'%3E%3Cg id='Group'%3E%3Cpath id='Vector' d='M34.9707 4.85205H3.77936V27.1481H34.9707V4.85205Z' fill='white'/%3E%3Cg id='Group_2'%3E%3Cpath id='Vector_2' d='M31.4623 7.85156L30.7466 11.8106H32.1895L31.4623 7.85156Z' fill='black'/%3E%3Cpath id='Vector_3' d='M0 32H39.2121V0H0V32ZM32.4234 22.2695V25.7121H31.0602V22.2695L29.0732 16.8809H30.5819L31.762 20.6134L32.9785 16.8809H34.4635L32.4234 22.2695ZM30.5352 6.15567H32.4026L34.1892 14.9874H32.7861L32.4159 13.0674H30.5352L30.1765 14.9874H28.8399L30.5346 6.15567H30.5352ZM28.6215 22.9071C28.6215 23.8978 28.4765 24.4944 28.1184 24.9981C27.721 25.5417 27.044 25.8449 26.2111 25.8449C25.3782 25.8449 24.7024 25.5417 24.305 24.9981C23.9463 24.4944 23.7996 23.8978 23.7996 22.9071V19.6887C23.7996 18.694 23.9463 18.0979 24.305 17.5942C24.7024 17.0374 25.3614 16.7463 26.2111 16.7463C27.0608 16.7463 27.721 17.0374 28.1184 17.5942C28.4771 18.0979 28.6215 18.694 28.6215 19.6887V22.9071ZM23.52 6.15567H25.6786C27.4126 6.15567 28.231 7.04173 28.231 8.92361V12.2189C28.231 14.1014 27.4126 14.9869 25.6786 14.9869H23.52V6.15567ZM23.0325 25.7121H21.6023L20.4384 22.0829H19.6176V25.7121H18.2544V16.8809H20.3853C21.1962 16.8809 21.7097 17.0374 22.1349 17.4082C22.6651 17.8594 22.9297 18.5352 22.9297 19.4103C22.9297 20.5216 22.5329 21.2887 21.7352 21.7017L23.0325 25.7121ZM17.5422 6.15567H18.9199L21.1443 11.6505V6.15567H22.4439V14.9874H21.2251L18.8413 9.10729V14.9874H17.5428V6.15567H17.5422ZM17.4723 25.7121H13.3909V16.8809H14.7535V24.4563H17.4718V25.7121H17.4723ZM12.7174 6.15567H16.7197V7.41314H14.0812V9.74498H16.0295V11.0025H14.0812V13.7311H16.7197V14.9869H12.7174V6.15567ZM12.3194 25.7121H10.9545V16.8809H12.3194V25.7121ZM10.2816 6.15567H11.6442V14.9874H10.2816V6.15567ZM10.1828 25.7121H8.68736L7.20578 21.5428L6.47451 22.7731V25.7126H5.1096V16.8814H6.47451V20.5343L8.44823 16.8814H9.91711L8.05083 20.0849L10.1822 25.7132L10.1828 25.7121ZM4.74744 6.15567H9.54166V7.41314H7.81978V14.9874H6.45487V7.41314H4.74686V6.15567H4.74744Z' fill='black'/%3E%3Cpath id='Vector_4' d='M20.1236 18.1366H19.6176V20.8265H20.1236C20.7035 20.8265 20.9669 20.7589 21.1801 20.5475C21.4042 20.324 21.5116 19.978 21.5116 19.4876C21.5116 18.9972 21.4042 18.6414 21.1801 18.4144C20.9669 18.2041 20.7035 18.136 20.1236 18.136V18.1366Z' fill='black'/%3E%3Cpath id='Vector_5' d='M26.8679 11.8515V9.29208C26.8679 7.90348 26.5242 7.41309 25.5567 7.41309H24.8832V13.7311H25.5567C26.5236 13.7311 26.8679 13.228 26.8679 11.8515Z' fill='black'/%3E%3Cpath id='Vector_6' d='M26.2106 18.031C25.827 18.031 25.4937 18.2176 25.336 18.5099C25.2032 18.775 25.1645 19.0118 25.1645 19.7153V22.8801C25.1645 23.5802 25.2032 23.8193 25.336 24.0839C25.4937 24.3744 25.8276 24.5621 26.2106 24.5621C26.5935 24.5621 26.9268 24.3744 27.0862 24.0839C27.2312 23.8187 27.2566 23.5952 27.2566 22.8801V19.7153C27.2566 18.9991 27.2312 18.786 27.0862 18.5099C26.9268 18.2176 26.5935 18.031 26.2106 18.031Z' fill='black'/%3E%3C/g%3E%3C/g%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='clip0_5112_2006'%3E%3Crect width='39.2202' height='32' fill='white'/%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E)
Descripción
Botin F5-ROSA
Especificaciones
Sexo
Unisex
Linea
Futbol
Edad
Niños
Temporada
Todo El Año
Capellada
Sintetico
Forro
Textil
Suela
Pvc
Origen
Argentina
Tipo Producto
BOTINES
Botin F5 - ROSA NEGRO
Cod.: 000298223-2483
$ 27.500
Mejores financiaciones
Cargando mejores financiaciones...
Calculá tu mejor financiación
UPS!
No encontramos referencia de talles para este producto
Talle
27
28
29
30
31
32
33
34
'/%3E%3Cpath d='M6.85828 12.9437L10.5969 12.9664C10.8219 12.9676 11.041 12.8941 11.2199 12.7572C11.3988 12.6203 11.5275 12.4278 11.5859 12.2098L11.6123 7.86426L6.85828 12.9437Z' fill='url(%23paint1_linear_2452_1252)'/%3E%3Cpath d='M1.00785 12.9077L3.70203 12.9239L8.46759 8.00608L3.56532 1.26221L1.08334 1.24709C0.949511 1.24634 0.816691 1.27201 0.692767 1.3227C0.568842 1.37339 0.45627 1.4481 0.361115 1.54251C0.26596 1.63691 0.190225 1.74916 0.138326 1.87291C0.0864279 1.99665 0.0592039 2.12943 0.0584632 2.26368L4.10709e-06 11.8826C-0.000758464 12.1522 0.104698 12.4113 0.29345 12.6033C0.482203 12.7953 0.739048 12.9047 1.00785 12.9077Z' fill='url(%23paint2_linear_2452_1252)'/%3E%3Cpath d='M67.0437 3.70924C67.709 3.70924 68.2484 3.16812 68.2484 2.50061C68.2484 1.83311 67.709 1.29199 67.0437 1.29199C66.3783 1.29199 65.8389 1.83311 65.8389 2.50061C65.8389 3.16812 66.3783 3.70924 67.0437 3.70924Z' stroke='black' stroke-width='0.5' stroke-miterlimit='10'/%3E%3Cdefs%3E%3ClinearGradient id='paint0_linear_2452_1252' x1='8.21471' y1='3.08232' x2='11.6463' y2='3.08232' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%23E9504E'/%3E%3Cstop offset='1' stop-color='%23FF6422'/%3E%3C/linearGradient%3E%3ClinearGradient id='paint1_linear_2452_1252' x1='8.44138' y1='10.4153' x2='11.6123' y2='10.4153' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%23EF4946'/%3E%3Cstop offset='1' stop-color='%23FF6422'/%3E%3C/linearGradient%3E%3ClinearGradient id='paint2_linear_2452_1252' x1='1.46489' y1='8.39327' x2='7.31809' y2='8.27656' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%23F63D39'/%3E%3Cstop offset='1' stop-color='%23FC730A'/%3E%3C/linearGradient%3E%3C/defs%3E%3C/svg%3E%0A)
 1' clip-path='url(%23clip0_4235_1627)'%3E%3Cg id='Vector' filter='url(%23filter0_f_4235_1627)'%3E%3Cpath d='M13.694 35.4894L14.2552 35.8288C16.6125 37.2569 19.3153 38.0123 22.0716 38.0136H22.0773C30.5418 38.0136 37.4305 30.9833 37.434 22.3426C37.4355 18.1554 35.8396 14.2178 32.9402 11.2559C31.5181 9.79511 29.8263 8.6368 27.9628 7.84797C26.0992 7.05913 24.1008 6.65546 22.0834 6.6603C13.6124 6.6603 6.72344 13.6898 6.72043 22.33C6.71625 25.2804 7.53019 28.1718 9.06813 30.6698L9.43351 31.2625L7.88185 37.0449L13.694 35.4894ZM3.44559 41.5246L6.06701 31.7547C4.45031 28.8955 3.59977 25.6518 3.60078 22.3287C3.60505 11.9328 11.893 3.47534 22.0776 3.47534C27.0198 3.47791 31.6588 5.44117 35.1476 9.00499C38.6363 12.5688 40.5559 17.3059 40.5541 22.3439C40.5496 32.739 32.2604 41.198 22.0773 41.198H22.0693C18.9773 41.1967 15.939 40.4049 13.2402 38.9028L3.44559 41.5246Z' fill='%23B3B3B3'/%3E%3C/g%3E%3Cpath id='Vector_2' d='M3.25601 41.3307L5.87744 31.5608C4.25795 28.6947 3.40729 25.4435 3.4112 22.1349C3.41547 11.739 11.7034 3.28149 21.888 3.28149C26.8303 3.28406 31.4692 5.24732 34.958 8.81114C38.4468 12.375 40.3663 17.112 40.3646 22.15C40.36 32.5451 32.0709 41.0042 21.8878 41.0042H21.8797C18.7877 41.0029 15.7494 40.2111 13.0506 38.7089L3.25601 41.3307Z' fill='white'/%3E%3Cpath id='Vector_3' d='M21.8935 6.4666C13.4225 6.4666 6.53361 13.4961 6.53059 22.1363C6.52642 25.0867 7.34036 27.9781 8.8783 30.4761L9.24368 31.0691L7.69202 36.8514L13.5044 35.2957L14.0657 35.6351C16.4229 37.0632 19.1257 37.8183 21.882 37.8199H21.8878C30.3522 37.8199 37.2411 30.7896 37.2444 22.1489C37.2508 20.0894 36.8569 18.049 36.0856 16.146C35.3142 14.2429 34.1807 12.515 32.7506 11.0622C31.3285 9.60138 29.6367 8.44305 27.7731 7.65422C25.9094 6.86538 23.911 6.46172 21.8935 6.4666Z' fill='url(%23paint0_linear_4235_1627)'/%3E%3Cpath id='Vector_4' fill-rule='evenodd' clip-rule='evenodd' d='M17.2699 14.2529C16.9239 13.4682 16.5598 13.4523 16.2311 13.4388L15.3461 13.4277C15.0382 13.4277 14.538 13.5456 14.1151 14.0173C13.6922 14.489 12.4992 15.6289 12.4992 17.9474C12.4992 20.266 14.1535 22.5063 14.3841 22.8211C14.6146 23.1359 17.5778 28.0455 22.2705 29.9344C26.1701 31.5042 26.9636 31.192 27.8104 31.1135C28.6572 31.0351 30.5418 29.9736 30.9263 28.8732C31.3107 27.7727 31.311 26.8299 31.1957 26.6328C31.0804 26.4357 30.7726 26.3185 30.3105 26.0827C29.8485 25.8469 27.5791 24.707 27.156 24.5496C26.7328 24.3922 26.4252 24.314 26.1171 24.7857C25.809 25.2573 24.9253 26.3183 24.6558 26.6328C24.3864 26.9473 24.1174 26.9868 23.6554 26.7512C23.1933 26.5157 21.7067 26.0178 19.9428 24.4124C18.5705 23.1633 17.6441 21.6207 17.3744 21.1493C17.1047 20.6779 17.3458 20.4226 17.5773 20.1878C17.7845 19.9766 18.0389 19.6374 18.2701 19.3624C18.5014 19.0873 18.5775 18.8907 18.7312 18.5767C18.8849 18.2627 18.8083 17.9869 18.6928 17.7513C18.5773 17.5158 17.6803 15.1849 17.2699 14.2529Z' fill='white'/%3E%3C/g%3E%3Cdefs%3E%3Cfilter id='filter0_f_4235_1627' x='-3.61641' y='-3.58666' width='51.2326' height='52.1733' filterUnits='userSpaceOnUse' color-interpolation-filters='sRGB'%3E%3CfeFlood flood-opacity='0' result='BackgroundImageFix'/%3E%3CfeBlend mode='normal' in='SourceGraphic' in2='BackgroundImageFix' result='shape'/%3E%3CfeGaussianBlur stdDeviation='3.531' result='effect1_foregroundBlur_4235_1627'/%3E%3C/filter%3E%3ClinearGradient id='paint0_linear_4235_1627' x1='21.5749' y1='8.34809' x2='21.7371' y2='35.1414' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%2357D163'/%3E%3Cstop offset='1' stop-color='%2323B33A'/%3E%3C/linearGradient%3E%3CclipPath id='clip0_4235_1627'%3E%3Crect width='44' height='45' fill='white'/%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E%0A)