HEX
Server: Apache/2.4.46 (Ubuntu)
System: Linux localhost 5.11.0-49-generic #55-Ubuntu SMP Wed Jan 12 17:36:34 UTC 2022 x86_64
User: root (0)
PHP: 7.4.16
Disabled: pcntl_alarm,pcntl_fork,pcntl_waitpid,pcntl_wait,pcntl_wifexited,pcntl_wifstopped,pcntl_wifsignaled,pcntl_wifcontinued,pcntl_wexitstatus,pcntl_wtermsig,pcntl_wstopsig,pcntl_signal,pcntl_signal_get_handler,pcntl_signal_dispatch,pcntl_get_last_error,pcntl_strerror,pcntl_sigprocmask,pcntl_sigwaitinfo,pcntl_sigtimedwait,pcntl_exec,pcntl_getpriority,pcntl_setpriority,pcntl_async_signals,pcntl_unshare,
Upload Files
File: /var/www/html/sarvodayahospital/resources/assets/img/rating.svg
<svg width="137" height="12" viewBox="0 0 137 12" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M23.3955 6.60742V7.34961H18.2588V6.81738L21.4424 1.89062H22.1797L21.3887 3.31641L19.2842 6.60742H23.3955ZM22.4043 1.89062V9H21.501V1.89062H22.4043ZM24.0281 8.52148C24.0281 8.36849 24.0753 8.23991 24.1697 8.13574C24.2674 8.02832 24.4074 7.97461 24.5896 7.97461C24.7719 7.97461 24.9103 8.02832 25.0047 8.13574C25.1023 8.23991 25.1512 8.36849 25.1512 8.52148C25.1512 8.67122 25.1023 8.79818 25.0047 8.90234C24.9103 9.00651 24.7719 9.05859 24.5896 9.05859C24.4074 9.05859 24.2674 9.00651 24.1697 8.90234C24.0753 8.79818 24.0281 8.67122 24.0281 8.52148ZM27.3951 5.61621L26.6725 5.43066L27.0289 1.89062H30.6764V2.72559H27.7955L27.5807 4.65918C27.7109 4.58431 27.8753 4.51432 28.0738 4.44922C28.2757 4.38411 28.5068 4.35156 28.7672 4.35156C29.096 4.35156 29.3906 4.40853 29.651 4.52246C29.9114 4.63314 30.1327 4.79264 30.315 5.00098C30.5006 5.20931 30.6422 5.45996 30.7398 5.75293C30.8375 6.0459 30.8863 6.37305 30.8863 6.73438C30.8863 7.07617 30.8391 7.3903 30.7447 7.67676C30.6536 7.96322 30.5152 8.21387 30.3297 8.42871C30.1441 8.6403 29.9098 8.80469 29.6266 8.92188C29.3466 9.03906 29.0162 9.09766 28.6354 9.09766C28.3489 9.09766 28.0771 9.05859 27.8199 8.98047C27.566 8.89909 27.3382 8.77702 27.1363 8.61426C26.9378 8.44824 26.775 8.24316 26.648 7.99902C26.5243 7.75163 26.4462 7.46191 26.4137 7.12988H27.273C27.3121 7.39681 27.3902 7.62142 27.5074 7.80371C27.6246 7.986 27.7776 8.12435 27.9664 8.21875C28.1585 8.3099 28.3814 8.35547 28.6354 8.35547C28.8502 8.35547 29.0406 8.31803 29.2066 8.24316C29.3727 8.16829 29.5126 8.06087 29.6266 7.9209C29.7405 7.78092 29.8268 7.61165 29.8854 7.41309C29.9472 7.21452 29.9781 6.99154 29.9781 6.74414C29.9781 6.51953 29.9472 6.3112 29.8854 6.11914C29.8235 5.92708 29.7307 5.75944 29.607 5.61621C29.4866 5.47298 29.3385 5.3623 29.1627 5.28418C28.9869 5.2028 28.7851 5.16211 28.5572 5.16211C28.2545 5.16211 28.025 5.2028 27.8688 5.28418C27.7158 5.36556 27.5579 5.47624 27.3951 5.61621Z" fill="#B6B6B6"/>
<rect width="11.8168" height="11.8168" fill="url(#pattern0)"/>
<g clip-path="url(#clip0_606_237)">
<path d="M40.9732 9.18333C41.0097 9.40454 40.8699 9.50285 40.6694 9.40454L39.0164 8.56272C38.9012 8.51268 38.7771 8.48687 38.6518 8.48687C38.5264 8.48687 38.4023 8.51268 38.2871 8.56272L36.622 9.3861C36.4275 9.48442 36.2878 9.3861 36.3242 9.16489L36.6038 7.32149C36.6153 7.19588 36.6019 7.06921 36.5644 6.94891C36.5268 6.82861 36.4658 6.71712 36.385 6.621L35.0906 5.26918C34.9326 5.10327 34.9873 4.94351 35.206 4.90664L37.0292 4.60555C37.1545 4.58057 37.2733 4.52941 37.3779 4.45535C37.4826 4.38128 37.5708 4.28594 37.6369 4.17543L38.4998 2.51637C38.6031 2.31974 38.7733 2.31974 38.8766 2.51637L39.7274 4.18157C39.7926 4.29348 39.8804 4.39019 39.9851 4.46538C40.0899 4.54056 40.2091 4.59252 40.3351 4.61784L42.1582 4.93737C42.377 4.97423 42.4317 5.14014 42.2737 5.2999L40.9671 6.62715C40.884 6.72201 40.8212 6.83317 40.7825 6.9537C40.7438 7.07423 40.7301 7.20152 40.7423 7.32764L40.9732 9.18333Z" fill="url(#paint0_radial_606_237)"/>
<path style="mix-blend-mode:multiply" opacity="0.5" d="M38.6765 2.46078C38.713 2.46078 38.7494 2.49765 38.7859 2.5591L39.6367 4.2243C39.7058 4.3464 39.7993 4.45262 39.9113 4.53619C40.0232 4.61977 40.1512 4.67886 40.2869 4.70973L42.1101 5.02925C42.183 5.02925 42.2316 5.06612 42.2377 5.09684C42.2438 5.12756 42.2377 5.18287 42.1769 5.23202L40.8703 6.56542C40.776 6.66903 40.704 6.7914 40.659 6.9247C40.614 7.058 40.597 7.19932 40.609 7.33964L40.8764 9.18304C40.8854 9.20441 40.8901 9.2274 40.8901 9.25063C40.8901 9.27387 40.8854 9.29686 40.8764 9.31822C40.8764 9.31822 40.8764 9.31822 40.8278 9.31822C40.7938 9.32611 40.7585 9.32611 40.7245 9.31822L39.0654 8.47026C38.9378 8.41107 38.7987 8.38166 38.6583 8.38424C38.5218 8.38159 38.3866 8.41104 38.2633 8.47026L36.586 9.32437C36.552 9.33226 36.5167 9.33226 36.4827 9.32437C36.4462 9.32437 36.4341 9.32437 36.4341 9.32437C36.4239 9.30333 36.4186 9.28021 36.4186 9.25678C36.4186 9.23335 36.4239 9.21023 36.4341 9.18919L36.7136 7.34579C36.7269 7.20635 36.7116 7.06565 36.6687 6.93245C36.6259 6.79924 36.5563 6.6764 36.4644 6.57156L35.1396 5.2013C35.1198 5.18509 35.104 5.16443 35.0934 5.14097C35.0829 5.1175 35.0779 5.09187 35.0789 5.06612C35.0789 5.03539 35.1396 5.01082 35.2065 4.99853L37.0296 4.69744C37.165 4.66764 37.2927 4.60963 37.4047 4.5271C37.5167 4.44458 37.6104 4.33936 37.6799 4.21815L38.5732 2.56524C38.6036 2.50379 38.6461 2.46693 38.6765 2.46693V2.46078ZM38.6765 2.37476C38.6097 2.37476 38.5428 2.42391 38.4881 2.52223L37.6252 4.18129C37.5591 4.2918 37.4709 4.38714 37.3662 4.46121C37.2616 4.53527 37.1428 4.58643 37.0175 4.61141L35.1943 4.9125C34.9755 4.94937 34.9209 5.10913 35.0789 5.27504L36.3733 6.61457C36.4541 6.71069 36.5151 6.82218 36.5526 6.94248C36.5902 7.06277 36.6036 7.18945 36.5921 7.31506L36.3125 9.15846C36.3125 9.31822 36.355 9.41654 36.4705 9.41654C36.5193 9.41511 36.5671 9.4025 36.6103 9.37967L38.2754 8.55014C38.3881 8.49918 38.5105 8.474 38.634 8.47641C38.762 8.47295 38.8891 8.50033 39.0047 8.55629L40.6576 9.3981C40.7032 9.4205 40.7529 9.43306 40.8035 9.43497C40.919 9.43497 40.9858 9.3428 40.9615 9.1769L40.7002 7.3335C40.688 7.20738 40.7017 7.08008 40.7404 6.95956C40.7791 6.83903 40.8419 6.72787 40.925 6.63301L42.2316 5.30576C42.3896 5.146 42.3349 4.98009 42.1161 4.94322L40.293 4.6237C40.167 4.59838 40.0478 4.54642 39.943 4.47124C39.8383 4.39605 39.7505 4.29934 39.6853 4.18743L38.8345 2.52223C38.8199 2.48227 38.7945 2.44726 38.7612 2.42119C38.7279 2.39512 38.688 2.37903 38.6461 2.37476H38.6765Z" fill="url(#paint1_radial_606_237)"/>
<path d="M50.5564 9.18333C50.5867 9.40454 50.4531 9.50285 50.2525 9.40454L48.5935 8.56272C48.4794 8.51248 48.3563 8.48655 48.2319 8.48655C48.1074 8.48655 47.9844 8.51248 47.8703 8.56272L46.2052 9.3861C46.0046 9.48442 45.8709 9.3861 45.9013 9.16489L46.1869 7.32149C46.1977 7.19547 46.1833 7.06854 46.1447 6.94822C46.106 6.82791 46.044 6.71664 45.9621 6.621L44.6676 5.26918C44.5157 5.10327 44.5643 4.94351 44.7892 4.90664L46.6123 4.60555C46.7376 4.58057 46.8564 4.52941 46.9611 4.45535C47.0657 4.38128 47.1539 4.28594 47.22 4.17543L48.083 2.51637C48.1863 2.31974 48.3565 2.31974 48.4598 2.51637L49.3045 4.18157C49.3703 4.29298 49.4583 4.38932 49.5629 4.46443C49.6675 4.53955 49.7865 4.59179 49.9122 4.61784L51.7353 4.93737C51.9602 4.97423 52.0088 5.14014 51.8508 5.2999L50.5138 6.62715C50.3514 6.82205 50.2707 7.07343 50.289 7.32764L50.5564 9.18333Z" fill="url(#paint2_radial_606_237)"/>
<path style="mix-blend-mode:multiply" opacity="0.5" d="M48.2598 2.46082C48.2598 2.46082 48.3328 2.49769 48.3631 2.55914L49.2139 4.22434C49.2831 4.34645 49.3766 4.45266 49.4886 4.53624C49.6005 4.61981 49.7284 4.67891 49.8642 4.70977L51.6873 5.02929C51.7542 5.02929 51.8028 5.06616 51.8149 5.09688C51.8271 5.12761 51.8149 5.18291 51.7542 5.23207L50.4537 6.56546C50.3607 6.66979 50.2901 6.79241 50.2461 6.92564C50.2022 7.05886 50.186 7.19982 50.1984 7.33968L50.4658 9.18308C50.4806 9.2269 50.4806 9.27445 50.4658 9.31827C50.4572 9.32216 50.4479 9.32418 50.4385 9.32418C50.4291 9.32418 50.4197 9.32216 50.4111 9.31827C50.3791 9.32544 50.3459 9.32544 50.3139 9.31827L48.6548 8.4703C48.5272 8.41111 48.3881 8.38171 48.2477 8.38428C48.1092 8.38157 47.972 8.411 47.8466 8.4703L46.1632 9.32441C46.1351 9.32989 46.1063 9.32989 46.0782 9.32441C46.0696 9.32831 46.0602 9.33032 46.0508 9.33032C46.0414 9.33032 46.0321 9.32831 46.0235 9.32441C46.0059 9.2811 46.0059 9.23254 46.0235 9.18923L46.303 7.34583C46.3186 7.20675 46.305 7.06591 46.2631 6.9325C46.2212 6.7991 46.152 6.67612 46.0599 6.5716L44.7655 5.22592C44.7169 5.17676 44.6926 5.12761 44.7047 5.09074C44.7169 5.05387 44.7655 5.03544 44.8323 5.02315L46.6555 4.72206C46.7905 4.68719 46.9169 4.62441 47.0267 4.53769C47.1365 4.45097 47.2274 4.34219 47.2936 4.2182L48.1504 2.56528C48.1869 2.50383 48.2234 2.46697 48.2598 2.46697V2.46082ZM48.2598 2.3748C48.2179 2.37907 48.178 2.39516 48.1447 2.42123C48.1114 2.4473 48.086 2.48231 48.0714 2.52227L47.2085 4.18133C47.1424 4.29184 47.0542 4.38718 46.9495 4.46125C46.8449 4.53531 46.7261 4.58647 46.6008 4.61145L44.7777 4.91254C44.5528 4.94941 44.5042 5.10917 44.6561 5.27508L45.9505 6.61461C46.0324 6.71025 46.0945 6.82152 46.1331 6.94183C46.1717 7.06215 46.1861 7.18908 46.1754 7.31511L45.8898 9.1585C45.8898 9.31827 45.9323 9.41658 46.0538 9.41658C46.1024 9.41384 46.1499 9.4013 46.1936 9.37971L47.9013 8.55633C48.0138 8.50477 48.1364 8.47957 48.2598 8.48259C48.386 8.47841 48.5113 8.50586 48.6245 8.56247L50.2835 9.40429C50.327 9.42655 50.3746 9.43912 50.4233 9.44116C50.5448 9.44116 50.6117 9.34899 50.5874 9.18308L50.32 7.33968C50.3017 7.08547 50.3824 6.83409 50.5448 6.63919L51.8514 5.31195C52.0094 5.15218 51.9608 4.98628 51.7359 4.94941L49.9128 4.62989C49.7871 4.60384 49.6681 4.55159 49.5635 4.47648C49.4589 4.40136 49.3709 4.30503 49.3051 4.19362L48.4482 2.51612C48.3935 2.41781 48.3267 2.36865 48.2598 2.36865V2.3748Z" fill="url(#paint3_radial_606_237)"/>
<path d="M60.1353 9.18333C60.1718 9.40454 60.032 9.50285 59.8315 9.40454L58.1785 8.56272C58.0633 8.51268 57.9392 8.48687 57.8139 8.48687C57.6885 8.48687 57.5644 8.51268 57.4492 8.56272L55.8023 9.3861C55.6018 9.48442 55.462 9.3861 55.4985 9.16489L55.778 7.32149C55.7896 7.19588 55.7762 7.06921 55.7386 6.94891C55.701 6.82861 55.6401 6.71712 55.5593 6.621L54.2527 5.26918C54.0947 5.10327 54.1494 4.94351 54.3681 4.90664L56.1913 4.60555C56.317 4.58168 56.4362 4.53096 56.541 4.45679C56.6458 4.38262 56.7338 4.2867 56.799 4.17543L57.6255 2.51637C57.7349 2.31974 57.899 2.31974 58.0023 2.51637L58.8531 4.18157C58.9182 4.29348 59.0061 4.39019 59.1108 4.46538C59.2155 4.54056 59.3348 4.59252 59.4608 4.61784L61.2839 4.93737C61.5027 4.97423 61.5574 5.14014 61.3994 5.2999L60.0928 6.62715C60.0097 6.72201 59.9468 6.83317 59.9082 6.9537C59.8695 7.07423 59.8558 7.20152 59.8679 7.32764L60.1353 9.18333Z" fill="url(#paint4_radial_606_237)"/>
<path style="mix-blend-mode:multiply" opacity="0.5" d="M57.8367 2.46078C57.8731 2.46078 57.9157 2.49765 57.946 2.5591L58.7968 4.2243C58.866 4.3464 58.9595 4.45262 59.0714 4.53619C59.1834 4.61977 59.3113 4.67886 59.4471 4.70973L61.2702 5.02311C61.3431 5.02311 61.3918 5.05997 61.3978 5.0907C61.4039 5.12142 61.3978 5.17672 61.3371 5.22588L60.0548 6.56542C59.9626 6.67005 59.8929 6.79287 59.85 6.92613C59.8071 7.05939 59.792 7.20019 59.8056 7.33964L60.073 9.18304C60.0802 9.20655 60.0822 9.23132 60.0791 9.2557C60.0759 9.28008 60.0677 9.3035 60.0548 9.32437C60.0548 9.32437 60.0548 9.32437 60.0062 9.32437C59.9722 9.33226 59.9369 9.33226 59.9029 9.32437L58.2317 8.47641C58.1019 8.4173 57.9608 8.38793 57.8184 8.39038C57.6819 8.38773 57.5467 8.41718 57.4234 8.47641L55.7461 9.32437C55.7121 9.33226 55.6768 9.33226 55.6428 9.32437C55.6064 9.32437 55.5942 9.32437 55.5942 9.32437C55.584 9.30333 55.5787 9.28021 55.5787 9.25678C55.5787 9.23335 55.584 9.21023 55.5942 9.18919L55.8738 7.34579C55.887 7.20635 55.8718 7.06565 55.8289 6.93245C55.786 6.79924 55.7165 6.6764 55.6246 6.57156L54.3362 5.22588C54.2876 5.17672 54.2633 5.12756 54.2755 5.0907C54.2876 5.05383 54.3302 5.03539 54.4031 5.02311L56.2262 4.72202C56.3622 4.6916 56.4905 4.63339 56.6034 4.55097C56.7163 4.46854 56.8113 4.36365 56.8826 4.24273L57.7333 2.56524C57.7333 2.50379 57.8063 2.46693 57.8367 2.46693V2.46078ZM57.8367 2.37476C57.7698 2.37476 57.703 2.42391 57.6483 2.52223L56.7853 4.18129C56.7201 4.29255 56.6322 4.38848 56.5274 4.46265C56.4226 4.53682 56.3033 4.58754 56.1776 4.61141L54.3545 4.9125C54.1357 4.94937 54.081 5.10913 54.239 5.27504L55.5334 6.61457C55.6142 6.71069 55.6752 6.82218 55.7128 6.94248C55.7504 7.06277 55.7638 7.18945 55.7522 7.31506L55.4727 9.15846C55.4727 9.31822 55.5152 9.41654 55.6307 9.41654C55.689 9.42024 55.7474 9.4097 55.8008 9.38581L57.4599 8.55629C57.5728 8.50589 57.6951 8.48074 57.8184 8.48255C57.9465 8.47909 58.0736 8.50647 58.1891 8.56243L59.8421 9.40425C59.8877 9.42665 59.9373 9.4392 59.988 9.44112C60.1034 9.44112 60.1703 9.34895 60.146 9.18304L59.8846 7.33964C59.8725 7.21353 59.8862 7.08623 59.9249 6.9657C59.9636 6.84518 60.0264 6.73401 60.1095 6.63915L61.4161 5.3119C61.5741 5.15214 61.5194 4.98624 61.3006 4.94937L59.4775 4.62985C59.3515 4.60452 59.2322 4.55256 59.1275 4.47738C59.0228 4.40219 58.9349 4.30548 58.8698 4.19358L58.019 2.52837C58.0044 2.48842 57.979 2.45341 57.9457 2.42733C57.9124 2.40126 57.8725 2.38517 57.8306 2.3809L57.8367 2.37476Z" fill="url(#paint5_radial_606_237)"/>
<path d="M69.7184 9.18308C69.7184 9.40429 69.615 9.50261 69.4145 9.40429L67.7554 8.56247C67.6414 8.51223 67.5183 8.48631 67.3939 8.48631C67.2694 8.48631 67.1463 8.51223 67.0323 8.56247L65.3671 9.38586C65.1666 9.48417 65.0329 9.38586 65.0633 9.16465L65.3489 7.32125C65.3596 7.19522 65.3453 7.0683 65.3066 6.94798C65.268 6.82766 65.2059 6.7164 65.1241 6.62076L63.8296 5.26893C63.6777 5.10303 63.7263 4.94327 63.9512 4.9064L65.7743 4.60531C65.8996 4.58033 66.0184 4.52917 66.1231 4.4551C66.2277 4.38104 66.3159 4.2857 66.382 4.17518L67.245 2.51612C67.3483 2.3195 67.5184 2.3195 67.6217 2.51612L68.4665 4.18133C68.5322 4.29274 68.6202 4.38907 68.7249 4.46419C68.8295 4.5393 68.9485 4.59155 69.0742 4.6176L70.8973 4.93712C71.1161 4.97399 71.1647 5.1399 71.0067 5.29966L69.7062 6.6269C69.6235 6.72224 69.5605 6.83331 69.5209 6.9536C69.4812 7.07389 69.4657 7.20097 69.4753 7.3274L69.7184 9.18308Z" fill="url(#paint6_radial_606_237)"/>
<path style="mix-blend-mode:multiply" opacity="0.5" d="M67.4218 2.46107C67.4218 2.46107 67.4947 2.49793 67.5251 2.55938L68.3759 4.22458C68.445 4.34669 68.5385 4.45291 68.6505 4.53648C68.7624 4.62005 68.8904 4.67915 69.0261 4.71001L70.8493 5.02954C70.9161 5.02954 70.9647 5.0664 70.9769 5.09713C70.989 5.12785 70.9769 5.18315 70.9161 5.23231L69.6095 6.5657C69.5166 6.67004 69.4459 6.79265 69.402 6.92588C69.3581 7.0591 69.3418 7.20006 69.3543 7.33993L69.6217 9.18333C69.6392 9.22664 69.6392 9.2752 69.6217 9.31851C69.6131 9.32241 69.6038 9.32442 69.5943 9.32442C69.5849 9.32442 69.5756 9.32241 69.567 9.31851C69.535 9.32568 69.5018 9.32568 69.4697 9.31851L67.8107 8.47055C67.6831 8.41135 67.5439 8.38195 67.4035 8.38452C67.2651 8.38181 67.1279 8.41124 67.0024 8.47055L65.3312 9.32465C65.2971 9.33129 65.2621 9.33129 65.2279 9.32465C65.2193 9.32855 65.21 9.33057 65.2006 9.33057C65.1912 9.33057 65.1818 9.32855 65.1732 9.32465C65.1584 9.28084 65.1584 9.23329 65.1732 9.18947L65.4589 7.34607C65.4721 7.20664 65.4569 7.06594 65.414 6.93273C65.3711 6.79953 65.3016 6.67668 65.2097 6.57185L63.9153 5.22616C63.8667 5.17701 63.8423 5.12785 63.8545 5.09098C63.8667 5.05411 63.9153 5.03568 63.9821 5.02339L65.8053 4.7223C65.9415 4.69258 66.0701 4.63464 66.1831 4.55215C66.296 4.46966 66.3908 4.36441 66.4616 4.24302L67.3124 2.56553C67.3488 2.50408 67.3853 2.46721 67.4218 2.46721V2.46107ZM67.4218 2.37504C67.3799 2.37931 67.34 2.3954 67.3067 2.42147C67.2734 2.44755 67.248 2.48256 67.2334 2.52251L66.3704 4.18157C66.3043 4.29208 66.2161 4.38743 66.1115 4.46149C66.0068 4.53556 65.888 4.58672 65.7627 4.6117L63.9396 4.91279C63.7147 4.94965 63.6661 5.10942 63.818 5.27532L65.1125 6.61486C65.1943 6.7105 65.2564 6.82176 65.295 6.94208C65.3337 7.0624 65.348 7.18932 65.3373 7.31535L65.0517 9.15875C65.0517 9.31851 65.0942 9.41683 65.2158 9.41683C65.2644 9.41479 65.3121 9.40222 65.3555 9.37996L67.0207 8.55043C67.1332 8.49887 67.2557 8.47367 67.3792 8.47669C67.5054 8.47251 67.6307 8.49995 67.7438 8.55657L69.4029 9.39839C69.4466 9.41998 69.4941 9.43252 69.5427 9.43526C69.6642 9.43526 69.7311 9.34309 69.7068 9.17718L69.4394 7.33378C69.4298 7.20736 69.4453 7.08028 69.485 6.95999C69.5246 6.8397 69.5876 6.72863 69.6703 6.63329L70.9951 5.2999C71.1531 5.14014 71.1045 4.97423 70.8857 4.93737L69.0626 4.61784C68.9369 4.59179 68.8179 4.53954 68.7133 4.46443C68.6086 4.38932 68.5206 4.29298 68.4549 4.18157L67.6102 2.51637C67.5555 2.41805 67.4886 2.3689 67.4218 2.3689V2.37504Z" fill="url(#paint7_radial_606_237)"/>
<path d="M79.297 9.18333C79.3335 9.40454 79.1937 9.50285 78.9931 9.40454L77.3402 8.56272C77.225 8.51268 77.1009 8.48687 76.9755 8.48687C76.8502 8.48687 76.7261 8.51268 76.6109 8.56272L74.9519 9.3861C74.7513 9.48442 74.6115 9.3861 74.648 9.16489L74.9276 7.32149C74.9391 7.19588 74.9257 7.06921 74.8881 6.94891C74.8506 6.82861 74.7896 6.71712 74.7088 6.621L73.4265 5.26918C73.2685 5.10327 73.3232 4.94351 73.542 4.90664L75.3651 4.60555C75.4908 4.58168 75.6101 4.53096 75.7149 4.45679C75.8197 4.38262 75.9076 4.2867 75.9728 4.17543L76.8358 2.51637C76.9452 2.31974 77.1092 2.31974 77.2126 2.51637L78.0633 4.18157C78.1285 4.29348 78.2164 4.39019 78.3211 4.46538C78.4258 4.54056 78.5451 4.59252 78.6711 4.61784L80.4942 4.93737C80.713 4.97423 80.7677 5.14014 80.6097 5.2999L79.3031 6.62715C79.22 6.72201 79.1571 6.83317 79.1184 6.9537C79.0798 7.07423 79.0661 7.20152 79.0782 7.32764L79.297 9.18333Z" fill="url(#paint8_radial_606_237)"/>
<path style="mix-blend-mode:multiply" opacity="0.5" d="M76.9985 2.4609C77.035 2.4609 77.0775 2.49777 77.1079 2.55922L77.9587 4.22442C78.0278 4.34653 78.1214 4.45274 78.2333 4.53632C78.3453 4.61989 78.4732 4.67899 78.6089 4.70985L80.4321 5.02937C80.4989 5.02937 80.5475 5.06624 80.5597 5.09696C80.559 5.12307 80.5527 5.14871 80.5412 5.17207C80.5296 5.19543 80.5131 5.21594 80.4928 5.23215L79.1863 6.56554C79.0941 6.67017 79.0243 6.79299 78.9815 6.92625C78.9386 7.05951 78.9235 7.20031 78.9371 7.33976L79.2045 9.18316C79.2135 9.20453 79.2182 9.22752 79.2182 9.25075C79.2182 9.27399 79.2135 9.29698 79.2045 9.31835C79.2045 9.31835 79.2045 9.31835 79.1559 9.31835C79.1219 9.32623 79.0866 9.32623 79.0526 9.31835L77.3996 8.47038C77.2698 8.41128 77.1287 8.3819 76.9864 8.38436C76.8499 8.38237 76.7149 8.41179 76.5913 8.47038L74.908 9.32449C74.874 9.33238 74.8387 9.33238 74.8047 9.32449C74.8047 9.32449 74.7561 9.32449 74.7561 9.32449C74.7459 9.30345 74.7406 9.28033 74.7406 9.2569C74.7406 9.23347 74.7459 9.21035 74.7561 9.18931L75.0356 7.34591C75.0497 7.20691 75.0354 7.06646 74.9936 6.93327C74.9518 6.80009 74.8833 6.67702 74.7925 6.57168L73.4981 5.226C73.4495 5.17684 73.4252 5.12769 73.4373 5.09082C73.4495 5.05395 73.492 5.03552 73.565 5.02323L75.3881 4.72214C75.524 4.69172 75.6524 4.63351 75.7652 4.55109C75.8781 4.46867 75.9731 4.36377 76.0444 4.24285L76.9074 2.5838C76.9377 2.52235 76.9803 2.48548 77.0107 2.48548L76.9985 2.4609ZM77.0107 2.39331C76.9438 2.39331 76.877 2.44247 76.8223 2.54078L75.9593 4.19984C75.8941 4.31111 75.8062 4.40703 75.7014 4.4812C75.5966 4.55538 75.4773 4.60609 75.3516 4.62997L73.5285 4.93106C73.3097 4.96792 73.255 5.12769 73.413 5.29359L74.7074 6.63313C74.7883 6.72925 74.8492 6.84074 74.8868 6.96103C74.9244 7.08133 74.9378 7.20801 74.9262 7.33362L74.6467 9.17702C74.6467 9.33678 74.6892 9.43509 74.8047 9.43509C74.8553 9.43318 74.905 9.42063 74.9505 9.39823L76.6096 8.5687C76.7225 8.5183 76.8448 8.49315 76.9681 8.49496C77.0962 8.4915 77.2233 8.51888 77.3388 8.57484L78.9918 9.41666C79.0374 9.43906 79.087 9.45162 79.1377 9.45353C79.2531 9.45353 79.32 9.36136 79.2957 9.19545L79.0343 7.35205C79.0222 7.22594 79.0359 7.09864 79.0746 6.97811C79.1133 6.85759 79.1761 6.74642 79.2592 6.65156L80.5658 5.32431C80.7238 5.16455 80.6691 4.99865 80.4503 4.96178L78.6272 4.64226C78.5012 4.61693 78.3819 4.56497 78.2772 4.48979C78.1725 4.41461 78.0846 4.31789 78.0195 4.20599L77.1687 2.54078C77.1547 2.50042 77.1295 2.46502 77.0961 2.43884C77.0626 2.41267 77.0224 2.39686 76.9803 2.39331H77.0107Z" fill="url(#paint9_radial_606_237)"/>
</g>
<rect x="76.6562" width="7" height="12" fill="white"/>
<defs>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0_606_237" transform="scale(0.00195312)"/>
</pattern>
<radialGradient id="paint0_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(36.2452 9.53357) scale(7.66931 7.75457)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint1_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(35.6623 11.4504) scale(11.0907 11.214)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint2_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(45.8223 9.53357) scale(7.66931 7.75457)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint3_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(45.2395 11.4505) scale(11.0907 11.214)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint4_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(55.4073 9.53357) scale(7.66931 7.75457)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint5_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(54.8224 11.4504) scale(11.0907 11.214)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint6_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(64.9843 9.53333) scale(7.66931 7.75457)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint7_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(64.4014 11.4507) scale(11.0907 11.214)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint8_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(74.569 9.53357) scale(7.66931 7.75457)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<radialGradient id="paint9_radial_606_237" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(73.9843 11.4505) scale(11.0907 11.214)">
<stop offset="0.35" stop-color="#FFC200"/>
<stop offset="0.51" stop-color="#FFBD07"/>
<stop offset="0.72" stop-color="#FFAF19"/>
<stop offset="0.98" stop-color="#FF9737"/>
<stop offset="1" stop-color="#FF953A"/>
</radialGradient>
<clipPath id="clip0_606_237">
<rect width="45.6573" height="7.07865" fill="white" transform="translate(35 2.36914)"/>
</clipPath>
<image id="image0_606_237" width="512" height="512" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>