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d="M-0.000488281 4.50001C-0.000488281 4.3674 0.0521901 4.24022 0.145958 4.14645C0.239726 4.05268 0.366903 4.00001 0.499512 4.00001H12.2925L9.14551 0.854006C9.05162 0.760119 8.99888 0.632782 8.99888 0.500006C8.99888 0.36723 9.05162 0.239893 9.14551 0.146006C9.2394 0.0521192 9.36674 -0.000625607 9.49951 -0.00062561C9.63229 -0.000625613 9.75963 0.0521192 9.85351 0.146006L13.8535 4.14601C13.9001 4.19245 13.937 4.24763 13.9622 4.30837C13.9874 4.36912 14.0004 4.43424 14.0004 4.50001C14.0004 4.56577 13.9874 4.63089 13.9622 4.69164C13.937 4.75238 13.9001 4.80756 13.8535 4.85401L9.85351 8.85401C9.75963 8.94789 9.63229 9.00064 9.49951 9.00064C9.36674 9.00064 9.2394 8.94789 9.14551 8.85401C9.05162 8.76012 8.99888 8.63278 8.99888 8.50001C8.99888 8.36723 9.05162 8.23989 9.14551 8.14601L12.2925 5.00001H0.499512C0.366903 5.00001 0.239726 4.94733 0.145958 4.85356C0.0521901 4.75979 -0.000488281 4.63261 -0.000488281 4.50001V4.50001Z"
fill="white"
/>{ ' ' }
</svg>
),
arrowRightDisabled: (
<svg
width="14"
height="9"
viewBox="0 0 14 9"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
{ ' ' }
<path
fillRule="evenodd"
clipRule="evenodd"
d="M-0.000488281 4.50001C-0.000488281 4.3674 0.0521901 4.24022 0.145958 4.14645C0.239726 4.05268 0.366903 4.00001 0.499512 4.00001H12.2925L9.14551 0.854006C9.05162 0.760119 8.99888 0.632782 8.99888 0.500006C8.99888 0.36723 9.05162 0.239893 9.14551 0.146006C9.2394 0.0521192 9.36674 -0.000625607 9.49951 -0.00062561C9.63229 -0.000625613 9.75963 0.0521192 9.85351 0.146006L13.8535 4.14601C13.9001 4.19245 13.937 4.24763 13.9622 4.30837C13.9874 4.36912 14.0004 4.43424 14.0004 4.50001C14.0004 4.56577 13.9874 4.63089 13.9622 4.69164C13.937 4.75238 13.9001 4.80756 13.8535 4.85401L9.85351 8.85401C9.75963 8.94789 9.63229 9.00064 9.49951 9.00064C9.36674 9.00064 9.2394 8.94789 9.14551 8.85401C9.05162 8.76012 8.99888 8.63278 8.99888 8.50001C8.99888 8.36723 9.05162 8.23989 9.14551 8.14601L12.2925 5.00001H0.499512C0.366903 5.00001 0.239726 4.94733 0.145958 4.85356C0.0521901 4.75979 -0.000488281 4.63261 -0.000488281 4.50001V4.50001Z"
fill="white"
/>{ ' ' }
</svg>
),
questionMarkNoFill: (
<svg
width="18"
height="18"
viewBox="0 0 24 24"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
{ ' ' }
<path
d="M12 22C17.5228 22 22 17.5228 22 12C22 6.47715 17.5228 2 12 2C6.47715 2 2 6.47715 2 12C2 17.5228 6.47715 22 12 22Z"
stroke="#09090B"
strokeLinecap="round"
strokeLinejoin="round"
/>
<path
d="M9.08984 9C9.32495 8.33167 9.789 7.7681 10.3998 7.40913C11.0106 7.05016 11.7287 6.91894 12.427 7.03871C13.1253 7.15848 13.7587 7.52152 14.2149 8.06353C14.6712 8.60553 14.9209 9.29152 14.9198 10C14.9198 12 11.9198 13 11.9198 13"
stroke="#09090B"
strokeLinecap="round"
strokeLinejoin="round"
/>
<path
d="M12 17H12.01"
stroke="#09090B"
strokeLinecap="round"
strokeLinejoin="round"
/>{ ' ' }
</svg>
),
questionMark: (
<svg
width="16"
height="16"
viewBox="0 0 16 16"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
{ ' ' }
<path
d="M8 0C3.58214 0 0 3.58214 0 8C0 12.4179 3.58214 16 8 16C12.4179 16 16 12.4179 16 8C16 3.58214 12.4179 0 8 0ZM8 12.6429C7.60536 12.6429 7.28571 12.3232 7.28571 11.9286C7.28571 11.5339 7.60536 11.2143 8 11.2143C8.39464 11.2143 8.71429 11.5339 8.71429 11.9286C8.71429 12.3232 8.39464 12.6429 8 12.6429ZM9.12321 8.72322C8.9615 8.78566 8.82235 8.8954 8.72392 9.0381C8.62549 9.18081 8.57235 9.34986 8.57143 9.52321V9.92857C8.57143 10.0071 8.50714 10.0714 8.42857 10.0714H7.57143C7.49286 10.0714 7.42857 10.0071 7.42857 9.92857V9.54464C7.42857 9.13214 7.54821 8.725 7.78393 8.38571C8.01429 8.05357 8.33571 7.8 8.71429 7.65536C9.32143 7.42143 9.71429 6.9125 9.71429 6.35714C9.71429 5.56964 8.94464 4.92857 8 4.92857C7.05536 4.92857 6.28571 5.56964 6.28571 6.35714V6.49286C6.28571 6.57143 6.22143 6.63571 6.14286 6.63571H5.28571C5.20714 6.63571 5.14286 6.57143 5.14286 6.49286V6.35714C5.14286 5.65536 5.45 5 6.00714 4.5125C6.54286 4.04286 7.25 3.78571 8 3.78571C8.75 3.78571 9.45714 4.04464 9.99286 4.5125C10.55 5 10.8571 5.65536 10.8571 6.35714C10.8571 7.38929 10.1768 8.31786 9.12321 8.72322Z"
fill="#3B3F5C"
/>{ ' ' }
</svg>
),
favorite: (
<svg
width="17"
height="16"
viewBox="0 0 17 16"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<path d="M8.435 15.4782L7.21193 14.3648C2.8679 10.4257 0 7.82768 0 4.63925C0 2.04127 2.04127 0 4.63925 0C6.10694 0 7.51559 0.683235 8.435 1.76292C9.35442 0.683235 10.7631 0 12.2308 0C14.8287 0 16.87 2.04127 16.87 4.63925C16.87 7.82768 14.0021 10.4257 9.65808 14.3732L8.435 15.4782Z" />
</svg>
),
arrowRightBold: (
<svg
width="51"
height="44"
viewBox="0 0 51 44"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<path
fillRule="evenodd"
clipRule="evenodd"
d="M0 22C0 21.1712 0.329241 20.3763 0.915292 19.7903C1.50134 19.2042 2.2962 18.875 3.125 18.875H39.3313L25.9125 5.46248C25.3257 4.87569 24.9961 4.07983 24.9961 3.24998C24.9961 2.42013 25.3257 1.62427 25.9125 1.03748C26.4993 0.450689 27.2952 0.121033 28.125 0.121033C28.9548 0.121033 29.7507 0.450689 30.3375 1.03748L49.0875 19.7875C49.3785 20.0778 49.6094 20.4226 49.767 20.8023C49.9245 21.1819 50.0056 21.5889 50.0056 22C50.0056 22.411 49.9245 22.818 49.767 23.1977C49.6094 23.5773 49.3785 23.9222 49.0875 24.2125L30.3375 42.9625C29.7507 43.5493 28.9548 43.8789 28.125 43.8789C27.2952 43.8789 26.4993 43.5493 25.9125 42.9625C25.3257 42.3757 24.9961 41.5798 24.9961 40.75C24.9961 39.9201 25.3257 39.1243 25.9125 38.5375L39.3313 25.125H3.125C2.2962 25.125 1.50134 24.7957 0.915292 24.2097C0.329241 23.6236 0 22.8288 0 22Z"
fill="black"
/>
</svg>
),
spinner: (
<svg
width="16px"
height="16px"
viewBox="0 0 1024 1024"
className="icon"
xmlns="http://www.w3.org/2000/svg"
>
<path
fill="black"
d="M512 64a32 32 0 0132 32v192a32 32 0 01-64 0V96a32 32 0 0132-32zm0 640a32 32 0 0132 32v192a32 32 0 11-64 0V736a32 32 0 0132-32zm448-192a32 32 0 01-32 32H736a32 32 0 110-64h192a32 32 0 0132 32zm-640 0a32 32 0 01-32 32H96a32 32 0 010-64h192a32 32 0 0132 32zM195.2 195.2a32 32 0 0145.248 0L376.32 331.008a32 32 0 01-45.248 45.248L195.2 240.448a32 32 0 010-45.248zm452.544 452.544a32 32 0 0145.248 0L828.8 783.552a32 32 0 01-45.248 45.248L647.744 692.992a32 32 0 010-45.248zM828.8 195.264a32 32 0 010 45.184L692.992 376.32a32 32 0 01-45.248-45.248l135.808-135.808a32 32 0 0145.248 0zm-452.544 452.48a32 32 0 010 45.248L240.448 828.8a32 32 0 01-45.248-45.248l135.808-135.808a32 32 0 0145.248 0z"
/>
</svg>
),
cross: (
<svg
width="12"
height="12"
viewBox="0 0 14 14"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<path
d="M14 1.41L12.59 0L7 5.59L1.41 0L0 1.41L5.59 7L0 12.59L1.41 14L7 8.41L12.59 14L14 12.59L8.41 7L14 1.41Z"
fill="#6B7280"
/>
</svg>
),
reset: (
<svg
width="12"
height="12"
viewBox="0 0 12 12"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<path
d="M1.76219 1.7625C2.84969 0.675 4.34219 0 5.99969 0C9.31469 0 11.9922 2.685 11.9922 6C11.9922 9.315 9.31469 12 5.99969 12C3.20219 12 0.869689 10.0875 0.202188 7.5H1.76219C2.37719 9.2475 4.04219 10.5 5.99969 10.5C8.48219 10.5 10.4997 8.4825 10.4997 6C10.4997 3.5175 8.48219 1.5 5.99969 1.5C4.75469 1.5 3.64469 2.0175 2.83469 2.835L5.24969 5.25H-0.000311852V0L1.76219 1.7625Z"
fill="#6B7280"
/>
</svg>
),
remove: (
<svg
width="24"
height="24"
viewBox="0 0 24 24"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<path
d="M6 18L18 6M6 6L18 18"
stroke="#6B7280"
strokeWidth="2"
strokeLinecap="round"
strokeLinejoin="round"
/>
</svg>
),
premiumIcon: (
<svg
width="18"
height="18"
viewBox="0 0 18 18"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<g clipPath="url(#clip0_26119_59306)">
<path
d="M18 9C18 4.02944 13.9706 0 9 0C4.02944 0 0 4.02944 0 9C0 13.9706 4.02944 18 9 18C13.9706 18 18 13.9706 18 9Z"
fill="url(#paint0_linear_26119_59306)"
/>
<path
d="M13.7502 5.84406C13.652 5.75804 13.5327 5.70272 13.406 5.6844C13.2793 5.66609 13.1503 5.68552 13.0336 5.74048L10.8624 6.75372L9.60092 4.36699C9.54062 4.25556 9.45327 4.1629 9.34774 4.09843C9.24222 4.03396 9.1223 4 9.0002 4C8.8781 4 8.75819 4.03396 8.65266 4.09843C8.54714 4.1629 8.45978 4.25556 8.39949 4.36699L7.13798 6.75372L4.96682 5.74048C4.8499 5.6856 4.72068 5.66614 4.59377 5.68431C4.46686 5.70247 4.34733 5.75753 4.24867 5.84326C4.15002 5.929 4.07619 6.04198 4.03552 6.16945C3.99486 6.29692 3.98898 6.43379 4.01855 6.56458L5.10842 11.4416C5.12926 11.536 5.16815 11.625 5.22273 11.7032C5.27731 11.7814 5.34644 11.8471 5.42594 11.8964C5.53358 11.964 5.65664 11.9998 5.78208 12C5.84306 11.9999 6 12 6 12C6 12 9.96618 12 12 12C12.1992 12 12.4081 11.9955 12.5702 11.8964C12.6502 11.8477 12.7197 11.7822 12.7743 11.7039C12.829 11.6256 12.8676 11.5363 12.8877 11.4416L13.9819 6.56458C14.0111 6.43375 14.0049 6.29695 13.964 6.16963C13.923 6.0423 13.849 5.92953 13.7502 5.84406Z"
fill="white"
/>
<path
d="M12.5 13H5.5C5.22386 13 5 13.2239 5 13.5C5 13.7761 5.22386 14 5.5 14H12.5C12.7761 14 13 13.7761 13 13.5C13 13.2239 12.7761 13 12.5 13Z"
fill="white"
/>
</g>
<defs>
<linearGradient
id="paint0_linear_26119_59306"
x1="8.175"
y1="1.18801e-05"
x2="22.2753"
y2="0.536807"
gradientUnits="userSpaceOnUse"
>
<stop stopColor="#492CDD" />
<stop offset="1" stopColor="#AD38E2" />
</linearGradient>
<clipPath id="clip0_26119_59306">
<rect width="18" height="18" fill="white" />
</clipPath>
</defs>
</svg>
),
reloadIcon: (
<svg
width="20"
height="20"
viewBox="0 0 20 20"
fill="none"
xmlns="http://www.w3.org/2000/svg"
>
<path
d="M17.5 1.6665V6.6665H12.5"
stroke="#2563EB"
strokeWidth="2"
strokeLinecap="round"
strokeLinejoin="round"
/>
<path
d="M2.5 10C2.50132 8.55277 2.92133 7.13682 3.70938 5.92295C4.49743 4.70909 5.61985 3.74914 6.94126 3.15891C8.26267 2.56868 9.72662 2.37338 11.1566 2.59655C12.5865 2.81973 13.9213 3.45185 15 4.41667L17.5 6.66667"
stroke="#2563EB"
strokeWidth="2"
strokeLinecap="round"
strokeLinejoin="round"
/>
<path
d="M2.5 18.3335V13.3335H7.5"
stroke="#2563EB"
strokeWidth="2"
strokeLinecap="round"
strokeLinejoin="round"
/>
<path
d="M17.5 10C17.4987 11.4472 17.0787 12.8632 16.2906 14.0771C15.5026 15.2909 14.3802 16.2509 13.0587 16.8411C11.7373 17.4313 10.2734 17.6266 8.84345 17.4035C7.41352 17.1803 6.07871 16.5482 5 15.5833L2.5 13.3333"
stroke="#2563EB"
strokeWidth="2"
strokeLinecap="round"
strokeLinejoin="round"
/>
</svg>
),
};
export default ICONS;