Botki Maciejka skórzane ocieplane Beż
Darmowa dostawa od 299 zł
30 dni na zwrot
Ekspresowa wysyłka
Możesz zamówić telefonicznie
Infolinia czynna: pon-pt: 8-16
Przedstawiony model damskich trzewików, botków polskiej marki Maciejka jest synonimem wygody i klasycznej elegancji. Wykonane zostały z wysokiej jakości, naturalnej licowej i welurowej skóry w kolorze beżowym z wzorem skóry węża, gada. Wnętrze oraz wkładka wykonane są z ciepłego polaru, co zapewni komfort termiczny w chłodniejsze dni. Cholewka ma klasyczne sznurowanie oraz wygodny zamek, który ułatwia zakładanie i zdejmowanie obuwia, dodatkowo całość zapinana na pasek z zatrzaskiem. Platforma z przodu podeszwy ma wysokość 2,5 cm, a obcas 4 cm. Wysokość całkowita butów to 23 cm.
Podmiot odpowiedzialny za ten produkt na terenie UE
Maciejka Footwear Sp. z o.o. Sp. J.WięcejAdres:
Strumykowa 7Kod pocztowy: 62-200Miasto: GnieznoKraj: PolskaNumer telefonu: 61 424 15 95Adres email: biuro@maciejka.pl
Kod producenta
365902040279840
375902040279857
385902040279864
395902040279871
405902040279888
415902040279895
Tęgość
F 1/2 na szczupłą i normalną stopę
24 miesiące
Produkty objęte są 24-miesięczną gwarancją
Potrzebujesz pomocy? Masz pytania?Zadaj pytanie a my odpowiemy niezwłocznie, najciekawsze pytania i odpowiedzi publikując dla innych. Rozmiar | Długość wkładki (cm) | Długość stopy |
---|
36 | 23,0 | 22,6 - 23,0 |
37 | 24,0 | 23,1 - 24,0 |
38 | 24,5 | 24,1 - 24,5 |
39 | 25,5 | 24,6 - 25,5 |
40 | 26,0 | 25,6 - 26,0 |
41 | 26,5 | 26,1 - 26,5 |
SZANOWNI KLIENCI. PRZEDSTAWIONA TABELA MA CHARAKTER ORIENTACYJNY. PODAWANE DŁUGOŚCI WKŁADEK NIEKIEDY MOGĄ SIĘ RÓŻNIĆ OD RZECZYWISTYCH LUB ULEGAĆ ZMIANIE. JEŻELI CHCESZ MIEĆ PEWNOŚĆ SKONTAKTUJ SIĘ Z NAMI, SPRAWDZIMY DOKŁADNE WYMIARY.
JAK DOBRAĆ ODPOWIEDNI ROZMIAR OBUWIA?
1. Obrysuj stopę na białej kartce papieru i dorysuj 2 równoległe linie, zmierz odległość między najbardziej oddalonymi punktami pięty i palców
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T2aZhS8eBx/y+kbLS2F10RxJiZgGuaZjmNl3hPS4EYHoe4D9BQYyKcT+CPCJvePT8rmuOg066aElBWajKYNA862WBjwyixlRVgPuJPG3fjpWFZghacCxsQlLb7csPBG2ppWagWhj8dlo5EE9r5EJhPlsjDxDb+gWcsV0L+rQMa1NXNngNEsLHOSxCzLKzSjs/IsvKobxAlzbkS07EyHod339lxfl/2oVxf4wYFZPH2SifWQ5lHwW2rmC35BtFILjzmHOlus65/ayvkoBdk846LvUQ3BhhOC2Y2N0PLbGmZnqLa1CSDfql+Y3auVVhJc2WSanGMwWsbOJS50BAGWHo8vXEtC/qk1XLD1KL0WZuDAPDGo02s4i6l1PD7wsvJZ0WTrH/DSpLmTmKcX2q67ekbut1Gy46lcaZOpdTw+8LLyWdFsYU1HS4Ad/oJMTLsqWupdTw+8LLyWdM/ytnjswdxKNeWPTFzWlAL0Wz9S6nh94WXks6RREGSke/bItNUaNCgsi1C/6uAmpdTw+8LLyWdBdB5jUjjisqzDERd0qXHNPY/YGYpEvK444zal1PD7wsvJZ1U5Ia6z9wuxaP8AtbKjHTSoa7COE8AAA1rqeH3hZeSzrEEQcS0kAJV/RGe7YZGzEU6VSwHfWup4feFl5LOr+4u1mCBSqyOiAh1mYkCDLo7yzlz4cB9tS6nh94WXks0KJTUvYRlQt+zrnjfcYr8HsE7IEssKQ/MNS6nh94WXks0LlU2tTyeACA6M77JeMnCDAy7KmYGEetdTw+8LLyWaFK5CYNA04b3c51n5KUqUikRUZ2Mnpr5NeWlt4wJTcbLNe7cNVK3Hu4Om+zGxFg3crY5sDvWLv2J61CZsg89fLWLx+90ZeOGXThlLUOfbo/8Am5KQ3KmtU7vt1fd73KdSp8rFm3R3DUvXZAGCjnw7C8qF3K2dXgEXbce/0VqA+2jLaZl6OoQ59tWXFiPmjipwhbEhzeRfV53uA95OGViqDggLvUR2DI9yKYKrbv21TEGHMQeI8RcQnLV0Z+Y9XZkSQOK2S9hZYkj1uG4qFbNFTqlaxkcYeoY0MIg7sk4QUYhpfREhORXT6xVyDJM67HVbxsejQs0MPY0sYqruGFpTUQkMu1PK9ISkGSl9ARHReY4CesE+S2FEJNARBD9M50fhBTPb4QUz2+EFM9vhBTPb4QUz2BEJNAGqaIiZtaoQ8cZE8Rt9DtMW0KJ8IKaG3wgpnt8IKZ7fCCme3wgpnt8IKZ7Y7YykziiXjf/aAAgBAgIGPwDWXCMiMibt8kw8DtG0Cswf/9oACAEDAgY/ANiNEgxSY+JBlZpT/wD/2gAIAQEBBj8AudjxHjJvmXJkPDKu6Xi15e4vGTS8zYKJkRgl79NRkzFVQiyQnP72u1WTIJOnp1MHH3RlOHQA5B5juIhH8gmw8XX8unE6FY8qnHk6NXscnT7L+7fMnw26CDtUMVqeVr8gKGIlPdpSPK8SFVE/ScnWHUAahx90ZTf6juIvsd4+6Mpv9R3EX2O8WDIGUPLCxFjWgVKPPLW69X3zPcF1OnVWITMUistY7JO4qYw8NGJGOAGWcLJphqHPUQDh4pg7yfM17pKwxOKZsmbXc3p5XxO8V8Y6BRgsjr4Nq9XtTVVRJQCOohd+zN4ZtFeXFqpOLvLHrzXLFAQTe5GwTkzfbR8TZ3x3HOFUkGc1bMV3nB8VYka0/dq+AhLsivYhdwUySboxyiUOXlG00fxeY7iL8v8A6O+jj7oym/1HcRfY7x90ZTf6juIvsd4+6Mpv9R3EX2O8fdGU3+o7iL7HePujKb/UdxF9jvH3RlN/qO4i+x3j7oym/wBR3EX2O8fdGU3+o7iL7HeOflGU3T/9HcQ+v58PcJ2HcNgOP23ZGNPTTA+NYzL9eze2TgmKqZIewf74rMBW4w6k0mJjGZ+7eK1EmhzGEfkERKURHkOpQHX8fLgOkpQ9ouvIvcBgEe8Pm48zl0m4NJxtG84De7Tq5MnAnTL1UstTZ2BXSIGhioM28wLRIRDUyLcg+keP0S/qh+bghRKGqg6FACAOogGo9wcgAO8e7i071tx8U2yDs4xdlS7UDy99s1tZJSmJrEGLbFLUC6b4cqVJ+keNybfsj3aGlW2PUJdsrG1KqN0nrRuMlIqO00kEU00UUEyJIpJEImkkkmQCJpppkKUiaZCAAABQAADkAcNt0eG2raB3kbLW81nDbbf2BDtpqVCssRmMkbfrK7aCg6m8U7h6XGu63MRK6gtPHdtX5SldMW6pKLjXYrJ1vH7Kx4YxbnXM25jJ9Y/33B4Oqebqm3t2JsZ47xo2mYRvkjcDcIB2WWXCUfNq9WIMrd48JILyDJiq9tFW3N4+3zFZlWev8N5wxHRtutvsLBm3O4VisZ5qwq3ZU+s2t+dLwWRLLVZCLXWVKVw8YJAdySn5fpJJlnB29m7IpX7RH/uq3Uy0V+Uf1q84/ucSCi5Iy6UG4xD2IlUSKLJEes1ASVVS6FDfol/VD83H6Jf1Q/Nx+iX9UPzcfol/VD83H6Jf1Q/Nx+iX9UPzcaCQv6ofm46gKUDaadQFAB0DkAa6a6AHyvpJwJSt49m6fLmOcEyFRaIKOFTHUN7KZQImOojyAOPNEaSMoiSdsW6Ou55WrKCvU2Yf9XWt2Sk5ViXvFF07qybcx/SVsn8m4i0QC5m0/WsD5gn4NwRMVTt5eIx9YH0cuVMBDxRSdokECc+ofn42N1GupplhYTaJt1QZqJEKQjsy2J6q7dP/AGBEhlJB24UXOICOp1BERHXUeFm7tNFZq4SVQcIOCEUQXQVTMVZJZJQDJqJKJCIGKYBKJddeXGBJn3p3JTeVp/L2WZ+UfO3Ltw8NYssW+KprQh3SqiicfVsY16ChGKQCCaDGLRTTKQhSlABEOYdw8/x/4hxv8pGALJScB7bq/vo3BLRW4ueqxcpZDv8AkKQTowZBqWGcbTa8LR6/S6FkpnNozlkmFZkspNKuGbBgmZs4eFh8qZpybS90O2dlNxMXm21N8WtsSZvwlCWGZjoJjliLY1KamKHk7G9UkJBNWyRn7th5iPiBWkWzp4LUzJQnWconEwl11AAOOphKYnMdSHKGpfWXnxyHX8XPv/Aby8oSq7xsxou17OtjUXj/ABPfk1Y7GlkVamaGS/aEce99HSYvMg+16ON7eNiIpGa23bxQrys4E+iyTjHuSP3A3RImIamTXJk1Yxx/yimUPT8k1WphIXETYoaUgZVvqAePGS7FePfIh1FOmAqN3Jg9oBDn3D3cYexVYVimuW2Fxdtol5ZCd0s8i57bLeJ/ELT39ZygiZyvL1KsRUmRQhfCcIPiKp/szF4D2iiI/OHPTv0/EPG4/K7pyZq0xfgLMGQFVE1gRU0qOP5+eKZFUo6kX62IAnrqPXpoGohx5eRjlOk7NtSxQMqRRv7uuEorAILyoOUhKkdN5+9lFvH6i9RlOoTe0Ijxk3JztFJyzxxj263xy2ETFBy3qFakrAqicwGAxCqljxKIl56DxtzhBN1Scvies3+yKgTo97umUUVMmXuTW1MYTu5a5W585VOPtKnUE46CIhxuhctq/LXWyWzFM/iijUStJlcWi85IzMmTFeOqbXGwm9qbslxtrNsgc3sIiYVlNE0ziEdcHNE2TSCEPWIhRDbKnactGyY6axkQ3FStOt0a/u+OXWRXYImagr/sdGvg/EAF6DbV5xQ800lGbY12/wAKEojE2iLPB2msyrJ47hrNS7bEqGULGW2k2eMexUmgRRVJJ8zVKmooQCnN29+0yhJNYx3O4ljsfNjOVCk98Jku91KhyUa3ARAVHL6FsDohChqPePcA8VKuuZRZgTKWAM30ho0Kr4beYkI2KichosnKYiBFRRaUdddPUNQUSAA7x1+TLOGXxBj8e7+8dp7osTCZJJnFl3F4IjK1ivcpVGKLYinvU1ccWmo9oAT+EdUWEopooJTCQB0Ly1AQ0D2TekA5evv4tGLsl1eLueO7zFrwVyqcwmdSKsUK5EhnMVJpIqoKOGLvwgKqTrApyalNqURKMJQcfQLasU+uIv0IWCZqrrNo5CSln026atjulV1iNQkZFY6ZOrpSKYCEApClAM4Ylg3kbHTWUsP5Kx1EyEyVweHYyV3p8vWWDuWK0TVdGjEHUoUy4JFMr4QD0gJtOKXU3JWxlqrUazXVDNCKEYitBQrGJWMxKsUipWhlGYin1FA3RpqADy42MUlCuKyeKarYM57hskSSjJ2eObW3F1IjKThWPdSqaPuiDsbVlt7LNWiipfEWhirAU/gDpc8k3eUThaXjqoWW+W+ZWTOKURVqbDPLHPSqxQ1EUGETHqqGH09OnePD/c/O78N3W0XKG4u35E3K4QwdhifoQYS2x1vOFpf5Tx/T8h4tstJk4/P1uSbzqT+2hPuEWqjt64i2KLNs2K4WytXM2L0mTzfti3AZE2t5ftWNmEzC4/vtyxuzrUwhfqrXLAZxLVRvaqvb45d7EqOXqUdJg5RbuXDUEVj9p9WjoKLLZT3L4WpqJymECNP3SS2ZHUcKj7PWUxaN4QFHUAFUB7w142DTTHwdZvLrvHzoHAkAh2WTqTa6C56TG5eOROxgZP8AzGUKUO8eNNNAARKXX0lDkA8wAQ5fJt83iRwHZzmyLeLt6zQ7kWepZA+Krzcmu3zPsB1kVRUXjprEeXZJRZAB0UWZonMU4pgXgeRQ1MoI9ICGoCYekefMTCXTqH0j8unyG5czDqI+sQHUNfX0+j1cZg23ubzLY3i8x1xCoWC2QkY2mpFCruZyId2qFTjHrpm2cNbbWmTqHcAZQoFbvjnADCUCi4dOzxsBWq/FruHThZRGLioSBh2IqrrqHHw27JhFxjYTGH2U0k0+8ADlkHdbKtHcYO/DclmneDWomSb+DKROJr9Mx9MwE0enKmkiuu7wVjqvPjiBCiAvQAwdYGMbtT2R4bLTWgRmzSQsm5OdpUjXXUxHZWRh6q9r5IIsuxk2jmtTMazmHR2K52r1usq4MkqVEog4TrJrrkO8UBLa1XIbdbXCUFOMbytttuMso48TgatJTkoR4ELXXLuZKo+Mi1WXct0jtyGRFTxyDr6TCPr7x1/x+Tf02cHFP3Ha3lqxtFClA5kpOo1d5aohYoDroKMrDIm17y6ahzDilTT43W9mKlW5R4cREwmdSEKydODCYwiJhMsqYdfT298UO0WfN3Ens+3JsWy0U5UaShXK2ILd4JGjghFBSFY4AQRABMIG0DjaxNwzNuwhpnbXgmTiGTRFBu1aRj3F1WcsWbZBuUqCLdq2WKQhCewUoaF0Dt+Yj8MOQvoiPGefg4t31s4f+XzAnpfEFVfapmCGakSRFwoq9sVVe19igRIP0jOHkmmQB/y9WvPTiixzpIyDiPptXZLpGHUxFmsGwQWIbUAEDJqkEo/i7dhqcsmReHtEBMVyVbqpFVSWjpuOcxrxM6ZuSgKoOjFEoiACXlxtBbTSyy83j3Gr7BkysucTqLS23m6WjBUisHUImKks8x4cyYG0MVMSgPMO35iPww5C+iI8Z5+Di3fWzh/5d3SbMTgcKbUFXHhm6BCMb5Soi8uKgjy93CKTW8XXkKfUA8ctfx+jv0/v/Abw6a0/Zw+N/M08wCoQLEonFGLhls/z1waR7YDGHRBE9tUMAB7JROIctNO35iPww5C+iI8Z5+Di3fWzh/5d3eKIkqhp2+bb8y16tCi3O7WStbqgzilVcItkwFRdZtYUWyhCF9sxygBeenG2/MjZfxyZUwRinISphVTWVSd2yjwcy/aOlETGSK+YvniiLgmvUmumcogAlEPwG+d11AYjrzUPMGOksXpMm4Tb5zkmCaiahdAOVEGfhD36iQQ9Hb8xH4YchfREeM8/BxbvrZw/8qYhpyUKA6+oeQ6ch56f3DxnvZc/QNHyuxjdFlnD9djVxOV45wVkKTTz9txn/CUMuIRimJcqMohucFlutWGWAxgUKcpe0J1jkSTTTUVOooYpEyJplEyhznMIFIRMgaiI8gDij5TWIoD7cNmDdJuMduVCdASbbM25fKtyrkukXQBBtKU5/Grpa8xTOA9vzEfhhyF9ER4zz8HFu+tnD/y8w10HX8vr/Hxg/LxUE4/EnmL4yPtJyg/KRRFlG7n9v6Fty1tdnZN0YqqIub/i+WvdYKUfCFV2wjEymE2hThrqIhqAiOvoEeXPny7W7LK0MDs9pgsH3SDoCLExivHmT8gMgx5jCPZiUihjPZDINqjEESgGplFAAO/UNvm39mLQ6OFMKYvxYZdkTw2zt1RaZEVx++TJ1qiX399HKLCAnMOpxERHv7fmI/DDkL6Ijxnn4OLd9bOH+xmSExh1oZxx2zgdwO3iTbEEZKK3A7fJ+Oy5ihSLWAqh2ykzZqmnEuOkuqjKRWTEelQ2uCdyVIAyFTztiaiZThWKigLuY1G7VxhOrQb5ToIJJKvO3arNyXQNF0DF0DTQOz5d+z5AVl2WVdzaO47J7YqJnkY4w1skii5fcRk80BF0ieOsWcn1FjwK4TBBXxjl6wUBPgdAANR1HQNNR9Y/Py7fmI/DDkL6Ijxnn4OLd9bOH+wJg59IgbTUS66c9NQAdON6OyJVUiLbaZu+yJIYwh00y+BF7ct1BUdz2HGjd34i4uWcBIZIsFfSAyhlSfuPpEqZehMnYOb/ALoa8wE2unoApdDGEfQAcxHjejl5XxFattSxDhHY/j9ZMQUiFL7f0g3PbinbI66Y+FJlY2TH0Y7MgYCqHigTUKCiGo9vzEfhhyF9ER4zz8HFu+tnD/YEADURAQ9XeGnFGmhOmxr+8vZjaqI+QQRUE0rlXZ9khhdKq4enMqCKLlxi/P1gImYoHVcpRYAIARABANB1Du7hD/HsLLOlU0GyKZl3CyxypopIIh4qqiqhxAhEiEIImERAALrrwG4N0mojPby8/wC47d5PdaZEDHaZay9aC49TKREQSIVjiCv11qAk0AwIa+0IiY2vrAO35iPww5C+iI8Z5+Di3fWzh/s+W/nUiGr7Hu/rH+Nn8gquZFlGVLdFjTJu3uYM96ekhk1rBdobwxOboKuUgj6OAAdBEupREA0ARKIlHl6OYdjePkhscCO6FtZ3AXBkYROX/XV3FFslmJeoglOAndtSAAgICAj3hxs6x4dIiC1H2s4CqjoiaREep7A4sq8c+Oomn7BTqu0DnNp3nMI+ngB9fb8xH4YchfREeM8/BxbvrZw/2bu8qSpkL1WtwGyG00AQAQMvdYbelgZeBapjqBjmduBFPQNR9rkA8DoPcOg/MPpD+/sbxcepk61rvtaz/VG4AUDGB1P4ptcY0OUogIGOm5clMUBAQ1Du42ZXybdEfzV02nbebTNPSJFbpupmfxJUZOUcEbEEybYFXrhQfDLyJroH4DzEfhhyF9ER4zz8HFu+tnD/AGfLS2xtQEzPLO+uoZZu6Kx1P3c9x5s/oF43IP4+SRR/bKpP79Ta0klqII+8imVTUDAUwGDmBhEQH5hHly9HYeRz9um7YyDVdi9arEBRFy0eJGbuG6xDeydJZFQSmAeQlEeNvtUlnhHk7h5DIu36eEpFUhay233LF5w04Z+CtookmilSUwTKIB+xEogAAIB+AzbXrTSrRam26ZnMbYYCVrTyDbI0u5XWnWaxQFgsyMw8buXdaAtRcJrgyIs5KYSgBQA3UXHEVRsNx+ZbFuxGpbVEmj+5uqeWkMMh5SoMlMZAQO0g54k4etRleUUMwVI2IsnqPvCYhrwPzGMX+wdP7dPl1HkHGz2slVT8XD+y/ePltyl4oCIkyHkXbRi6OX93HTqUTBg7KQ4DqBTqAHIR4AA00AA5gGgDyAREA9Go+jsG6RADcukRABDXUNNdeXMf7OPM/wBuTxdy4Xxpvdd5orqaokI3Qx7u8xVQM3MSRTQqZfBjm+RX1qRMfqMVV2iv3CAh+AyxNIwy0s4xfmHB2Qkl0U+s0Gke4kob6XU9JUCR14WbnH0A458uNi8QddRu3ruQLfkQxyJnOoc2NcXXi6s24mIA9Caz+ESTOJtC9Jh17w4Hn1cx589O/uAB7gD5RD18Wp6QnUpQfK3pcYKwm/8AAVynusujwUwREPbK4JipMwmDkApaG7w4DUdeQf4B/wA+wYuunUUQAfSA+gQ+cB58Wd0T/R1bd55eddknhkk1ALOZW2cZwfxKyyiggKBXpMc7mmhUU+ZzItFR7iDx3aejl2/MLgRcma+4bdbNdwVKUphOOMn8TkgrbQwCHS8NVPBEe8AU1DnxIXJvGIO4zFm2DLNjkX6hS6xDixSdLozFVtrqJXLobKsgAh/5J1PX2DAHMRAQD0d/LjMDdxqVWx+WJgJ9DmKAGIo0qu6HP7OeA5T8gVQXtLIQANQ6VOYhy4+blp6hDQO71dnyo5dZ0dsaYuW8XHhSAQBTdlsW2aVt5WiyvMxUzvMcIHAgcjqEKI/ohx+X/kHb3MY1RiUZ1xf8AZipjWGXIVRKUeWXHthh2bExTlOX/UuXhCgOg6CICHMON+GRnBHab2oYXxPQW5DJnI3BG93uyT8kmuIlAAdouMcN+ko+0BTG7AgIiAD6v+B42M5gFNMkbuCwXud2ZT0o9BX3dpZI3/Zu5/FTFNwUSN0XUw1xbbUSApoKhgIkn1HOAccgEoeoQANPm0Dl2BH/AI/7ePLXo0O4IuphLFG9Pc1fI8yQrFYQUtT6Dt3oj1Qxeojd5JWPKUiVr1gUVCMnPh6imfpD16Br69RD0/P21W6pRMk4TUQVKBhKIpqkMQ4AICAhqU3o5hx5p4ItBCFi9+M7g+HknCYkknYYRYTKbhB4BygchWyF1bmAo8wVWPqAdl7GYuds4rPWJbtQ9xO2yZkzlQi2OesIz7e4UWKmV1VkEEKxkEG7qrzCignKSIm3JgKYQAOKVm2h+/RjWxpSERa6TNlBC14syZVZFxXMmYkvccdFBxEXnGd1j3kRJoHIUvjtRUSE6Kiahvlm5+xzkPXYGvQ8jPz89PSTSIhoGCiWaz+VnZqUfrtmcXCxbJuos5dLKJooJEMYxygGvG4PzLbTDyMVDbnTUzF20iNn2LhlPRex3Cq885xxdFmz9BrKQqm5HIdssF7BochdYKQhfEDxUzAHaKkIiChg1Augj6/SACHo45esP7NQ1/u48xj3uHWhneXvNa3l5oBEzFywaKw9ylqgnWXMY3XTTQMwdV2MbH8VAPCUWMoICI8g7BinL1dQB6R7ymA5dOfIQMACHFu3keXeFQd5GyCMTIbntoGSbA4peDt3CsAyRjWl7rd1YQ88bAu6lhXmiUa3tPuDyFsTZBo2nWpit0X7aPrG49rlPY5lRZwZi8xvvExvP4qbg+QMDd1/tTM5EZnAGS4ZR4RQG8hAWd8ksiXxDFSD2QM+S3Y7aFWBEDODO0s7YuUalQIbpOuZwW0iiCJDDoJurpAeJat0TIlp3M5HjyiZni7Z1i3Ie6K8S64gB0Y9sbElesdSiXCyQifx5eUjWJCEMY6xQKPEQ83o4uU2ibB4iWaTiOyp5boO3bht1zuIkjSNaU3iWijyMjQseYRb+C2eHxnByMy4mHgmTnn/ALul+71E2jdsizatk0m7Vq2SSQbN2yCZEkEG6CAFSRRQSIUhCgAAQhQAOQdkS8wHXp0Epi6iAAI9PUAdQac9Q5fJc8RZSins/j7IMKrXbdDR1is1QeycQsomso3b2alzFetcKqKqJTAuwfNVy6aAcAEQETDgu9am6hH/AOVO7wAHq115BnnTnrwYS4JvJPEMY6nRup3ek8RQ+nWqqBc8gCiymgdRzamNpzEeP4F3v+ard99vPH8C73/NVu++3nj+Bd7/AJqt33288fwLvf8ANVu++3nj+Bd7/mq3ffbzxywXe/R/9qt3vo5/+/PDqpTeArZYKs/KKcjWLFua3ZT9deoHEDHTcwctnJ7FuCHMAalOkYo+kOOodg2N9eXddsygHINA9kMlAUPn5c+E61TtvdmptbSKcqdcp25Td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)
2. Jeśli jedna stopa jest krótsza wybierz rozmiar pasujący do dłuższej stopy:
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)
3. Dla butów o okrągłym lub kwadratowym nosku długość wkładki powinna być ok 0.5 cm dłuższa od długości stopy:
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gvql9gbybUhDITdDqraQx5eE+xc3mLjifaefVZ/m/5U4jHY4RawH+Nr8VShZASRClyIgZiJ5H1g9ssV3Jy3fnd/ZPZhWGCuJsa3qsYnqXT3LghAyrweo5Jy5mJH43fIPMnPrJ3XWnYw8hd3O9jslXYFW5jctlLWwYjD5HEm+xVqWM3UU0XVU2HQsmqX5QEeBDp/5JZe/jP+W4vJYRew3WZPNYjHatot1Nm9lsu3J54M1by+xwy6cqsEhMXYAYAgIZY+Ese2Egurjlrn8vJvYa61DDpH4mO/NyF9wKV+yYGShhftieO3NmbTVmOzOkuxOrfsHk85VNxE0kXB6031VOSli6WMxGr7qivWUs2JmrjBPykznjoW58cq/uPSn2FsvEhiZh4ddU0viCgigBNiYn/zIz+i/wCwTME4USX1w3PDLMikIJ+zFR1qumCiYnysPywrGP8AVJRH8/TqGPrufbt5L8bGihJ27N6+1kLrVfiiC4sfkfGtYAMyRSMevr50VVVAF09051dpF9CiTBzsmKwePym2m5axD5rc7tk8h8pxI+bCnyGOePWr5/G1MnsNh+InC2qa9u1/AIxVD+62tmBuNpbFZx9C7l72dtSh75tKs1VV0jImoJicJWvBhSyLrO/baVDXyr3cTrtbY8lXbX1zD3ZlXlQx55HxJ61LrWrTHkEQolwR7cdLK3MdrWxf8R1Sli1jZoztcFOP2DbMgl5V4XhNEU2af5ok0alhth6ZJiPCPtH15KkX29l9M7v1rh6NgGOTe2vseKusaukkqMWta7ZshWaBBzPypA4GZj36AK47wu43pr7QU7FdsENkLKNRwSmVHgzxJdhYvIzCY8okZ54nmP0X2xqMJYFvNnprQEkyR/azYu7NAk/ASEvJhVqTIiP4+/Me8evqx19kqc5DWkdm47szfFzEPXGndXKt9k51t3mC8qpBraUmMx5M/Jhcx4z6bYZYFlu6+xkXMOYgXOtW3NaX+aZnlxTMiU8xxET6h9ylSsqglRP5dZNpUwCvIjVLRbIRJ8D4mPlxP+E+qmr66qpidm2cWYevl00qovxOIpLBuSyLVrD99LB0jk1omJTFtiIIRk4KEYjHqZj8bi6qsdilzAk+qmhVYoSsi8mfn5BboJ1gyiSc3zJvlEkRdKgvzsWdh+4H1UwFiscCE3KGP3W7vGVSUnECyLNPSzP44GALx4/0wM9n9TvXK06BsP3ex2KA1wE/2izXr2cSaw8YIIZiLSC594KC9uI4/RZLH+3jtn2c+vOvt5iZ/p1tgyu1T/4j92sx/H29fY7v7Ipcuv131nhOpNbvkgiWvau1sszK7FXrKiCKXFoWkMUwufNYXZ8Z4khlLVya/JiZMPjghVDZGBAoGCJZyo/2iUDMc+/qsZOWIyHlJMHx+QyjxCJkiH+nHAR5T+4YnmfaPWS3K0bGW9uUeFw02DsBBaRRbYALAwmRZXXsOR+ewczIONAImJGeJNQrqwv8OqhNabAiYKQKF0lNQ2WEbUpqwKveYYcDzMlzPP1LxtmgeRXb+19LaJa6VroVQ616j7L2KPzUSEWXTeddWqtASE+UMM5kPabFTJZ7IbHHaPQO+dkUM9lQWOSzB7n0XjsxY/OKuK0Ns4s8A6iTYEfl/C85GDMv0XVmK8wh+b+6vToLWTlrlqsboXb+QdHgf7mgMqCZ8f8AL7TPt6x20KusRa7p7s7E364BQqG3MHp76PV+pIZFhbSGu8NdvmMrKDKG8gyJkoKo5ghIAQm6VOhaAZJQKphnxT8q/GP9Uc+/HMRHqrjMBbrqv5y/jNUxzDA2Cizmn/h2SJflBissbFl0GEfJ5rgxiYj0NSshScdSmlVxQC/zcujTqKrhXvPla60sqISIrhUQshKZZMn7y04c4ufCVcLmBXJDLYbERAwuSmPIoGJAf5cRE+vqINkHvt1e4u17OOrjK013A3ofcQyVm84vJkZOhSmJxwhMC5r2gz9nHr/q77CsB8ru4/rd9husTtVV8TZyem6f3LUx/wA0kfxyFKhdSqRGPIAXHMz7fovr1sSRg6+u/c7TXWgkYPy/K6h7jFPEFEh5eaPbn29/X1H0NWPWL8N9detJviiZJVzLbbj/AP7CyzVwuPkeTsrs7CiSj5AKOB/bx6cCQShlhXkEicJOHjPkCvAzjg2gEl4+xFH8Y9ardc6KNKNlSqKrJl6bdhOAzZV4J/jMwUt8p8Q4iPH+MevA7rWKEWmuv8oSmXNKIJ08riBsEARPv+4RieBKJ9MP8mAkUt8kx+0W8T8n5QM8SOHyMSETExEgU/05n3j6qZ8b9NOJqfaDFYTJ3Ytj+Uhm7dUdpYPB4lNFYDY887lK4V2OAZFMQM+0FM+v+j7v+HhXx+N+0W4dB5ewv42Q/I9ma+jL6y6YkxIpzislkFEcRECYFPHPET+h+qHUNaBZkOzPtDc2JCIgZsNR1/1ftmMKEzP74Esn2HUAuI4/qRzMe3OsafTP4g1LVdJ1WvBt+Q1BrGq4TBWETyKkPL56UxEyfnwMl7l7+mt+KIOAAYOF1TaZ8/IKXKYXPkCyiROYIpmf/Hqc1Xq2Fq1fM4Pa8khWOWdmzh8RakMony8gWtY4226ww4KC8K88fxmJUk0mmXmmFtxFpaGQxZA0LFNzVvCAMF8FMxEEqSjn18VeuL6siyzYcpLDckfDkDqIjwJmPi3zDZZEEjgYX5c+3aO/68nTbWxdFbD1f3/iEXTZjc+pfU/YGEye1toBJTDXHpeQyh2J8uTrwzw/kM/QXt/C5FhJ6z/7Lfop2Cm+DmLbj6d3fbuF/L/LQUmhWQoZpYNiYEJEYkeRMYn9D/1d9Ipd+RSaOxbMrEwczP8Adt47t6Z06vZEP9JWa2DYry9uYGY/l6zTAYsyLO5SfElJCFti66GEIrea+SCOBmSKRj259chXbz5KTC1lYKELgBYBtWElKRFhTy0veZ4jmPUPiCablzVsIsfKVO1SdBS5La5ASXKsraQNHghlc8FMTM8r1Nx2rusZKo+3oVnKiNyw7D1miq3r9m3MDYO9p7mAo/Jnm6iVewA+PyQL3niq7JsV1/HbVkQTFeRP+qNmy9vDKd8PCFL8uZZHPMyQx623QN1rV51retV2LR9mblmKr1yxW2Ye5gckZEubLVnQVkpetnE+JhxMRMeu+NL2awEdifUHeujEbh+OwrLa2U+uv2e60pTs2PfICX4mx6SKsjVf7w9FpchyM8egcoxYpoA1TBnkWLYMGBj/APyQzEx+h+iOlrYsZ661P6lYxkR8kgFjevs7s+fYdhfMTMzVoo/9c+4jETHPv6y8J4rw/O5WZiUqgki2+0omPAmQb3DPn5REe0+M8cT6Q60mCW4vlWEVFFK5EpUhimyMCqAHlhj7l5RzPPPPr+n4zws2kUwfwh+2IJrGrQ8p/pn7QMyUxMlzzEcN1vOUiLGWHLsIfVYP91wmXBJLo57C3ZWZJyFKuz38olNhEkghJRGPq3qWzorRlArS5FpWPWWL2/DC4U1Mxhz/AKoKWFiRJ9Ujh+KtQS2GQgDZu1jZjsUpnxspV5rotZG4Qi111V2w6y2pjVSUSVYxbMuGZlkT4jE/fDsn8/EUMdsn0s7O1jedXVhBov2HM6grVtk633916nQVUPYMbT1iMQ1THGTacqNSwhJnP1Y7mpPVYR2p9dul+wJNViLXhY2vrvXszcrssQRS11S3bNTJmfL5AKJ94n9Did8OxIB19139NdyhprmymijVNu2PY7DPxh92LQuobvDgpKeYiP3e2Q2BkP3nrjJXn5nH7pjaBjlcfgMnM5Wnb2zBCTjXjzo3FsK3T+SuUmZyCYH3xf8AarariirVmRZSYuRHkkChniJe3iMxBH7SET4zx68kkJ+H9VjIAoSgiLlcAIx8TzIy8v2cCPM8/wCMiJAXwt5k1ulSk3CIpIBUaJlopGI55bwXExxzPt6XgMu52MyNe5Xyut5qs1ZZLWsqkCWrK0Fl41yU9Amm3VcDE3q8SLImPCRXr22VqFV/9rtrwg46EFgttr0LPz5bM6/fYu3mHIq17KAu07Ry7FlIzwYNW1v3HyV1r7uvYf64d02LOGri2zUcv/g2YpBJVrKlTjcku1ZVPnPINAfGYmeOPrVRvEgtg6Gub59c9h+B8PEW9ZbTdjWxOIWEJOdEzWILw5PmJgvL93EfoMjftoeqpt31Q6PupYpQwT04zPdq4G85EyEQZpJML5mS4meP5evrV2xayishvupayj6/9vKpNNlzHdm9M4fFa1TtZEJFjK7dw0IcXn65lAA6LhQuClTJinmMbVbhsjbqgS9i1l00JvnIkyJdjIFmNzSBhZCTXq85Ij8jiZkogMTnde2KpH71JyyLOAyMRIks4M6YXsf7x4nyHjBeZ+AiIhEkH/FNbrwPMG1+51mIRXFk/wC5I1VXH5NHxmCHmeZiJ9449NDYt4wWt1ShS109RxdvNZ0yMPmdXyWe2Aq+LEWj4iJV6sjETPkXPjJXipY97c0Nda8hns+yznthyKyXMxBZW3MhNHgAiV1AQoClcGqZAfX/AGGZbLXcYT4+vGza6DQqWMfLC3bbNb1PAwpF07fw5EEbEtLfF3g9oExIKg5UH3V6jPJOZQ68+xunbni8KyFeGLR2l1Xh0WroGACZtzWR0Fxt/wBMtUUj/mL9D9OO1W1DPFbb9dOxOu12RAo8sp1/2bidnbVEoMVsNmO7FIuP4rGJmZ949Zqrv4ZrZfrD3bXw2v8AfuqYeu25ltcsYl9iNP7z0DEzAxc3nrYLtpV2iBDOe16zax4zD/xSDUtz6+2/A7xpG8a6nYtE37ScmjKa5tOq5BcrobDqmWT5rsKgokSUYjZp2gNFpS3qYqPjn51sk0+RMFT/AMiutgy5ByY/KB3EBImQ8FETPhxPHqtEttRKrlliZhy1JuBCJSVK6kwmbS60v+ZUe3xMADKeI49Ic5UC3m0+mLTD8pbSAQv+BeXySqRIQdAeQgECU/wiPWQqfC+X1qqLHm+sdavZC0LvOQsmUIYNZaZl4DMEnzCJ/wDZERof1co7O3KdifaPtWhu2Zr2mVv71HRHSuUt5llnLKpKUscFmu08jjcPioaCzsxg3zJN+FpF/wBjDSNs49Z/UpErE2FWi6WA7mdBeYCNdzxSfjz7EK4GOIiZ5/QdPd8Y9Nh+T+uP2CwysiCK0PFemd24a71zlrLjgoNSqu3zr7C9pGYGZnjxj1LeR+WnEwXy/wBIQIDWJo5kYNprL3KeORj+XETPqxiOur9Lsfo3PZZec3f639kZDKL67zmRPlV3bev8vSmzsHUXYtmoZC7K4wXU8hIrnJ0bojBhj8b2V2jtf1Z29+JrU8nq32H1jJXtbl11XwOQjuDQUbJpmdoXF2J/3NqcU74ufNSCjj1i8x1R9mPr52TrtumX4+V03urrLJV8XEgMVU3KjtmTmKxX1RwgTqyyfiIj8B8JMdg7P+xn1z65RhqGQtIyO9d29Z4VlfG2lL/uNmuu3shPsV7SkCDQCGScjHgJFxPrMa59csvkPup20NexXoUNAXl9Q6Lp5KROa9reO3s7jKdjYMPTZ8UuoaxTvWrgT4DZrTPyjtvf/wBhdoncN/3SxWrnWxtIMLq2oazh0sqar19oWtpa+nrGi6limknHUgY04k22LDX27D3H94uwYQYp2jvnq3T69ohZzaDr/p/G3W+ZmRCVlFrd2Q6BngWTMRERx+h+3/12qpOxmey+h98oamlVeLLT3rCYo9p0KVKmeZaG54KhIzHJCXBDEzER6C+wBQ25UF1ykxb/AJMc9wqO1WMP2kkqbWeJ/tmfMZgoifb04yI5FcnCFxHyTIc/xmD8jECIJ5GeJLnniPQyhp1g9mEajkVgJzyX8Y4/osiDPxmTKJjn29vUEwKtqwbxKCfTqOdZ+WJKYO2azbw0pKSnmZL+Ht7cCMV6IkHmyC/DoQwore5WVmCRIIn+IhBceMRxEe0+nzDW24EQLztmboKYkTiSAY8fJTPaOB44iPaIiZ9VljMSZvhQSP8AFZujl9dgLlYNkK/t5RM+xR7+3rXtvuqWP/3l9g+9O08a8YiWWMFTz9HqvEmR+MT8Xx9ZmSh5mIAomPcp/Rfa7pXHY4sfpFrfrHcvVIpFoUV9X94SzsDB0qTSFYHS1XZMjl8Ocfw88VAxzxzMLcMMaUMlEIbMSgmSM+ZGPv5nx5x5cSEFxH8Yj0NhcCJBItlAQDBr+EkMn4APlEzA+UwfESUe8eolsfGMc2RYQREqiYgxIoiZI1+c+XA8+0+/v6VYFizkjbMrL2L964k0wqI8oAVxMhPMEfPPP8vUOcryUX+c/wCr+wTmWR4itgSYlwMePP7eeY/w9Wb1ZQmaUPYgLBN8mWlhJgpAR/Whpulalwuf4s4nmZ9fTroBlQqOS6z+u/V2G2SsSZrkG5W9Yo5ndiYopkgc7bcndYcTPl5FMz7/AKL64/fTWcZ8t7qjMW/rv3NdrLkrM9edm5Act1bmbJyPhXpaz2ch+N+Qin9+0jHjx7j4kZgmQPgxCJb+yBkQdCiJcDPhxEjPvI8/y9BIQqQWfE+HPDD/APZ4O948meY8yXuM8+oKBJprGCHwH9iTD+EiwhkQXMz/AC549DyATICESc+wMIJGBIK5ceRCZSIlMR5e/t6gbPmSxjiQiYAfPxDnygIiZ8eP9Mf/AJ9fUL641q7rmF3vuzVM7vCFJG1FTrLrB59mdkW3DMfjrgNT1WwiIZPxy2wuPciiJ/Rd1fWHtep+XoHd3Xmw6FnjBK3W8SeWqT/Z9nxMNkVhntRzqquUx5zPC7tNR/6fXbn1t7rxrMX2p0bu2d0Xca1fzCrft4okvxOzYiZWj8nW961+5UzOMdAwDaV5ZDHvMRIsCYmBJM8x4f5RgvAvaTmB5/w9/U8QXkPkcQfyfHK5iP3fFEeJlH8uZ9vQ8L5k/wB6TiOfEA5k5+KeCFnAyPHPMc8x6YoIjyOP2GMxL+TiJFcDP+cR9/OePaI59fYn/sQ3LDyulXSz6x9Cuv14I2WFuxO0d6bbQVZiDR4WkYTBVraY4ZKsmjy9jH9JR+8/1T1N2xfZzqLUiwPbXWWu1JnYPsF07hSdfoXNboVvEM9251VDnlj6kjF3O4RzsepjLNbG1WOaxsC1bPgtV2rbXmnYVwtlZq3guxXtIJRLYlkC9RRwwAL9vqAEAiBGXSR+Ij7z5QbWFPlDCGfaI48oj0ds2QpICTS85hETCf8AOyC8S8i8YgvEYguOY/nzGq/XfoDFOG/kTr5jfuyLOMda0rpfr0nqRmuxd1eslIroxtYmLxdH5Qfm8maqauSYZD1F9YelMSeG606a03G6hrqbBLZkcmyvLbmc2jPWFLSq7s+4bDdt5XJ2BABffuNOBGJgY/SZrtPfNB2fpbvTYmtt7H3P9eM5S0HZ9wyDBCYyO+6/fw+w6DumUJoRLb9zEzlHj+07UjERFtuif9jHZuDoyZFQo7Z9ftL2m0kCLn47WVw+/wCnqcURx+5dNUc88DHPtjLXcn/YJ21u+AQ5RZbA6B0vpnXWVuVAZJTWpbRnds7FDHOav2+acY0xmZmI54n0vpn6p9WYnrzWbNlGU2rNmx+a3zsXYlJJJ7R2Lu2TN+c2zOM+Rnxy5kVqS2SmomuiBVH/AMX/2Q==)
4. Dla butów o migdałowym lub szpiczastym nosku długość wkładki powinna być ok 0.7 - 1 cm dłuższa od długość stopy:
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)
5. Dla klapków lub sandałów długość wkładki powinna być równa długości stopy:
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)