'%3E%3Cpath d='M15.8337 10H4.16699' stroke='%2382888C' stroke-width='2px' stroke-linecap='round' stroke-linejoin='round'/%3E%3Cpath d='M10.0003 15.8337L4.16699 10.0003L10.0003 4.16699' stroke='%2382888C' stroke-width='2px' stroke-linecap='round' stroke-linejoin='round'/%3E%3C/svg%3E){kind=small}
'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M3.9375 20.5145C4.88248 20.4791 6.66939 20.4379 7.60848 20.379C8.44454 20.3261 9.12898 19.8256 9.52493 19.3443C10.4773 18.1873 10.6627 16.3224 10.6039 14.7695C9.32917 15.0934 8.78161 15.1964 7.80867 15.8278C6.86075 16.4151 6.47069 16.6565 5.84512 17.4646C5.62286 17.7517 5.20483 18.2197 4.98698 18.5082C4.87365 18.6569 4.26574 19.5945 4.15093 19.7432C4.0317 19.8992 3.95958 20.2186 3.9375 20.5159V20.5145Z' fill='%237E1E1E'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M0.5 0.138191C2.99197 1.41877 4.95111 4.44358 5.1822 5.06767C5.35589 5.5328 5.58698 3.8445 5.95643 2.67726L2.89482 0.535611L0.600091 0.154382L0.5 0.136719V0.138191Z' fill='%237E1E1E'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M15.1354 4.0155C15.7389 4.0155 16.5661 4.3614 16.831 4.96048C17.0651 5.49184 16.9606 5.75973 16.9606 6.10122H15.4607C15.4607 5.55219 15.4636 5.18863 14.3523 5.18863C14.0947 5.18863 13.7223 5.24014 13.5472 5.32846C13.1733 5.51687 13.1792 5.75973 13.1792 6.1336C13.1792 6.53544 13.7915 6.57812 14.133 6.64731C14.5598 6.73268 14.9617 6.80186 15.3885 6.89164C16.3482 7.09477 16.9282 7.44803 16.9282 8.48133C16.9282 9.07157 16.8664 9.48076 16.625 9.93706C16.5381 10.1004 16.4733 10.1593 16.3512 10.2815C16.1569 10.4758 15.9052 10.6186 15.6137 10.7172C15.3665 10.8011 14.9131 10.9174 14.6143 10.9247C14.6143 11.2824 14.5495 11.5738 14.5495 11.9021H13.2778C13.2807 11.7711 13.3013 11.5532 13.3116 11.4149C13.3249 11.2515 13.3426 11.1352 13.3426 10.9247C12.8127 10.9247 12.19 10.726 11.8706 10.5067C11.0581 9.94442 11.2892 9.14075 11.2892 8.61086H12.7891C12.7891 9.53522 12.7052 9.71922 14.2552 9.71922C15.2193 9.71922 15.3311 9.30266 15.3311 8.67562C15.3311 8.28703 14.7321 8.23993 14.3729 8.16781C13.3529 7.96321 11.5836 7.86312 11.5836 6.55752C11.5836 6.07325 11.5762 5.69497 11.7337 5.24014C12.034 4.37465 13.057 3.98165 13.8651 3.98165C13.8651 3.65488 13.9299 3.34872 13.9299 3.03667H15.2016C15.2016 3.24863 15.1839 3.36491 15.1707 3.52682L15.1368 4.01403L15.1354 4.0155ZM5.03206 5.22101C5.03206 6.21897 4.94522 7.03442 4.87162 7.99265C4.59784 11.8182 4.30199 15.6393 4.02232 19.4634C4.01496 19.771 3.95608 20.0669 3.95608 20.4083C4.0547 20.4083 4.58607 19.0336 5.68854 17.7618C8.8679 14.0894 13.8033 14.6678 18.1661 14.1453C19.1611 14.0261 19.8131 13.7862 20.7184 13.4388C21.812 12.9913 22.994 11.8594 23.5283 10.8055C23.8448 10.1799 23.961 10.0283 24.2054 9.29972C24.8839 7.27287 24.4806 4.81476 23.2751 3.14853C22.233 1.70899 20.8744 0.758126 19.0581 0.325379C18.4825 0.18849 17.6715 0.0486568 16.6986 0.0295217C11.1921 -0.076457 3.86482 0.136972 0.5 0.136972C0.510303 0.144332 0.529439 0.154636 0.541214 0.160523L0.90478 0.318019C2.48857 1.00394 3.56897 1.55885 4.45801 3.0558C4.77006 3.57981 5.03059 4.47768 5.03059 5.22101H5.03206Z' fill='url(%23paint1_linear_33371_89865)'/%3E%3Cpath d='M30.9157 16.7563H32.2886C32.7904 16.7563 33.0754 16.4713 33.0754 15.9695V13.1253H35.0666C37.8947 13.1253 39.3679 11.7203 39.3679 9.5104C39.3679 7.3005 37.8625 5.87943 35.0666 5.87943H30.9157C30.4139 5.87943 30.1289 6.16444 30.1289 6.66624V15.9715C30.1289 16.4733 30.4139 16.7583 30.9157 16.7583V16.7563ZM33.0754 10.8833V8.27198H35.0344C35.8032 8.27198 36.3732 8.72359 36.3732 9.5947C36.3732 10.4317 35.8052 10.8833 35.0344 10.8833H33.0754ZM42.8985 13.1936H48.2196C48.8378 13.1936 48.9903 12.9768 48.9903 12.3907C48.9903 11.2366 48.5387 10.1306 47.7679 9.36187C47.0494 8.64129 45.9434 8.17362 44.6046 8.17362C41.9773 8.17362 40.1025 10.0303 40.1025 12.5573C40.1025 15.1686 42.0616 16.9751 44.7371 16.9751C46.0598 16.9751 47.5813 16.5395 48.336 15.7367C48.5367 15.5199 48.6712 15.2349 48.3018 14.8836L47.7338 14.2975C47.4167 13.9623 47.1658 14.0807 46.8627 14.3136C46.2606 14.7311 45.6745 14.9157 45.0723 14.9157C43.9684 14.9157 43.031 14.3136 42.8965 13.1916L42.8985 13.1936ZM44.5384 10.1647C45.0241 10.1647 45.4095 10.3313 45.7106 10.6324C45.9454 10.8672 46.112 11.2004 46.1783 11.6039H42.9146C43.031 10.7167 43.6512 10.1647 44.5384 10.1647ZM54.4779 16.9751C55.901 16.9751 56.9889 16.4572 57.7918 15.6704C58.0085 15.4356 58.143 15.1686 57.7757 14.7993L56.8885 13.9121C56.6537 13.6954 56.4028 13.595 56.0174 13.9463C55.5999 14.3316 55.0961 14.5143 54.5943 14.5143C53.5064 14.5143 52.7698 13.6773 52.7698 12.5733C52.7698 11.4694 53.5225 10.6485 54.5943 10.6485C55.0961 10.6485 55.5979 10.8151 56.0174 11.2004C56.4028 11.5517 56.6537 11.4513 56.8885 11.2346L57.7757 10.3474C58.143 9.98008 58.0105 9.71112 57.7918 9.47628C56.9889 8.68947 55.901 8.17162 54.4779 8.17162C51.8505 8.17162 49.9096 10.0283 49.9096 12.5733C49.9096 15.1164 51.8505 16.9751 54.4779 16.9751ZM64.2669 8.17362C63.3958 8.17362 62.7113 8.45864 62.1754 8.8942V5.59842C62.1754 5.09663 61.8904 4.76143 61.3886 4.82767L60.0498 5.07856C59.5641 5.16286 59.2971 5.36358 59.2971 5.84932V15.9916C59.2971 16.4773 59.5641 16.7623 60.0498 16.7623H61.4047C61.8904 16.7623 62.1754 16.4773 62.1754 15.9916V12.0414C62.1754 11.2045 62.6933 10.6364 63.5142 10.6364C64.3512 10.6364 64.853 11.2045 64.853 12.0414V15.9916C64.853 16.4773 65.12 16.7623 65.6057 16.7623H66.9786C67.4804 16.7623 67.7493 16.4773 67.7493 15.9916V11.8247C67.7493 9.59872 66.3102 8.17563 64.2689 8.17563L64.2669 8.17362ZM71.0612 7.0195C72.0327 7.0195 72.8014 6.23269 72.8014 5.27928C72.8014 4.30781 72.0306 3.53906 71.0612 3.53906C70.1078 3.53906 69.321 4.30982 69.321 5.27928C69.321 6.23269 70.1078 7.0195 71.0612 7.0195ZM70.3747 16.7583H71.7476C72.2334 16.7583 72.5184 16.4733 72.5184 15.9875V9.07685C72.5184 8.59112 72.2334 8.3061 71.7476 8.3061H70.3747C69.8729 8.3061 69.604 8.59112 69.604 9.07685V15.9875C69.604 16.4733 69.8709 16.7583 70.3747 16.7583ZM79.4612 8.17362C78.2388 8.17362 77.4039 8.7256 76.8499 9.51241V9.07685C76.8499 8.59112 76.5829 8.3061 76.0972 8.3061H75.21C74.7243 8.3061 74.4573 8.59112 74.4573 9.07685V15.9875C74.4573 16.4733 74.7243 16.7583 75.21 16.7583H76.599C77.0847 16.7583 77.3517 16.4733 77.3517 15.9875V12.0374C77.3517 11.2004 77.8695 10.6324 78.7065 10.6324C79.5274 10.6324 80.0292 11.2004 80.0292 12.0374V15.9875C80.0292 16.4733 80.3142 16.7583 80.8 16.7583H82.1729C82.6586 16.7583 82.9436 16.4733 82.9436 15.9875V11.8207C82.9436 9.5947 81.5045 8.17162 79.4632 8.17162L79.4612 8.17362ZM88.9832 16.959C90.0049 16.959 91.1931 16.7242 92.2288 15.7045C92.3954 15.5199 92.5138 15.287 92.2629 15.0341L92.0783 14.8495C91.8615 14.6488 91.6427 14.5825 91.3577 14.8495C90.3862 15.7206 89.6014 15.7708 88.9973 15.7708C87.0885 15.7708 85.8681 14.3979 85.8681 12.5914C85.8681 10.7348 87.1567 9.37793 88.9973 9.37793C89.5994 9.37793 90.3862 9.42811 91.3577 10.2992C91.6427 10.5662 91.8595 10.4839 92.0783 10.2992L92.2629 10.1146C92.5138 9.86366 92.3974 9.61277 92.2288 9.44416C91.1911 8.42251 90.0029 8.18968 88.9832 8.18968C86.406 8.18968 84.5313 10.0985 84.5313 12.5733C84.5313 15.0502 86.406 16.957 88.9832 16.957V16.959ZM98.2383 8.18968C97.0661 8.18968 96.1468 8.62524 95.5447 9.36187V5.27928C95.5447 4.92803 95.3941 4.72731 95.0268 4.82767L94.6756 4.91197C94.3745 4.99627 94.224 5.14681 94.224 5.3977V16.2746C94.224 16.5596 94.3906 16.7603 94.6756 16.7603H95.0931C95.3781 16.7603 95.5447 16.5596 95.5447 16.2746V11.7905C95.5447 10.3173 96.5663 9.36388 98.0055 9.36388C99.4286 9.36388 100.332 10.3173 100.332 11.7905V16.2746C100.332 16.5596 100.498 16.7603 100.783 16.7603H101.201C101.486 16.7603 101.652 16.5596 101.652 16.2746V11.6721C101.652 9.63083 100.348 8.19169 98.2383 8.19169V8.18968ZM107.977 16.959C110.538 16.959 112.429 15.0522 112.429 12.5754C112.429 10.0985 110.538 8.19169 107.977 8.19169C105.416 8.19169 103.525 10.1005 103.525 12.5754C103.525 15.0522 105.416 16.959 107.977 16.959ZM107.977 15.7708C106.153 15.7708 104.864 14.4159 104.864 12.5754C104.864 10.7348 106.169 9.37993 107.977 9.37993C109.802 9.37993 111.09 10.7348 111.09 12.5754C111.09 14.4159 109.802 15.7708 107.977 15.7708ZM121.048 8.3061H120.612C120.327 8.3061 120.177 8.49076 120.177 8.79183V13.3602C120.177 14.8334 119.255 15.7868 117.834 15.7868C116.496 15.7868 115.608 14.8495 115.608 13.4605V8.79183C115.608 8.49076 115.458 8.3061 115.173 8.3061H114.737C114.452 8.3061 114.286 8.49076 114.286 8.79183V13.4946C114.286 15.5701 115.608 16.959 117.599 16.959C118.804 16.959 119.691 16.4913 120.261 15.7367V16.2726C120.261 16.5576 120.428 16.7583 120.713 16.7583H121.048C121.333 16.7583 121.499 16.5576 121.499 16.2726V8.79183C121.499 8.49076 121.333 8.3061 121.048 8.3061Z' fill='%231B1D1F'/%3E%3Cdefs%3E%3ClinearGradient id='paint0_linear_33371_89865' x1='8.67146' y1='20.0554' x2='8.61924' y2='0.0328895' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%238F2020'/%3E%3Cstop offset='1' stop-color='%23CD3C3C'/%3E%3C/linearGradient%3E%3ClinearGradient id='paint1_linear_33371_89865' x1='8.67146' y1='20.0554' x2='8.61924' y2='0.0328895' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%238F2020'/%3E%3Cstop offset='1' stop-color='%23E83535'/%3E%3C/linearGradient%3E%3C/defs%3E%3C/svg%3E%0A){kind=small}
'/%3E%3Cdefs%3E%3ClinearGradient id='paint0_linear_34539_45822' x1='8.01172' y1='0' x2='8.01172' y2='12' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%23F7111D'/%3E%3Cstop offset='1' stop-color='%23D0131D'/%3E%3C/linearGradient%3E%3C/defs%3E%3C/svg%3E){kind=small}
'%3E%3Cpath d='M0.742188 0.75L5.24219 5.25L9.74219 0.75' stroke='%2382888c' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round'/%3E%3C/svg%3E){kind=small}
' width='16' height='14' viewBox='0 0 16 14' fill='none'%3E%3Cpath d='M14.4154 10.5L8.8737 4.95833L5.95703 7.875L1.58203 3.5' stroke='%23353a3d' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round'/%3E%3Cpath d='M10.918 10.5H14.418V7' stroke='%23353a3d' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round'/%3E%3C/svg%3E)
11h'%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M1.40991 2.93281L2.30226 2.69366C2.74972 2.57829 2.66307 2.34187 2.84864 1.71687C2.87195 1.63836 2.90105 1.47638 2.93308 1.40963C2.99877 1.44115 3.94168 1.6925 4.02107 1.6925C4.22229 1.6925 4.35186 1.50314 4.53785 1.31715C4.65214 1.20288 4.88719 0.941338 5.00024 0.865639C5.28801 1.05834 5.70636 1.69251 5.95767 1.69251C6.06174 1.69251 6.15702 1.66164 6.24825 1.63494L7.06742 1.40964L7.22891 2.00973C7.28095 2.1929 7.31525 2.45466 7.43041 2.56982C7.55662 2.69602 8.04563 2.77786 8.28336 2.84838C8.37221 2.87475 8.49896 2.91147 8.5906 2.93282C8.55907 2.99852 8.30772 3.94142 8.30772 4.02081C8.30772 4.22204 8.49708 4.35161 8.68307 4.5376C8.79734 4.65188 9.05888 4.88693 9.13458 4.99999C8.94188 5.28776 8.30771 5.7061 8.30771 5.95741C8.30771 6.07532 8.40207 6.3872 8.43811 6.52332L8.59059 7.06716C8.3595 7.12099 7.53897 7.32159 7.43041 7.43016C7.30421 7.55636 7.22237 8.04537 7.15185 8.2831C7.12548 8.37195 7.08876 8.4987 7.06742 8.59034C6.99727 8.55668 6.06446 8.30746 5.97943 8.30746C5.77819 8.30746 5.64862 8.49682 5.46263 8.68281C5.34835 8.79709 5.1133 9.05862 5.00024 9.13432C4.71247 8.94162 4.29413 8.30745 4.04282 8.30745C3.93875 8.30745 3.84347 8.33832 3.75224 8.36502L3.20277 8.51186C3.1269 8.53064 2.98696 8.56446 2.93307 8.59032C2.90079 8.52304 2.87984 8.3891 2.85373 8.29974C2.58244 7.37147 2.77755 7.41788 2.01058 7.22804C1.80094 7.17615 1.60808 7.1133 1.4099 7.06714C1.44142 7.00144 1.69277 6.05853 1.69277 5.97915C1.69277 5.82493 1.62712 5.77049 1.546 5.69073L0.865898 4.99996C1.0586 4.71218 1.69277 4.29384 1.69277 4.04253C1.69277 3.92462 1.59841 3.61274 1.56237 3.47662L1.4099 2.93279L1.40991 2.93281ZM3.91226 0.930921C3.80829 0.930921 3.70859 0.88561 3.61219 0.861073C3.4136 0.810534 2.81167 0.62629 2.6502 0.62629C2.34254 0.62629 2.29857 1.03775 2.24594 1.22298C2.21154 1.34407 2.05894 1.98233 2.02076 2.02051C1.91316 2.1281 0.846971 2.24914 0.70004 2.46231C0.546595 2.68494 0.67747 2.92042 0.778709 3.30289C0.809157 3.41794 0.93119 3.82028 0.93119 3.912L0.185896 4.66813C-0.205733 5.05717 0.0928659 5.23876 0.425275 5.57117C1.0454 6.19131 0.961859 5.9962 0.861272 6.38797L0.701023 6.98931C0.534834 7.57645 0.660188 7.59432 1.22325 7.75429C1.34434 7.78869 1.9826 7.94129 2.02077 7.97947C2.05739 8.0161 2.20991 8.64572 2.24124 8.75995C2.26788 8.8571 2.31047 9.05611 2.35194 9.14973C2.38141 9.21626 2.40444 9.26011 2.46258 9.30019C2.65027 9.42955 2.78212 9.36166 2.99388 9.30392C3.08754 9.27839 3.19792 9.24743 3.30303 9.22141C4.08148 9.02866 3.77675 8.92266 4.41818 9.56409C4.74025 9.88616 4.94122 10.2094 5.32125 9.82524L6.08823 9.06905C6.2549 9.06905 7.12266 9.37369 7.3503 9.37369C7.40989 9.37369 7.48652 9.33241 7.52457 9.3086C7.68017 9.21119 7.70467 8.95261 7.75455 8.77699C8.03588 7.78671 7.83286 8.01989 8.36531 7.86457C8.89838 7.70907 9.37397 7.71747 9.37397 7.30652C9.37397 7.22933 9.3263 7.08741 9.3042 7.00636L9.14355 6.40542C9.03988 5.99239 8.95031 6.1961 9.56437 5.58206C9.88644 5.25999 10.2097 5.05903 9.82552 4.67899L9.06933 3.91201C9.06933 3.74533 9.37397 2.87758 9.37397 2.64994C9.37397 2.59035 9.33268 2.51372 9.30888 2.47567C9.16057 2.23875 8.09602 2.13678 7.97974 2.02051C7.87214 1.9129 7.75111 0.846712 7.53794 0.699781C7.31531 0.546336 7.07983 0.677211 6.69736 0.77845C6.59891 0.804502 6.51683 0.828798 6.4057 0.856697C5.99266 0.960375 6.19638 1.04994 5.58234 0.435885C5.26027 0.113812 5.0593 -0.209445 4.67927 0.174728L3.91228 0.930931L3.91226 0.930921Z' fill='%231b1d1f' /%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M4.36909 5.73942C4.29773 5.63285 3.69896 5.05842 3.5259 4.88535C3.36882 4.72827 3.34674 4.65143 3.12879 4.65143C2.84506 4.65143 2.70429 4.9687 2.84548 5.19584C2.89521 5.27587 3.86193 6.22065 4.04809 6.40858C4.40288 6.76674 4.58424 6.53611 4.85325 6.26708L6.03916 5.08119C6.30922 4.81112 6.56333 4.55702 6.83338 4.28696C6.94597 4.17437 7.15226 4.01557 7.19378 3.86249C7.25646 3.63149 7.10695 3.41113 6.84971 3.41113C6.63275 3.41113 6.39695 3.72245 6.1806 3.9388C6.01738 4.10202 4.4682 5.67307 4.36911 5.73942H4.36909Z' fill='%231b1d1f' /%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='clip0_29687_29824'%3E%3Crect width='10.0002' height='10' fill='white'/%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E){kind=small}
'%3E%3Cpath d='M10.5881 1.59375L12.1764 0.53125L14.294 1.0625L16.9411 2.65625L17.4705 4.78125L16.9411 7.4375L15.8822 9.03125L13.2352 12.2188L8.99989 15.9375L6.88224 14.3438L3.70577 11.1562L1.05871 8.5L0.529297 5.84375L1.05871 3.71875L3.70577 0.53125L6.88224 1.0625L7.94106 1.59375L5.82341 5.84375L8.47047 7.96875L7.94106 10.625L11.6469 6.90625L8.99989 5.3125V4.25L10.5881 1.59375Z' fill='none'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M4.94663 5.8817C4.94663 6.3745 5.65396 6.66329 6.20453 6.99859C6.46972 7.16009 6.6885 7.29228 6.95402 7.45393C7.09408 7.53923 7.18806 7.59589 7.32877 7.68162C7.44943 7.75516 7.58944 7.86214 7.7197 7.89288L7.5917 8.63601C7.50553 9.06452 7.19507 10.6667 7.19507 11.0045C7.19507 11.2797 7.45503 11.5357 7.86959 11.5357C8.16768 11.5357 9.01402 10.5885 9.43244 10.2344L12.2276 7.56253C12.3046 7.49758 12.3219 7.50339 12.3961 7.42958C12.5203 7.30591 12.5913 7.1365 12.5913 6.94417C12.5913 6.54344 12.2738 6.41272 12.0271 6.26323L10.4809 5.32443C10.3231 5.22912 9.80098 4.88838 9.66831 4.85707L11.6171 1.47997C11.6927 1.34868 11.691 1.33186 11.8493 1.29774C13.412 0.960578 14.8301 1.65357 15.8029 2.81921C17.1831 4.47298 17.0749 7.28909 15.5616 8.81362L13.3875 11.0519C13.2522 11.1889 9.17041 15.3623 8.99374 15.4821C8.83166 15.3722 8.59579 15.0981 8.44101 14.9414L4.61871 11.0709C3.88367 10.3266 3.20081 9.59287 2.46393 8.85102C1.87237 8.25548 1.53414 7.53199 1.32627 6.7017C0.8815 4.92532 1.6109 3.08346 3.02447 2.00007C4.15704 1.13204 5.90032 0.973731 7.26994 1.70762L6.6822 2.74416C6.47376 3.09799 6.2914 3.4158 6.08259 3.76869C5.97595 3.94892 5.90014 4.08997 5.79223 4.27154C5.61043 4.57748 4.94654 5.59182 4.94654 5.88175L4.94663 5.8817ZM9.41221e-05 5.42636C9.41221e-05 6.91538 0.288202 8.00158 1.11845 9.15101C1.64182 9.8756 2.10179 10.1615 2.46233 10.5982C2.99892 11.2483 5.64794 13.8585 6.34251 14.5619L8.19747 16.4403C8.5637 16.8111 8.61579 17 9.06871 17C9.37479 17 9.60422 16.6265 9.77077 16.4587L14.7366 11.4313C14.7947 11.3728 14.831 11.3395 14.886 11.279C14.9202 11.2413 14.926 11.2332 14.9555 11.1977C14.9605 11.1917 14.9676 11.1831 14.9726 11.1771C15.9415 10.0033 16.7682 9.70815 17.525 7.99372C18.3908 6.0322 18.0379 3.7553 16.7514 2.04839C16.2958 1.4438 15.6238 0.890097 14.9397 0.543742C14.0315 0.0839201 13.3885 0 12.3289 0C11.8971 0 11.1754 0.137579 10.9251 0.3241C10.7733 0.437281 10.3825 1.17822 10.256 1.39204C10.0329 1.76895 9.84009 2.1102 9.61438 2.48787L8.95807 3.6068C8.74644 3.98132 8.53071 4.33702 8.31973 4.70596C7.98922 5.28397 8.48765 5.5566 8.79444 5.74188C9.40722 6.11202 10.405 6.75002 10.9798 7.05801C10.9105 7.16266 10.8124 7.20708 10.7075 7.31359C10.6053 7.41743 10.5318 7.4981 10.4278 7.59951C10.3211 7.70354 10.2548 7.73352 10.1454 7.84484L9.02202 8.90821C8.91143 9.00695 8.85068 9.10212 8.73133 9.18304C8.81453 8.82143 8.99365 7.85737 8.99365 7.5134C8.99365 7.13631 8.21709 6.77952 7.79656 6.52471C7.34468 6.25088 6.87698 5.94332 6.40797 5.69199C6.44412 5.53492 6.55899 5.37942 6.63989 5.24379L8.44736 2.14104C8.97261 1.23621 8.71646 1.15177 7.77914 0.584772C7.07177 0.156832 6.04476 4.76548e-05 5.20881 4.76548e-05C4.44595 4.76548e-05 3.62714 0.261339 3.09728 0.518151C2.25173 0.927935 1.49908 1.6124 0.981646 2.39813C0.790296 2.68873 0.674243 2.92524 0.511836 3.25049C0.266648 3.74148 0 4.70372 0 5.42636H9.41221e-05Z' fill='%239AA1A6'/%3E%3C/g%3E%3Cdefs%3E%3CclipPath id='clip0_34143_194617'%3E%3Crect width='18' height='17' fill='white'/%3E%3C/clipPath%3E%3C/defs%3E%3C/svg%3E){kind=small}
' width='16' height='14' viewBox='0 0 16 14' fill='none'%3E%3Cpath d='M14.4154 10.5L8.8737 4.95833L5.95703 7.875L1.58203 3.5' stroke='%2300A650' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round'/%3E%3Cpath d='M10.918 10.5H14.418V7' stroke='%2300A650' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round'/%3E%3C/svg%3E)
Baixou para:R$ 1.179
Pechinchouuu! Menor preço hojeDe acordo com os preços nos últimos 90 dias,
consideramos R$ 1.179 😱 uma excelente compra!
consideramos R$ 1.179 😱 uma excelente compra!
josimieladrian
Promoção Verificada
Forma de pagamento: Parcelado
' d='M0 16.12h16v-16H0v16Z'/%3E%3Cdefs%3E%3Cpattern id='a' width='1' height='1' patternContentUnits='objectBoundingBox'%3E%3Cuse xlink:href='%23b' transform='scale(.01563)'/%3E%3C/pattern%3E%3Cimage xlink:href='data:image/png;base64,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' id='b' width='64' height='64'/%3E%3C/defs%3E%3C/svg%3E)
Frete Grátis todo o Brasil
💳 Se for Parcelado
R$ 1.179 em 10x de R$ 117
- 32 polegadas
- Curvo
- 165Hz
- 1ms de resposta
' d='M0 14.98h14v-14H0v14Z'/%3E%3Cdefs%3E%3Cpattern id='a' width='1' height='1' patternContentUnits='objectBoundingBox'%3E%3Cuse xlink:href='%23b' transform='scale(.01563)'/%3E%3C/pattern%3E%3Cimage xlink:href='data:image/png;base64,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' id='b' width='64' height='64'/%3E%3C/defs%3E%3C/svg%3E){kind=small}
Foto real do produto:
Foto real do produto:
ver mais
![icone de flecha](data:image/svg+xml,%3Csvg width='12' height='12' viewBox='0 0 12 8' fill='none' style="rotate:180deg;" xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 6.29688L6 0.296875L12 6.29688L10.5938 7.70313L6 3.10938L1.40625 7.70312L0 6.29688Z' fill='%23DB2831'/%3E%3C/svg%3E){kind=small}
![arrow](data:image/svg+xml,%3Csvg width='12' height='12' viewBox='0 0 12 8' fill='none' style="rotate:90deg;" xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 6.29688L6 0.296875L12 6.29688L10.5938 7.70313L6 3.10938L1.40625 7.70312L0 6.29688Z' fill='%23353A3D'/%3E%3C/svg%3E){kind=small}
Explore + Promos
16Monitor Gamer AOC Agon 32" Curvo 165Hz 1ms FreeSync AG323FCXE
R$
1.179
R$ 1.631
3Monitor LG UHD 4K - Tela de 32", 4K, DCI-P3 90%, HDMI, Display Port, HDR10, AMD Free Sync. Dynamic Action Sync, Black Stabilizer, MaxxAudio, UltraHD - 32UR500-B
R$
1.499
R$ 1.779
25Monitor Gamer AOC DESTINY 25" 240Hz 0,5ms FreeSync Premium 25G3ZM
R$
1.090
R$ 1.269
10Monitor Lg Gamer 21.5' 22mp410-b.awzm Full Hd 75hz Amd Freesync
R$
447
R$ 599
3Monitor Gamer Samsung Odyssey G3", 27", 180hz, 1ms,ajuste De Altura,freesync,dp,hdmi,fhd, Preto
R$
909
R$ 1.239
5Monitor Gamer AOC 24" 180Hz 0,5ms IPS Ajuste de Altura 24G4/P
R$
860
R$ 1.002
24Monitor De Pressão Arterial Digital De Braço Hem-7142 Omron
R$
94,51
R$ 239
15Monitor 19 Preto Led Bm19k4hvw Bluecase - 75hz / Hdmi / Vga
R$
215
R$ 319
9Monitor Lg Gamer 21.5' Full Hd 75hz Freesync 22mp410-b.awzm Cor Preto 110v/220v
R$
436
R$ 671
15Monitor Gamer LG 24MS500-B 24ms Ips Fullhd 100hz Ajuste De Inclinação Negro
R$
500
R$ 999