl3icm/GDku89VHk/5r4VLHzZgifR7Yxv4JGIH/wCZmW56mM30+88HFe1bI1sgOBx8EoWKs1srFkQJiZ2hDxN2nDTceqz3u9mSR29N27LbY0nsJIW8V/jbrAh7zG3D8i6em/8Ap/Zr1H7H2ZfSfPEBAQEGj5yfTDP4Xlj0/GvN6r/5139N+984zFSO7ibFOVt0dsJICZv6QOQ6e6xCOi+PpcV9HbjHzeDk+6fxKEuj9Z6C35XXXrTC/ByLkX6YYY/6xbn/ACM6l2MFnFyYLJYvWSOSeecfEAXHQOLPq5eHqWetZq6HmrGWchy/QrwRdrPGbv1M4i8Ytrx91lNLg3nFzEXIeWPzjxxt1+Mz/wAmq31ph9d9jWAlw9HJAcgyNLJG7OLPwdmLXp/rL3+iuZXi9Vzj6Kvc8ogICDCh9nfvZvSkqjH/AB83dReVIpRKiiAgICAgIIrVqCpXOxOWyKPTeWjvpq+nUufd26dbV11zcNVe5kw02NttBdiKV4ZNg7mZ3fY+mjPovD/0zDtOxvLMxyHs254xMdGxg52kjvY490mgETGEvjb22s/Q5bXXH0/f6NcPT6jsXbbMdq3M2Al0YrQM/gkYh8pmXeeq1s5vL+DeeD5R7Zc09jm/lenUs76LRWJJAiPxCMnEW3ML6O4sPDVY73c6pMeT0en7dmcvsOK1/dlV/wD8oPJZfQ7f7Z7nk7n7qtLo5iKIPkPNNUrmNzNWMjA7AysBREQnuY3IdHF2fpZfB7lx3LjzfW1mdY+XNyLmJ+MkMxE/SUrtr+M3d1vrOlHkuUJ8PTa9ZYAZjFowY2ciLVn4MzdSnXlZq2/NnLWVy16nbqQkblVjCU9WZvFd2Hp69HWO3viLvOL6r7DsFexHLl6O4zMc1tzFmfdwaIG/lX1PSXOt975/qf3R9HXrecQEBAQEBBBf+w2e6PyXQXFUU6fmj72b0pKCdFEBAQEBAQEBBz8mXy0UpRt6o+wnHQnkF9GfTqZ18bbv7a7WeVe2djWzPFwmG5pzeE5mt4WQI3o27EkwzgDyGNmaTV2dnINY9unurGvd2lxPF327Ou2svk787+djtPV/u0kwxtKQiMjeI7uLPrq/Wy773uaXFeaaduzPFwvKHMlXH885zH2GKa9dsyyCMGjiza7n4m4dHRo6dnvzXa7Xxdd+zdtJJ4PpjZGAW1lCWL+tGTs39oWIfyr3T1OteL8dTRWa8rbopBNv6Ls6667S8qzZZzazmieqOFstLOMfBnb+cTuJMWgi3F3fRcvU2dFmXTsZ65XxXmnlvl0LU+fzF6SvFYGEHjCLVh2ttF+DETkXW6+LptZMR9O6q2V5Xw+MxFHLY+OW1Pc0mxzyv2YM8cjePI2jP1M7N1re3VrjPimvG2TwbzIcqjkiqWrZ7bA1YYnYBEuDbibiTdPjrn+Rq6vpPs9woYnl5oQJyaaU5nd2ZunQOr+ovsej/wDnl8z1F+90q9TiICAgICAgIIZvP1O9f0RqotoCAgICAgIK1vztXvX9EalEiKICAg8IWIXF+h20f8KlmSVyElk4ZDglbxoycH19zr/Cvz22tlxfB9XXjMxXswY+9XmqyQg5TxnGJbW1YjFxZ2f8KkW5fF69WLIYeq9hyC3i3Ouemmu4PFdiZ+rxVvucLnzddeLr8PzJzzchetj7VQfVBBu0ti7kbE2janqzcPdWZWdtZG4iyPtWrF//AHHAwZCBuJPGQxPp7ju7itXSzwc5tpeVVsrmcFkYoiauVHKVpP0tfsnIujQg7SJnjN24O3FSRvGFf2WUrGLzEkQWG7KM5DaCYWCd4ZtH128W6evd+Bd+33LrvLHPu6S64r7CN6N/jM4r6WvqJXz720o2Ii6C/wCP8i6TuSs3Ss2MH6CZa6ol1r1aQRGo5olqNjCimZimk19Vi12uUos7tx6vd9xeb1W2s04vR6eW7cHzobNCxVtSSdpXDGuEtwZRfxHJ3AB3DwLUuhm4r401t4zwfStxjPigbMYtyZg7SR34a7drfjd1MUw9nvHt/u8Q73IRHfqWurs2mjaeFMK0r8vR3+YHs35JJTqnvFmdhHUeANpp0JLWvB1Z1meKNtPGd3L8DaMzJWWI1H8CmanB3fKlB6eJHc2hzk8rt1sz8B/Iy+16PS66cfF831O2d+DcL1OAgICDCh9nfvZvSkqjH/Hzd1F5UilEqKICAgICAgjsRdrCcfWTcPfboWO5p1a2ebWm2LK46eWGTtILEA6vrGe4R4O7aP8AiXwLMXi+piXk+eVabUMw+VqE9fIC3ZSSC/xtniOxM/B+hb6fLk3bLOL6by/LLkMYU9on7aN2EnZm0LUWfoWtNZZbXn7u112kj4/7SMsVzmqrE9aKEsTLLHBPHqxmBsLu0jdHT1smnJ0kfdMTdmOjA/iszADMDNwZtrcG4r09r1e2Hl7vZmV5rbs2pD77s/wr0a+rni43tPfX67fG1H32XSep0vin4tmru83UKrELQWZZugIhhNtz9XjOzD+VY29ZpPN019NtfJxtwMiUtuzkBCGec9Yasej7Gf8APJunwe+vk9za7bW179JJriPmdbnPmm1KdZuwGwMxwMEUOru4ltFm1cuLrp0Q6nY5Hl+rkCrvkf0vYMO+E28Xe2jlw4aeMudmK3K3I0TMRfboztwbTTRvAs8Uvtd5y5QOlio45G0M3eQh8G7o/Iy+36XS66cXzO/vNtuDaL0OIgICAgICCC/9hs90fkuguKop0/NH3s3pSUE6KICAgICAgICChbwlG1M80jE0hfGcX010Xn7nptN7muune21mIox8m4YMrHknEznjZtok7OGrfFJ2011b31jT0emu2W76nezCzbr2I8q9yOIpo5a/YkwbdRIS3M+hO2uuvUs+o7W1vVPLCabTpmvty4DC+zzmB+fbnMFgQq0+0IoBItxyNJq3xR126e6vNp6TbaceD07eo1nLi+kFFOLcG191lrb0+08MvPN4pWDLixa6+6vNvmc3o0k8Gtsnoz6cOHSud2rrJHIZrky5zc0WOjJ4aTWI5Ltn82MH3EwdW9+DN+NdvS9m7bexnvd2az2voOR5Uwt+hVpSw7YKQiFVgfTYIMwsPvaMy+p3fT67zF8Hh7ff20ts8WTcs43XUt5e+7N/Iy5T0Ok83S+q2bSKMIoxjjbaANoIt0MzL1ySTEea3NyyVBAQEBAQEBBDN5+p3r+iNVFtAQEBAQEBBWt+dq96/ojUokRRAQEBBrslhK92TtdXjm00cm4s7N4WXm73ptd7nxdu337rMNafK07cY5hd26NWdl59vQe13nqo4bNezTLw5O5aoQtNXyJjNLEDi2ybTQ3bV28U/je468/c9J3PCZd+36nTzRDy5cwzXIbbCJy14z2i+7RtXbR9OGvirh3O1tpZK6a9ybTg6/Kzj/tY5OD/AN3/AOGieDnJ91fOMUOmIqC3AWB9G6tNzpY6ttyubBzeXVvrg35HUvJLyfSQfhq3D3uC3HCoyMtelOu+Z0RFLfli10d+HVq+n5dVr/o2h+KKs3NLVWZ5RcmfwM3/AAdlvX1V8kvYRN7QMWL6SEQv4HEx/LoS3PVe9n/nqO7z5ynLWKK2bSRFxKMWOQnfqcWYW0f3dVL39ducT8O04x8x5v5qfKiFLHxFUxsEjTP2js89iVm2jJMQ8PFH4osudsxicI9Gut53mjoSb4Y5GfXVm/GuddHe8oYEcrYklldxhrMzgTfOv8X39G4rv6fsfkty4d/u9GMNsXKOQGyTjGL734ysTaP/AMfyK30e+UnqdGzh5VLRu0kHVm04M7rrr6Hzrnt6qeC5X5cpxkxHrJpx2u3B1309HpHLb1O1bZm0bTq8C9bziAgICDCh9nfvZvSkqjH/AB83dReVIpRKiiAgICAgICCtNjqM5ucsIkb9Jacfxrnt2tdrmxvXubTlWvPk/l47j2yqM8hcTHcWwnZtNSDXa7/y9axPTaZzhr8++MZZVcPJj4rMdfSaOY94A79nsbTTbwYmdefb0lmceLd72bM+Dg8l7G7mXzVnJW8iFRpZHOOKIO1dtWZuLu4eDwLGno9sca67eq18HfUsVYp1wh3tPsFm36bHfRtOh3JvyrX/ABWThcue3fmySTxW8bxP63D8vxfyrhv29pzi67SqVh3b3F5q9OrXyyGwFoTt7zrnW5GgykjCLk7tw4u5dDadOrpG2j9i/IV0rs/M+UieOuU8kuMjNnYpNxPpO4v0D1h4eno6fq+m7ObNryjxeo7uPtj65YwuKsTdvNWA5ely6NX93Tp/CvVt2NNrmx59e7tJiVOFOoD6hCDO3Q+jLU7es5Rm77XxTLbIgICAgICAggv/AGGz3R+S6C4qinT80fezelJQToogICAgICAgICAgICAmRiYAbaGLE3gdtVnbWXnFlsQPjaDvq8Iv7j9H4ly/5u35N/m3804AACwgLCLdAs2jLtJJyc7cslQQEBAQEBAQEBAQQzefqd6/ojVRbQEBAQEBAQVrfnavev6I1KJEUQEBAQEBAQazMYCnlBftXKOXY8bShprtfqdn4cOpefv+n17nG83btd66cmoyfLeSkxJYyF2MHHa1jVmLTXrB9rflXi29FvOXF6NfU65zWsxHs0OKt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Per scegliere la misura perfetta del tuo prossimo bracciale FRED, a seconda delle esigenze, puoi:
Per stabilire con precisione la misura, consigliamo di misurare il polso anziché fare riferimento a un altro bracciale.
Ecco il procedimento da seguire:
1. Prendi un po’ di spago, o di nastro, e avvolgilo delicatamente attorno alla base del polso, avendo cura di coprire la parte più ampia, di solito al livello dell’articolazione, per indossarlo in modo confortevole.
2. Usa una penna per segnare delicatamente il punto in cui lo spago, o il nastro, si incrocia.
3. Misura, quindi, con precisione la lunghezza ottenuta in millimetri (preferibilmente), o in pollici, con l’aiuto di un righello.
4. Consulta la tabella delle misure presente in fondo a questa pagina.
5. Individua la misura corrispondente alla circonferenza del tuo polso, indicata nella prima colonna ("Circonferenza del polso"), in modo da selezionare la misura giusta del tuo bracciale FRED.
Se la misura oscilla fra due valori, scegli il bracciale della misura che più si adegua al tuo modo di portarlo.
Esempio: se la vostra misura è 14,5, scegliete 15 per una vestibilità più ampia o 14 per una vestibilità più stretta.