🔧 Update sponsors, add databento, remove Ines's course and StriveWorks (#9351)

diff --git a/README.md b/README.md
index 39030ef52586004850b2dc1d0daf31d4a6e05d4f..ecb207f6a51c1a1819db63379a9c987eea7581ce 100644 (file)
--- a/README.md
+++ b/README.md
@@ -54,9 +54,9 @@ The key features are:
 <a href="https://training.talkpython.fm/fastapi-courses" target="_blank" title="FastAPI video courses on demand from people you trust"><img src="https://fastapi.tiangolo.com/img/sponsors/talkpython.png"></a>
 <a href="https://testdriven.io/courses/tdd-fastapi/" target="_blank" title="Learn to build high-quality web apps with best practices"><img src="https://fastapi.tiangolo.com/img/sponsors/testdriven.svg"></a>
 <a href="https://github.com/deepset-ai/haystack/" target="_blank" title="Build powerful search from composable, open source building blocks"><img src="https://fastapi.tiangolo.com/img/sponsors/haystack-fastapi.svg"></a>
-<a href="https://www.udemy.com/course/fastapi-rest/" target="_blank" title="Learn FastAPI by building a complete project. Extend your knowledge on advanced web development-AWS, Payments, Emails."><img src="https://fastapi.tiangolo.com/img/sponsors/ines-course.jpg"></a>
 <a href="https://careers.powens.com/" target="_blank" title="Powens is hiring!"><img src="https://fastapi.tiangolo.com/img/sponsors/powens.png"></a>
 <a href="https://www.svix.com/" target="_blank" title="Svix - Webhooks as a service"><img src="https://fastapi.tiangolo.com/img/sponsors/svix.svg"></a>
+<a href="https://databento.com/" target="_blank" title="Pay as you go for market data"><img src="https://fastapi.tiangolo.com/img/sponsors/databento.svg"></a>
 
 <!-- /sponsors -->
 

diff --git a/docs/en/data/sponsors.yml b/docs/en/data/sponsors.yml
index b9be9810ddb260db90bc8e43d4c1a8ca474c0957..6bde2e163b57df49f5ce501ce57621a0001188b6 100644 (file)
--- a/docs/en/data/sponsors.yml
+++ b/docs/en/data/sponsors.yml
@@ -24,19 +24,16 @@ silver:
   - url: https://github.com/deepset-ai/haystack/
     title: Build powerful search from composable, open source building blocks
     img: https://fastapi.tiangolo.com/img/sponsors/haystack-fastapi.svg
-  - url: https://www.udemy.com/course/fastapi-rest/
-    title: Learn FastAPI by building a complete project. Extend your knowledge on advanced web development-AWS, Payments, Emails.
-    img: https://fastapi.tiangolo.com/img/sponsors/ines-course.jpg
   - url: https://careers.powens.com/
     title: Powens is hiring!
     img: https://fastapi.tiangolo.com/img/sponsors/powens.png
   - url: https://www.svix.com/
     title: Svix - Webhooks as a service
     img: https://fastapi.tiangolo.com/img/sponsors/svix.svg
+  - url: https://databento.com/
+    title: Pay as you go for market data
+    img: https://fastapi.tiangolo.com/img/sponsors/databento.svg
 bronze:
   - url: https://www.exoflare.com/open-source/?utm_source=FastAPI&utm_campaign=open_source
     title: Biosecurity risk assessments made easy.
     img: https://fastapi.tiangolo.com/img/sponsors/exoflare.png
-  - url: https://bit.ly/3ccLCmM
-    title: https://striveworks.us/careers
-    img: https://fastapi.tiangolo.com/img/sponsors/striveworks2.png

diff --git a/docs/en/data/sponsors_badge.yml b/docs/en/data/sponsors_badge.yml
index 70a7548e408cd9ec9f056d769c73fad4fc5d65a2..a95af177c52f732e88578e587e3f5c8221d0f9b7 100644 (file)
--- a/docs/en/data/sponsors_badge.yml
+++ b/docs/en/data/sponsors_badge.yml
@@ -5,9 +5,7 @@ logins:
   - mikeckennedy
   - deepset-ai
   - cryptapi
-  - Striveworks
   - xoflare
-  - InesIvanova
   - DropbaseHQ
   - VincentParedes
   - BLUE-DEVIL1134
@@ -16,3 +14,4 @@ logins:
   - nihpo
   - svix
   - armand-sauzay
+  - databento-bot

diff --git a/docs/en/docs/img/sponsors/databento.svg b/docs/en/docs/img/sponsors/databento.svg
new file mode 100644 (file)
index 0000000..dfdd9be
--- /dev/null
+++ b/docs/en/docs/img/sponsors/databento.svg
@@ -0,0 +1,144 @@
+<svg width="240" height="100" viewBox="0 0 240 100" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<g clip-path="url(#clip0_1118_167304)">
+<rect width="240" height="100" fill="url(#paint0_linear_1118_167304)"/>
+<g clip-path="url(#clip1_1118_167304)">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M17.9436 43.4207C17.9436 42.6045 18.6045 41.9436 19.4207 41.9436H22.9591V58.4241H19.4207C18.6047 58.4241 17.9436 57.7624 17.9436 56.947V43.4207ZM24.2548 58.4241H32.947C33.7621 58.4241 34.4241 57.7621 34.4241 56.947V50.8312H24.2548V58.4241ZM34.4241 49.5354V43.4207C34.4241 42.6045 33.7632 41.9436 32.947 41.9436H24.2548V49.5354H34.4241ZM19.4207 40C17.5311 40 16 41.531 16 43.4207V56.947C16 58.8353 17.5308 60.3677 19.4207 60.3677H32.947C34.8355 60.3677 36.3677 58.8355 36.3677 56.947V43.4207C36.3677 41.531 34.8366 40 32.947 40H19.4207Z" fill="#9098EF"/>
+<path d="M43.1573 56.1815C42.4317 55.2508 42.0484 54.0727 42.0073 52.6485L41.9868 52.032L42.0073 51.4154C42.0484 50.0053 42.4317 48.8305 43.1573 47.8921C43.8829 46.9538 44.9583 46.4852 46.3826 46.4852C47.7927 46.4852 48.9017 46.9851 49.7104 47.985V43.261C49.7104 43.1239 49.7547 43.0116 49.8443 42.922C49.9328 42.8334 50.0462 42.7881 50.1833 42.7881H51.1692C51.3063 42.7881 51.4186 42.8324 51.5082 42.922C51.5968 43.0116 51.6421 43.1239 51.6421 43.261V56.9007C51.6421 57.0378 51.5978 57.1512 51.5082 57.2397C51.4186 57.3293 51.3063 57.3736 51.1692 57.3736H50.2449C50.1078 57.3736 49.9944 57.3293 49.9058 57.2397C49.8162 57.1512 49.7719 57.0378 49.7719 56.9007V56.0379C48.9772 57.0648 47.8478 57.5787 46.3826 57.5787C44.9573 57.5787 43.8829 57.1134 43.1573 56.1815ZM48.9394 54.9797C49.4124 54.3567 49.6683 53.6138 49.7093 52.7511C49.7223 52.601 49.7298 52.3397 49.7298 51.9704C49.7298 51.5871 49.7223 51.3204 49.7093 51.1692C49.6812 50.3616 49.4221 49.6565 48.9286 49.054C48.4352 48.4515 47.7301 48.1502 46.8134 48.1502C45.8405 48.1502 45.1322 48.4515 44.6873 49.054C44.2425 49.6565 43.9995 50.4512 43.9585 51.437L43.938 52.0331C43.938 54.6213 44.8968 55.9159 46.8134 55.9159C47.7582 55.9148 48.4665 55.6039 48.9394 54.9797Z" fill="#9098EF"/>
+<path d="M55.81 57.1675C55.2345 56.8932 54.7799 56.5207 54.4441 56.0478C54.1083 55.5748 53.9409 55.0512 53.9409 54.4767C53.9409 53.5729 54.3134 52.8301 55.0606 52.2481C55.8068 51.6661 56.8174 51.286 58.0905 51.1078L61.1516 50.6759V50.0799C61.1516 48.6827 60.3504 47.9851 58.748 47.9851C58.1455 47.9851 57.6521 48.1115 57.2688 48.3652C56.8854 48.619 56.5971 48.917 56.406 49.2593C56.365 49.3824 56.3132 49.472 56.2516 49.526C56.1901 49.581 56.1048 49.608 55.9946 49.608H55.1114C54.9883 49.608 54.8825 49.5638 54.7929 49.4741C54.7032 49.3856 54.659 49.2787 54.659 49.1556C54.6719 48.8274 54.8263 48.4538 55.1211 48.0359C55.4159 47.618 55.8705 47.2552 56.487 46.9475C57.1036 46.6398 57.8637 46.4854 58.7675 46.4854C60.3007 46.4854 61.4032 46.8449 62.0748 47.564C62.7453 48.2832 63.0811 49.1761 63.0811 50.2451V56.9008C63.0811 57.0379 63.0369 57.1513 62.9473 57.2398C62.8576 57.3295 62.7453 57.3737 62.6082 57.3737H61.6634C61.5263 57.3737 61.4129 57.3295 61.3244 57.2398C61.2347 57.1513 61.1905 57.0379 61.1905 56.9008V56.0175C60.8892 56.4559 60.4508 56.8252 59.8753 57.1265C59.2998 57.4277 58.5677 57.5789 57.6769 57.5789C57.0085 57.5789 56.3855 57.4418 55.81 57.1675ZM60.2986 55.1656C60.8665 54.5836 61.1516 53.7446 61.1516 52.6497V52.0742L58.7686 52.423C57.7957 52.5601 57.0636 52.789 56.5702 53.1108C56.0767 53.4326 55.8305 53.8397 55.8305 54.3331C55.8305 54.8805 56.0562 55.3017 56.5086 55.5964C56.961 55.8912 57.4944 56.0381 58.111 56.0381C59.0007 56.0381 59.7306 55.7476 60.2986 55.1656Z" fill="#9098EF"/>
+<path d="M66.8614 53.7574V48.3349H65.2591C65.1219 48.3349 65.0086 48.2906 64.92 48.201C64.8304 48.1124 64.7861 47.999 64.7861 47.8619V47.1633C64.7861 47.0262 64.8304 46.9139 64.92 46.8243C65.0086 46.7357 65.1219 46.6904 65.2591 46.6904H66.8614V43.261C66.8614 43.1239 66.9057 43.0116 66.9953 42.922C67.0839 42.8334 67.1973 42.7881 67.3344 42.7881H68.2997C68.4368 42.7881 68.5491 42.8324 68.6387 42.922C68.7273 43.0116 68.7726 43.1239 68.7726 43.261V46.6914H71.3198C71.4569 46.6914 71.5692 46.7357 71.6589 46.8253C71.7474 46.915 71.7928 47.0273 71.7928 47.1644V47.863C71.7928 48.0001 71.7485 48.1135 71.6589 48.202C71.5692 48.2917 71.4569 48.3359 71.3198 48.3359H68.7726V53.6149C68.7726 54.2995 68.8893 54.8167 69.1214 55.1655C69.3536 55.5142 69.7379 55.6892 70.2714 55.6892H71.5239C71.661 55.6892 71.7733 55.7334 71.8629 55.823C71.9515 55.9127 71.9968 56.025 71.9968 56.1621V56.9017C71.9968 57.0389 71.9526 57.1522 71.8629 57.2408C71.7733 57.3304 71.661 57.3747 71.5239 57.3747H70.1072C67.9434 57.3736 66.8614 56.1686 66.8614 53.7574Z" fill="#9098EF"/>
+<path d="M75.0773 57.1675C74.5018 56.8932 74.0472 56.5207 73.7114 56.0478C73.3756 55.5748 73.2083 55.0512 73.2083 54.4767C73.2083 53.5729 73.5808 52.8301 74.328 52.2481C75.0741 51.6661 76.0848 51.286 77.3578 51.1078L80.4189 50.6759V50.0799C80.4189 48.6827 79.6178 47.9851 78.0154 47.9851C77.4129 47.9851 76.9194 48.1115 76.5361 48.3652C76.1528 48.619 75.8645 48.917 75.6734 49.2593C75.6323 49.3824 75.5805 49.472 75.519 49.526C75.4574 49.581 75.3721 49.608 75.262 49.608H74.3787C74.2556 49.608 74.1498 49.5638 74.0602 49.4741C73.9706 49.3856 73.9263 49.2787 73.9263 49.1556C73.9393 48.8274 74.0937 48.4538 74.3884 48.0359C74.6832 47.618 75.1378 47.2552 75.7543 46.9475C76.3709 46.6398 77.1311 46.4854 78.0348 46.4854C79.5681 46.4854 80.6705 46.8449 81.3422 47.564C82.0127 48.2832 82.3485 49.1761 82.3485 50.2451V56.9008C82.3485 57.0379 82.3042 57.1513 82.2146 57.2398C82.125 57.3295 82.0127 57.3737 81.8756 57.3737H80.9308C80.7936 57.3737 80.6803 57.3295 80.5917 57.2398C80.5021 57.1513 80.4578 57.0379 80.4578 56.9008V56.0175C80.1566 56.4559 79.7182 56.8252 79.1427 57.1265C78.5671 57.4277 77.8351 57.5789 76.9442 57.5789C76.2759 57.5789 75.6528 57.4418 75.0773 57.1675ZM79.5659 55.1656C80.1339 54.5836 80.4189 53.7446 80.4189 52.6497V52.0742L78.0359 52.423C77.063 52.5601 76.3309 52.789 75.8375 53.1108C75.344 53.4326 75.0978 53.8397 75.0978 54.3331C75.0978 54.8805 75.3235 55.3017 75.7759 55.5964C76.2284 55.8912 76.7618 56.0381 77.3783 56.0381C78.268 56.0381 78.998 55.7476 79.5659 55.1656Z" fill="#9098EF"/>
+<path d="M87.2173 56.0379V56.9007C87.2173 57.0378 87.1731 57.1512 87.0834 57.2397C86.9938 57.3293 86.8815 57.3736 86.7444 57.3736H85.7996C85.6625 57.3736 85.5491 57.3293 85.4606 57.2397C85.3709 57.1512 85.3267 57.0378 85.3267 56.9007V43.261C85.3267 43.1239 85.3709 43.0116 85.4606 42.922C85.5491 42.8334 85.6625 42.7881 85.7996 42.7881H86.8059C86.9431 42.7881 87.0521 42.8324 87.1342 42.922C87.2163 43.0116 87.2573 43.1239 87.2573 43.261V47.9861C88.065 46.9862 89.1739 46.4863 90.5851 46.4863C92.0093 46.4863 93.0837 46.956 93.8104 47.8932C94.536 48.8315 94.9269 50.0053 94.9809 51.4165C94.9938 51.5677 95.0014 51.7728 95.0014 52.0331C95.0014 52.2933 94.9938 52.4984 94.9809 52.6496C94.9258 54.0738 94.536 55.2518 93.8104 56.1826C93.0848 57.1144 92.0093 57.5798 90.5851 57.5798C89.108 57.5787 87.984 57.0648 87.2173 56.0379ZM92.2815 55.0111C92.7263 54.4085 92.9693 53.6138 93.0103 52.628C93.0233 52.4909 93.0308 52.2922 93.0308 52.032C93.0308 49.4438 92.072 48.1491 90.1554 48.1491C89.2376 48.1491 88.5325 48.4504 88.0401 49.0529C87.5467 49.6554 87.2864 50.3605 87.2594 51.1682L87.2389 51.9694L87.2594 52.75C87.3005 53.6128 87.5575 54.3556 88.0293 54.9787C88.5023 55.6017 89.2106 55.9137 90.1554 55.9137C91.1272 55.9148 91.8355 55.6136 92.2815 55.0111Z" fill="white"/>
+<path d="M98.4231 56.2745C97.5808 55.4053 97.1187 54.2176 97.0366 52.7102L97.0161 52.0116L97.0366 51.3335C97.1327 49.8542 97.6014 48.6773 98.4436 47.8005C99.2858 46.9248 100.398 46.4854 101.781 46.4854C103.301 46.4854 104.478 46.968 105.314 47.9333C106.149 48.8986 106.568 50.203 106.568 51.8464V52.1952C106.568 52.3323 106.523 52.4457 106.434 52.5342C106.344 52.6238 106.232 52.6681 106.095 52.6681H98.9878V52.8527C99.0288 53.7435 99.2987 54.4994 99.7998 55.1224C100.3 55.7454 100.961 56.0575 101.782 56.0575C102.412 56.0575 102.929 55.9312 103.333 55.6774C103.737 55.4237 104.035 55.1602 104.227 54.887C104.35 54.7229 104.443 54.6236 104.504 54.589C104.566 54.5545 104.679 54.5372 104.843 54.5372H105.85C105.973 54.5372 106.075 54.5717 106.157 54.6398C106.239 54.7089 106.281 54.8039 106.281 54.927C106.281 55.2282 106.093 55.591 105.716 56.0154C105.339 56.4397 104.812 56.8058 104.134 57.1146C103.456 57.4223 102.678 57.5767 101.803 57.5767C100.391 57.5789 99.2653 57.1437 98.4231 56.2745ZM104.616 51.2525V51.191C104.616 50.2462 104.359 49.4763 103.846 48.8803C103.333 48.2842 102.644 47.9862 101.781 47.9862C100.918 47.9862 100.237 48.2842 99.7371 48.8803C99.2372 49.4763 98.9878 50.2462 98.9878 51.191V51.2525H104.616V51.2525Z" fill="white"/>
+<path d="M109.166 57.2396C109.076 57.1511 109.032 57.0377 109.032 56.9006V47.1643C109.032 47.0272 109.076 46.9149 109.166 46.8253C109.254 46.7367 109.368 46.6914 109.505 46.6914H110.47C110.607 46.6914 110.719 46.7357 110.809 46.8253C110.898 46.9149 110.943 47.0272 110.943 47.1643V48.0681C111.34 47.5617 111.809 47.1708 112.35 46.8976C112.891 46.6234 113.565 46.4873 114.373 46.4873C115.689 46.4873 116.711 46.9084 117.444 47.7506C118.176 48.5929 118.543 49.7126 118.543 51.1087V56.9017C118.543 57.0388 118.499 57.1522 118.41 57.2407C118.32 57.3303 118.208 57.3746 118.07 57.3746H117.044C116.906 57.3746 116.793 57.3303 116.705 57.2407C116.615 57.1522 116.571 57.0388 116.571 56.9017V51.2113C116.571 50.2395 116.334 49.4858 115.862 48.9513C115.389 48.4168 114.708 48.1501 113.818 48.1501C112.956 48.1501 112.271 48.4212 111.765 48.9611C111.258 49.502 111.004 50.2525 111.004 51.2102V56.9006C111.004 57.0377 110.96 57.1511 110.871 57.2396C110.781 57.3293 110.669 57.3735 110.532 57.3735H109.505C109.368 57.3735 109.255 57.3293 109.166 57.2396Z" fill="white"/>
+<path d="M122.261 53.7574V48.3349H120.659C120.522 48.3349 120.408 48.2906 120.32 48.201C120.23 48.1124 120.186 47.999 120.186 47.8619V47.1633C120.186 47.0262 120.23 46.9139 120.32 46.8243C120.408 46.7357 120.522 46.6904 120.659 46.6904H122.261V43.261C122.261 43.1239 122.305 43.0116 122.395 42.922C122.484 42.8334 122.597 42.7881 122.734 42.7881H123.699C123.836 42.7881 123.949 42.8324 124.038 42.922C124.127 43.0116 124.172 43.1239 124.172 43.261V46.6914H126.719C126.857 46.6914 126.969 46.7357 127.059 46.8253C127.147 46.915 127.192 47.0273 127.192 47.1644V47.863C127.192 48.0001 127.148 48.1135 127.059 48.202C126.969 48.2917 126.857 48.3359 126.719 48.3359H124.172V53.6149C124.172 54.2995 124.289 54.8167 124.521 55.1655C124.754 55.5142 125.138 55.6892 125.671 55.6892H126.924C127.061 55.6892 127.173 55.7334 127.263 55.823C127.351 55.9127 127.396 56.025 127.396 56.1621V56.9017C127.396 57.0389 127.352 57.1522 127.263 57.2408C127.173 57.3304 127.061 57.3747 126.924 57.3747H125.506C123.343 57.3736 122.261 56.1686 122.261 53.7574Z" fill="white"/>
+<path d="M130.242 56.3047C129.413 55.456 128.971 54.3254 128.917 52.9153L128.896 52.032L128.917 51.1488C128.971 49.7515 129.417 48.6253 130.252 47.7702C131.087 46.915 132.252 46.4863 133.744 46.4863C135.237 46.4863 136.401 46.915 137.236 47.7702C138.071 48.6264 138.517 49.7526 138.572 51.1488C138.585 51.2999 138.593 51.5936 138.593 52.032C138.593 52.4704 138.585 52.7652 138.572 52.9153C138.517 54.3254 138.075 55.456 137.247 56.3047C136.419 57.1544 135.251 57.5777 133.744 57.5777C132.237 57.5788 131.07 57.1544 130.242 56.3047ZM135.787 55.1752C136.287 54.6278 136.557 53.8395 136.598 52.8127C136.611 52.6756 136.619 52.4153 136.619 52.032C136.619 51.6487 136.611 51.3885 136.598 51.2513C136.557 50.2245 136.286 49.4373 135.787 48.8888C135.287 48.3414 134.606 48.0671 133.743 48.0671C132.881 48.0671 132.196 48.3414 131.69 48.8888C131.183 49.4363 130.915 50.2245 130.888 51.2513L130.868 52.032L130.888 52.8127C130.915 53.8395 131.183 54.6278 131.69 55.1752C132.196 55.7227 132.881 55.9969 133.743 55.9969C134.606 55.9969 135.287 55.7237 135.787 55.1752Z" fill="white"/>
+</g>
+<path d="M17.6513 77.3677H16.245L18.8054 70.0949H20.4318L22.9957 77.3677H21.5895L19.647 71.5864H19.5902L17.6513 77.3677ZM17.6974 74.5161H21.5327V75.5744H17.6974V74.5161ZM30.6884 73.3549L29.5165 73.4827C29.4834 73.3644 29.4254 73.2531 29.3425 73.1489C29.262 73.0448 29.1531 72.9607 29.0158 72.8968C28.8785 72.8329 28.7104 72.8009 28.5115 72.8009C28.244 72.8009 28.0191 72.8589 27.8368 72.9749C27.6569 73.0909 27.5681 73.2413 27.5705 73.4259C27.5681 73.5845 27.6261 73.7136 27.7445 73.813C27.8652 73.9124 28.0641 73.9941 28.3411 74.058L29.2715 74.2569C29.7876 74.3681 30.1711 74.5445 30.4221 74.786C30.6754 75.0275 30.8032 75.3435 30.8056 75.7342C30.8032 76.0774 30.7026 76.3805 30.5037 76.6432C30.3072 76.9037 30.0338 77.1073 29.6834 77.254C29.333 77.4008 28.9306 77.4742 28.476 77.4742C27.8084 77.4742 27.271 77.3345 26.8638 77.0552C26.4566 76.7735 26.214 76.3816 26.1358 75.8797L27.3894 75.759C27.4462 76.0052 27.5669 76.1911 27.7516 76.3165C27.9363 76.442 28.1766 76.5047 28.4725 76.5047C28.7779 76.5047 29.0229 76.442 29.2076 76.3165C29.3946 76.1911 29.4881 76.036 29.4881 75.8513C29.4881 75.6951 29.4277 75.5661 29.307 75.4643C29.1886 75.3625 29.004 75.2843 28.753 75.2299L27.8226 75.0346C27.2994 74.9257 26.9123 74.7422 26.6614 74.4842C26.4105 74.2237 26.2862 73.8947 26.2885 73.4969C26.2862 73.1608 26.3773 72.8696 26.562 72.6234C26.749 72.3748 27.0082 72.183 27.3397 72.0481C27.6735 71.9108 28.0582 71.8421 28.4938 71.8421C29.133 71.8421 29.6361 71.9782 30.003 72.2505C30.3723 72.5227 30.6008 72.8909 30.6884 73.3549ZM31.8656 77.3677V71.9131H33.1511V77.3677H31.8656ZM32.5119 71.139C32.3083 71.139 32.1331 71.0715 31.9863 70.9366C31.8395 70.7993 31.7662 70.6347 31.7662 70.443C31.7662 70.2488 31.8395 70.0843 31.9863 69.9494C32.1331 69.812 32.3083 69.7434 32.5119 69.7434C32.7179 69.7434 32.8931 69.812 33.0375 69.9494C33.1842 70.0843 33.2576 70.2488 33.2576 70.443C33.2576 70.6347 33.1842 70.7993 33.0375 70.9366C32.8931 71.0715 32.7179 71.139 32.5119 71.139ZM34.473 77.3677V71.9131H35.7017V72.84H35.7656C35.8793 72.5275 36.0675 72.2836 36.3303 72.1084C36.593 71.9309 36.9067 71.8421 37.2713 71.8421C37.6406 71.8421 37.9519 71.9321 38.2053 72.112C38.4609 72.2896 38.6409 72.5322 38.745 72.84H38.8018C38.9226 72.5369 39.1262 72.2955 39.4126 72.1155C39.7015 71.9333 40.0436 71.8421 40.4389 71.8421C40.9408 71.8421 41.3504 72.0007 41.6676 72.318C41.9848 72.6352 42.1435 73.098 42.1435 73.7065V77.3677H40.8544V73.9053C40.8544 73.5668 40.7644 73.3194 40.5845 73.1631C40.4046 73.0045 40.1844 72.9252 39.924 72.9252C39.6139 72.9252 39.3712 73.0223 39.196 73.2164C39.0232 73.4082 38.9368 73.6579 38.9368 73.9657V77.3677H37.6761V73.8521C37.6761 73.5703 37.5909 73.3454 37.4205 73.1773C37.2524 73.0092 37.0322 72.9252 36.7599 72.9252C36.5753 72.9252 36.4072 72.9726 36.2557 73.0672C36.1042 73.1596 35.9834 73.291 35.8935 73.4614C35.8035 73.6295 35.7585 73.826 35.7585 74.0509V77.3677H34.473ZM43.4476 79.4131V71.9131H44.7118V72.8151H44.7864C44.8527 72.6825 44.9462 72.5417 45.0669 72.3925C45.1877 72.241 45.351 72.112 45.557 72.0055C45.763 71.8966 46.0257 71.8421 46.3453 71.8421C46.7667 71.8421 47.1467 71.9498 47.4853 72.1653C47.8262 72.3783 48.0961 72.6944 48.2949 73.1134C48.4962 73.5301 48.5968 74.0414 48.5968 74.6475C48.5968 75.2465 48.4985 75.7555 48.302 76.1745C48.1055 76.5935 47.838 76.9131 47.4995 77.1333C47.1609 77.3535 46.7774 77.4636 46.3489 77.4636C46.0364 77.4636 45.7772 77.4115 45.5712 77.3073C45.3652 77.2031 45.1995 77.0777 45.074 76.9309C44.9509 76.7817 44.8551 76.6409 44.7864 76.5083H44.7331V79.4131H43.4476ZM44.7083 74.6404C44.7083 74.9931 44.758 75.3021 44.8574 75.5672C44.9592 75.8324 45.1048 76.0396 45.2942 76.1887C45.486 76.3355 45.718 76.4089 45.9902 76.4089C46.2743 76.4089 46.5123 76.3331 46.704 76.1816C46.8958 76.0277 47.0402 75.8182 47.1373 75.553C47.2367 75.2855 47.2864 74.9813 47.2864 74.6404C47.2864 74.3019 47.2379 74.0012 47.1408 73.7384C47.0437 73.4756 46.8993 73.2697 46.7076 73.1205C46.5158 72.9714 46.2767 72.8968 45.9902 72.8968C45.7156 72.8968 45.4824 72.969 45.2907 73.1134C45.0989 73.2578 44.9533 73.4602 44.8539 73.7207C44.7568 73.9811 44.7083 74.2877 44.7083 74.6404ZM50.9831 70.0949V77.3677H49.6976V70.0949H50.9831ZM54.7198 77.4742C54.1729 77.4742 53.7006 77.3606 53.3029 77.1333C52.9076 76.9037 52.6033 76.5793 52.3903 76.1603C52.1772 75.7389 52.0707 75.2429 52.0707 74.6724C52.0707 74.1113 52.1772 73.6189 52.3903 73.1951C52.6057 72.769 52.9064 72.4375 53.2923 72.2008C53.6781 71.9617 54.1315 71.8421 54.6523 71.8421C54.9885 71.8421 55.3058 71.8966 55.604 72.0055C55.9047 72.112 56.1699 72.2777 56.3995 72.5026C56.6315 72.7275 56.8138 73.014 56.9464 73.362C57.079 73.7076 57.1452 74.1196 57.1452 74.5978V74.992H52.6744V74.1255H55.913C55.9106 73.8793 55.8574 73.6603 55.7532 73.4685C55.649 73.2744 55.5034 73.1217 55.3164 73.0104C55.1317 72.8992 54.9163 72.8435 54.6701 72.8435C54.4073 72.8435 54.1765 72.9074 53.9776 73.0353C53.7788 73.1608 53.6237 73.3265 53.5124 73.5324C53.4035 73.736 53.3479 73.9598 53.3455 74.2036V74.96C53.3455 75.2772 53.4035 75.5495 53.5195 75.7768C53.6355 76.0017 53.7977 76.1745 54.006 76.2952C54.2144 76.4136 54.4582 76.4728 54.7376 76.4728C54.9246 76.4728 55.0939 76.4467 55.2454 76.3947C55.3969 76.3402 55.5283 76.2609 55.6396 76.1567C55.7508 76.0526 55.8349 75.9235 55.8917 75.7697L57.092 75.9046C57.0162 76.2218 56.8718 76.4988 56.6587 76.7356C56.448 76.9699 56.1781 77.1522 55.8491 77.2824C55.52 77.4103 55.1436 77.4742 54.7198 77.4742ZM58.2328 77.3677V71.9131H59.4792V72.8222H59.536C59.6355 72.5074 59.8059 72.2647 60.0474 72.0942C60.2913 71.9214 60.5694 71.835 60.8819 71.835C60.9529 71.835 61.0323 71.8386 61.1199 71.8457C61.2098 71.8504 61.2844 71.8587 61.3436 71.8705V73.053C61.2891 73.0341 61.2027 73.0175 61.0843 73.0033C60.9683 72.9868 60.8559 72.9785 60.747 72.9785C60.5126 72.9785 60.3019 73.0294 60.1149 73.1312C59.9302 73.2306 59.7846 73.3691 59.6781 73.5467C59.5716 73.7242 59.5183 73.929 59.5183 74.161V77.3677H58.2328ZM63.0819 76.3734L63.0357 76.764C63.0025 77.0623 62.9434 77.3653 62.8581 77.6731C62.7753 77.9832 62.6877 78.2685 62.5953 78.5289C62.503 78.7893 62.4284 78.9941 62.3716 79.1432H61.5051C61.5383 78.9988 61.5833 78.8023 61.6401 78.5538C61.6993 78.3052 61.7561 78.0258 61.8105 77.7157C61.865 77.4056 61.9017 77.0907 61.9206 76.7711L61.9455 76.3734H63.0819ZM69.5405 71.9131V72.9074H66.3161V71.9131H69.5405ZM67.1222 77.3677V71.3982C67.1222 71.0313 67.1979 70.7259 67.3494 70.482C67.5033 70.2382 67.7093 70.0559 67.9673 69.9351C68.2254 69.8144 68.5118 69.754 68.8267 69.754C69.0492 69.754 69.2469 69.7718 69.4197 69.8073C69.5926 69.8428 69.7204 69.8748 69.8033 69.9032L69.5476 70.8975C69.4931 70.8809 69.4245 70.8644 69.3416 70.8478C69.2588 70.8288 69.1664 70.8194 69.0646 70.8194C68.8255 70.8194 68.6563 70.8774 68.5568 70.9934C68.4598 71.107 68.4112 71.2704 68.4112 71.4834V77.3677H67.1222ZM71.9313 77.4778C71.5856 77.4778 71.2743 77.4162 70.9973 77.2931C70.7227 77.1676 70.5049 76.983 70.3439 76.7391C70.1853 76.4953 70.106 76.1946 70.106 75.8371C70.106 75.5294 70.1628 75.2749 70.2765 75.0736C70.3901 74.8724 70.5452 74.7114 70.7417 74.5907C70.9382 74.4699 71.1595 74.3788 71.4057 74.3172C71.6543 74.2533 71.9112 74.2072 72.1763 74.1788C72.4959 74.1456 72.7551 74.116 72.954 74.09C73.1529 74.0616 73.2973 74.019 73.3873 73.9621C73.4796 73.903 73.5257 73.8118 73.5257 73.6887V73.6674C73.5257 73.3999 73.4464 73.1927 73.2878 73.0459C73.1292 72.8992 72.9007 72.8258 72.6025 72.8258C72.2876 72.8258 72.0378 72.8944 71.8532 73.0317C71.6709 73.169 71.5478 73.3312 71.4838 73.5182L70.2836 73.3478C70.3783 73.0163 70.5345 72.7394 70.7523 72.5168C70.9701 72.2919 71.2364 72.1238 71.5513 72.0126C71.8662 71.8989 72.2142 71.8421 72.5953 71.8421C72.8581 71.8421 73.1197 71.8729 73.3801 71.9344C73.6406 71.996 73.8785 72.0978 74.0939 72.2398C74.3094 72.3795 74.4822 72.5701 74.6124 72.8116C74.745 73.053 74.8113 73.3549 74.8113 73.7171V77.3677H73.5755V76.6184H73.5328C73.4547 76.7699 73.3446 76.9119 73.2026 77.0445C73.0629 77.1747 72.8865 77.2801 72.6735 77.3606C72.4628 77.4387 72.2154 77.4778 71.9313 77.4778ZM72.2651 76.5332C72.5231 76.5332 72.7469 76.4823 72.9363 76.3805C73.1257 76.2763 73.2712 76.139 73.373 75.9685C73.4772 75.7981 73.5293 75.6122 73.5293 75.411V74.7682C73.4891 74.8014 73.4204 74.8322 73.3233 74.8606C73.2286 74.889 73.1221 74.9138 73.0037 74.9351C72.8854 74.9565 72.7682 74.9754 72.6522 74.992C72.5362 75.0085 72.4355 75.0227 72.3503 75.0346C72.1586 75.0606 71.9869 75.1032 71.8354 75.1624C71.6839 75.2216 71.5643 75.3045 71.4767 75.411C71.3891 75.5152 71.3453 75.6501 71.3453 75.8158C71.3453 76.0526 71.4318 76.2313 71.6046 76.3521C71.7774 76.4728 71.9976 76.5332 72.2651 76.5332ZM80.415 73.3549L79.2431 73.4827C79.2099 73.3644 79.1519 73.2531 79.0691 73.1489C78.9886 73.0448 78.8797 72.9607 78.7424 72.8968C78.6051 72.8329 78.437 72.8009 78.2381 72.8009C77.9706 72.8009 77.7457 72.8589 77.5634 72.9749C77.3835 73.0909 77.2947 73.2413 77.2971 73.4259C77.2947 73.5845 77.3527 73.7136 77.4711 73.813C77.5918 73.9124 77.7907 73.9941 78.0676 74.058L78.998 74.2569C79.5141 74.3681 79.8977 74.5445 80.1486 74.786C80.4019 75.0275 80.5298 75.3435 80.5321 75.7342C80.5298 76.0774 80.4292 76.3805 80.2303 76.6432C80.0338 76.9037 79.7604 77.1073 79.41 77.254C79.0596 77.4008 78.6571 77.4742 78.2026 77.4742C77.535 77.4742 76.9976 77.3345 76.5904 77.0552C76.1832 76.7735 75.9405 76.3816 75.8624 75.8797L77.1159 75.759C77.1728 76.0052 77.2935 76.1911 77.4782 76.3165C77.6628 76.442 77.9031 76.5047 78.199 76.5047C78.5044 76.5047 78.7495 76.442 78.9341 76.3165C79.1212 76.1911 79.2147 76.036 79.2147 75.8513C79.2147 75.6951 79.1543 75.5661 79.0336 75.4643C78.9152 75.3625 78.7305 75.2843 78.4796 75.2299L77.5492 75.0346C77.026 74.9257 76.6389 74.7422 76.388 74.4842C76.137 74.2237 76.0127 73.8947 76.0151 73.4969C76.0127 73.1608 76.1039 72.8696 76.2885 72.6234C76.4756 72.3748 76.7348 72.183 77.0662 72.0481C77.4 71.9108 77.7847 71.8421 78.2203 71.8421C78.8596 71.8421 79.3626 71.9782 79.7296 72.2505C80.0989 72.5227 80.3274 72.8909 80.415 73.3549ZM84.3159 71.9131V72.9074H81.1802V71.9131H84.3159ZM81.9544 70.6063H83.2399V75.7271C83.2399 75.8999 83.2659 76.0324 83.318 76.1248C83.3725 76.2147 83.4435 76.2763 83.5311 76.3094C83.6187 76.3426 83.7157 76.3592 83.8223 76.3592C83.9028 76.3592 83.9761 76.3532 84.0424 76.3414C84.1111 76.3296 84.1632 76.3189 84.1987 76.3094L84.4153 77.3144C84.3467 77.3381 84.2484 77.3641 84.1206 77.3925C83.9951 77.4209 83.8412 77.4375 83.6589 77.4422C83.3369 77.4517 83.0469 77.4032 82.7889 77.2967C82.5308 77.1878 82.3261 77.0197 82.1745 76.7924C82.0254 76.5651 81.952 76.281 81.9544 75.9401V70.6063ZM87.7472 77.4742C87.2003 77.4742 86.728 77.3606 86.3303 77.1333C85.9349 76.9037 85.6307 76.5793 85.4176 76.1603C85.2045 75.7389 85.098 75.2429 85.098 74.6724C85.098 74.1113 85.2045 73.6189 85.4176 73.1951C85.633 72.769 85.9337 72.4375 86.3196 72.2008C86.7055 71.9617 87.1589 71.8421 87.6797 71.8421C88.0159 71.8421 88.3331 71.8966 88.6314 72.0055C88.9321 72.112 89.1972 72.2777 89.4268 72.5026C89.6589 72.7275 89.8411 73.014 89.9737 73.362C90.1063 73.7076 90.1726 74.1196 90.1726 74.5978V74.992H85.7017V74.1255H88.9403C88.938 73.8793 88.8847 73.6603 88.7805 73.4685C88.6764 73.2744 88.5308 73.1217 88.3438 73.0104C88.1591 72.8992 87.9437 72.8435 87.6974 72.8435C87.4347 72.8435 87.2038 72.9074 87.005 73.0353C86.8061 73.1608 86.651 73.3265 86.5398 73.5324C86.4309 73.736 86.3752 73.9598 86.3729 74.2036V74.96C86.3729 75.2772 86.4309 75.5495 86.5469 75.7768C86.6629 76.0017 86.825 76.1745 87.0334 76.2952C87.2417 76.4136 87.4856 76.4728 87.7649 76.4728C87.9519 76.4728 88.1212 76.4467 88.2727 76.3947C88.4242 76.3402 88.5556 76.2609 88.6669 76.1567C88.7782 76.0526 88.8622 75.9235 88.919 75.7697L90.1193 75.9046C90.0436 76.2218 89.8991 76.4988 89.6861 76.7356C89.4754 76.9699 89.2055 77.1522 88.8764 77.2824C88.5473 77.4103 88.1709 77.4742 87.7472 77.4742ZM91.2601 77.3677V71.9131H92.5066V72.8222H92.5634C92.6628 72.5074 92.8333 72.2647 93.0748 72.0942C93.3186 71.9214 93.5968 71.835 93.9093 71.835C93.9803 71.835 94.0596 71.8386 94.1472 71.8457C94.2372 71.8504 94.3117 71.8587 94.3709 71.8705V73.053C94.3165 73.0341 94.2301 73.0175 94.1117 73.0033C93.9957 72.9868 93.8832 72.9785 93.7743 72.9785C93.54 72.9785 93.3292 73.0294 93.1422 73.1312C92.9576 73.2306 92.812 73.3691 92.7054 73.5467C92.5989 73.7242 92.5456 73.929 92.5456 74.161V77.3677H91.2601ZM98.8311 77.3677L97.29 71.9131H98.6003L99.5591 75.7484H99.6088L100.589 71.9131H101.885L102.865 75.7271H102.919L103.863 71.9131H105.177L103.632 77.3677H102.294L101.271 73.6816H101.196L100.173 77.3677H98.8311ZM107.644 77.4778C107.299 77.4778 106.987 77.4162 106.71 77.2931C106.436 77.1676 106.218 76.983 106.057 76.7391C105.898 76.4953 105.819 76.1946 105.819 75.8371C105.819 75.5294 105.876 75.2749 105.989 75.0736C106.103 74.8724 106.258 74.7114 106.455 74.5907C106.651 74.4699 106.872 74.3788 107.119 74.3172C107.367 74.2533 107.624 74.2072 107.889 74.1788C108.209 74.1456 108.468 74.116 108.667 74.09C108.866 74.0616 109.01 74.019 109.1 73.9621C109.192 73.903 109.239 73.8118 109.239 73.6887V73.6674C109.239 73.3999 109.159 73.1927 109.001 73.0459C108.842 72.8992 108.614 72.8258 108.315 72.8258C108 72.8258 107.751 72.8944 107.566 73.0317C107.384 73.169 107.261 73.3312 107.197 73.5182L105.996 73.3478C106.091 73.0163 106.247 72.7394 106.465 72.5168C106.683 72.2919 106.949 72.1238 107.264 72.0126C107.579 71.8989 107.927 71.8421 108.308 71.8421C108.571 71.8421 108.833 71.8729 109.093 71.9344C109.353 71.996 109.591 72.0978 109.807 72.2398C110.022 72.3795 110.195 72.5701 110.325 72.8116C110.458 73.053 110.524 73.3549 110.524 73.7171V77.3677H109.288V76.6184H109.246C109.168 76.7699 109.058 76.9119 108.915 77.0445C108.776 77.1747 108.599 77.2801 108.386 77.3606C108.176 77.4387 107.928 77.4778 107.644 77.4778ZM107.978 76.5332C108.236 76.5332 108.46 76.4823 108.649 76.3805C108.839 76.2763 108.984 76.139 109.086 75.9685C109.19 75.7981 109.242 75.6122 109.242 75.411V74.7682C109.202 74.8014 109.133 74.8322 109.036 74.8606C108.942 74.889 108.835 74.9138 108.717 74.9351C108.598 74.9565 108.481 74.9754 108.365 74.992C108.249 75.0085 108.148 75.0227 108.063 75.0346C107.871 75.0606 107.7 75.1032 107.548 75.1624C107.397 75.2216 107.277 75.3045 107.19 75.411C107.102 75.5152 107.058 75.6501 107.058 75.8158C107.058 76.0526 107.145 76.2313 107.317 76.3521C107.49 76.4728 107.71 76.5332 107.978 76.5332ZM112.42 79.4131C112.245 79.4131 112.083 79.3989 111.934 79.3705C111.787 79.3445 111.67 79.3137 111.582 79.2782L111.881 78.2768C112.068 78.3312 112.235 78.3573 112.381 78.3549C112.528 78.3525 112.657 78.3064 112.768 78.2164C112.882 78.1288 112.978 77.982 113.056 77.7761L113.166 77.4813L111.188 71.9131H112.552L113.809 76.0324H113.866L115.126 71.9131H116.494L114.31 78.0282C114.208 78.317 114.073 78.5644 113.905 78.7704C113.737 78.9787 113.531 79.1373 113.287 79.2462C113.045 79.3575 112.757 79.4131 112.42 79.4131ZM122.587 71.9131V72.9074H119.452V71.9131H122.587ZM120.226 70.6063H121.511V75.7271C121.511 75.8999 121.537 76.0324 121.589 76.1248C121.644 76.2147 121.715 76.2763 121.803 76.3094C121.89 76.3426 121.987 76.3592 122.094 76.3592C122.174 76.3592 122.248 76.3532 122.314 76.3414C122.383 76.3296 122.435 76.3189 122.47 76.3094L122.687 77.3144C122.618 77.3381 122.52 77.3641 122.392 77.3925C122.267 77.4209 122.113 77.4375 121.93 77.4422C121.608 77.4517 121.318 77.4032 121.06 77.2967C120.802 77.1878 120.598 77.0197 120.446 76.7924C120.297 76.5651 120.223 76.281 120.226 75.9401V70.6063ZM125.983 77.4742C125.45 77.4742 124.989 77.357 124.598 77.1226C124.208 76.8883 123.905 76.5604 123.689 76.139C123.476 75.7176 123.369 75.2252 123.369 74.6617C123.369 74.0983 123.476 73.6047 123.689 73.1809C123.905 72.7571 124.208 72.428 124.598 72.1937C124.989 71.9593 125.45 71.8421 125.983 71.8421C126.516 71.8421 126.977 71.9593 127.368 72.1937C127.759 72.428 128.061 72.7571 128.274 73.1809C128.489 73.6047 128.597 74.0983 128.597 74.6617C128.597 75.2252 128.489 75.7176 128.274 76.139C128.061 76.5604 127.759 76.8883 127.368 77.1226C126.977 77.357 126.516 77.4742 125.983 77.4742ZM125.99 76.4444C126.279 76.4444 126.521 76.3651 126.715 76.2065C126.909 76.0455 127.053 75.83 127.148 75.5601C127.245 75.2903 127.294 74.9896 127.294 74.6582C127.294 74.3244 127.245 74.0225 127.148 73.7526C127.053 73.4804 126.909 73.2637 126.715 73.1028C126.521 72.9418 126.279 72.8613 125.99 72.8613C125.694 72.8613 125.448 72.9418 125.252 73.1028C125.057 73.2637 124.912 73.4804 124.815 73.7526C124.72 74.0225 124.673 74.3244 124.673 74.6582C124.673 74.9896 124.72 75.2903 124.815 75.5601C124.912 75.83 125.057 76.0455 125.252 76.2065C125.448 76.3651 125.694 76.4444 125.99 76.4444ZM134.54 79.5268C134.079 79.5268 133.682 79.464 133.351 79.3386C133.019 79.2155 132.753 79.0497 132.552 78.8414C132.351 78.6331 132.211 78.4022 132.133 78.1489L133.29 77.8684C133.343 77.9749 133.418 78.0803 133.518 78.1844C133.617 78.291 133.751 78.3786 133.919 78.4472C134.089 78.5182 134.304 78.5538 134.562 78.5538C134.926 78.5538 135.228 78.465 135.467 78.2874C135.706 78.1122 135.826 77.8234 135.826 77.4209V76.3876H135.762C135.696 76.5201 135.599 76.6563 135.471 76.7959C135.345 76.9356 135.179 77.0528 134.97 77.1475C134.764 77.2422 134.505 77.2896 134.192 77.2896C133.773 77.2896 133.393 77.1913 133.053 76.9948C132.714 76.7959 132.444 76.5 132.243 76.107C132.044 75.7117 131.945 75.2169 131.945 74.6226C131.945 74.0237 132.044 73.5182 132.243 73.1063C132.444 72.692 132.715 72.3783 133.056 72.1653C133.397 71.9498 133.777 71.8421 134.196 71.8421C134.516 71.8421 134.778 71.8966 134.984 72.0055C135.193 72.112 135.358 72.241 135.482 72.3925C135.605 72.5417 135.698 72.6825 135.762 72.8151H135.833V71.9131H137.101V77.4565C137.101 77.9228 136.99 78.3087 136.767 78.6141C136.545 78.9195 136.24 79.148 135.854 79.2995C135.469 79.451 135.031 79.5268 134.54 79.5268ZM134.551 76.281C134.823 76.281 135.055 76.2147 135.247 76.0822C135.439 75.9496 135.585 75.759 135.684 75.5104C135.783 75.2619 135.833 74.9636 135.833 74.6155C135.833 74.2723 135.783 73.9716 135.684 73.7136C135.587 73.4555 135.442 73.2555 135.251 73.1134C135.061 72.969 134.828 72.8968 134.551 72.8968C134.265 72.8968 134.026 72.9714 133.834 73.1205C133.642 73.2697 133.498 73.4744 133.401 73.7349C133.304 73.9929 133.255 74.2865 133.255 74.6155C133.255 74.9494 133.304 75.2417 133.401 75.4927C133.5 75.7413 133.646 75.9354 133.837 76.0751C134.031 76.2124 134.269 76.281 134.551 76.281ZM140.833 77.4742C140.286 77.4742 139.814 77.3606 139.416 77.1333C139.021 76.9037 138.717 76.5793 138.504 76.1603C138.29 75.7389 138.184 75.2429 138.184 74.6724C138.184 74.1113 138.29 73.6189 138.504 73.1951C138.719 72.769 139.02 72.4375 139.406 72.2008C139.791 71.9617 140.245 71.8421 140.766 71.8421C141.102 71.8421 141.419 71.8966 141.717 72.0055C142.018 72.112 142.283 72.2777 142.513 72.5026C142.745 72.7275 142.927 73.014 143.06 73.362C143.192 73.7076 143.259 74.1196 143.259 74.5978V74.992H138.788V74.1255H142.026C142.024 73.8793 141.971 73.6603 141.866 73.4685C141.762 73.2744 141.617 73.1217 141.43 73.0104C141.245 72.8992 141.03 72.8435 140.783 72.8435C140.521 72.8435 140.29 72.9074 140.091 73.0353C139.892 73.1608 139.737 73.3265 139.626 73.5324C139.517 73.736 139.461 73.9598 139.459 74.2036V74.96C139.459 75.2772 139.517 75.5495 139.633 75.7768C139.749 76.0017 139.911 76.1745 140.119 76.2952C140.328 76.4136 140.571 76.4728 140.851 76.4728C141.038 76.4728 141.207 76.4467 141.359 76.3947C141.51 76.3402 141.642 76.2609 141.753 76.1567C141.864 76.0526 141.948 75.9235 142.005 75.7697L143.205 75.9046C143.129 76.2218 142.985 76.4988 142.772 76.7356C142.561 76.9699 142.291 77.1522 141.962 77.2824C141.633 77.4103 141.257 77.4742 140.833 77.4742ZM147.07 71.9131V72.9074H143.934V71.9131H147.07ZM144.708 70.6063H145.994V75.7271C145.994 75.8999 146.02 76.0324 146.072 76.1248C146.126 76.2147 146.197 76.2763 146.285 76.3094C146.373 76.3426 146.47 76.3592 146.576 76.3592C146.657 76.3592 146.73 76.3532 146.796 76.3414C146.865 76.3296 146.917 76.3189 146.953 76.3094L147.169 77.3144C147.101 77.3381 147.002 77.3641 146.874 77.3925C146.749 77.4209 146.595 77.4375 146.413 77.4422C146.091 77.4517 145.801 77.4032 145.543 77.2967C145.285 77.1878 145.08 77.0197 144.928 76.7924C144.779 76.5651 144.706 76.281 144.708 75.9401V70.6063ZM150.625 77.3677V71.9131H151.854V72.84H151.918C152.032 72.5275 152.22 72.2836 152.483 72.1084C152.745 71.9309 153.059 71.8421 153.424 71.8421C153.793 71.8421 154.104 71.9321 154.358 72.112C154.613 72.2896 154.793 72.5322 154.897 72.84H154.954C155.075 72.5369 155.279 72.2955 155.565 72.1155C155.854 71.9333 156.196 71.8421 156.591 71.8421C157.093 71.8421 157.503 72.0007 157.82 72.318C158.137 72.6352 158.296 73.098 158.296 73.7065V77.3677H157.007V73.9053C157.007 73.5668 156.917 73.3194 156.737 73.1631C156.557 73.0045 156.337 72.9252 156.076 72.9252C155.766 72.9252 155.524 73.0223 155.348 73.2164C155.176 73.4082 155.089 73.6579 155.089 73.9657V77.3677H153.828V73.8521C153.828 73.5703 153.743 73.3454 153.573 73.1773C153.405 73.0092 153.185 72.9252 152.912 72.9252C152.728 72.9252 152.56 72.9726 152.408 73.0672C152.257 73.1596 152.136 73.291 152.046 73.4614C151.956 73.6295 151.911 73.826 151.911 74.0509V77.3677H150.625ZM161.17 77.4778C160.824 77.4778 160.513 77.4162 160.236 77.2931C159.961 77.1676 159.743 76.983 159.582 76.7391C159.424 76.4953 159.344 76.1946 159.344 75.8371C159.344 75.5294 159.401 75.2749 159.515 75.0736C159.628 74.8724 159.783 74.7114 159.98 74.5907C160.176 74.4699 160.398 74.3788 160.644 74.3172C160.893 74.2533 161.149 74.2072 161.415 74.1788C161.734 74.1456 161.993 74.116 162.192 74.09C162.391 74.0616 162.536 74.019 162.626 73.9621C162.718 73.903 162.764 73.8118 162.764 73.6887V73.6674C162.764 73.3999 162.685 73.1927 162.526 73.0459C162.367 72.8992 162.139 72.8258 161.841 72.8258C161.526 72.8258 161.276 72.8944 161.091 73.0317C160.909 73.169 160.786 73.3312 160.722 73.5182L159.522 73.3478C159.617 73.0163 159.773 72.7394 159.991 72.5168C160.208 72.2919 160.475 72.1238 160.79 72.0126C161.104 71.8989 161.452 71.8421 161.834 71.8421C162.096 71.8421 162.358 71.8729 162.618 71.9344C162.879 71.996 163.117 72.0978 163.332 72.2398C163.548 72.3795 163.72 72.5701 163.851 72.8116C163.983 73.053 164.05 73.3549 164.05 73.7171V77.3677H162.814V76.6184H162.771C162.693 76.7699 162.583 76.9119 162.441 77.0445C162.301 77.1747 162.125 77.2801 161.912 77.3606C161.701 77.4387 161.454 77.4778 161.17 77.4778ZM161.503 76.5332C161.761 76.5332 161.985 76.4823 162.175 76.3805C162.364 76.2763 162.51 76.139 162.611 75.9685C162.715 75.7981 162.768 75.6122 162.768 75.411V74.7682C162.727 74.8014 162.659 74.8322 162.562 74.8606C162.467 74.889 162.36 74.9138 162.242 74.9351C162.124 74.9565 162.006 74.9754 161.89 74.992C161.774 75.0085 161.674 75.0227 161.589 75.0346C161.397 75.0606 161.225 75.1032 161.074 75.1624C160.922 75.2216 160.803 75.3045 160.715 75.411C160.627 75.5152 160.584 75.6501 160.584 75.8158C160.584 76.0526 160.67 76.2313 160.843 76.3521C161.016 76.4728 161.236 76.5332 161.503 76.5332ZM165.342 77.3677V71.9131H166.589V72.8222H166.645C166.745 72.5074 166.915 72.2647 167.157 72.0942C167.401 71.9214 167.679 71.835 167.991 71.835C168.062 71.835 168.142 71.8386 168.229 71.8457C168.319 71.8504 168.394 71.8587 168.453 71.8705V73.053C168.398 73.0341 168.312 73.0175 168.194 73.0033C168.078 72.9868 167.965 72.9785 167.856 72.9785C167.622 72.9785 167.411 73.0294 167.224 73.1312C167.04 73.2306 166.894 73.3691 166.787 73.5467C166.681 73.7242 166.628 73.929 166.628 74.161V77.3677H165.342ZM170.479 75.656L170.475 74.1042H170.681L172.642 71.9131H174.144L171.732 74.5978H171.466L170.479 75.656ZM169.307 77.3677V70.0949H170.593V77.3677H169.307ZM172.73 77.3677L170.955 74.8854L171.821 73.9799L174.268 77.3677H172.73ZM177.191 77.4742C176.644 77.4742 176.171 77.3606 175.774 77.1333C175.378 76.9037 175.074 76.5793 174.861 76.1603C174.648 75.7389 174.541 75.2429 174.541 74.6724C174.541 74.1113 174.648 73.6189 174.861 73.1951C175.076 72.769 175.377 72.4375 175.763 72.2008C176.149 71.9617 176.602 71.8421 177.123 71.8421C177.459 71.8421 177.776 71.8966 178.075 72.0055C178.375 72.112 178.641 72.2777 178.87 72.5026C179.102 72.7275 179.285 73.014 179.417 73.362C179.55 73.7076 179.616 74.1196 179.616 74.5978V74.992H175.145V74.1255H178.384C178.381 73.8793 178.328 73.6603 178.224 73.4685C178.12 73.2744 177.974 73.1217 177.787 73.0104C177.602 72.8992 177.387 72.8435 177.141 72.8435C176.878 72.8435 176.647 72.9074 176.448 73.0353C176.249 73.1608 176.094 73.3265 175.983 73.5324C175.874 73.736 175.819 73.9598 175.816 74.2036V74.96C175.816 75.2772 175.874 75.5495 175.99 75.7768C176.106 76.0017 176.268 76.1745 176.477 76.2952C176.685 76.4136 176.929 76.4728 177.208 76.4728C177.395 76.4728 177.565 76.4467 177.716 76.3947C177.868 76.3402 177.999 76.2609 178.11 76.1567C178.222 76.0526 178.306 75.9235 178.362 75.7697L179.563 75.9046C179.487 76.2218 179.343 76.4988 179.129 76.7356C178.919 76.9699 178.649 77.1522 178.32 77.2824C177.991 77.4103 177.614 77.4742 177.191 77.4742ZM183.427 71.9131V72.9074H180.292V71.9131H183.427ZM181.066 70.6063H182.351V75.7271C182.351 75.8999 182.377 76.0324 182.429 76.1248C182.484 76.2147 182.555 76.2763 182.642 76.3094C182.73 76.3426 182.827 76.3592 182.934 76.3592C183.014 76.3592 183.087 76.3532 183.154 76.3414C183.222 76.3296 183.275 76.3189 183.31 76.3094L183.527 77.3144C183.458 77.3381 183.36 77.3641 183.232 77.3925C183.106 77.4209 182.953 77.4375 182.77 77.4422C182.448 77.4517 182.158 77.4032 181.9 77.2967C181.642 77.1878 181.437 77.0197 181.286 76.7924C181.137 76.5651 181.063 76.281 181.066 75.9401V70.6063ZM189.007 77.4636C188.578 77.4636 188.195 77.3535 187.856 77.1333C187.518 76.9131 187.25 76.5935 187.054 76.1745C186.857 75.7555 186.759 75.2465 186.759 74.6475C186.759 74.0414 186.858 73.5301 187.057 73.1134C187.259 72.6944 187.53 72.3783 187.871 72.1653C188.211 71.9498 188.591 71.8421 189.01 71.8421C189.33 71.8421 189.593 71.8966 189.799 72.0055C190.005 72.112 190.168 72.241 190.289 72.3925C190.41 72.5417 190.503 72.6825 190.569 72.8151H190.623V70.0949H191.912V77.3677H190.648V76.5083H190.569C190.503 76.6409 190.407 76.7817 190.282 76.9309C190.156 77.0777 189.991 77.2031 189.785 77.3073C189.579 77.4115 189.319 77.4636 189.007 77.4636ZM189.366 76.4089C189.638 76.4089 189.87 76.3355 190.062 76.1887C190.253 76.0396 190.399 75.8324 190.498 75.5672C190.598 75.3021 190.648 74.9931 190.648 74.6404C190.648 74.2877 190.598 73.9811 190.498 73.7207C190.401 73.4602 190.257 73.2578 190.065 73.1134C189.876 72.969 189.643 72.8968 189.366 72.8968C189.079 72.8968 188.84 72.9714 188.648 73.1205C188.456 73.2697 188.312 73.4756 188.215 73.7384C188.118 74.0012 188.069 74.3019 188.069 74.6404C188.069 74.9813 188.118 75.2855 188.215 75.553C188.314 75.8182 188.46 76.0277 188.652 76.1816C188.846 76.3331 189.084 76.4089 189.366 76.4089ZM194.851 77.4778C194.506 77.4778 194.194 77.4162 193.917 77.2931C193.643 77.1676 193.425 76.983 193.264 76.7391C193.105 76.4953 193.026 76.1946 193.026 75.8371C193.026 75.5294 193.083 75.2749 193.196 75.0736C193.31 74.8724 193.465 74.7114 193.662 74.5907C193.858 74.4699 194.079 74.3788 194.326 74.3172C194.574 74.2533 194.831 74.2072 195.096 74.1788C195.416 74.1456 195.675 74.116 195.874 74.09C196.073 74.0616 196.217 74.019 196.307 73.9621C196.4 73.903 196.446 73.8118 196.446 73.6887V73.6674C196.446 73.3999 196.366 73.1927 196.208 73.0459C196.049 72.8992 195.821 72.8258 195.522 72.8258C195.208 72.8258 194.958 72.8944 194.773 73.0317C194.591 73.169 194.468 73.3312 194.404 73.5182L193.203 73.3478C193.298 73.0163 193.454 72.7394 193.672 72.5168C193.89 72.2919 194.156 72.1238 194.471 72.0126C194.786 71.8989 195.134 71.8421 195.515 71.8421C195.778 71.8421 196.04 71.8729 196.3 71.9344C196.56 71.996 196.798 72.0978 197.014 72.2398C197.229 72.3795 197.402 72.5701 197.532 72.8116C197.665 73.053 197.731 73.3549 197.731 73.7171V77.3677H196.495V76.6184H196.453C196.375 76.7699 196.265 76.9119 196.123 77.0445C195.983 77.1747 195.806 77.2801 195.593 77.3606C195.383 77.4387 195.135 77.4778 194.851 77.4778ZM195.185 76.5332C195.443 76.5332 195.667 76.4823 195.856 76.3805C196.046 76.2763 196.191 76.139 196.293 75.9685C196.397 75.7981 196.449 75.6122 196.449 75.411V74.7682C196.409 74.8014 196.34 74.8322 196.243 74.8606C196.149 74.889 196.042 74.9138 195.924 74.9351C195.805 74.9565 195.688 74.9754 195.572 74.992C195.456 75.0085 195.355 75.0227 195.27 75.0346C195.078 75.0606 194.907 75.1032 194.755 75.1624C194.604 75.2216 194.484 75.3045 194.397 75.411C194.309 75.5152 194.265 75.6501 194.265 75.8158C194.265 76.0526 194.352 76.2313 194.525 76.3521C194.697 76.4728 194.917 76.5332 195.185 76.5332ZM201.748 71.9131V72.9074H198.612V71.9131H201.748ZM199.386 70.6063H200.672V75.7271C200.672 75.8999 200.698 76.0324 200.75 76.1248C200.804 76.2147 200.875 76.2763 200.963 76.3094C201.05 76.3426 201.147 76.3592 201.254 76.3592C201.334 76.3592 201.408 76.3532 201.474 76.3414C201.543 76.3296 201.595 76.3189 201.63 76.3094L201.847 77.3144C201.778 77.3381 201.68 77.3641 201.552 77.3925C201.427 77.4209 201.273 77.4375 201.091 77.4422C200.769 77.4517 200.479 77.4032 200.221 77.2967C199.962 77.1878 199.758 77.0197 199.606 76.7924C199.457 76.5651 199.384 76.281 199.386 75.9401V70.6063ZM204.392 77.4778C204.047 77.4778 203.735 77.4162 203.458 77.2931C203.184 77.1676 202.966 76.983 202.805 76.7391C202.646 76.4953 202.567 76.1946 202.567 75.8371C202.567 75.5294 202.624 75.2749 202.737 75.0736C202.851 74.8724 203.006 74.7114 203.203 74.5907C203.399 74.4699 203.62 74.3788 203.867 74.3172C204.115 74.2533 204.372 74.2072 204.637 74.1788C204.957 74.1456 205.216 74.116 205.415 74.09C205.614 74.0616 205.758 74.019 205.848 73.9621C205.941 73.903 205.987 73.8118 205.987 73.6887V73.6674C205.987 73.3999 205.907 73.1927 205.749 73.0459C205.59 72.8992 205.362 72.8258 205.063 72.8258C204.749 72.8258 204.499 72.8944 204.314 73.0317C204.132 73.169 204.009 73.3312 203.945 73.5182L202.744 73.3478C202.839 73.0163 202.995 72.7394 203.213 72.5168C203.431 72.2919 203.697 72.1238 204.012 72.0126C204.327 71.8989 204.675 71.8421 205.056 71.8421C205.319 71.8421 205.581 71.8729 205.841 71.9344C206.102 71.996 206.339 72.0978 206.555 72.2398C206.77 72.3795 206.943 72.5701 207.073 72.8116C207.206 73.053 207.272 73.3549 207.272 73.7171V77.3677H206.036V76.6184H205.994C205.916 76.7699 205.806 76.9119 205.664 77.0445C205.524 77.1747 205.347 77.2801 205.134 77.3606C204.924 77.4387 204.676 77.4778 204.392 77.4778ZM204.726 76.5332C204.984 76.5332 205.208 76.4823 205.397 76.3805C205.587 76.2763 205.732 76.139 205.834 75.9685C205.938 75.7981 205.99 75.6122 205.99 75.411V74.7682C205.95 74.8014 205.881 74.8322 205.784 74.8606C205.69 74.889 205.583 74.9138 205.465 74.9351C205.346 74.9565 205.229 74.9754 205.113 74.992C204.997 75.0085 204.896 75.0227 204.811 75.0346C204.619 75.0606 204.448 75.1032 204.296 75.1624C204.145 75.2216 204.025 75.3045 203.938 75.411C203.85 75.5152 203.806 75.6501 203.806 75.8158C203.806 76.0526 203.893 76.2313 204.066 76.3521C204.238 76.4728 204.459 76.5332 204.726 76.5332Z" fill="white"/>
+<g opacity="0.4">
+<g opacity="0.8">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M148.466 26.2785C148.508 26.6794 148.822 27.0733 149.409 27.3777L161.331 33.569C162.591 34.2233 164.63 34.2164 165.886 33.5536L177.766 27.2822C178.35 26.9739 178.662 26.5779 178.701 26.1767L178.838 26.1762L178.825 22.4827L173.145 22.5018L165.836 18.706C164.576 18.0517 162.537 18.0586 161.281 18.7214L153.997 22.5663L148.279 22.5855L148.292 26.2791L148.466 26.2785Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460831 -0.884365 0.466797 163.542 13.8286)" fill="white"/>
+<rect width="10" height="4.82017" transform="matrix(0.887471 0.460863 -0.884348 0.466829 161.584 18.9194)" fill="url(#pattern0)"/>
+</g>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M171.782 38.8636C171.824 39.2644 172.138 39.6581 172.724 39.9624L184.647 46.1536C185.907 46.808 187.946 46.8011 189.201 46.1383L201.082 39.8669C201.666 39.5587 201.977 39.1629 202.017 38.7618L202.153 38.7613L202.141 35.0678L196.462 35.0869L189.151 31.2907C187.891 30.6364 185.852 30.6433 184.597 31.3061L177.312 35.1514L171.595 35.1707L171.607 38.8642L171.782 38.8636Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460832 -0.884364 0.466797 186.858 26.4136)" fill="white"/>
+<path d="M190.749 35.9783L190.758 35.283L192.086 35.2723L192.077 35.9677L190.749 35.9783ZM192.682 34.9588L192.691 34.2634L194.019 34.2531L194.01 34.9482L192.682 34.9588ZM192.668 35.9635L192.676 35.2682L193.414 35.263L194.004 35.2577L193.995 35.9529L192.668 35.9635Z" fill="#33B540"/>
+<path d="M183.353 36.5504C181.794 35.7412 182.04 34.551 183.882 33.5784C185.725 32.6058 188.048 32.4936 189.592 33.2956C190.726 33.8842 190.653 34.4499 190.635 34.8713L192.032 34.8627C192.041 34.4677 192.234 33.5897 190.584 32.7329C188.545 31.6738 185.26 31.5785 182.654 32.9541C180.049 34.3291 180.068 35.963 182.234 37.0875C183.843 37.9232 185.574 37.9254 186.356 37.8715L186.359 37.1124C185.677 37.1438 184.421 37.105 183.353 36.5504Z" fill="#1D2953"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M195.098 51.4481C195.141 51.849 195.455 52.2429 196.041 52.5473L207.963 58.7386C209.223 59.3929 211.263 59.3861 212.518 58.7233L224.399 52.4518C224.983 52.1435 225.294 51.7475 225.334 51.3463L225.469 51.3458L225.457 47.6523L219.778 47.6714L212.468 43.8757C211.208 43.2214 209.169 43.2282 207.913 43.891L200.63 47.7359L194.911 47.7552L194.923 51.4487L195.098 51.4481Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460832 -0.884364 0.466797 210.175 38.9985)" fill="white"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M213.634 45.3118C213.645 45.3178 213.654 45.3249 213.673 45.3369L213.479 45.4391C213.373 45.4953 213.267 45.5508 213.162 45.6063C212.821 45.7862 212.479 45.9656 212.14 46.1466C212.091 46.1729 212.061 46.1726 212.013 46.1474C211.768 46.0185 211.52 45.8913 211.275 45.7625C211.233 45.7404 211.193 45.7346 211.135 45.7431C210.648 45.8142 210.161 45.8842 209.674 45.9543C208.998 46.0514 208.323 46.1486 207.647 46.2445C207.599 46.2514 207.58 46.2651 207.568 46.2877C207.391 46.6381 207.214 46.9884 207.036 47.3387C206.905 47.5973 206.775 47.856 206.642 48.1143C206.628 48.1426 206.641 48.1602 206.678 48.1793C206.925 48.3068 207.17 48.436 207.419 48.5626C207.478 48.5925 207.472 48.6111 207.417 48.6401C206.929 48.8957 206.442 49.152 205.959 49.4097C205.899 49.4413 205.866 49.4417 205.807 49.4106C205.384 49.1888 204.956 48.9698 204.534 48.7479C204.212 48.5783 204.147 48.3731 204.262 48.1463C204.445 47.7861 204.628 47.426 204.812 47.066C204.942 46.8118 205.072 46.5577 205.202 46.3038C205.332 46.0526 205.45 45.7997 205.598 45.5513C205.683 45.408 205.882 45.2967 206.145 45.2395C206.423 45.1792 206.718 45.1407 207.008 45.0978C207.547 45.0182 208.089 44.9421 208.629 44.8647C209.315 44.7665 210.001 44.6682 210.687 44.5704C210.923 44.5369 211.156 44.4933 211.395 44.4746C211.748 44.4472 212.067 44.5004 212.323 44.6322C212.763 44.8574 213.197 45.0851 213.634 45.3118ZM216.204 46.647C216.532 46.8191 216.625 47.0241 216.502 47.2605C216.378 47.4975 216.264 47.736 216.143 47.9736C216.022 48.2141 215.897 48.4543 215.774 48.6948C215.64 48.9587 215.507 49.2228 215.372 49.4866C215.313 49.602 215.259 49.7182 215.189 49.8318C215.088 49.9946 214.882 50.116 214.583 50.1821C214.37 50.2294 214.14 50.256 213.916 50.2887C213.157 50.3995 212.397 50.5092 211.636 50.6186C210.974 50.7138 210.312 50.8077 209.65 50.9029C209.469 50.9289 209.288 50.9511 209.099 50.9391C208.845 50.9229 208.624 50.8721 208.442 50.7777C208.011 50.5542 207.581 50.3302 207.149 50.1074C207.105 50.0843 207.099 50.0696 207.147 50.0445C207.644 49.7835 208.139 49.5217 208.634 49.2592C208.682 49.2334 208.714 49.2347 208.761 49.2598C209 49.386 209.244 49.5095 209.481 49.636C209.536 49.6649 209.583 49.674 209.661 49.6625C210.293 49.5692 210.926 49.478 211.56 49.3872C212.065 49.3147 212.571 49.243 213.077 49.1725C213.15 49.1624 213.186 49.1443 213.206 49.1054C213.368 48.7784 213.536 48.452 213.701 48.1254C213.842 47.8476 213.983 47.5698 214.125 47.2921C214.141 47.2612 214.122 47.2406 214.08 47.2194C213.832 47.092 213.587 46.9632 213.339 46.8359C213.296 46.8141 213.293 46.7999 213.338 46.7763C213.835 46.5154 214.33 46.2534 214.826 45.9918C214.844 45.9827 214.863 45.9748 214.888 45.9631L214.948 45.9941C215.367 46.2116 215.787 46.4284 216.204 46.647Z" fill="#E62332"/>
+<g opacity="0.6">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M171.697 13.5369C171.74 13.9377 172.054 14.3314 172.64 14.6357L184.562 20.827C185.822 21.4813 187.862 21.4744 189.117 20.8116L200.998 14.5402C201.581 14.232 201.893 13.8362 201.933 13.4351L202.068 13.4347L202.056 9.74116L196.377 9.76028L189.067 5.96406C187.807 5.30973 185.768 5.3166 184.512 5.9794L177.228 9.82476L171.51 9.84401L171.522 13.5375L171.697 13.5369Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460832 -0.884364 0.466797 186.773 1.08594)" fill="white"/>
+<path d="M187.663 6.34787L186.676 5.83496L181.834 8.39075L182.822 8.90366L187.663 6.34787Z" fill="url(#paint1_linear_1118_167304)"/>
+<path d="M188.98 7.03181L187.993 6.51904L183.151 9.07483L184.138 9.5876L188.98 7.03181Z" fill="url(#paint2_linear_1118_167304)"/>
+<path d="M190.297 7.71576L189.309 7.20264L184.468 9.75842L185.456 10.2715L190.297 7.71576Z" fill="url(#paint3_linear_1118_167304)"/>
+<path d="M191.614 8.39928L190.626 7.88623L185.784 10.442L186.772 10.9551L191.614 8.39928Z" fill="url(#paint4_linear_1118_167304)"/>
+<path d="M194.247 9.76667L193.26 9.25391L188.418 11.8097L189.406 12.3225L194.247 9.76667Z" fill="url(#paint5_linear_1118_167304)"/>
+<path d="M192.931 9.08322L191.943 8.57031L187.101 11.1261L188.089 11.639L192.931 9.08322Z" fill="url(#paint6_linear_1118_167304)"/>
+<path d="M185.575 11.7768C185.368 11.5786 185.298 11.4839 185.439 11.4091L185.446 11.4058C185.55 11.3505 185.737 11.3602 185.879 11.4336C186.048 11.5215 186.143 11.6545 186.187 11.8164L186.774 11.7462C186.747 11.5478 186.597 11.3665 186.305 11.2149C185.896 11.0025 185.344 10.9879 184.952 11.1949L184.946 11.1981C184.659 11.3496 184.679 11.6171 184.949 11.8917C185.158 12.1046 185.197 12.1845 185.077 12.2482L185.071 12.2514C184.944 12.3182 184.725 12.2828 184.579 12.2069C184.351 12.0883 184.263 11.9367 184.244 11.7586L183.65 11.8297C183.672 12.0651 183.859 12.2732 184.151 12.4246C184.582 12.6486 185.209 12.6349 185.555 12.4523L185.562 12.449C185.878 12.2819 185.86 12.0502 185.575 11.7768Z" fill="black"/>
+<path d="M186.122 13.022L186.635 12.7515L187.484 13.1927L187.868 12.9903L187.018 12.5491L187.531 12.2784L188.518 12.7909L188.901 12.5888L187.475 11.8481L185.3 12.9962L186.726 13.7369L187.109 13.5346L186.122 13.022Z" fill="black"/>
+<path d="M182.646 9.34073L181.276 10.0638L181.772 8.88686L181.33 8.65723L179.155 9.80524L179.591 10.0316L181.025 9.2747L180.506 10.507L180.908 10.7153L183.082 9.5673L182.646 9.34073Z" fill="black"/>
+<path d="M184.906 10.5145L183.632 10.6784L183.934 10.0094L183.408 9.73633L182.97 10.7999L182.028 11.2971L182.471 11.5271L183.421 11.0255L185.436 10.7896L184.906 10.5145Z" fill="black"/>
+</g>
+<g opacity="0.8">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M195.013 26.1221C195.055 26.5229 195.37 26.9166 195.955 27.2208L207.878 33.4121C209.138 34.0664 211.177 34.0596 212.433 33.3968L224.313 27.1254C224.897 26.8171 225.209 26.4213 225.248 26.0203L225.385 26.0198L225.372 22.3263L219.693 22.3454L212.383 18.5492C211.123 17.8949 209.083 17.9017 207.828 18.5645L200.543 22.4099L194.826 22.4291L194.838 26.1227L195.013 26.1221Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460831 -0.884364 0.466797 210.09 13.6719)" fill="white"/>
+<g clip-path="url(#clip2_1118_167304)">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M209.626 18.8813C209.989 18.6898 210.578 18.6878 210.942 18.8769L212.52 19.6966L205.194 23.5638L203.616 22.7441C203.252 22.5551 203.251 22.2467 203.614 22.0553L209.626 18.8813ZM205.772 23.864L209.65 25.8775C210.013 26.0664 210.603 26.0644 210.965 25.8731L213.684 24.438L209.148 22.0823L205.772 23.864ZM214.26 24.134L216.978 22.6991C217.341 22.5076 217.34 22.1994 216.976 22.0103L213.098 19.9968L209.724 21.7782L214.26 24.134ZM211.806 18.4208C210.963 17.9831 209.599 17.9877 208.759 18.4311L202.747 21.6051C201.907 22.0482 201.909 22.7624 202.752 23.2002L208.786 26.3336C209.628 26.7711 210.993 26.7665 211.832 26.3234L217.845 23.1494C218.685 22.706 218.683 21.992 217.84 21.5543L211.806 18.4208Z" fill="#6266E5"/>
+</g>
+</g>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M218.328 38.7073C218.37 39.1081 218.685 39.5018 219.271 39.8061L231.193 45.9974C232.453 46.6517 234.492 46.6448 235.748 45.982L247.628 39.7106C248.212 39.4024 248.524 39.0066 248.563 38.6055L248.7 38.6051L248.687 34.9116L243.008 34.9307L235.698 31.1345C234.438 30.4801 232.398 30.487 231.143 31.1498L223.858 34.9952L218.141 35.0144L218.153 38.7079L218.328 38.7073Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460831 -0.884365 0.466797 233.406 26.2568)" fill="white"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M236.059 31.7557L236.895 32.1896L236.407 32.1933L235.916 32.2159L235.425 32.2596L234.928 32.3216L234.436 32.4069L234.235 32.4497L233.939 32.5111L232.529 31.7788L236.059 31.7557ZM237.343 32.4223L237.73 32.6235L235.956 33.5603L234.249 32.6743L234.696 32.5864L234.72 32.5835L235.147 32.5162L235.589 32.4621L236.036 32.4263L236.473 32.4067L236.916 32.4053L237.343 32.4223ZM238.044 32.7862L238.431 32.9874L238.467 33.2108L238.463 33.4399L238.433 33.6713L238.363 33.9028L238.269 34.1372L238.183 34.2767L238.134 34.3717L237.97 34.6063L236.269 33.723L238.044 32.7862ZM238.879 33.2201L239.685 33.6386L239.688 35.4984L238.283 34.7689L238.483 34.5109L238.638 34.2503L238.756 33.992L238.836 33.7344L238.875 33.4769L238.879 33.2201ZM231.914 31.7813L233.515 32.6128L233.024 32.7563L232.537 32.9131L232.517 32.9237L232.066 33.0932L231.604 33.2893L231.598 33.2921L231.147 33.5093L229.486 32.6469L231.116 31.7866L231.914 31.7813ZM233.823 32.7727L235.651 33.7221L233.622 34.7934L231.441 33.6609L231.897 33.4415L232.363 33.2476L232.608 33.1547L232.844 33.0669L233.331 32.9101L233.823 32.7727ZM235.963 33.8842L237.786 34.8309L237.526 35.0897L237.23 35.3457L236.889 35.5992L236.519 35.8427L236.109 36.0858L233.933 34.9561L235.963 33.8842ZM238.093 34.9903L239.694 35.8217L239.697 36.2427L238.069 37.1025L236.402 36.2369L236.813 35.9987L236.903 35.9352L237.19 35.753L237.526 35.5023L237.726 35.3331L237.826 35.249L238.093 34.9903ZM229.181 32.8082L230.843 33.6711L230.837 33.6739L230.426 33.912L230.061 34.1527L230.051 34.1577L229.861 34.3003L229.715 34.4084L229.481 34.601L229.411 34.6645L229.322 34.7541L229.141 34.9282L227.524 34.0885L227.523 33.6836L229.181 32.8082ZM231.135 33.8227L233.315 34.9552L231.27 36.0348L229.447 35.0881L229.537 34.9986L229.662 34.8689L229.902 34.6524L230.168 34.4386L230.348 34.3121L230.464 34.2302L230.785 34.024L231.135 33.8227ZM233.628 35.1173L235.798 36.2443L235.417 36.4296L235.026 36.5995L234.63 36.756L234.616 36.7583L234.224 36.8959L233.813 37.0231L233.566 37.0899L233.396 37.1376L231.583 36.1964L233.628 35.1173ZM236.095 36.3987L237.762 37.2643L236.113 38.1347L235.319 38.1372L233.702 37.2975L234.033 37.2016L234.203 37.1539L234.318 37.1142L234.689 36.9921L235.165 36.8142L235.631 36.6159L236.095 36.3987ZM227.53 34.4124L228.945 35.1474L228.78 35.3714L228.64 35.5976L228.525 35.8215L228.441 36.0453L228.385 36.269L228.371 36.4033L228.362 36.4926L228.363 36.7134L227.533 36.2822L227.529 35.3459L227.53 34.4124ZM229.262 35.3117L230.964 36.1955L229.179 37.1374L228.817 36.9493L228.776 36.7232L228.776 36.7021L228.775 36.4913L228.8 36.2572L228.81 36.2416L228.87 36.0201L228.964 35.7857L229.093 35.5485L229.178 35.4301L229.262 35.3117ZM231.277 36.3582L232.964 37.2343L232.739 37.2799L232.513 37.3256L232.061 37.3952L231.614 37.4465L231.192 37.4794L231.162 37.4851L230.715 37.4998L230.565 37.5002L230.273 37.5006L229.841 37.4809L229.494 37.3006L231.278 36.3587L231.277 36.3582ZM233.28 37.3986L234.7 38.1358L232.912 38.1413L231.124 38.1469L230.293 37.7157L230.715 37.7144L231.142 37.7003L231.569 37.6696L231.995 37.6234L232.422 37.5616L232.819 37.4943L232.854 37.4859L233.105 37.4324L233.28 37.3986Z" fill="#0071BA"/>
+<g opacity="0.6">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M218.244 13.3797C218.287 13.7805 218.601 14.1742 219.187 14.4785L231.109 20.6697C232.369 21.3241 234.408 21.3172 235.664 20.6544L247.544 14.383C248.128 14.0748 248.44 13.679 248.479 13.2779L248.615 13.2774L248.602 9.58392L242.924 9.60303L235.614 5.80682C234.354 5.15249 232.315 5.15936 231.059 5.82216L223.775 9.66751L218.056 9.68676L218.069 13.3803L218.244 13.3797Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460832 -0.884364 0.466797 233.32 0.929199)" fill="white"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M231.034 7.04521C230.744 6.95081 230.409 6.91492 230.074 6.9425C229.676 6.97523 229.385 7.06158 229.024 7.25419C228.627 7.46577 228.461 7.64981 228.461 7.87921C228.461 8.1037 228.619 8.28572 228.972 8.46917C229.565 8.77694 230.277 8.81733 230.96 8.5819C231.142 8.519 231.501 8.32543 231.631 8.21936C231.926 7.97894 231.965 7.69389 231.736 7.44521C231.663 7.365 231.613 7.33092 231.41 7.22019C231.25 7.13275 231.125 7.07501 231.034 7.04521ZM231.503 8.52239L230.335 9.13892L230.571 9.2616L230.807 9.38427L231.777 8.87236L232.747 8.36044L233.13 8.56558C233.551 8.79053 233.558 8.79618 233.527 8.90781C233.51 8.97015 233.332 9.06349 233.212 9.07305C233.026 9.08776 232.981 9.07638 232.678 8.94L232.395 8.81243L232.215 8.90763L232.034 9.00282L232.358 9.16037C232.824 9.38737 233.049 9.44611 233.352 9.42008C233.563 9.40198 233.746 9.34254 233.944 9.22797C234.285 9.03031 234.306 8.82638 234.006 8.61873C233.946 8.57719 233.621 8.3998 233.283 8.22452L232.67 7.90585L231.503 8.52239ZM233.576 9.59737L232.406 10.2147L232.642 10.3374L232.879 10.46L233.847 9.94865L234.816 9.43726L235.184 9.62856C235.509 9.79758 235.556 9.82673 235.594 9.87887C235.701 10.0277 235.377 10.1978 235.088 10.1444C235.003 10.1287 234.914 10.095 234.722 10.0053L234.469 9.88694L234.283 9.98517L234.097 10.0834L234.15 10.1237C234.225 10.1809 234.217 10.2825 234.116 10.5584C234.069 10.688 234.013 10.8445 233.992 10.9061L233.953 11.0181L234.234 11.1638L234.514 11.3095L234.57 11.1819C234.795 10.6648 234.815 10.5934 234.773 10.4497L234.744 10.3521L234.851 10.3854C235.226 10.5024 235.566 10.4988 235.892 10.3744C236.259 10.2342 236.392 9.98869 236.205 9.79603C236.125 9.71341 236.09 9.69281 235.433 9.34475L234.745 8.98004L233.576 9.59737ZM237.505 10.6671C237.322 10.7105 236.645 10.869 236 11.0192C235.356 11.1695 234.775 11.3052 234.709 11.3207L234.59 11.3489L234.839 11.4777L235.087 11.6064L236.301 11.3079C236.969 11.1437 237.519 11.0116 237.524 11.0144C237.529 11.0171 237.4 11.1741 237.237 11.3632C237.074 11.5523 236.827 11.8416 236.686 12.0059L236.431 12.3048L236.681 12.4346C236.819 12.506 236.938 12.5609 236.946 12.5565C236.954 12.5522 237.27 12.168 237.647 11.7026L238.334 10.8565L238.086 10.7224L237.838 10.5882L237.505 10.6671ZM231.209 7.59953C231.309 7.75244 231.258 7.87585 231.019 8.05104C230.85 8.17535 230.579 8.29736 230.347 8.35292C230.161 8.39773 229.901 8.40495 229.706 8.3708C229.57 8.34693 229.532 8.33319 229.379 8.2541C229.227 8.17501 229.2 8.15496 229.154 8.08387C229.02 7.87959 229.176 7.66037 229.599 7.45819C230.109 7.21488 230.612 7.20357 231.007 7.42654C231.124 7.4929 231.159 7.52278 231.209 7.59953Z" fill="black"/>
+</g>
+<g opacity="0.4">
+<path fill-rule="evenodd" clip-rule="evenodd" d="M194.758 0.66286C194.8 1.06396 195.114 1.45801 195.7 1.76252L207.623 7.9538C208.883 8.60813 210.922 8.60126 212.178 7.93846L224.058 1.66704C224.642 1.35859 224.954 0.962431 224.993 0.561059L225.129 0.560601L225.116 -3.13292L219.436 -3.11379L212.128 -6.90912C210.867 -7.56345 208.828 -7.55658 207.573 -6.89378L200.29 -3.04933L194.57 -3.03007L194.583 0.663449L194.758 0.66286Z" fill="#E8EBFB"/>
+<rect width="18.5757" height="18.5757" rx="2.57076" transform="matrix(0.887488 0.460832 -0.884364 0.466797 209.834 -11.7871)" fill="white"/>
+</g>
+</g>
+</g>
+<defs>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0_1118_167304" transform="scale(0.00078125 0.0018622)"/>
+</pattern>
+<linearGradient id="paint0_linear_1118_167304" x1="-1.98497e-06" y1="41.5" x2="350.5" y2="41.5" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1A174C"/>
+<stop offset="1" stop-color="#6266E5" stop-opacity="0.5"/>
+</linearGradient>
+<linearGradient id="paint1_linear_1118_167304" x1="182.499" y1="8.55821" x2="184.775" y2="4.17688" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1C5292"/>
+<stop offset="0.45" stop-color="#00B0E3"/>
+<stop offset="0.4837" stop-color="#00B6E6"/>
+<stop offset="0.6027" stop-color="#6AC8EE"/>
+<stop offset="0.7172" stop-color="#99D6F4"/>
+<stop offset="0.8244" stop-color="#B4E0F8"/>
+<stop offset="0.9217" stop-color="#C4E6FB"/>
+<stop offset="1" stop-color="#C9E8FB"/>
+</linearGradient>
+<linearGradient id="paint2_linear_1118_167304" x1="183.816" y1="9.24229" x2="186.092" y2="4.86096" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1C5292"/>
+<stop offset="0.45" stop-color="#00B0E3"/>
+<stop offset="0.4837" stop-color="#00B6E6"/>
+<stop offset="0.6027" stop-color="#6AC8EE"/>
+<stop offset="0.7172" stop-color="#99D6F4"/>
+<stop offset="0.8244" stop-color="#B4E0F8"/>
+<stop offset="0.9217" stop-color="#C4E6FB"/>
+<stop offset="1" stop-color="#C9E8FB"/>
+</linearGradient>
+<linearGradient id="paint3_linear_1118_167304" x1="185.133" y1="9.92603" x2="187.409" y2="5.54469" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1C5292"/>
+<stop offset="0.45" stop-color="#00B0E3"/>
+<stop offset="0.4837" stop-color="#00B6E6"/>
+<stop offset="0.6027" stop-color="#6AC8EE"/>
+<stop offset="0.7172" stop-color="#99D6F4"/>
+<stop offset="0.8244" stop-color="#B4E0F8"/>
+<stop offset="0.9217" stop-color="#C4E6FB"/>
+<stop offset="1" stop-color="#C9E8FB"/>
+</linearGradient>
+<linearGradient id="paint4_linear_1118_167304" x1="186.45" y1="10.6097" x2="188.725" y2="6.22836" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1C5292"/>
+<stop offset="0.45" stop-color="#00B0E3"/>
+<stop offset="0.4837" stop-color="#00B6E6"/>
+<stop offset="0.6027" stop-color="#6AC8EE"/>
+<stop offset="0.7172" stop-color="#99D6F4"/>
+<stop offset="0.8244" stop-color="#B4E0F8"/>
+<stop offset="0.9217" stop-color="#C4E6FB"/>
+<stop offset="1" stop-color="#C9E8FB"/>
+</linearGradient>
+<linearGradient id="paint5_linear_1118_167304" x1="189.084" y1="11.9773" x2="191.359" y2="7.59596" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1C5292"/>
+<stop offset="0.45" stop-color="#00B0E3"/>
+<stop offset="0.4837" stop-color="#00B6E6"/>
+<stop offset="0.6027" stop-color="#6AC8EE"/>
+<stop offset="0.7172" stop-color="#99D6F4"/>
+<stop offset="0.8244" stop-color="#B4E0F8"/>
+<stop offset="0.9217" stop-color="#C4E6FB"/>
+<stop offset="1" stop-color="#C9E8FB"/>
+</linearGradient>
+<linearGradient id="paint6_linear_1118_167304" x1="187.767" y1="11.2936" x2="190.042" y2="6.9123" gradientUnits="userSpaceOnUse">
+<stop stop-color="#1C5292"/>
+<stop offset="0.45" stop-color="#00B0E3"/>
+<stop offset="0.4837" stop-color="#00B6E6"/>
+<stop offset="0.6027" stop-color="#6AC8EE"/>
+<stop offset="0.7172" stop-color="#99D6F4"/>
+<stop offset="0.8244" stop-color="#B4E0F8"/>
+<stop offset="0.9217" stop-color="#C4E6FB"/>
+<stop offset="1" stop-color="#C9E8FB"/>
+</linearGradient>
+<clipPath id="clip0_1118_167304">
+<rect width="240" height="100" fill="white"/>
+</clipPath>
+<clipPath id="clip1_1118_167304">
+<rect width="122.613" height="20.3677" fill="white" transform="translate(16 40)"/>
+</clipPath>
+<clipPath id="clip2_1118_167304">
+<rect width="10.2379" height="10.2379" fill="white" transform="matrix(0.887471 0.460863 -0.884348 0.466829 210.28 17.6284)"/>
+</clipPath>
+<image id="image0_1118_167304" width="1280" height="537" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>