Files
landing_page/qdrant-landing/themes/qdrant-2024/static/img/integrations.svg
T
1f8607334b New Design (#640)
* new design dir

* build script

* build script

* Implement new design (#706)

* initial basic set up

* add customers section

* add core features section

* add customer-stories section

* create common link component

* add docker deploy section

* add vectors section

* minor tweaks

* add footer component

* add use cases page

* general improvements

* add controls to customer stories section

* use mobile first approach

* minor tweaks

* small fix

* add menu mobile

* align breakpoints with Bootstrap

* expand menu items and add menu icos

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* Link hover effect (#739)

* moved icons to the assets dir

* styles for link

* better link animation, added modifiers and updated links on the main page

* fix

* improved arrow animation without js debouncing

* fix

* npm run format

* Hover effects for some links and cards (#744)

* inline links hover

* no underline by default, will add it only in articles later

* more hovers

* reusable card styles

* fix

* Fix top header and add some visual effects (#749)

* fix top banner on mobile and add star background pattern

* add more visual effects

* update vectors image blur effect

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* Updated styles for docker commands to make copying more user-friendly (#750)

* updated styles for docker commans to make copying more user friendly

* npm run format

* Add feature overview cards (#753)

* add feature overview cards

* fix

* Hero image styles and optimization (#756)

* hero image

* optimized hero image for different rezolutions

* image source from md file, fixes

* mobile fix

* removed too small img

* Add grid layout (#752)

* add grid template

* use bootstrap grid main page

* small tweaks

* fix

* fix grid layout

* polish main page

* format code

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* add qdrant vector database page (#757)

* add qdrant vector database page

* fix

* add get started small block

* format code

* fix

---------

Co-authored-by: trean <trean.mi@gmail.com>

* Prettier for Hugo templates (#758)

* better formatting for hugo templates

* npm run format

* add enterprise solutions page (#762)

* add enterprise solutions page

* fix

* customers logos animation (#763)

* use cases page (#760)

* use cases page

* fix use cases layout

* small tweaks

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* Replaced horizontal sections paddings with customized .container padding (#764)

* replaced horizontal sections paddings with customized .container padding

* updated new files

* redundant whitespace

* make asset file names lowercase

* Content structure refactoring (#766)

* refactor top-banner content source

* refactor menu content source

* refactor menu-mobile content source

* refactor hero content source

* refactor main page & get-started content source

* refactor footer content source

* refactor enterprise-solutions content source

* refactor qdrant-vector-database content source

* structure pages content

* format code

* add demos page (#768)

* add demos page

* add interactive tutorials section

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* add qdrant cloud page (#767)

* add qdrant cloud page

* add new blocks and refactor

* fix

* fix

* delete wrapper

* add hybrid cloud page (#769)

* add hybrid cloud page

* fix

* delete wrapper

* run format

---------

Co-authored-by: trean <trean.mi@gmail.com>

* add private cloud page (#773)

* add private cloud page

* delete wrapper

* add pricing page (#777)

* add pricing page

* add and fix some blocks

* fix

* delete empty file

* fix

* finished Hybrid-Cloud page and improved other pages (#782)

* Add blog page (#789)

* add blog page

* fix

* fix

* fix

* fix

* Hybrid cloud landing launch preparation  (#791)

* moved img dir from assets to static

* moved styles for the hybrid cloud page to the separate file

* replaced png with svg, made images not interactable

* updated head with title, favicons, seo

* favicons files

* npm run format

* removed unused files

* Svg instead png and hot-fix (#794)

* moved new images to static

* fixes

* npm run format

* added global base of, removed baseof from hybrid cloud, moved code to the list layout

* npm run format

* fix

* moved icons to static dir (#797)

* add qdrant blog post page (#795)

* add qdrant blog post page

* fix

* Fix core features section (#799)

* fix for core features section

* fix cloud natve card

* google analytis and gtm (#806)

* About us page (#801)

* about us page

* add leadership section

* add investors section

* add open roles section

* add more component to the about page

* our story component

* fix carousel position on the xl screen size

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* Add contact pages (#815)

* Add Not-found Page (#816)

* Add Articles Page and Article-Post Page (#810)

* Add Articles Page and Article-Post Page

* fix

* custom gutters (#812)

* fix

---------

Co-authored-by: trean <trean.mi@gmail.com>

* Add Advanced-search Page (#825)

* Add Advanced-search Page

* fix

* fix format

* Customers review animation (#798)

* splide carousel on the main page

* npm run format

* fix

* buttons fix

* moved content of baseof files to lists, so that all pages used the default layout (#831)

* Add Recommendations page (#833)

* Popup for the desktop submenu (#832)

* popup for the desktop submenu

* section link

* menu urls

* open external menu links in a new tab

* Changed background icons to img so that they are pre-loaded and don't cause glitches when the submenu first appears

* Add RAG and Data-Analysis Pages (#839)

* Add RAG and Data-Analysis Pages

* fix

* Footer links and form (#838)

* updated footer

* hubspot form in the footer

* fix IDs

* submitted message alingn

* fix

* removed unused .md

* Revert "removed unused .md"

This reverts commit e6406a701b.

* Moved 404 page to layouts root (#841)

* moved 404 page to laouts root

* removed unused .md

* format

* Move updates from hc landing (#842)

* fixed scheme image

* fix

* cookie banner and base

* new preview

* fix

* upd seo title, description, keywords

* moved fonts

* youtube video

* format

* Contac forms from Hubspot (#843)

* adjusted the form partial to reuse

* hubspot contact form

* fixes

* format

* error messages fixes

* Single page default layout, article content partial, table (#846)

* single page default layout, article content partial, table

* fix

* fix

* Code snippets for articles, blog, docs (#847)

* code highlight

* import highlight scss

* code copy button and highlight styles

* fix highlight

* code snippet tabs

* changes in lang switcher

* changes to fix mobile view

* no scrollbar

* Article and blog pages update (#850)

* returned input

* articles, blog pages: a link to post, pagination

* format

* a form in blog hero

* subscribe banner, fixes for hubspot styles

* overall fixes, links

* page-search

* format

* mobile fixes

* fix search modal and pagination

* removed todos comments

---------

Co-authored-by: generall <andrey@vasnetsov.com>

* Some links and fixes (#853)

* links and fixes

* links and menus adjustments

* inline code highlight only inside article tag

* demos and tutorials links and fixes

* rag page fixes

* links, hidden non existing links on the main

* mobile

* hidden menu links

* Centered article post layout (#860)

* centered layout for article posts and a separate partial for social share buttons

* fix

* mathjax support

* format

* links, small fixes (#859)

* Add Documentation page (#861)

* create menu structure

* add docs menu

* minor tweaks

* add table contents

* add article

* fix

* add text trim and indentation

* fix

---------

Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>

* breadcrumbs (#865)

* breadcrumbs

* post font-weight

* align

* ajusted layout to breadcrumbs

* Small fixes (#869)

* 6th tutorial card

* fixes

* some fixes

* tutorials links

* Docs update (#874)

* tables, images, figures

* aside alerts in a separate file

* alerts icons

* search button

* moved feedback buttons to the separate partials, added on click behavior, added github links

* dark theme of the search modal, separate css for docs section

* added anchor.js

* format

* Overall fixes (#876)

* top level links in the mobile menu

* moved breackpoint to lg at some places

* moved breackpoint to lg at some places

* blockquote

* format

* About us photo (#878)

* added a leadership photo

* stars

* hidden form header

* Benchmarks in new design (#857)

* benchmark list layout

* single page layout for benchmarks

* format

* script fixes

* benchmark list layout

* uninstal local chart.js

* benchmark layout fixes

* benchmarks style fixes

* format

---------

Co-authored-by: generall <andrey@vasnetsov.com>

* Overall fixes (#880)

* code snippets scroll bar

* global scrollbar

* fixes

* fixes

* upd CI

* upd CI

* upd CI

* move preview images to global static

* Fixed an issue with disappeared articles (#881)

* removed an excluding featured articles, increased number of articles per a page

* urlquery

* breadcrumbs url trailing slash

* fix link

* site map exclude upd, urls upd (#882)

* fix logo with text

* Article preview (#883)

* moved archetypes

* article preivew

* format

* fix

* rss

* Fixes (#888)

* fix links on qdrant-vector-database page

* update rag page

* update links

* resolve enterprise solutions

* demos, pricing

* fix link

* qdrant-post__preview

* fix

* Always visible menu (#895)

* replace built-for-perfomance.svg

* site-header partial, fixed menu

* format

* fix

* mobile fix

* Small refactoring and content (#896)

* moved some js to the file

* position fixed for github stars

* quotient logo

* soc2 logo, customer review

* hero subtitle

* hide cloud video section and run format (#898)

* Redirects for CMS authentication

* scroll to anchor (#901)

* fix

* gh stars manual update

* feat: CMD + K to search - New Design (#909)

* remove glg and add discrod and X to logos

---------

Co-authored-by: generall <andrey@vasnetsov.com>
Co-authored-by: Mikita Shershneu <52164620+nshershnev@users.noreply.github.com>
Co-authored-by: Nik Shemel <nikita_shershnev@hotmail.com>
Co-authored-by: nastyapash <38438810+nastyapash@users.noreply.github.com>
Co-authored-by: Anush <anushshetty90@gmail.com>
2024-05-21 09:57:56 +02:00

266 lines
148 KiB
XML

<svg width="920" height="464" viewBox="0 0 920 464" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g clip-path="url(#clip0_2609_23840)">
<circle cx="460" cy="464" r="219.5" stroke="url(#paint0_linear_2609_23840)"/>
<circle cx="460" cy="464" r="319.5" stroke="url(#paint1_linear_2609_23840)"/>
<circle cx="460" cy="464" r="419.5" stroke="url(#paint2_linear_2609_23840)"/>
<g clip-path="url(#clip1_2609_23840)">
<rect x="626" y="56" width="88" height="88" rx="8.8" fill="url(#paint3_linear_2609_23840)"/>
<g clip-path="url(#clip2_2609_23840)">
<path fill-rule="evenodd" clip-rule="evenodd" d="M680.797 90.064C678.618 91.0725 677.642 93.6748 678.65 95.8544C679.106 96.8303 679.886 97.611 680.862 98.0339L679.529 100.994C675.658 99.3026 673.933 94.7808 675.658 90.9423C676.406 89.2508 677.739 87.8845 679.431 87.1037L680.797 90.064ZM674.552 83.2002L676.438 85.8676L676.438 85.8678C675.658 86.4207 675.007 87.0388 674.422 87.7545L671.884 85.7375C672.665 84.7616 673.543 83.9159 674.552 83.2002ZM666.777 83.2977C670.193 85.8025 672.242 89.8037 672.242 94.0327L672.242 94.0325C672.242 97.2532 673.771 100.246 676.341 102.165L674.421 104.8C671.006 102.295 668.989 98.2942 668.989 94.0652C668.956 90.8447 667.427 87.8195 664.825 85.9327L666.777 83.2977ZM666.777 104.8L664.825 102.165C665.541 101.645 666.191 101.027 666.744 100.344L669.282 102.36C668.566 103.271 667.72 104.117 666.777 104.8ZM660.401 90.0964L661.637 87.0712C665.476 88.6326 667.33 92.9916 665.768 96.8628C665.02 98.7495 663.556 100.213 661.669 100.994L660.433 97.9688C662.58 97.0904 663.621 94.618 662.743 92.4386C662.32 91.3651 661.474 90.5193 660.401 90.0964ZM682.386 115.527H683.311V115.511C683.655 115.527 683.994 115.463 684.308 115.325C684.58 115.194 684.807 114.986 684.961 114.728C685.271 114.128 685.271 113.418 684.961 112.819C684.807 112.557 684.58 112.347 684.308 112.211C683.996 112.067 683.655 111.995 683.311 112.003H682.386V112H681.037V116.799H682.386V115.527ZM682.386 114.328H683.26C683.423 114.344 683.586 114.306 683.727 114.224C683.89 113.941 683.89 113.594 683.727 113.312C683.586 113.229 683.423 113.195 683.26 113.211H682.386V114.328ZM660.19 115.527H661.19V115.511C661.534 115.527 661.873 115.463 662.187 115.325C662.459 115.194 662.686 114.986 662.84 114.728C663.15 114.128 663.15 113.418 662.84 112.819C662.686 112.557 662.459 112.347 662.187 112.211C661.875 112.067 661.534 111.995 661.19 112.003H660.19V112H658.846V116.799H660.19V115.527ZM660.19 114.328H661.139C661.302 114.344 661.465 114.306 661.606 114.224C661.769 113.941 661.769 113.594 661.606 113.312C661.465 113.229 661.302 113.195 661.139 113.211H660.19V114.328ZM691.108 116.799H692.497L692.797 115.874H694.611L694.907 116.799H696.4L694.731 112H692.777L691.108 116.799ZM694.237 114.701L694.147 114.421L693.769 113.168H693.667L693.27 114.421L693.179 114.701H694.237ZM686.012 116.799H687.361V114.994H689.172V116.799H690.516V112H689.172V113.784H687.361V112H686.012V116.799ZM676.542 116.799H676.894H677.864H680.275V115.589H677.87L677.886 112H676.542V116.799ZM670.634 116.799H672.023L672.328 115.874H674.159L674.454 116.799H675.929L674.26 112H672.303L670.634 116.799ZM673.784 114.701L673.694 114.421L673.316 113.168H673.204L672.807 114.421L672.714 114.701H673.784ZM663.808 116.799H665.157V114.994H666.943V116.799H668.316L668.292 112H666.943V113.784H665.157V112H663.808V116.799ZM654.382 116.799H654.004V112H655.347V112H657.891V113.211H655.351L655.352 113.792H657.787V114.994H655.356L655.357 115.589H657.891V116.799H654.382V116.799ZM649.487 116.799H649.86H650.836H653.241V115.589H650.836V112H649.487V116.799ZM643.6 116.799H644.989L645.296 115.874H647.115L647.41 116.799H648.893L647.224 112H645.269L643.6 116.799ZM646.74 114.701L646.65 114.421L646.272 113.168H646.17L645.778 114.421L645.686 114.701H646.74Z" fill="white"/>
</g>
<g opacity="0.4" filter="url(#filter0_f_2609_23840)">
<circle cx="714" cy="56.0001" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip3_2609_23840)">
<rect x="206" y="56" width="88" height="88" rx="8.8" fill="url(#paint4_linear_2609_23840)"/>
<path d="M265.05 110.659C265.05 111.016 264.759 111.304 264.401 111.304C261.171 111.304 258.552 108.703 258.552 105.493V95.0478C258.552 90.412 254.77 86.6549 250.105 86.6549C245.441 86.6549 241.866 90.4132 241.866 95.0478V98.9172C241.859 99.2671 242.139 99.5562 242.489 99.5624C242.494 99.5624 242.498 99.5624 242.503 99.5624H246.194C246.552 99.5698 246.849 99.2868 246.856 98.9297C246.856 98.9247 246.856 98.921 246.856 98.916V94.8908C246.856 93.1074 248.311 91.6627 250.105 91.6627C251.9 91.6627 253.354 93.1074 253.354 94.8908V119.155C253.347 119.518 253.045 119.807 252.679 119.8C249.464 119.8 246.856 117.209 246.856 114.015C246.856 114.006 246.856 113.997 246.856 113.989V106.241C246.849 105.883 246.554 105.596 246.194 105.596H242.503C242.151 105.596 241.866 105.879 241.866 106.229C241.866 106.234 241.866 106.237 241.866 106.242V108.825C241.866 112.035 239.04 114.636 235.81 114.636C235.45 114.636 235.161 114.347 235.161 113.991V95.049C235.161 86.8477 241.851 80.2 250.105 80.2C258.359 80.2 265.05 86.8477 265.05 95.049V110.659Z" fill="#0EAF9C"/>
<g opacity="0.4" filter="url(#filter1_f_2609_23840)">
<circle cx="294" cy="56.0001" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip4_2609_23840)">
<rect x="416" width="88" height="88" rx="8.8" fill="url(#paint5_linear_2609_23840)"/>
<path d="M477.199 40.4047C477.648 39.0713 477.803 37.6587 477.654 36.2614C477.506 34.8641 477.056 33.5142 476.336 32.3019C475.269 30.4694 473.64 29.0187 471.683 28.1587C469.725 27.2987 467.542 27.074 465.447 27.5169C464.257 26.211 462.74 25.2371 461.047 24.6928C459.355 24.1485 457.547 24.0531 455.805 24.4162C454.063 24.7793 452.449 25.588 451.124 26.7612C449.8 27.9344 448.812 29.4307 448.259 31.0999C446.863 31.3822 445.545 31.955 444.392 32.7802C443.238 33.6054 442.277 34.6638 441.572 35.8849C440.493 37.7142 440.032 39.8347 440.255 41.9396C440.478 44.0445 441.375 46.0248 442.814 47.5942C442.364 48.927 442.207 50.3393 442.354 51.7366C442.502 53.134 442.95 54.4841 443.669 55.6968C444.737 57.53 446.369 58.9811 448.327 59.8411C450.285 60.701 452.47 60.9255 454.566 60.482C455.512 61.5323 456.673 62.3715 457.974 62.9437C459.274 63.5158 460.684 63.8077 462.108 63.7998C464.255 63.8018 466.347 63.1306 468.082 61.8833C469.818 60.636 471.106 58.877 471.762 56.8603C473.158 56.5775 474.476 56.0044 475.629 55.1792C476.782 54.3541 477.744 53.2958 478.449 52.0751C479.516 50.2484 479.969 48.1359 479.744 46.0398C479.52 43.9437 478.629 41.9712 477.199 40.4047ZM462.108 61.208C460.349 61.2107 458.646 60.6028 457.296 59.4907L457.534 59.358L465.526 54.807C465.725 54.6919 465.891 54.5278 466.006 54.3307C466.121 54.1336 466.182 53.9103 466.183 53.6829V42.567L469.562 44.4952C469.579 44.5035 469.593 44.5157 469.604 44.5306C469.615 44.5455 469.623 44.5628 469.626 44.581V53.7923C469.622 55.7578 468.828 57.6416 467.419 59.0314C466.01 60.4212 464.1 61.2038 462.108 61.208ZM445.948 54.4011C445.066 52.899 444.749 51.1382 445.054 49.4285L445.291 49.5691L453.292 54.1201C453.49 54.2347 453.715 54.2951 453.945 54.2951C454.174 54.2951 454.4 54.2347 454.598 54.1201L464.371 48.5621V52.4105C464.37 52.4305 464.365 52.45 464.355 52.4675C464.345 52.4851 464.332 52.5003 464.316 52.512L456.22 57.1177C454.492 58.0994 452.44 58.3648 450.514 57.8554C448.588 57.3461 446.946 56.1037 445.948 54.4011ZM443.843 37.2276C444.731 35.7158 446.133 34.5628 447.8 33.9725V43.3399C447.797 43.5662 447.855 43.7891 447.97 43.9855C448.084 44.1818 448.249 44.3443 448.449 44.4561L458.175 49.9907L454.796 51.9187C454.777 51.9283 454.757 51.9333 454.736 51.9333C454.715 51.9333 454.695 51.9283 454.677 51.9187L446.597 47.321C444.872 46.335 443.614 44.715 443.098 42.8159C442.582 40.9169 442.85 38.8934 443.843 37.1887V37.2276ZM471.604 43.5897L461.847 38.0005L465.218 36.0799C465.236 36.0703 465.256 36.0653 465.277 36.0653C465.298 36.0653 465.318 36.0703 465.337 36.0799L473.416 40.6855C474.652 41.3887 475.659 42.424 476.32 43.6705C476.981 44.9171 477.27 46.3235 477.151 47.7256C477.032 49.1276 476.512 50.4674 475.65 51.5886C474.788 52.7098 473.621 53.566 472.285 54.0574V44.6901C472.278 44.4641 472.211 44.2439 472.092 44.0509C471.973 43.858 471.805 43.6991 471.604 43.5897ZM474.967 38.6016L474.73 38.461L466.745 33.871C466.546 33.7557 466.319 33.695 466.088 33.695C465.857 33.695 465.631 33.7557 465.431 33.871L455.666 39.4289V35.5806C455.664 35.561 455.667 35.5413 455.676 35.5234C455.684 35.5055 455.697 35.4902 455.714 35.4791L463.793 30.8812C465.032 30.1775 466.448 29.8362 467.875 29.8971C469.303 29.958 470.684 30.4187 471.856 31.2252C473.028 32.0318 473.943 33.1508 474.494 34.4516C475.045 35.7523 475.209 37.1808 474.968 38.5702L474.967 38.6016ZM453.822 45.4238L450.443 43.5035C450.426 43.4935 450.412 43.4799 450.401 43.4637C450.39 43.4476 450.383 43.4292 450.38 43.41V34.2223C450.381 32.8128 450.79 31.433 451.558 30.2442C452.325 29.0553 453.42 28.1066 454.714 27.5089C456.008 26.9112 457.448 26.6892 458.865 26.8689C460.282 27.0486 461.618 27.6226 462.717 28.5237L462.48 28.6565L454.487 33.2072C454.288 33.3223 454.123 33.4865 454.008 33.6836C453.892 33.8806 453.831 34.1039 453.83 34.3314L453.822 45.4238ZM455.658 41.5209L460.01 39.0462L464.371 41.5209V46.4699L460.026 48.9444L455.666 46.4699L455.658 41.5209Z" fill="#14A27F"/>
<g opacity="0.4" filter="url(#filter2_f_2609_23840)">
<circle cx="504" cy="9.91821e-05" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip5_2609_23840)">
<rect x="52" y="210" width="88" height="88" rx="8.8" fill="url(#paint6_linear_2609_23840)"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M90.5796 256.957C91.4009 256.957 93.0435 256.916 95.3432 255.971C98.0125 254.862 103.269 252.891 107.088 250.838C109.757 249.401 110.907 247.512 110.907 244.966C110.907 241.475 108.074 238.6 104.542 238.6H89.7583C84.7072 238.6 80.6006 242.707 80.6006 247.758C80.6006 252.809 84.4608 256.957 90.5796 256.957Z" fill="#39594D"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M93.085 263.24C93.085 260.776 94.5633 258.517 96.863 257.573L101.503 255.643C106.226 253.713 111.4 257.162 111.4 262.254C111.4 266.197 108.197 269.4 104.255 269.4H99.2038C95.8364 269.4 93.085 266.648 93.085 263.24Z" fill="#D18EE2"/>
<path d="M85.8981 258.147C82.9824 258.147 80.6006 260.529 80.6006 263.445V264.143C80.6006 267.018 82.9824 269.399 85.8981 269.399C88.8137 269.399 91.1956 267.018 91.1956 264.102V263.404C91.1545 260.529 88.8137 258.147 85.8981 258.147Z" fill="#FF7759"/>
<g opacity="0.4" filter="url(#filter3_f_2609_23840)">
<circle cx="140" cy="210" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip6_2609_23840)">
<rect x="232" y="296" width="88" height="88" rx="8.8" fill="url(#paint7_linear_2609_23840)"/>
<g clip-path="url(#clip7_2609_23840)">
<path fill-rule="evenodd" clip-rule="evenodd" d="M294.89 351.068V345.683H296.022V351.068H294.89ZM295.462 344.852C295.265 344.852 295.096 344.791 294.954 344.67C294.815 344.546 294.746 344.398 294.746 344.228C294.746 344.055 294.815 343.907 294.954 343.786C295.096 343.662 295.265 343.6 295.462 343.6C295.659 343.6 295.826 343.662 295.965 343.786C296.107 343.907 296.177 344.055 296.177 344.228C296.177 344.398 296.107 344.546 295.965 344.67C295.826 344.791 295.659 344.852 295.462 344.852ZM298.677 347.871V351.068H297.544V345.683H298.631V346.559H298.703C298.837 346.274 299.046 346.045 299.332 345.872C299.62 345.699 299.982 345.613 300.419 345.613C300.815 345.613 301.162 345.69 301.46 345.844C301.758 345.996 301.989 346.223 302.153 346.524C302.317 346.826 302.4 347.199 302.4 347.643V351.068H301.267V347.769C301.267 347.379 301.157 347.074 300.938 346.854C300.718 346.632 300.416 346.521 300.032 346.521C299.77 346.521 299.536 346.573 299.332 346.679C299.13 346.784 298.969 346.938 298.851 347.141C298.735 347.342 298.677 347.586 298.677 347.871ZM289.511 350.998C289.809 351.124 290.142 351.188 290.511 351.188C290.831 351.188 291.106 351.144 291.336 351.058C291.566 350.971 291.754 350.863 291.9 350.732C292.047 350.601 292.157 350.468 292.23 350.332H292.275V351.068H293.381V347.492C293.381 347.099 293.308 346.78 293.162 346.535C293.015 346.287 292.827 346.097 292.597 345.963C292.37 345.83 292.125 345.739 291.863 345.69C291.603 345.638 291.356 345.613 291.124 345.613C290.773 345.613 290.439 345.659 290.12 345.753C289.802 345.844 289.521 345.991 289.276 346.195C289.033 346.396 288.849 346.66 288.723 346.987L289.787 347.212C289.87 347.022 290.021 346.85 290.238 346.696C290.457 346.539 290.758 346.461 291.139 346.461C291.505 346.461 291.781 346.545 291.965 346.714C292.152 346.882 292.245 347.119 292.245 347.425V347.45C292.245 347.576 292.196 347.667 292.097 347.723C291.999 347.78 291.841 347.82 291.624 347.846L290.776 347.937C290.5 347.968 290.23 348.012 289.965 348.071C289.7 348.129 289.46 348.215 289.246 348.33C289.031 348.445 288.86 348.6 288.734 348.796C288.608 348.993 288.545 349.243 288.545 349.547C288.545 349.9 288.631 350.198 288.802 350.441C288.977 350.684 289.213 350.87 289.511 350.998ZM291.56 350.174C291.337 350.289 291.07 350.346 290.757 350.346C290.436 350.346 290.172 350.281 289.965 350.15C289.758 350.017 289.655 349.82 289.655 349.561C289.655 349.374 289.708 349.224 289.814 349.112C289.922 348.997 290.066 348.91 290.245 348.849C290.427 348.788 290.628 348.745 290.848 348.719C290.941 348.708 291.057 348.693 291.196 348.677C291.335 348.658 291.478 348.639 291.624 348.618C291.77 348.594 291.9 348.567 292.014 348.537C292.13 348.504 292.208 348.469 292.249 348.432V349.126C292.249 349.339 292.19 349.538 292.071 349.725C291.955 349.91 291.784 350.06 291.56 350.174ZM283.531 347.871V351.069H282.399V343.888H283.516V346.559H283.588C283.724 346.27 283.933 346.039 284.213 345.869C284.493 345.698 284.859 345.613 285.311 345.613C285.71 345.613 286.059 345.689 286.357 345.841C286.657 345.993 286.889 346.219 287.053 346.521C287.22 346.82 287.303 347.194 287.303 347.643V351.069H286.171V347.769C286.171 347.374 286.061 347.068 285.841 346.851C285.622 346.631 285.316 346.521 284.925 346.521C284.657 346.521 284.417 346.574 284.205 346.679C283.996 346.784 283.83 346.938 283.709 347.142C283.59 347.343 283.531 347.586 283.531 347.871ZM279.907 346.223H281.089C281.023 345.837 280.897 345.495 280.71 345.195C280.524 344.894 280.287 344.639 280.002 344.431C279.717 344.221 279.395 344.062 279.036 343.954C278.68 343.844 278.297 343.789 277.885 343.789C277.216 343.789 276.619 343.938 276.094 344.235C275.568 344.529 275.154 344.952 274.851 345.504C274.548 346.053 274.397 346.711 274.397 347.478C274.397 348.242 274.547 348.9 274.848 349.452C275.151 350.004 275.565 350.428 276.09 350.725C276.615 351.019 277.213 351.167 277.885 351.167C278.312 351.167 278.706 351.108 279.067 350.991C279.428 350.874 279.748 350.71 280.029 350.497C280.311 350.282 280.542 350.027 280.722 349.733C280.904 349.436 281.026 349.111 281.089 348.758L279.907 348.754C279.859 348.983 279.772 349.187 279.646 349.364C279.522 349.54 279.371 349.688 279.192 349.81C279.012 349.931 278.812 350.024 278.589 350.087C278.37 350.147 278.138 350.178 277.893 350.178C277.451 350.178 277.053 350.075 276.7 349.869C276.346 349.664 276.067 349.36 275.863 348.958C275.661 348.556 275.56 348.062 275.56 347.478C275.56 346.898 275.661 346.407 275.863 346.005C276.067 345.603 276.345 345.298 276.696 345.09C277.049 344.882 277.449 344.778 277.896 344.778C278.144 344.778 278.377 344.81 278.597 344.873C278.819 344.936 279.02 345.029 279.199 345.153C279.378 345.277 279.53 345.428 279.654 345.606C279.777 345.783 279.862 345.989 279.907 346.223ZM270.413 353.2C269.951 353.2 269.553 353.144 269.22 353.032C268.889 352.92 268.619 352.771 268.409 352.587C268.2 352.402 268.043 352.2 267.94 351.98L268.913 351.608C268.981 351.711 269.072 351.82 269.186 351.934C269.302 352.051 269.458 352.151 269.655 352.232C269.855 352.314 270.111 352.355 270.424 352.355C270.853 352.355 271.208 352.258 271.488 352.064C271.769 351.872 271.909 351.566 271.909 351.146V350.087H271.837C271.769 350.201 271.67 350.329 271.542 350.469C271.415 350.609 271.241 350.731 271.019 350.833C270.797 350.936 270.508 350.988 270.152 350.988C269.692 350.988 269.278 350.888 268.909 350.69C268.543 350.489 268.253 350.193 268.038 349.803C267.826 349.41 267.72 348.927 267.72 348.355C267.72 347.782 267.825 347.291 268.034 346.882C268.247 346.473 268.537 346.16 268.906 345.942C269.274 345.723 269.692 345.613 270.159 345.613C270.52 345.613 270.812 345.669 271.034 345.781C271.256 345.891 271.429 346.019 271.553 346.167C271.679 346.314 271.776 346.444 271.844 346.556H271.928V345.683H273.038V351.188C273.038 351.65 272.921 352.03 272.689 352.327C272.457 352.624 272.142 352.844 271.746 352.986C271.352 353.129 270.908 353.2 270.413 353.2ZM270.402 350.118C270.727 350.118 271.002 350.048 271.227 349.908C271.454 349.765 271.626 349.562 271.742 349.298C271.861 349.031 271.92 348.712 271.92 348.341C271.92 347.978 271.862 347.659 271.746 347.383C271.63 347.107 271.459 346.892 271.235 346.738C271.01 346.582 270.732 346.503 270.402 346.503C270.061 346.503 269.777 346.585 269.549 346.749C269.322 346.91 269.15 347.13 269.034 347.408C268.921 347.686 268.864 347.997 268.864 348.341C268.864 348.693 268.922 349.003 269.038 349.27C269.154 349.536 269.326 349.744 269.553 349.894C269.783 350.043 270.066 350.118 270.402 350.118ZM262.734 351.068V347.871C262.734 347.586 262.792 347.342 262.908 347.141C263.027 346.938 263.187 346.784 263.389 346.679C263.593 346.573 263.827 346.521 264.09 346.521C264.473 346.521 264.775 346.632 264.995 346.854C265.214 347.074 265.324 347.379 265.324 347.769V351.068H266.457V347.643C266.457 347.199 266.375 346.826 266.211 346.524C266.046 346.223 265.815 345.996 265.517 345.844C265.219 345.69 264.872 345.613 264.476 345.613C264.039 345.613 263.677 345.699 263.389 345.872C263.104 346.045 262.894 346.274 262.76 346.559H262.688V345.683H261.601V351.068H262.734ZM257.223 351.188C256.854 351.188 256.521 351.124 256.223 350.998C255.925 350.87 255.689 350.684 255.515 350.441C255.343 350.198 255.257 349.9 255.257 349.547C255.257 349.243 255.32 348.993 255.446 348.796C255.573 348.6 255.743 348.445 255.958 348.33C256.172 348.215 256.412 348.129 256.677 348.071C256.942 348.012 257.213 347.968 257.488 347.937L258.336 347.846C258.553 347.82 258.711 347.78 258.81 347.723C258.908 347.667 258.957 347.576 258.957 347.45V347.425C258.957 347.119 258.864 346.882 258.677 346.714C258.493 346.545 258.217 346.461 257.851 346.461C257.47 346.461 257.17 346.539 256.95 346.696C256.733 346.85 256.583 347.022 256.499 347.212L255.435 346.987C255.561 346.66 255.746 346.396 255.988 346.195C256.233 345.991 256.514 345.844 256.833 345.753C257.151 345.659 257.485 345.613 257.836 345.613C258.068 345.613 258.315 345.638 258.575 345.69C258.837 345.739 259.082 345.83 259.309 345.963C259.539 346.097 259.727 346.287 259.874 346.535C260.02 346.78 260.093 347.099 260.093 347.492V351.068H258.988V350.332H258.942C258.869 350.468 258.759 350.601 258.613 350.732C258.466 350.863 258.278 350.971 258.048 351.058C257.818 351.144 257.543 351.188 257.223 351.188ZM257.469 350.346C257.782 350.346 258.05 350.289 258.272 350.174C258.496 350.06 258.667 349.91 258.783 349.725C258.902 349.538 258.961 349.339 258.961 349.126V348.432C258.921 348.469 258.842 348.504 258.726 348.537C258.613 348.567 258.483 348.594 258.336 348.618C258.19 348.639 258.047 348.658 257.908 348.677C257.769 348.693 257.653 348.708 257.56 348.719C257.34 348.745 257.139 348.788 256.958 348.849C256.778 348.91 256.634 348.997 256.526 349.112C256.42 349.224 256.367 349.374 256.367 349.561C256.367 349.82 256.47 350.017 256.677 350.15C256.884 350.281 257.148 350.346 257.469 350.346ZM249.6 343.888V351.069H254.285V350.136H250.77V343.888H249.6Z" fill="white"/>
<rect x="276" y="326.8" width="12.0002" height="12.0002" fill="url(#pattern0)"/>
<rect x="263.999" y="326.8" width="12.0002" height="12.0002" fill="url(#pattern1)"/>
</g>
<g opacity="0.4" filter="url(#filter4_f_2609_23840)">
<circle cx="320" cy="296" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip8_2609_23840)">
<rect x="780" y="210" width="88" height="88" rx="8.8" fill="url(#paint8_linear_2609_23840)"/>
<path d="M802.966 263.92C804.715 263.92 806.133 262.503 806.133 260.754C806.133 259.005 804.715 257.588 802.966 257.588C801.217 257.588 799.8 259.005 799.8 260.754C799.8 262.503 801.217 263.92 802.966 263.92Z" fill="#EB6161"/>
<path d="M812.944 250.777C813.357 250.777 813.689 251.109 813.689 251.522L813.648 257.588C813.648 261.046 810.871 263.864 807.421 263.92H807.315V257.604H807.34L807.364 251.538C807.364 251.125 807.696 250.793 808.109 250.793H812.952C812.944 250.793 812.944 250.777 812.944 250.777ZM822.67 250.777C823.083 250.777 823.415 251.109 823.415 251.522V260.009C823.415 260.422 823.083 260.754 822.67 260.754H817.827C817.414 260.754 817.082 260.422 817.082 260.009V251.522C817.082 251.109 817.414 250.777 817.827 250.777H822.67ZM830.29 250.753H830.395C833.497 250.793 836.023 253.296 836.112 256.405V259.993C836.112 260.406 835.78 260.738 835.367 260.738H827.545C827.132 260.738 826.8 260.406 826.8 259.993V251.498C826.8 251.085 827.132 250.753 827.545 250.753C827.537 250.753 830.29 250.753 830.29 250.753ZM843.109 260.649C840.502 260.487 838.412 258.308 838.412 255.66C838.412 252.907 840.647 250.672 843.401 250.672C846.049 250.672 848.227 252.745 848.389 255.369V259.904C848.389 260.317 848.057 260.649 847.644 260.649C847.636 260.649 843.109 260.649 843.109 260.649Z" fill="#009191"/>
<path d="M820.24 249.595C821.989 249.595 823.406 248.178 823.406 246.428C823.406 244.679 821.989 243.262 820.24 243.262C818.49 243.262 817.073 244.679 817.073 246.428C817.073 248.178 818.49 249.595 820.24 249.595Z" fill="#FBCB67"/>
<g opacity="0.4" filter="url(#filter5_f_2609_23840)">
<circle cx="868" cy="210" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip9_2609_23840)">
<rect x="600" y="296" width="88" height="88" rx="8.8" fill="url(#paint9_linear_2609_23840)"/>
<path d="M638.62 331.188C638.203 331.19 637.783 331.178 637.359 331.149C637.246 331.141 637.095 331.178 636.953 331.105C636.941 331.1 636.929 331.096 636.916 331.096L634.731 331.028C634.699 331.027 634.672 331.015 634.651 330.992C634.628 330.967 634.592 330.952 634.545 330.948C634.237 330.921 634.009 330.906 633.862 330.903C633.837 330.903 633.823 330.891 633.819 330.866C633.816 330.845 633.807 330.829 633.793 330.819C633.775 330.806 633.757 330.806 633.738 330.819C633.713 330.837 633.686 330.844 633.657 330.841" stroke="#F9D6DB" stroke-width="0.1375"/>
<path d="M638.717 332.114C637.932 332.141 637.161 332.138 636.404 332.105C635.651 332.073 634.887 332.036 634.135 331.968C634.002 331.957 633.842 332.004 633.684 331.919C633.641 331.895 633.598 331.895 633.554 331.919C633.521 331.936 633.484 331.943 633.444 331.938C633.39 331.934 633.364 331.904 633.365 331.85L633.369 331.684" stroke="#FBC6E0" stroke-width="0.1375"/>
<path d="M638.837 333.272C638.787 333.247 638.741 333.241 638.701 333.252C638.673 333.259 638.659 333.248 638.657 333.22C638.653 333.169 638.63 333.144 638.587 333.143C638.248 333.141 638.059 333.14 638.017 333.14C637.796 333.141 637.555 333.141 637.297 333.142H633.378C633.364 333.142 633.351 333.147 633.341 333.157C633.331 333.167 633.326 333.18 633.326 333.194V333.261C633.326 333.269 633.324 333.276 633.32 333.283C633.317 333.29 633.312 333.296 633.306 333.3C633.3 333.305 633.293 333.308 633.285 333.309C633.278 333.31 633.27 333.31 633.263 333.308C633.238 333.301 633.215 333.275 633.195 333.231" stroke="#FEB2E6" stroke-width="0.1375"/>
<path d="M643.672 335.688L643.291 337.526C643.284 337.559 643.268 337.589 643.245 337.613C643.135 337.73 643.082 337.869 643.085 338.028C643.085 338.081 643.068 338.128 643.031 338.167C642.836 338.377 642.87 338.606 642.702 338.82C642.677 338.853 642.657 338.89 642.643 338.93C642.537 339.256 642.381 339.554 642.177 339.825C642.148 339.865 642.129 339.909 642.122 339.957C642.056 340.409 641.981 340.789 641.898 341.097C641.89 341.127 641.869 341.149 641.837 341.165C641.803 341.18 641.777 341.205 641.759 341.239L641.452 341.804C641.431 341.843 641.399 341.868 641.355 341.877C641.285 341.891 641.244 341.93 641.232 341.995C641.224 342.044 641.2 342.082 641.16 342.111C641.05 342.188 640.98 342.294 640.948 342.43C640.943 342.447 640.932 342.456 640.913 342.456C640.901 342.456 640.889 342.456 640.876 342.456C640.847 342.457 640.821 342.467 640.799 342.487C640.475 342.782 640.029 343.068 639.797 343.442C639.573 343.803 639.334 344.062 639.081 344.368C639.062 344.391 639.039 344.406 639.01 344.414C638.991 344.419 638.975 344.432 638.962 344.451C638.815 344.667 638.643 344.864 638.448 345.041C638.284 345.189 638.192 345.395 638.005 345.545C637.993 345.555 637.963 345.588 637.913 345.644C637.853 345.714 637.758 345.722 637.63 345.669" stroke="#CAA7ED" stroke-width="0.1375"/>
<path d="M646.091 335.812C646.147 336.193 646.085 336.541 645.902 336.854C645.833 336.973 645.851 337.059 645.776 337.165C645.758 337.189 645.738 337.228 645.715 337.283C645.697 337.33 645.691 337.379 645.697 337.429C645.703 337.479 645.69 337.522 645.657 337.56C645.436 337.813 645.317 338.106 645.303 338.441C645.302 338.467 645.289 338.483 645.264 338.489L645.223 338.5C645.194 338.507 645.172 338.524 645.158 338.551C645.025 338.801 644.925 339.03 644.731 339.258C644.592 339.421 644.472 339.596 644.369 339.784C644.279 339.949 644.166 340.12 644.029 340.296C643.906 340.455 643.803 340.629 643.72 340.816C643.708 340.842 643.69 340.864 643.666 340.88L643.613 340.915C643.586 340.932 643.569 340.956 643.561 340.988C643.518 341.164 643.387 341.25 643.308 341.386C643.166 341.623 643.016 341.789 642.802 342.074C642.676 342.24 642.501 342.396 642.278 342.544C641.957 342.757 641.714 343.081 641.549 343.518C641.389 343.938 641.054 344.26 640.852 344.649C640.736 344.873 640.526 344.986 640.386 345.235C640.303 345.382 639.99 345.647 639.97 345.741C639.963 345.775 639.947 345.804 639.922 345.829C639.36 346.378 639.007 346.739 638.861 346.911C638.46 347.385 638.054 347.753 637.643 348.015" stroke="#7CB9F2" stroke-width="0.1375"/>
<path d="M652.218 337.528C652.174 337.682 652.209 337.837 652.321 337.991C652.442 338.159 652.519 338.286 652.553 338.372C652.679 338.689 652.822 338.997 652.983 339.298C653.209 339.718 653.508 340.606 653.881 341.96C653.964 342.26 654 342.584 653.991 342.932C653.984 343.193 654.085 343.465 654.057 343.713C654.001 344.222 654.016 344.728 653.887 345.214C653.787 345.588 653.684 345.962 653.579 346.335C653.532 346.503 653.41 346.647 653.37 346.844C653.362 346.884 653.343 346.918 653.313 346.947C653.275 346.983 653.252 347.017 653.246 347.047C653.185 347.356 653.049 347.625 652.839 347.854C652.808 347.888 652.786 347.928 652.774 347.973C652.726 348.171 652.621 348.324 652.46 348.433C652.417 348.462 652.385 348.498 652.363 348.543L652.179 348.92C652.159 348.96 652.131 348.994 652.095 349.022C652.002 349.095 651.977 349.227 651.929 349.294C651.538 349.838 651.118 350.377 650.667 350.911" stroke="#6CC4F4" stroke-width="0.1375"/>
<path d="M650.15 349.639C650.314 349.367 650.483 349.114 650.658 348.88C650.8 348.69 650.848 348.495 651.01 348.323C651.222 348.097 651.254 347.88 651.395 347.664C651.563 347.41 651.681 347.143 651.827 346.875C651.852 346.829 651.861 346.781 651.853 346.729C651.847 346.675 651.863 346.633 651.903 346.603C651.937 346.577 651.961 346.544 651.974 346.504L652.186 345.844C652.199 345.804 652.203 345.764 652.197 345.723C652.192 345.68 652.201 345.643 652.225 345.613C652.25 345.577 652.264 345.537 652.264 345.493C652.267 345.225 652.405 345.033 652.405 344.782C652.406 344.311 652.406 343.84 652.405 343.369C652.404 343.092 652.248 342.48 651.937 341.533C651.871 341.33 651.761 341.127 651.666 340.934C651.569 340.734 651.547 340.437 651.316 340.231C651.28 340.199 651.265 340.16 651.272 340.113C651.277 340.065 651.262 340.028 651.225 340.003C651.194 339.982 651.171 339.953 651.156 339.917C651.085 339.745 651.005 339.578 650.917 339.416C650.827 339.25 650.749 339.096 650.683 338.955C650.437 338.432 650.117 337.955 649.723 337.526C649.696 337.496 649.697 337.466 649.726 337.437L649.761 337.403C649.769 337.394 649.775 337.384 649.78 337.374C649.784 337.363 649.786 337.351 649.786 337.339C649.785 337.327 649.783 337.316 649.778 337.305C649.773 337.294 649.766 337.284 649.758 337.276C649.629 337.153 649.475 337.079 649.299 337.055C649.276 337.051 649.258 337.039 649.246 337.019C649.234 336.997 649.219 336.98 649.2 336.969C649.178 336.957 649.15 336.957 649.113 336.971C648.811 337.082 648.607 337.209 648.501 337.352C648.325 337.59 648.133 337.816 647.925 338.03C647.401 338.569 646.885 339.113 646.436 339.718C646.323 339.868 646.187 339.996 646.029 340.1C645.992 340.125 645.964 340.157 645.945 340.197C645.827 340.447 645.557 340.484 645.407 340.619C645.241 340.768 645.087 340.927 644.944 341.096C644.937 341.105 644.866 341.169 644.732 341.288C644.66 341.353 644.613 341.436 644.591 341.537C644.58 341.584 644.561 341.627 644.533 341.665L644.307 341.962C644.299 341.973 644.288 341.979 644.274 341.98C644.262 341.98 644.25 341.98 644.239 341.981C644.223 341.982 644.208 341.987 644.195 341.994C644.181 342.002 644.17 342.013 644.162 342.025C644.035 342.211 643.877 342.362 643.689 342.476C643.641 342.505 643.612 342.546 643.601 342.6C643.586 342.668 643.557 342.725 643.515 342.772C643.485 342.806 643.475 342.845 643.485 342.889C643.51 342.992 643.502 343.035 643.441 343.129C643.346 343.276 643.274 343.432 643.227 343.598C643.214 343.643 643.188 343.679 643.148 343.706C643.019 343.791 643.046 343.95 642.991 344.052C642.905 344.209 642.777 344.323 642.714 344.487C642.6 344.782 642.479 344.998 642.351 345.136C642.181 345.317 642.062 345.48 641.993 345.625C641.908 345.803 641.731 346.094 641.599 346.227C641.395 346.429 641.219 346.655 641.071 346.904C641.045 346.947 641.01 346.981 640.966 347.006C640.843 347.078 640.78 347.183 640.778 347.321C640.777 347.37 640.759 347.413 640.725 347.448C639.96 348.272 639.146 349.045 638.283 349.765C638.251 349.792 638.228 349.829 638.217 349.87C638.197 349.948 638.146 349.987 638.065 349.988C638.026 349.989 637.993 350.002 637.964 350.027C637.936 350.052 637.914 350.081 637.898 350.112" stroke="#55D5F7" stroke-width="0.1375"/>
<path d="M654.941 337.316C654.982 337.455 655.016 337.585 655.045 337.704C655.076 337.832 655.131 337.953 655.21 338.066C655.427 338.374 655.59 338.687 655.7 339.006C655.89 339.555 656.084 340.211 656.282 340.972C656.304 341.055 656.31 341.163 656.299 341.298C656.285 341.47 656.328 341.577 656.428 341.621" stroke="#8CAEF0" stroke-width="0.1375"/>
<path d="M655.324 345.859C655.267 346.146 655.2 346.422 655.124 346.687C655.016 347.065 654.787 347.42 654.625 347.8C654.57 347.93 654.457 347.976 654.394 348.122C654.261 348.427 654.057 348.745 653.781 349.076C653.515 349.395 653.239 349.837 652.953 350.401" stroke="#8CAEF0" stroke-width="0.1375"/>
<path d="M652.327 350.646C651.93 351.214 651.54 351.767 651.157 352.306C651.09 352.401 651.083 352.526 651.033 352.6C650.771 352.995 650.512 353.393 650.255 353.792C650.189 353.896 650.039 353.979 650.034 354.16C650.033 354.205 650.023 354.248 650.005 354.289L649.569 355.309" stroke="#8CAEF0" stroke-width="0.1375"/>
<path d="M650.683 351.844C650.874 351.623 651.123 351.273 651.43 350.797C651.62 350.501 651.897 350.188 652.26 349.858C652.292 349.828 652.306 349.793 652.301 349.75C652.293 349.68 652.318 349.626 652.376 349.588C652.402 349.57 652.421 349.545 652.432 349.515C652.469 349.411 652.571 349.35 652.622 349.27C652.73 349.1 652.796 348.899 652.9 348.744C653.379 348.016 653.784 347.249 654.114 346.442C654.511 345.473 654.731 344.397 654.642 343.348C654.62 343.095 654.684 342.857 654.643 342.613C654.624 342.497 654.608 342.382 654.596 342.268C654.532 341.656 654.37 341.071 654.111 340.513C654.091 340.47 654.083 340.425 654.089 340.377C654.094 340.332 654.089 340.288 654.071 340.245L652.909 337.429" stroke="#7CB9F2" stroke-width="0.1375"/>
<path d="M655.536 346.365C655.534 346.821 655.542 347.22 655.478 347.696C655.439 347.975 655.53 348.348 655.369 348.602C655.261 348.772 655.194 348.891 655.167 348.961C654.995 349.406 654.568 349.767 654.283 350.143C654.056 350.443 653.83 350.748 653.606 351.059" stroke="#A69CED" stroke-width="0.1375"/>
<path d="M638.62 331.188C638.203 331.19 637.783 331.178 637.359 331.149C637.246 331.141 637.095 331.178 636.953 331.105C636.941 331.1 636.929 331.096 636.916 331.096L634.731 331.028C634.699 331.027 634.672 331.015 634.651 330.992C634.628 330.967 634.592 330.952 634.546 330.948C634.237 330.921 634.009 330.906 633.862 330.903C633.837 330.903 633.823 330.891 633.82 330.866C633.816 330.845 633.807 330.829 633.793 330.819C633.775 330.806 633.757 330.806 633.738 330.819C633.713 330.837 633.686 330.844 633.657 330.841C633.855 330.584 633.915 330.278 633.836 329.924C633.826 329.878 633.798 329.852 633.754 329.844C633.04 329.721 631.9 329.327 631.533 328.671C631.274 328.212 631.405 327.397 631.972 327.186C631.982 327.183 632.19 327.157 632.596 327.109C632.974 327.064 633.857 326.83 633.85 326.311C633.844 325.7 633.81 325.022 633.591 324.464C633.564 324.394 633.585 324.373 633.655 324.399C634.076 324.562 634.442 324.806 634.752 325.132C634.842 325.227 634.887 325.209 634.887 325.079L634.885 324.432C634.885 324.377 634.911 324.358 634.962 324.376C637.692 325.301 638.382 328.737 638.62 331.188Z" fill="#F8DFD8"/>
<path d="M638.62 331.188L638.717 332.114C637.933 332.141 637.162 332.138 636.404 332.105C635.651 332.073 634.888 332.036 634.136 331.969C634.002 331.958 633.843 332.004 633.685 331.919C633.642 331.895 633.598 331.895 633.554 331.919C633.521 331.937 633.484 331.943 633.444 331.938C633.391 331.934 633.365 331.905 633.366 331.85L633.37 331.684L633.657 330.841C633.686 330.844 633.713 330.837 633.738 330.819C633.757 330.806 633.775 330.806 633.793 330.819C633.807 330.829 633.816 330.845 633.819 330.866C633.823 330.891 633.837 330.903 633.862 330.903C634.009 330.906 634.237 330.921 634.545 330.948C634.592 330.952 634.628 330.967 634.651 330.992C634.672 331.015 634.699 331.027 634.731 331.028L636.916 331.096C636.929 331.096 636.941 331.1 636.953 331.105C637.095 331.178 637.246 331.141 637.359 331.149C637.783 331.178 638.203 331.19 638.62 331.188Z" fill="#FACCDE"/>
<path d="M633.37 331.684L633.366 331.85C633.365 331.904 633.391 331.934 633.444 331.938C633.485 331.943 633.521 331.936 633.554 331.919C633.598 331.895 633.642 331.895 633.685 331.919C633.843 332.004 634.002 331.957 634.136 331.968C634.888 332.036 635.651 332.073 636.405 332.105C637.162 332.138 637.933 332.141 638.717 332.114L638.837 333.272C638.787 333.247 638.741 333.24 638.701 333.251C638.673 333.259 638.659 333.248 638.657 333.22C638.653 333.169 638.63 333.144 638.587 333.143C638.248 333.141 638.059 333.14 638.017 333.14C637.796 333.141 637.555 333.141 637.297 333.141H633.378C633.364 333.141 633.351 333.147 633.341 333.157C633.331 333.166 633.326 333.18 633.326 333.194V333.261C633.326 333.269 633.324 333.276 633.32 333.283C633.317 333.29 633.312 333.295 633.306 333.3C633.3 333.304 633.293 333.308 633.285 333.309C633.278 333.31 633.27 333.31 633.263 333.308C633.238 333.3 633.215 333.275 633.195 333.231L633.37 331.684Z" fill="#FCBFE2"/>
<path d="M638.836 333.272L639.045 335.58C639.052 335.651 639.09 335.687 639.161 335.687L643.671 335.688L643.29 337.527C643.283 337.559 643.267 337.589 643.245 337.613C643.135 337.731 643.081 337.869 643.084 338.029C643.085 338.082 643.067 338.128 643.03 338.167C642.835 338.378 642.869 338.606 642.702 338.821C642.676 338.854 642.656 338.89 642.642 338.931C642.536 339.256 642.381 339.554 642.176 339.826C642.147 339.865 642.129 339.909 642.121 339.958C642.055 340.41 641.981 340.79 641.897 341.098C641.889 341.127 641.869 341.149 641.837 341.165C641.803 341.18 641.777 341.205 641.758 341.239L641.452 341.804C641.431 341.844 641.398 341.868 641.354 341.877C641.284 341.891 641.244 341.93 641.232 341.995C641.223 342.044 641.199 342.082 641.159 342.111C641.05 342.188 640.979 342.294 640.947 342.43C640.942 342.447 640.931 342.456 640.913 342.456C640.901 342.456 640.888 342.456 640.876 342.456C640.846 342.457 640.821 342.467 640.799 342.488C640.474 342.782 640.029 343.068 639.796 343.442C639.572 343.804 639.333 344.062 639.08 344.369C639.061 344.392 639.038 344.407 639.01 344.414C638.99 344.42 638.974 344.432 638.962 344.451C638.814 344.667 638.643 344.864 638.447 345.041C638.284 345.19 638.192 345.396 638.005 345.546C637.993 345.555 637.962 345.588 637.912 345.645C637.852 345.714 637.758 345.723 637.629 345.669C636.216 344.928 634.757 343.648 634.318 342.042C634.126 341.338 634.21 340.395 634.199 339.585C634.198 339.539 634.184 339.497 634.159 339.457C633.408 338.316 633.506 336.996 633.511 335.743C633.512 335.532 633.474 335.306 633.397 335.065C633.207 334.475 633.14 333.864 633.195 333.231C633.215 333.275 633.237 333.301 633.262 333.308C633.269 333.31 633.277 333.311 633.285 333.309C633.292 333.308 633.299 333.305 633.305 333.3C633.311 333.296 633.316 333.29 633.32 333.283C633.323 333.276 633.325 333.269 633.325 333.261V333.194C633.325 333.18 633.331 333.167 633.341 333.157C633.351 333.147 633.364 333.142 633.378 333.142H637.296C637.554 333.142 637.795 333.141 638.017 333.14C638.058 333.14 638.248 333.141 638.586 333.143C638.629 333.144 638.653 333.17 638.656 333.22C638.658 333.249 638.673 333.259 638.7 333.252C638.741 333.241 638.786 333.248 638.836 333.272Z" fill="#FFA5EA"/>
<path d="M643.672 335.688C644.478 335.65 645.285 335.692 646.092 335.812C646.148 336.193 646.086 336.54 645.903 336.854C645.835 336.972 645.852 337.059 645.777 337.165C645.759 337.189 645.739 337.228 645.716 337.283C645.698 337.33 645.692 337.378 645.698 337.429C645.704 337.478 645.691 337.522 645.659 337.559C645.437 337.812 645.318 338.106 645.304 338.441C645.303 338.466 645.29 338.482 645.265 338.489L645.224 338.5C645.195 338.507 645.173 338.524 645.159 338.551C645.026 338.801 644.926 339.029 644.732 339.257C644.593 339.421 644.473 339.596 644.37 339.784C644.28 339.949 644.167 340.12 644.031 340.296C643.907 340.455 643.804 340.628 643.721 340.815C643.709 340.842 643.691 340.863 643.668 340.88L643.614 340.914C643.587 340.932 643.57 340.956 643.562 340.987C643.519 341.163 643.388 341.25 643.309 341.386C643.167 341.623 643.017 341.789 642.803 342.074C642.677 342.239 642.502 342.396 642.279 342.544C641.958 342.756 641.715 343.081 641.55 343.517C641.391 343.938 641.055 344.26 640.853 344.649C640.737 344.873 640.527 344.986 640.387 345.235C640.304 345.382 639.991 345.647 639.972 345.741C639.964 345.775 639.948 345.804 639.923 345.829C639.361 346.378 639.008 346.738 638.862 346.911C638.461 347.385 638.055 347.753 637.644 348.015L637.63 345.669C637.758 345.722 637.853 345.714 637.913 345.644C637.963 345.588 637.993 345.555 638.005 345.545C638.192 345.396 638.284 345.189 638.448 345.041C638.643 344.864 638.815 344.667 638.962 344.451C638.975 344.432 638.991 344.419 639.01 344.414C639.039 344.406 639.062 344.391 639.081 344.368C639.334 344.062 639.573 343.803 639.797 343.442C640.029 343.068 640.475 342.782 640.799 342.487C640.821 342.467 640.847 342.457 640.876 342.456C640.889 342.456 640.901 342.456 640.913 342.456C640.932 342.456 640.943 342.447 640.948 342.43C640.98 342.294 641.05 342.188 641.16 342.111C641.2 342.082 641.224 342.044 641.232 341.995C641.244 341.93 641.285 341.891 641.355 341.877C641.399 341.868 641.431 341.843 641.452 341.804L641.759 341.239C641.777 341.205 641.803 341.18 641.837 341.165C641.869 341.149 641.89 341.127 641.898 341.097C641.981 340.789 642.056 340.409 642.122 339.957C642.129 339.909 642.148 339.865 642.177 339.825C642.381 339.554 642.537 339.256 642.643 338.93C642.657 338.89 642.677 338.853 642.702 338.82C642.87 338.606 642.836 338.377 643.031 338.167C643.068 338.128 643.085 338.081 643.085 338.028C643.082 337.869 643.135 337.73 643.245 337.613C643.268 337.589 643.284 337.559 643.291 337.526L643.672 335.688Z" fill="#94A8EF"/>
<path d="M646.091 335.812C647.234 335.898 648.336 336.12 649.397 336.478C650.393 336.814 651.119 337.457 652.218 337.528C652.175 337.682 652.209 337.836 652.321 337.991C652.442 338.159 652.519 338.286 652.553 338.372C652.679 338.689 652.822 338.997 652.983 339.298C653.209 339.718 653.508 340.606 653.881 341.96C653.964 342.26 654 342.584 653.991 342.932C653.984 343.193 654.085 343.465 654.057 343.713C654.001 344.222 654.016 344.728 653.887 345.214C653.787 345.588 653.684 345.962 653.579 346.335C653.532 346.503 653.41 346.647 653.37 346.844C653.362 346.884 653.343 346.918 653.313 346.947C653.275 346.983 653.253 347.017 653.246 347.047C653.185 347.356 653.049 347.625 652.839 347.854C652.808 347.888 652.786 347.928 652.774 347.973C652.726 348.171 652.621 348.324 652.46 348.433C652.417 348.462 652.385 348.498 652.363 348.543L652.179 348.92C652.159 348.96 652.131 348.994 652.095 349.022C652.002 349.095 651.977 349.227 651.929 349.294C651.538 349.837 651.118 350.376 650.667 350.911C650.548 350.407 650.376 349.983 650.15 349.639C650.314 349.367 650.483 349.114 650.658 348.88C650.8 348.69 650.848 348.495 651.01 348.323C651.222 348.098 651.254 347.88 651.395 347.665C651.563 347.41 651.681 347.143 651.827 346.875C651.852 346.829 651.861 346.781 651.853 346.73C651.847 346.675 651.863 346.633 651.903 346.603C651.937 346.577 651.96 346.544 651.974 346.504L652.186 345.844C652.199 345.805 652.202 345.764 652.197 345.723C652.191 345.68 652.201 345.643 652.224 345.613C652.25 345.577 652.263 345.537 652.264 345.493C652.267 345.225 652.405 345.033 652.405 344.783C652.406 344.311 652.406 343.84 652.405 343.369C652.404 343.092 652.248 342.48 651.937 341.533C651.871 341.33 651.761 341.128 651.666 340.934C651.569 340.735 651.547 340.438 651.316 340.231C651.28 340.199 651.265 340.16 651.272 340.113C651.277 340.065 651.262 340.029 651.225 340.003C651.194 339.982 651.171 339.954 651.156 339.918C651.085 339.745 651.005 339.578 650.917 339.416C650.827 339.25 650.749 339.096 650.683 338.955C650.436 338.432 650.117 337.956 649.723 337.527C649.696 337.496 649.697 337.467 649.726 337.437L649.76 337.403C649.769 337.395 649.775 337.385 649.779 337.374C649.784 337.363 649.786 337.351 649.786 337.339C649.785 337.328 649.783 337.316 649.778 337.305C649.773 337.294 649.766 337.285 649.758 337.276C649.628 337.154 649.475 337.08 649.298 337.055C649.276 337.051 649.258 337.039 649.246 337.019C649.234 336.997 649.219 336.981 649.199 336.97C649.178 336.957 649.149 336.957 649.113 336.971C648.811 337.082 648.607 337.209 648.501 337.352C648.325 337.59 648.133 337.816 647.925 338.03C647.401 338.569 646.885 339.113 646.436 339.718C646.323 339.869 646.187 339.996 646.029 340.101C645.992 340.125 645.964 340.157 645.945 340.197C645.827 340.447 645.557 340.484 645.407 340.619C645.241 340.768 645.087 340.927 644.944 341.096C644.936 341.105 644.866 341.169 644.732 341.289C644.66 341.354 644.612 341.437 644.59 341.538C644.58 341.584 644.561 341.627 644.533 341.665L644.307 341.962C644.299 341.973 644.288 341.979 644.274 341.98C644.262 341.98 644.25 341.981 644.238 341.982C644.223 341.982 644.208 341.987 644.195 341.995C644.181 342.002 644.17 342.013 644.161 342.026C644.035 342.212 643.877 342.362 643.688 342.477C643.641 342.505 643.611 342.546 643.6 342.6C643.586 342.668 643.557 342.726 643.515 342.772C643.485 342.806 643.475 342.845 643.485 342.889C643.51 342.992 643.501 343.035 643.441 343.13C643.346 343.276 643.274 343.433 643.226 343.599C643.214 343.644 643.187 343.679 643.148 343.706C643.019 343.791 643.046 343.951 642.991 344.052C642.905 344.209 642.777 344.323 642.714 344.487C642.6 344.782 642.479 344.998 642.351 345.136C642.181 345.317 642.062 345.481 641.993 345.625C641.908 345.803 641.73 346.094 641.598 346.228C641.395 346.429 641.219 346.655 641.07 346.904C641.045 346.947 641.01 346.981 640.966 347.006C640.843 347.078 640.78 347.183 640.778 347.321C640.777 347.37 640.759 347.413 640.725 347.449C639.96 348.273 639.146 349.045 638.283 349.766C638.251 349.792 638.228 349.829 638.217 349.87C638.197 349.948 638.146 349.987 638.065 349.988C638.026 349.989 637.993 350.002 637.964 350.027C637.936 350.052 637.914 350.081 637.898 350.112L637.643 348.015C638.054 347.753 638.46 347.385 638.861 346.911C639.007 346.739 639.36 346.378 639.922 345.829C639.947 345.804 639.963 345.775 639.97 345.741C639.99 345.647 640.303 345.382 640.386 345.235C640.526 344.986 640.736 344.873 640.852 344.649C641.054 344.26 641.389 343.938 641.549 343.518C641.714 343.081 641.957 342.757 642.278 342.544C642.501 342.396 642.676 342.24 642.802 342.074C643.016 341.789 643.166 341.623 643.308 341.386C643.387 341.25 643.518 341.164 643.561 340.988C643.569 340.956 643.586 340.932 643.613 340.915L643.666 340.88C643.69 340.864 643.708 340.842 643.72 340.816C643.803 340.629 643.906 340.455 644.029 340.296C644.166 340.12 644.279 339.949 644.369 339.784C644.472 339.596 644.592 339.421 644.731 339.258C644.925 339.03 645.025 338.801 645.158 338.551C645.172 338.524 645.194 338.507 645.223 338.5L645.264 338.489C645.289 338.483 645.302 338.467 645.303 338.441C645.317 338.106 645.436 337.813 645.657 337.56C645.69 337.522 645.703 337.479 645.697 337.429C645.691 337.379 645.697 337.33 645.715 337.283C645.738 337.228 645.758 337.189 645.776 337.165C645.851 337.059 645.833 336.973 645.902 336.854C646.085 336.541 646.147 336.193 646.091 335.812Z" fill="#64CAF5"/>
<path d="M650.151 349.639C649.81 349.204 649.295 348.74 649.103 348.309C648.879 347.811 648.938 347.341 648.954 346.812C648.956 346.76 648.932 346.742 648.883 346.76C646.77 347.491 644.385 347.668 642.211 347.096C642.164 347.084 642.139 347.102 642.139 347.153C642.128 348.349 642.036 349.459 641.861 350.483C641.805 350.811 641.682 351.144 641.492 351.481C641.471 351.52 641.459 351.564 641.459 351.608C641.457 352.369 641.449 353.128 641.435 353.886C641.428 354.238 641.165 355.624 640.649 355.639C640.152 355.654 639.637 355.659 639.104 355.656C639.092 355.656 639.081 355.653 639.071 355.647C639.06 355.642 639.052 355.634 639.045 355.624C639.039 355.615 639.034 355.604 639.033 355.592C639.031 355.581 639.033 355.569 639.037 355.558C639.234 355.04 639.549 354.61 639.981 354.268C640.018 354.239 640.037 354.201 640.039 354.156C640.064 353.248 640.174 351.752 639.778 350.931C639.774 350.923 639.767 350.917 639.76 350.913C639.752 350.909 639.743 350.907 639.734 350.908C639.726 350.909 639.717 350.913 639.711 350.919C639.704 350.925 639.7 350.932 639.698 350.941C639.357 352.414 638.877 353.971 638.042 355.254C638.031 355.273 638.014 355.288 637.995 355.299C637.976 355.309 637.954 355.315 637.932 355.315H636.681C636.635 355.315 636.613 355.292 636.614 355.246C636.621 354.818 636.776 354.348 637.244 354.241C637.288 354.231 637.32 354.206 637.34 354.165C637.99 352.81 638.056 351.826 637.899 350.112C637.915 350.081 637.937 350.052 637.965 350.027C637.994 350.002 638.027 349.989 638.066 349.988C638.147 349.987 638.198 349.948 638.218 349.87C638.229 349.829 638.252 349.792 638.284 349.765C639.147 349.045 639.961 348.272 640.726 347.448C640.76 347.413 640.778 347.37 640.779 347.321C640.781 347.183 640.844 347.078 640.967 347.006C641.011 346.981 641.046 346.947 641.072 346.904C641.22 346.655 641.396 346.429 641.6 346.227C641.732 346.094 641.909 345.803 641.994 345.625C642.063 345.48 642.182 345.317 642.352 345.136C642.48 344.998 642.601 344.782 642.715 344.487C642.778 344.323 642.906 344.209 642.992 344.052C643.047 343.95 643.02 343.791 643.149 343.706C643.189 343.679 643.215 343.643 643.228 343.598C643.275 343.432 643.347 343.276 643.442 343.129C643.503 343.035 643.511 342.992 643.486 342.889C643.476 342.845 643.486 342.806 643.516 342.772C643.558 342.725 643.587 342.668 643.602 342.6C643.613 342.546 643.642 342.505 643.69 342.476C643.878 342.362 644.036 342.211 644.163 342.025C644.171 342.013 644.182 342.002 644.196 341.994C644.209 341.987 644.224 341.982 644.24 341.981C644.251 341.98 644.263 341.98 644.275 341.98C644.289 341.979 644.3 341.973 644.308 341.962L644.534 341.665C644.562 341.627 644.581 341.584 644.592 341.537C644.614 341.436 644.661 341.353 644.733 341.288C644.867 341.169 644.938 341.105 644.945 341.096C645.088 340.927 645.242 340.768 645.408 340.619C645.558 340.484 645.828 340.447 645.946 340.197C645.965 340.157 645.993 340.125 646.03 340.1C646.188 339.996 646.324 339.868 646.437 339.718C646.886 339.113 647.402 338.569 647.926 338.03C648.134 337.816 648.326 337.59 648.502 337.352C648.608 337.209 648.812 337.082 649.114 336.971C649.151 336.957 649.179 336.957 649.201 336.969C649.22 336.98 649.235 336.997 649.247 337.019C649.259 337.039 649.277 337.051 649.3 337.055C649.476 337.079 649.63 337.153 649.759 337.276C649.767 337.284 649.774 337.294 649.779 337.305C649.784 337.316 649.786 337.327 649.787 337.339C649.787 337.351 649.785 337.363 649.781 337.374C649.776 337.384 649.77 337.394 649.762 337.403L649.727 337.437C649.698 337.466 649.697 337.496 649.724 337.526C650.118 337.955 650.438 338.432 650.684 338.955C650.75 339.096 650.828 339.25 650.918 339.416C651.006 339.578 651.086 339.745 651.157 339.917C651.172 339.953 651.195 339.982 651.226 340.003C651.263 340.028 651.278 340.065 651.273 340.113C651.266 340.16 651.281 340.199 651.317 340.231C651.548 340.437 651.57 340.734 651.667 340.934C651.762 341.127 651.872 341.33 651.938 341.533C652.249 342.48 652.405 343.092 652.406 343.369C652.407 343.84 652.407 344.311 652.406 344.782C652.406 345.033 652.268 345.225 652.265 345.493C652.265 345.537 652.251 345.577 652.226 345.613C652.202 345.643 652.193 345.68 652.198 345.723C652.204 345.764 652.2 345.804 652.187 345.844L651.975 346.504C651.962 346.544 651.938 346.577 651.904 346.603C651.864 346.633 651.848 346.675 651.854 346.729C651.862 346.781 651.853 346.829 651.828 346.875C651.682 347.143 651.564 347.41 651.396 347.664C651.255 347.88 651.223 348.097 651.011 348.323C650.849 348.495 650.801 348.69 650.659 348.88C650.484 349.114 650.315 349.367 650.151 349.639Z" fill="#45DFF8"/>
<path d="M654.94 337.316C654.98 337.455 655.015 337.585 655.043 337.704C655.074 337.832 655.129 337.953 655.208 338.065C655.425 338.373 655.589 338.687 655.699 339.006C655.889 339.555 656.083 340.21 656.281 340.972C656.303 341.055 656.308 341.163 656.297 341.298C656.283 341.469 656.327 341.577 656.426 341.621C656.193 342.127 655.808 342.452 655.273 342.595C655.226 342.607 655.2 342.636 655.193 342.684C655.051 343.765 655.094 344.823 655.322 345.859C655.266 346.146 655.199 346.422 655.123 346.687C655.014 347.065 654.786 347.42 654.624 347.8C654.569 347.93 654.456 347.976 654.393 348.122C654.26 348.427 654.056 348.745 653.78 349.076C653.514 349.395 653.238 349.837 652.952 350.401L652.506 349.778C652.471 349.727 652.449 349.733 652.44 349.794L652.326 350.647C651.929 351.214 651.539 351.767 651.156 352.306C651.089 352.401 651.082 352.526 651.032 352.601C650.77 352.996 650.511 353.393 650.254 353.793C650.188 353.896 650.038 353.98 650.033 354.16C650.032 354.205 650.022 354.248 650.004 354.289L649.568 355.309L649.055 355.304C649.008 355.304 648.985 355.28 648.986 355.232C649 354.838 649.142 354.351 649.586 354.257C649.633 354.247 649.669 354.223 649.694 354.183C650.184 353.456 650.513 352.677 650.682 351.844C650.872 351.622 651.121 351.273 651.428 350.797C651.619 350.5 651.896 350.187 652.259 349.857C652.291 349.828 652.305 349.792 652.3 349.75C652.292 349.68 652.317 349.625 652.374 349.588C652.401 349.57 652.42 349.545 652.431 349.515C652.468 349.411 652.57 349.35 652.62 349.27C652.729 349.1 652.795 348.899 652.898 348.744C653.378 348.016 653.782 347.249 654.112 346.442C654.51 345.473 654.73 344.397 654.64 343.348C654.618 343.095 654.683 342.857 654.642 342.613C654.622 342.497 654.607 342.382 654.595 342.267C654.531 341.656 654.369 341.071 654.11 340.513C654.089 340.47 654.082 340.424 654.088 340.377C654.093 340.332 654.087 340.288 654.07 340.245L652.908 337.429C653.33 337.272 653.73 337.177 654.105 337.144C654.416 337.117 654.694 337.174 654.94 337.316Z" fill="#84B4F1"/>
<path d="M654.94 337.316C656.461 338.14 656.861 340.09 656.426 341.621C656.326 341.577 656.283 341.47 656.297 341.298C656.308 341.163 656.303 341.055 656.281 340.972C656.083 340.211 655.889 339.555 655.699 339.006C655.589 338.687 655.425 338.374 655.208 338.066C655.129 337.953 655.074 337.832 655.043 337.704C655.015 337.585 654.98 337.455 654.94 337.316Z" fill="#94A8EF"/>
<path d="M652.908 337.429L654.07 340.245C654.087 340.288 654.093 340.332 654.088 340.377C654.082 340.425 654.089 340.47 654.11 340.513C654.369 341.071 654.531 341.656 654.595 342.268C654.607 342.382 654.622 342.497 654.642 342.613C654.683 342.857 654.618 343.095 654.64 343.348C654.73 344.397 654.51 345.473 654.112 346.442C653.782 347.249 653.378 348.016 652.898 348.744C652.795 348.899 652.729 349.1 652.62 349.27C652.57 349.35 652.468 349.411 652.431 349.515C652.42 349.545 652.401 349.57 652.374 349.588C652.317 349.626 652.292 349.68 652.3 349.75C652.305 349.793 652.291 349.828 652.259 349.858C651.896 350.188 651.619 350.501 651.428 350.797C651.121 351.273 650.872 351.623 650.682 351.844L650.667 350.911C651.118 350.376 651.538 349.837 651.929 349.294C651.977 349.226 652.002 349.094 652.095 349.022C652.131 348.994 652.159 348.96 652.179 348.92L652.363 348.543C652.385 348.498 652.417 348.462 652.46 348.433C652.621 348.324 652.726 348.17 652.774 347.972C652.786 347.928 652.808 347.888 652.839 347.854C653.049 347.625 653.185 347.356 653.246 347.047C653.252 347.017 653.275 346.983 653.313 346.947C653.343 346.918 653.362 346.884 653.37 346.844C653.41 346.647 653.532 346.503 653.579 346.335C653.684 345.962 653.787 345.588 653.887 345.214C654.016 344.727 654.001 344.221 654.057 343.713C654.085 343.465 653.984 343.193 653.991 342.932C654 342.584 653.964 342.26 653.881 341.96C653.508 340.606 653.209 339.718 652.983 339.298C652.822 338.997 652.679 338.688 652.553 338.372C652.519 338.286 652.442 338.159 652.321 337.991C652.209 337.836 652.174 337.682 652.218 337.528L652.908 337.429Z" fill="#74BEF3"/>
<path d="M655.323 345.859L655.535 346.365C655.534 346.821 655.542 347.22 655.477 347.696C655.439 347.975 655.529 348.348 655.369 348.602C655.26 348.772 655.193 348.891 655.166 348.961C654.995 349.406 654.567 349.767 654.282 350.143C654.055 350.443 653.829 350.748 653.606 351.059L652.953 350.401C653.239 349.837 653.515 349.395 653.78 349.076C654.056 348.745 654.261 348.427 654.394 348.122C654.457 347.976 654.57 347.93 654.625 347.8C654.787 347.42 655.015 347.065 655.124 346.687C655.2 346.422 655.266 346.146 655.323 345.859Z" fill="#94A8EF"/>
<path d="M655.534 346.365C655.538 347.039 655.543 347.712 655.549 348.386C655.551 348.614 655.596 348.855 655.684 349.108C656.051 350.157 656.165 351.161 655.586 352.158C655.563 352.196 655.554 352.238 655.559 352.283C655.682 353.365 655.711 354.572 655.238 355.583C655.228 355.606 655.211 355.625 655.19 355.638C655.169 355.651 655.145 355.659 655.12 355.659L653.551 355.657C653.538 355.657 653.525 355.654 653.514 355.648C653.503 355.641 653.493 355.632 653.487 355.62C653.48 355.609 653.477 355.596 653.477 355.582C653.477 355.569 653.48 355.556 653.487 355.544C653.631 355.288 653.829 355.081 654.079 354.924C654.116 354.901 654.137 354.867 654.144 354.824C654.279 353.896 654.43 352.481 654.149 351.583C654.136 351.539 654.111 351.502 654.076 351.472L653.605 351.059C653.828 350.748 654.054 350.443 654.281 350.143C654.566 349.767 654.994 349.406 655.165 348.961C655.192 348.891 655.259 348.772 655.368 348.602C655.528 348.348 655.438 347.975 655.476 347.696C655.541 347.22 655.533 346.821 655.534 346.365Z" fill="#B890EB"/>
<path d="M652.327 350.646C652.158 351.803 651.706 353.062 650.815 353.845C650.789 353.867 650.769 353.895 650.755 353.926C650.741 353.957 650.734 353.991 650.735 354.025L650.743 355.229C650.743 355.279 650.719 355.304 650.67 355.304L649.569 355.309L650.005 354.289C650.023 354.248 650.033 354.205 650.034 354.16C650.039 353.979 650.189 353.896 650.255 353.792C650.512 353.393 650.771 352.995 651.033 352.6C651.083 352.526 651.09 352.401 651.157 352.306C651.54 351.767 651.93 351.214 652.327 350.646Z" fill="#94A8EF"/>
<g opacity="0.4" filter="url(#filter6_f_2609_23840)">
<circle cx="688" cy="296" r="26.4" fill="#2F6FF0"/>
</g>
</g>
<g clip-path="url(#clip10_2609_23840)">
<rect x="416" y="197" width="88" height="88" rx="8.8" fill="url(#paint10_linear_2609_23840)"/>
<g clip-path="url(#clip11_2609_23840)">
<path d="M446.588 243.06C446.588 244.854 446.055 246.283 444.991 247.347C443.795 248.615 442.223 249.249 440.273 249.249C438.408 249.249 436.829 248.603 435.537 247.311C434.246 246.02 433.6 244.429 433.6 242.54C433.6 240.65 434.246 239.059 435.537 237.768C436.829 236.476 438.408 235.831 440.273 235.831C441.218 235.831 442.109 235.998 442.946 236.333C443.783 236.668 444.471 237.14 445.009 237.75L443.825 238.934C443.43 238.456 442.919 238.082 442.291 237.813C441.663 237.544 440.991 237.409 440.273 237.409C438.874 237.409 437.69 237.893 436.721 238.862C435.765 239.843 435.286 241.069 435.286 242.54C435.286 244.01 435.765 245.236 436.721 246.217C437.69 247.186 438.874 247.67 440.273 247.67C441.553 247.67 442.617 247.311 443.466 246.594C444.315 245.876 444.806 244.889 444.937 243.634H440.273V242.091H446.498C446.558 242.426 446.588 242.749 446.588 243.06Z" fill="url(#paint11_radial_2609_23840)"/>
<path d="M451.768 239.921C453.085 239.921 454.132 240.347 454.912 241.199C455.691 242.05 456.08 243.243 456.08 244.777L456.062 244.958H449.086C449.11 245.828 449.4 246.529 449.956 247.06C450.512 247.592 451.176 247.858 451.949 247.858C453.012 247.858 453.846 247.326 454.45 246.263L455.935 246.988C455.537 247.737 454.984 248.323 454.277 248.746C453.571 249.168 452.77 249.38 451.877 249.38C450.572 249.38 449.497 248.933 448.651 248.039C447.806 247.145 447.383 246.015 447.383 244.65C447.383 243.297 447.794 242.171 448.615 241.271C449.436 240.371 450.487 239.921 451.768 239.921ZM451.732 241.443C451.103 241.443 450.563 241.636 450.11 242.023C449.657 242.41 449.358 242.929 449.213 243.581H454.305C454.256 242.965 454.006 242.455 453.553 242.05C453.1 241.646 452.493 241.443 451.732 241.443Z" fill="url(#paint12_radial_2609_23840)"/>
<path d="M458.813 249.062H457.151V240.21H458.741V241.439H458.813C459.066 241.005 459.455 240.644 459.979 240.355C460.502 240.066 461.023 239.921 461.541 239.921C462.191 239.921 462.764 240.072 463.257 240.373C463.751 240.674 464.112 241.089 464.341 241.619C465.076 240.487 466.093 239.921 467.394 239.921C468.418 239.921 469.207 240.234 469.761 240.861C470.315 241.487 470.592 242.378 470.592 243.534V249.062H468.93V243.787C468.93 242.956 468.779 242.357 468.478 241.99C468.177 241.622 467.671 241.439 466.961 241.439C466.322 241.439 465.786 241.71 465.353 242.252C464.919 242.793 464.702 243.432 464.702 244.166V249.062H463.041V243.787C463.041 242.956 462.89 242.357 462.589 241.99C462.288 241.622 461.782 241.439 461.071 241.439C460.433 241.439 459.897 241.71 459.464 242.252C459.03 242.793 458.813 243.432 458.813 244.166V249.062Z" fill="url(#paint13_radial_2609_23840)"/>
<path d="M474.156 237.138C474.156 237.464 474.041 237.741 473.812 237.97C473.583 238.2 473.306 238.314 472.98 238.314C472.654 238.314 472.377 238.2 472.147 237.97C471.918 237.741 471.804 237.464 471.804 237.138C471.804 236.812 471.918 236.535 472.147 236.306C472.377 236.077 472.654 235.962 472.98 235.962C473.306 235.962 473.583 236.077 473.812 236.306C474.041 236.535 474.156 236.812 474.156 237.138ZM473.812 240.196V249.062H472.147V240.196H473.812Z" fill="url(#paint14_linear_2609_23840)"/>
<path d="M486.4 237.138C486.4 237.463 486.286 237.741 486.056 237.97C485.827 238.199 485.55 238.314 485.224 238.314C484.898 238.314 484.621 238.199 484.392 237.97C484.162 237.741 484.048 237.463 484.048 237.138C484.048 236.812 484.162 236.535 484.392 236.305C484.621 236.076 484.898 235.962 485.224 235.962C485.55 235.962 485.827 236.076 486.056 236.305C486.286 236.535 486.4 236.812 486.4 237.138ZM486.056 240.196V249.062H484.392V240.196H486.056Z" fill="url(#paint15_radial_2609_23840)"/>
<path d="M475.263 240.21H476.853V241.439H476.925C477.178 241.005 477.566 240.644 478.09 240.355C478.614 240.066 479.159 239.921 479.725 239.921C480.809 239.921 481.643 240.231 482.227 240.851C482.811 241.472 483.103 242.354 483.103 243.498V249.062H481.441V243.606C481.405 242.161 480.677 241.439 479.256 241.439C478.593 241.439 478.039 241.707 477.594 242.242C477.148 242.778 476.925 243.42 476.925 244.166V249.062H475.263V240.21Z" fill="url(#paint16_linear_2609_23840)"/>
<path d="M469.526 237.503C469.232 235.566 467.712 234.045 465.774 233.752C467.712 233.458 469.232 231.937 469.526 230C469.82 231.937 471.34 233.458 473.278 233.752C471.34 234.045 469.82 235.566 469.526 237.503Z" fill="#076EFF"/>
</g>
<g opacity="0.4" filter="url(#filter7_f_2609_23840)">
<circle cx="504" cy="197" r="26.4" fill="#2F6FF0"/>
</g>
</g>
</g>
<defs>
<filter id="filter0_f_2609_23840" x="634.8" y="-23.1999" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<filter id="filter1_f_2609_23840" x="214.8" y="-23.1999" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<filter id="filter2_f_2609_23840" x="424.8" y="-79.1999" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<filter id="filter3_f_2609_23840" x="60.8001" y="130.8" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0_2609_23840" transform="scale(0.00625)"/>
</pattern>
<pattern id="pattern1" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image1_2609_23840" transform="scale(0.00625)"/>
</pattern>
<filter id="filter4_f_2609_23840" x="240.8" y="216.8" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<filter id="filter5_f_2609_23840" x="788.8" y="130.8" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<filter id="filter6_f_2609_23840" x="608.8" y="216.8" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<filter id="filter7_f_2609_23840" x="424.8" y="117.8" width="158.4" height="158.4" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
<feGaussianBlur stdDeviation="26.4" result="effect1_foregroundBlur_2609_23840"/>
</filter>
<linearGradient id="paint0_linear_2609_23840" x1="157.019" y1="659.287" x2="653.027" y2="754.696" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33" stop-opacity="0"/>
<stop offset="0.26" stop-color="#3D4866"/>
<stop offset="0.735" stop-color="#3D4866"/>
<stop offset="0.99" stop-color="#161E33" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint1_linear_2609_23840" x1="19.3004" y1="748.054" x2="740.767" y2="886.83" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33" stop-opacity="0"/>
<stop offset="0.26" stop-color="#3D4866"/>
<stop offset="0.735" stop-color="#3D4866"/>
<stop offset="0.99" stop-color="#161E33" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint2_linear_2609_23840" x1="-118.418" y1="836.821" x2="828.507" y2="1018.96" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33" stop-opacity="0"/>
<stop offset="0.26" stop-color="#3D4866"/>
<stop offset="0.735" stop-color="#3D4866"/>
<stop offset="0.99" stop-color="#161E33" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint3_linear_2609_23840" x1="670" y1="56" x2="670" y2="144" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint4_linear_2609_23840" x1="250" y1="56" x2="250" y2="144" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint5_linear_2609_23840" x1="460" y1="0" x2="460" y2="88" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint6_linear_2609_23840" x1="96" y1="210" x2="96" y2="298" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint7_linear_2609_23840" x1="276" y1="296" x2="276" y2="384" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint8_linear_2609_23840" x1="824" y1="210" x2="824" y2="298" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint9_linear_2609_23840" x1="644" y1="296" x2="644" y2="384" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<linearGradient id="paint10_linear_2609_23840" x1="460" y1="197" x2="460" y2="285" gradientUnits="userSpaceOnUse">
<stop stop-color="#161E33"/>
<stop offset="1" stop-color="#0E1424"/>
</linearGradient>
<radialGradient id="paint11_radial_2609_23840" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(-669.634 532.651) rotate(151.125) scale(1329.29 1071.23)">
<stop stop-color="#5BAEFF"/>
<stop offset="1" stop-color="#9CBFFF"/>
</radialGradient>
<radialGradient id="paint12_radial_2609_23840" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(92.92 696.435) rotate(99.2039) scale(645.966 760.969)">
<stop stop-color="#409DFF"/>
<stop offset="1" stop-color="#64B0FF"/>
</radialGradient>
<radialGradient id="paint13_radial_2609_23840" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(192.488 903.153) rotate(99.4856) scale(1466.08 699.522)">
<stop stop-color="#177CFF"/>
<stop offset="1" stop-color="#4DA4FF"/>
</radialGradient>
<linearGradient id="paint14_linear_2609_23840" x1="586.798" y1="351.362" x2="586.798" y2="1545.98" gradientUnits="userSpaceOnUse">
<stop stop-color="#076EFF"/>
<stop offset="1" stop-color="#3E93FF"/>
</linearGradient>
<radialGradient id="paint15_radial_2609_23840" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(140.815 179.193) rotate(21.4306) scale(548.211 2744.54)">
<stop stop-color="#1C7AFF"/>
<stop offset="1" stop-color="#8FB9FF"/>
</radialGradient>
<linearGradient id="paint16_linear_2609_23840" x1="578.886" y1="239.921" x2="1202.79" y2="1010.92" gradientUnits="userSpaceOnUse">
<stop stop-color="#076EFF"/>
<stop offset="1" stop-color="#69A3FF"/>
</linearGradient>
<clipPath id="clip0_2609_23840">
<rect width="920" height="464" fill="white"/>
</clipPath>
<clipPath id="clip1_2609_23840">
<rect x="626" y="56" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip2_2609_23840">
<rect width="52.8" height="52.8" fill="white" transform="translate(643.6 73.6001)"/>
</clipPath>
<clipPath id="clip3_2609_23840">
<rect x="206" y="56" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip4_2609_23840">
<rect x="416" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip5_2609_23840">
<rect x="52" y="210" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip6_2609_23840">
<rect x="232" y="296" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip7_2609_23840">
<rect width="52.8" height="52.8" fill="white" transform="translate(249.6 313.6)"/>
</clipPath>
<clipPath id="clip8_2609_23840">
<rect x="780" y="210" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip9_2609_23840">
<rect x="600" y="296" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip10_2609_23840">
<rect x="416" y="197" width="88" height="88" rx="8.8" fill="white"/>
</clipPath>
<clipPath id="clip11_2609_23840">
<rect width="52.8" height="52.8" fill="white" transform="translate(433.6 214.6)"/>
</clipPath>
<image id="image0_2609_23840" width="160" height="160" xlink:href="data:image/png;base64,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"/>
<image id="image1_2609_23840" width="160" height="160" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>