Buty BLACKHAWK Terrain Mid Czarne
Buty Terrain Mid łączą
lekki komfort i wszechstronność z dodatkową siłą i stabilnością buta.
Idealny wybór na
trening i na co dzień.
Piankowa wkładka dopasowuje
się do stopy na każdym kroku.
Oddychająca siatkowa
powierzchnia utrzymuje stopę nieruchomo podczas ruchu.
Buty Terrain Mid mają
antypoślizgową gumową podeszwę EVA o wysokiej przyczepności i stabilności.
Pięta i palce są chronione
przez formowane ścianki działowe z TPU, co zapewnia odporność na ścieranie i
ochronę.
Kolor: Czarny
Producent:
BLACKHAWK
Gwarancja: 24
miesiące
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lXfUBgoMmLbquywEhdtOHN0qz8rKzGB4OU84/dXIGqg7RZ25I3AvAoLXGGYaIdaiuCnAJ38C5HgITygCQSG1WAFVcjtOwSrZ3IevAEQTBTrixLCzjpugOOwOQI2Bmiub2G0dAAu00CQFRqjGgSAS32ZMW4eGBGJMEbRO+Da9+B6nYBJ3wN0loJ2Sy6sxGTop01osQLY85JNBLzNDlrjviyBbiobKvVkiQk0e8QV72nj7zR4XCMVqXUzVgFt/Y6jz3xuNpUS8Emngr/AKUZNEdDusAAE7bduG3fQSYzrHcMQaaD8KUuU68CeRzcjIlVBUbPAJ9GFg8pNT7yUAcomcrOCJYHo+6pwpgDgAgEAwa1aHkLHDEV8nBgLA1bqd2XQ6WyasCMfQHHKAtSukIWcM7c3q9UJ1fY/SMbeGzjQXTGyzRmqrtozstuIsjSph8rO4raO/B6XFlgBGtS9fJOy4UtY2VOnjU++bY3Yd4Cq8zsfLj8Kdhuw9ts5nUcAxTkJTvkIbbrLSiqF8JARbiL96B0oc5V2KMK8nlHTbg+sucj0yMtAi7FI+VcK8ez648+wcsHy3zv7ZFaiIblPeP5jIlcxBEq6f4ONYJMOg3KMCii8Rci8jG0bRppA9wxAn6UO+5NRuNfYVyYEN2Hbs8OKdL4qH3Tytz/AFxYRJaypNspHv8Aj0Zb7Bcd88eofu8nQrZToqAQxlOVuGEvoJO2dqg9B/pPhr/yKONt1JhTUY2a0id9HLSqtPj8ItDKlQKLNm7JZneC1gpRUCwXOx0S6k2hQq/zcYUYS6qgwVXR3w/MoH2JZABVo63r3N2BN22lZeXPoWPFPgFueuKGR0dwKpDyvO1WdeMIMUEjRA9Zh7Olu7p2KhUAK4RmKaig+EUGgL1Z/CtTv9L+hfTCIp3ouwcTWkMPAMtBeV7ikKBGMYALFja2oohgRIETsxUbAQxkcBUmKQ0DArW4ycE3veN00gRCTQAHeKu7hBS8Ir6A8R9cZau6S52qYgoQSZrCvJayQrjAU0RHX27sQA4AOVi6syOAyl4ZAgcHK7r0XxWzokLLSLBWlWkh2wa9kaBW2lYzZnfLYjs/Vt7Te4csePCEZSgYuRJcaJi6qFG2FvOAOuNDFHI00JDXAmSplLxVwCj2ACAABi/4qrA7SBd5V3gKeyAXxqq2vo3TlbFB3cIVlTi5EflLkZEoUSslwYFay0aYEPJe5EoJVaNkZbHnL6kM7loEcBCnfD/xbop5Y1A79QxiIwkYAW2hrhvO/wDESg0N3NbIPjnvkCDY5A4CjNDc4xRUA8rCnqWdDBAcjezEjlyVIKH341CAx3SANkQ0ZqKEFIVkUZRTfS1rxJjLCyjdEc8P2hAJtmCKRDakdCLqe0YkEuxYGCwTRKiqEuk5tdG1vRPwQUAIBgoq0KqA40vgEnyyyILt2RKDUW8JjJwig00KnR+vmK4WHYipAVoyb9QPPk5LQu2MFIpGbDFgrxglNholsiInQBCoxDhnekBEANaQsFI+fkuQaxB2FEelvvQeLYCB381CpngomlQh0SGALbMzkVAJiB0wylQRoJ0iEWGDVASJwAQkswhKO/FEFalxXTS/iBO6oV0WqAuQstEMVuXSipkKcXLzjhO/Y9E4UtFikwLidGaGyU8cLylzEKBzCnRJK+CfEKaXJlMDf8TcCe8gfyBgk29SbQQ1AQFvOBZCvqgQGqirQqoC48KG/HYFRdxhRmy/ZGobKIx46OrEgpNrJZojETECy4CWECGzE7e3pwJ65FrwWgXQ3GFyaNiz1zstQBQsXQJUlCEJAaEFT/G16c20SegvtkaBbit01oSPIqKZ+qZ+qZ+qZ+qZ+qZ+qZ+qZ+qZ+qZDpS0WxRHYP2x8pJwcQm1NtqHsZD/4M/VMF6AGJIGjR4/Vzg1ITRCAjV7G/wAtM/8A8HQAhn6plJXsH6QGK+Fi3LWradQ7oeVPK5+qZ+qYYAt5CXgIPlDP1TP1TDOE0V5CMCr3rGrUqWS8VqRdwtmfqmfqmPaRmi3A2ffHbg4EECM/VMDPE8iN43AZ5MennjyUIoFCOprId6Ne3QE5V++fqmD+4aAsfrtwME7G1OI7jOBWBc/VMXIiREbxUNPzV00otyaGs4mz/QqiqY5ITjP1TP1TBi5JAIvJe+CEKCBEAPAGfqmJL94SQU7veiO+aBHkKIWHA0HAcZ+qY3t4JEIieExVFggFw7BJ5cONYlnkGxAtLRZywtz9Uz9Uzhufud4nIDyEOnBTsHgNAHYz9UxPf1GgT2Nv6MG+IQoAGgAAM/VMhulRKImvqDh5eDuJo0vWIA01gg9t9BSDnYd4W4pEMGqG+RX2f4oloOrtiHYb8/8AQdWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVq1atWrVqBhx8R7RwZZr/AMQJQTGIkkfOOFahDt7uF2TlIzE0FwCG++v8OtN8qxYAQ1E9HN2+4hcEMA0IG46rUW4EVkTiQUDiA3Dzutwb4hLSvWtcvyl3VtOjnq5HEQ/El0AdUHa6LJCSyNMQx/NQ5Q1UdJ9D1gQ1inUGkNtZ5oJTsPUOsN49WGlDhJijZhRPxTZSCFqdF7LAlE1pRgqUCBE56ayCqDBEggxazzh3IMsGGOwbCVAOis1hqUCLRRNiFnVJBRaYsonoYw6lr8MIWqWzIFMOuaEMoHatEAxVEDs5LLMg6DEGBAb4LCA4dpQAAiUg9uhN6U61zhYdCHGbKqTNBAhw0AdjpyJ4uUJCckacLhxkGmRDZx52PKg6Fp63zCaZBtK9QUV04wBUWVEsV6rzeO9pgIhb4EoCx5Sn0fSAE22Aehx0fmmOkBITt3MZlJRpPWKI7D2v+Onjpo9EWz5xiGR6WachBPEBxhLrNAkA8QD/AAyZMmTJkyZIAOiITwmOLqhT6BHWTJCvSpm8zYfbFYaxFFLRDu9ZMkqIRSCY4uqBPoEdJNo3M3mTo/TBdptZFCopO+71kyQRIgbAsF7Cv5esmSQiVKEeRMPfULJiTpbjv6GC26AAHg6JKRFB0jg3xVdnd2HVJk8fTHhCBiM5yUgyJPFSnrJk0Q0s3gbJ1kyTbdFATw4hbNrk0BGxTju5Qq0DvoEdJIISQmQZS9jD8GEgpUpzzo6JJV4ikE8YXLRu95GwPpjjiedQdkAO/WTJUaqKdiCHqQC9ZMl4GKIuoIO+yv5wLewAPAGnSSmSCIoJgUdkA/WbT06SU+zzTBAGm683/E+aoFHyCZ8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtnzL2z5l7Z8y9s+Ze2fMvbPmXtl09BmeLA50fj/qq3xJwByr2MBTcNDSV5Gw79v+lE/KaqSAMejAKIDPmRBEiMI5EocdOH1/w8qp7gc/gNtzTxiPbYWyESrQnY6QdD4XFuKGC9RI5BWN5Xy91YzQoGzR1c3XYYkOwuk4cFjdoGCXHomidulEcYsmDC+0YwOUZYJRfFGkE0FddFoslmEGKYgT1QIYJSJAhXtYdB5TCiTuCsku00QVpAGOeR94gRBooGPQoqEh4Z2Eak2D3M8FrnqcbcGH0rA4AazDEAFylXtVWpisdSNw2eaEBQCh5EHZfwNp1DR4jhvSBwYMaKTLVRpkcI1KLHrigNNACbRxRtY8zrLhaRDBhxSJcBEpFsEIzCkkJrAKVMDa3ojIc0WnZBPURy64hiRJDFMqtbzjpR00yig5koQ5DFAD2i3w4nqI4J8qkPuAJ2SNCD0Rbngl/Lg1LtFgv41cuTXO4UiulvQmUoBISVgaHDkkEiU4kpcFstV/kuTHwtlolGwGm8AOtjpHl6/X/Pbt27du3bt27du3btoEWbVCQ5qK91X/nbt27du2/dFARVXR3qv3/527du3btzoeYxSHjZ/wA7du3bt21vSSwOkciOoNgNAHb/AM7du3bt200qLNmIDtYu/X/nbt27du2NWGeDRPMBHsg/5bdu3bt27du3bt2xGMwm4oi8CV78f+H9eVzWJVht0OKeNnmTvyBh3I6yFByUNPEalLdYEEY9HDqDlmmxiOb5eWUVKII3gNQ3/mW+R2kAA1FQAF3gvdwdyIUDBOOH2dQRFPALuHnh6IEKjBFVfAGbhMC8UHpBKgOnqwBgPyMzbhEIrsxGojDIRT0SibPOAQsS7I/joabqIQBxQWDk2XDLCqkA84Ss5Bm7LBlVNLhPrxPHCabtG+jwmlE9yIJ6DDeIRykYE06aI1CDTqm8ksiAVXE7yxdGlIttYNppCAjk7SI49Cj0QelIPehElhBghhCuA9plVswAIg66BQjBiBWBT0BXsYEYOKKwVDbiKGDPAaRGYgbvHjoVCEGIFYFPQFexm7KARUiAGUTAFTrGzNS5Ie/egoUcIP8A00sMFEYg9XlkhZnADlFl2c7WZPJSkJvhBO51ZyOEIbBK4QVUmBsKRQfDE9AOJsqTQPDU9ArgWJlDW3xWkTYYV0lIwA6lDGtnk6ONuqybRDOWDCrocQEy4sBlUhRNGy/46vqplAD8uByaRAl24liaiC694TgyptNZyZX3IU20oliIDbDIgo0PgwCyjm3/ADKgg0UF7XAftijkmiKEyEe24hmBnJIF2QaODCvCqSII8y2emLdmaeCGiASQNkddFwGPowX2EERbQOF0g2kKnSJ2TQ7xJmNigivV56VNzPIokDQeyKyMNsaIUTw5UhTjwhIIQ8AuwoDuLSYxRFIA3Kr04LCwCgL+cqKOzMxKdaRrVpOiw5hojgKCQQYDGRRtxb4itpEq1hcMhLaEBBUEKqhXfQFUPvRITvr+M7goNIM33AD6j1BKuQJVXgr97Jl9arwXgh0lHYodZ/kWcUgeYNEV06mDyMKqA/cwBNiMWfkEpCpQIFKgu+o2gZiuArIAjtO2NY4lAN7KHhS+Veoo4vSUkV4hnAQohgmWCqhVAEClQFb0tUUVYl4DaOSO8pTx+6cRBCOpFAZxXUYFQvpvBEp7wGN0FbCtkR/jUXJcRzPyD4v/AEHZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bAScWJ7hg+r4D/1l/wD/2Q==)
24 miesiące
Nasze produkty objęte są gwarancją zgodnie z polskim prawem konsumenckim, zazwyczaj na okres 24 miesięcy. W przypadku reklamacji prosimy o kontakt przez formularz dostępny na stronie. Uprawnienia klienta obejmują możliwość naprawy, wymiany, obniżenia ceny lub odstąpienia od umowy. Gwarancja nie obejmuje uszkodzeń wynikłych z nieprawidłowego użytkowania, zaniedbania czy nieautoryzowanych napraw. Prosimy zachować dowód zakupu.
Pełne Ogólne Warunki Gwarancji dostępne są [tutaj].
Potrzebujesz pomocy? Masz pytania?Zadaj pytanie a my odpowiemy niezwłocznie, najciekawsze pytania i odpowiedzi publikując dla innych.
Instrukcja mierzenia
Rozmiar
|
Rozmiar UK
|
Rozmiar US
|
36
|
3,5
|
4,5
|
37
|
4
|
5
|
38
|
4,5
|
5,5
|
39
|
5
|
6
|
39,5
|
5,5
|
6,5
|
40
|
6
|
7
|
41
|
6,5
|
7,5
|
41,5
|
7
|
8
|
42
|
7,5
|
8,5
|
42,5
|
8
|
9
|
43
|
8,5
|
9,5
|
43,5
|
9
|
10
|
44
|
9,5
|
10,5
|
45
|
10
|
11
|
45,5
|
10,5
|
11,5
|
46
|
11
|
12
|
47
|
12
|
13
|
47,5
|
13
|
14
|
48,5
|
14
|
15
|
49,5
|
14
|
320
|
Aby dokładnie ustalić rozmiar niezbędny do zamówienia odzieży należy zmierzyć się i porównać wymiary swojego ciała z wymiarami podanymi w tabeli.
Ze względu na możliwość wystąpienia błędu podczas wydruku, sprawdź przy pomocy linijki czy podana w cm miara wydrukowana została prawidłowo.
- Pomiar należy wykonać od początku pięty do końca palców - najlepiej w pozycji stojącej.
![](/data/include/cms/tabele_rozmiarow/foot.png)
- Do otrzymanego wyniku dodaj 0,5 cm.
- Otrzymany wynik porównaj z tabelą rozmiarów dla konkretnego modelu obuwia.
- Zawsze możesz zwrócić lub wymienić zakupione obuwie w terminie 14 dni.
WARTO WIEDZIEĆ
Ze względu na możliwość wystąpienia błędu podczas wydruku, sprawdź przy pomocy linijki czy podana w cm miara wydrukowana została prawidłowo.