diff options
39 files changed, 454 insertions, 2 deletions
diff --git a/src/app.css b/src/app.css index b5c61c95..81307829 100644 --- a/src/app.css +++ b/src/app.css @@ -1,3 +1,12 @@ @tailwind base; @tailwind components; @tailwind utilities; + +@font-face { + font-family: 'PublicSans'; + src: url('/fonts/Public_Sans/static/PublicSans-Regular.ttf') format('truetype'); +} + +html { + font-family: PublicSans, sans-serif; +} diff --git a/src/app.html b/src/app.html index 2f836746..335772ac 100644 --- a/src/app.html +++ b/src/app.html @@ -2,8 +2,11 @@ <html lang="en"> <head> <meta charset="utf-8" /> - <link rel="icon" href="%sveltekit.assets%/favicon.png" /> + <link rel="icon" href="%sveltekit.assets%/favicon.svg" /> <meta name="viewport" content="width=device-width, initial-scale=1" /> + <meta name="description" content="Easy to use bitcoin point of sale app and web wallet." /> + <meta property="og:image" content="/icons/logo.svg" /> + <title>CoinOS</title> %sveltekit.head% </head> <body> diff --git a/src/components/FaqCard.svelte b/src/components/FaqCard.svelte new file mode 100644 index 00000000..5753fd87 --- /dev/null +++ b/src/components/FaqCard.svelte @@ -0,0 +1,11 @@ +<script> + export let question; + export let answer; +</script> + +<div class="mx-auto w-full md:w-2/3 lg:w-1/2 space-y-5"> + <p class="text-2xl font-medium">{question}</p> + <p class="text-secondary text-xl font-medium w-full md:w-2/3 max-w-2xl"> + {answer} + </p> +</div> diff --git a/src/components/HowItWorksCard.svelte b/src/components/HowItWorksCard.svelte new file mode 100644 index 00000000..6f94efcb --- /dev/null +++ b/src/components/HowItWorksCard.svelte @@ -0,0 +1,13 @@ +<script> + export let image; + export let step; + export let description; +</script> + +<div class="space-y-5"> + <img src="/icons/{image}.svg" alt={image} class="mx-auto w-32 h-32" /> + <p class="text-2xl font-medium">{step}</p> + <p class="text-secondary text-xl font-medium w-full md:w-2/3 mx-auto"> + {description} + </p> +</div> diff --git a/src/components/index.js b/src/components/index.js new file mode 100644 index 00000000..4c1bc8f3 --- /dev/null +++ b/src/components/index.js @@ -0,0 +1,2 @@ +export { default as HowItWorksCard } from './HowItWorksCard.svelte'; +export { default as FaqCard } from './FaqCard.svelte'; diff --git a/src/lib/store.js b/src/lib/store.js new file mode 100644 index 00000000..e69de29b --- /dev/null +++ b/src/lib/store.js diff --git a/src/lib/utils.js b/src/lib/utils.js new file mode 100644 index 00000000..ba0d8335 --- /dev/null +++ b/src/lib/utils.js @@ -0,0 +1,3 @@ +export function scroll(section) { + section.scrollIntoView({ behavior: 'smooth' }); +} diff --git a/src/routes/index.svelte b/src/routes/index.svelte index e69de29b..71bd7870 100644 --- a/src/routes/index.svelte +++ b/src/routes/index.svelte @@ -0,0 +1,166 @@ +<script> + import { scroll } from '../lib/utils'; + import { HowItWorksCard, FaqCard } from '../components'; + + let howItWorks; + let faq; + let about; + + const howItWorksSteps = [ + { + image: 'hand', + step: '1. Create your account', + description: 'A username & password is all you need to get started.' + }, + { + image: 'bolt', + step: '2. Ask for payments', + description: 'The same as you normally would, but with Bitcoin.' + }, + { + image: 'smile', + step: "3. That's all!", + description: 'You can convert to local currency at any point.' + } + ]; + + const faqQuestions = [ + { + question: 'What does it cost?', + answer: + 'CoinOS is free to use. You only pay a 1% fee if/when you withdraw your funds. Compare this to 3% typically charged by a credit card processor.' + }, + { + question: 'Do I need any special device or software?', + answer: + 'No. CoinOS is web-based, so as long as you have an internet connection, you can use it on any device or hardware. Most merchants might use it on a phone or a tablet.' + }, + { + question: 'Are my funds safe?', + answer: + 'Your funds are stored on our secure server, however we recommend that you withdraw them to your own cold storage for long-term savings.' + } + ]; +</script> + +<header class="w-full lg:w-5/6 pt-10 mx-auto"> + <nav class="block lg:flex flex-wrap justify-between items-center"> + <a href="/"> + <img src="/icons/logo.svg" alt="logo" class="mx-auto mb-5 lg:mb-0" /> + </a> + <div class="hidden space-x-10 font-medium md:flex flex-wrap justify-center items-center"> + <button on:click={() => scroll(howItWorks)}>How It Works</button> + <button on:click={() => scroll(faq)}>FAQ</button> + <button>About</button> + <button class="border rounded-full px-3 py-1">Start in Seconds</button> + <button class="bg-black text-white border rounded-full px-3 py-1">Login</button> + </div> + </nav> +</header> + +<main class="space-y-40 py-20 md:py-40 px-5 md:px-0"> + <!-- hero --> + <div> + <div class="space-y-10"> + <h1 + class="text-5xl md:text-6xl lg:text-7xl 2xl:text-8xl font-medium text-center w-full md:w-3/4 lg:w-1/2 max-w-7xl mx-auto leading-tight" + > + The <span class="relative" + >easiest<img + src="/icons/rays.svg" + alt="rays" + class="absolute -top-16 left-5 md:left-8 lg:left-14 2xl:left-24" + /></span + > way to accept Bitcoin in your store. + </h1> + <h2 + class="text-center text-secondary w-full md:w-3/5 lg:w-2/5 max-w-3xl mx-auto text-xl leading-normal font-medium" + > + Grow your customer base and revenue by accepting Bitcoin with an easy-to-use and managed + Point of Sale. No software or hardware required. + </h2> + <div class="flex justify-center"> + <button class="bg-black text-white border rounded-full px-3 py-1 font-medium" + >Start in Seconds</button + > + </div> + </div> + + <div + class="bg-gradient-to-br from-[#F5F7FA] via-[#EAF2FF] to-[#DEDFFF] rounded-full w-[300px] h-[300px] md:w-[450px] md:h-[450px] lg:w-[500px] lg:h-[500px] xl:w-[600px] xl:h-[600px] 2xl:w-[650px] 2xl:h-[650px] mx-auto mt-20 flex justify-center items-center" + > + <img src="/images/hero-image.svg" alt="tablet-pos" /> + </div> + </div> + + <!-- landing info 1 --> + <div class="block lg:flex justify-center lg:space-x-20 items-center"> + <div + class="bg-gradient-to-r from-[#FFF9FF] via-[#F7FBFE] to-[#ECEFFF] rounded-full w-[250px] h-[250px] md:w-[300px] md:h-[300px] lg:w-[350px] lg:h-[350px] xl:w-[450px] xl:h-[450px] 2xl:w-[500px] 2xl:h-[500px] flex justify-center items-center mx-auto lg:mx-0 mb-10 lg:mb-0" + > + <img src="/images/lightning-qr.svg" alt="lightning-qr" class="w-5/6" /> + </div> + <div class="w-full lg:w-1/2 max-w-3xl space-y-10 mx-auto lg:mx-0"> + <h3 class="text-5xl font-medium text-left">Instant payments via Lightning.</h3> + <p class="text-secondary text-xl font-medium w-full lg:w-3/4 mx-auto lg:mx-0"> + The moment your customer sends a payment, it’s there. No waiting for bank settlements or + worrying about chargebacks. Instant settlement, in seconds. Say goodbye to 3% credit card + processing fees. + </p> + </div> + </div> + + <!-- landing info 2 --> + <div class="block lg:flex justify-center lg:space-x-20 items-center"> + <div + class="md:order-last bg-gradient-to-r from-[#F5F7FA] via-[#EAF2FF] to-[#DEDFFF] rounded-full w-[250px] h-[250px] md:w-[300px] md:h-[300px] lg:w-[350px] lg:h-[350px] xl:w-[450px] xl:h-[450px] 2xl:w-[500px] 2xl:h-[500px] flex justify-center items-center mx-auto lg:mx-0 mb-10 lg:mb-0" + > + <img src="/images/phone-checkout.svg" alt="phone-checkout" class="w-5/6" /> + </div> + <div class="w-full lg:w-1/2 max-w-3xl space-y-10 mx-auto lg:mx-0"> + <h3 class="text-5xl font-medium text-left">Simple to use, custodial by default.</h3> + <p class="text-secondary text-xl font-medium w-full lg:w-3/4 mx-auto lg:mx-0"> + Just enter an amount, share QR code and you’re done. + <br /><br /> + CoinOS is custodial by default, which eliminates the need to understand how bitcoin/lightning + works. We do all the heavy lifting so you can focus on your business. + <br /><br /> + You always have the option of + <span class="underline underline-offset-4">taking custody</span> of your own keys. + </p> + </div> + </div> + + <!-- landing info 3 --> + <div class="block lg:flex justify-center lg:space-x-20 items-center"> + <div + class="bg-gradient-to-r from-[#FFF9FF] via-[#F7FBFE] to-[#ECEFFF] rounded-full w-[250px] h-[250px] md:w-[300px] md:h-[300px] lg:w-[350px] lg:h-[350px] xl:w-[450px] xl:h-[450px] 2xl:w-[500px] 2xl:h-[500px] flex justify-center items-center mx-auto lg:mx-0 mb-10 lg:mb-0" + /> + <div class="w-full lg:w-1/2 max-w-3xl space-y-10 mx-auto lg:mx-0"> + <h3 class="text-5xl font-medium text-left">Brand it your way!</h3> + <p class="text-secondary text-xl font-medium w-full lg:w-3/4 mx-auto lg:mx-0"> + Customize your point of sale look and feel, or keep it on default - totally up to you. + </p> + </div> + </div> + + <!-- how it works --> + <div bind:this={howItWorks}> + <h3 class="text-5xl font-medium mb-20 text-center">How it works</h3> + <div + class="block lg:flex justify-center items-center space-y-10 lg:space-y-0 lg:space-x-10 text-center" + > + {#each howItWorksSteps as step} + <HowItWorksCard image={step.image} step={step.step} description={step.description} /> + {/each} + </div> + </div> + + <!-- faq --> + <div class="space-y-10" bind:this={faq}> + <h3 class="text-5xl font-medium text-center">FAQ</h3> + {#each faqQuestions as question} + <FaqCard question={question.question} answer={question.answer} /> + {/each} + </div> +</main> diff --git a/static/favicon.png b/static/favicon.png Binary files differdeleted file mode 100644 index 825b9e65..00000000 --- a/static/favicon.png +++ /dev/null diff --git a/static/favicon.svg b/static/favicon.svg new file mode 100644 index 00000000..7d7d8ece --- /dev/null +++ b/static/favicon.svg @@ -0,0 +1,6 @@ +<svg width="72" height="72" viewBox="0 0 72 72" fill="none" xmlns="http://www.w3.org/2000/svg"> +<path d="M69.8824 36C69.8824 54.7127 54.7127 69.8824 36 69.8824C17.2873 69.8824 2.11765 54.7127 2.11765 36C2.11765 17.2873 17.2873 2.11765 36 2.11765C54.7127 2.11765 69.8824 17.2873 69.8824 36Z" fill="white"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36 4.23529C18.4568 4.23529 4.23529 18.4568 4.23529 36C4.23529 53.5432 18.4568 67.7647 36 67.7647C53.5432 67.7647 67.7647 53.5432 67.7647 36C67.7647 18.4568 53.5432 4.23529 36 4.23529ZM0 36C0 16.1177 16.1177 0 36 0C55.8823 0 72 16.1177 72 36C72 55.8823 55.8823 72 36 72C16.1177 72 0 55.8823 0 36Z" fill="black"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36 58.5882C48.4751 58.5882 58.5882 48.4751 58.5882 36C58.5882 23.5248 48.4751 13.4117 36 13.4117C23.5249 13.4117 13.4118 23.5248 13.4118 36C13.4118 48.4751 23.5249 58.5882 36 58.5882ZM36 54C45.9411 54 54 45.9411 54 36C54 26.0589 45.9411 18 36 18C26.0589 18 18 26.0589 18 36C18 45.9411 26.0589 54 36 54Z" fill="black"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36.0001 22.8988C36.0001 22.8988 36 22.8988 36 22.8988C28.7644 22.8988 22.8988 28.7644 22.8988 36C22.8988 43.2356 28.7644 49.1012 36 49.1012C36 49.1012 36.0001 49.1012 36.0001 49.1012V22.8988Z" fill="black"/> +</svg> diff --git a/static/fonts/Public_Sans/OFL.txt b/static/fonts/Public_Sans/OFL.txt new file mode 100644 index 00000000..4e75f8e1 --- /dev/null +++ b/static/fonts/Public_Sans/OFL.txt @@ -0,0 +1,93 @@ +Copyright 2015 The Public Sans Project Authors (https://github.com/uswds/public-sans)
+
+This Font Software is licensed under the SIL Open Font License, Version 1.1.
+This license is copied below, and is also available with a FAQ at:
+http://scripts.sil.org/OFL
+
+
+-----------------------------------------------------------
+SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007
+-----------------------------------------------------------
+
+PREAMBLE
+The goals of the Open Font License (OFL) are to stimulate worldwide
+development of collaborative font projects, to support the font creation
+efforts of academic and linguistic communities, and to provide a free and
+open framework in which fonts may be shared and improved in partnership
+with others.
+
+The OFL allows the licensed fonts to be used, studied, modified and
+redistributed freely as long as they are not sold by themselves. The
+fonts, including any derivative works, can be bundled, embedded,
+redistributed and/or sold with any software provided that any reserved
+names are not used by derivative works. The fonts and derivatives,
+however, cannot be released under any other type of license. The
+requirement for fonts to remain under this license does not apply
+to any document created using the fonts or their derivatives.
+
+DEFINITIONS
+"Font Software" refers to the set of files released by the Copyright
+Holder(s) under this license and clearly marked as such. This may
+include source files, build scripts and documentation.
+
+"Reserved Font Name" refers to any names specified as such after the
+copyright statement(s).
+
+"Original Version" refers to the collection of Font Software components as
+distributed by the Copyright Holder(s).
+
+"Modified Version" refers to any derivative made by adding to, deleting,
+or substituting -- in part or in whole -- any of the components of the
+Original Version, by changing formats or by porting the Font Software to a
+new environment.
+
+"Author" refers to any designer, engineer, programmer, technical
+writer or other person who contributed to the Font Software.
+
+PERMISSION & CONDITIONS
+Permission is hereby granted, free of charge, to any person obtaining
+a copy of the Font Software, to use, study, copy, merge, embed, modify,
+redistribute, and sell modified and unmodified copies of the Font
+Software, subject to the following conditions:
+
+1) Neither the Font Software nor any of its individual components,
+in Original or Modified Versions, may be sold by itself.
+
+2) Original or Modified Versions of the Font Software may be bundled,
+redistributed and/or sold with any software, provided that each copy
+contains the above copyright notice and this license. These can be
+included either as stand-alone text files, human-readable headers or
+in the appropriate machine-readable metadata fields within text or
+binary files as long as those fields can be easily viewed by the user.
+
+3) No Modified Version of the Font Software may use the Reserved Font
+Name(s) unless explicit written permission is granted by the corresponding
+Copyright Holder. This restriction only applies to the primary font name as
+presented to the users.
+
+4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font
+Software shall not be used to promote, endorse or advertise any
+Modified Version, except to acknowledge the contribution(s) of the
+Copyright Holder(s) and the Author(s) or with their explicit written
+permission.
+
+5) The Font Software, modified or unmodified, in part or in whole,
+must be distributed entirely under this license, and must not be
+distributed under any other license. The requirement for fonts to
+remain under this license does not apply to any document created
+using the Font Software.
+
+TERMINATION
+This license becomes null and void if any of the above conditions are
+not met.
+
+DISCLAIMER
+THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
+EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF
+MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT
+OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE
+COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY,
+INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL
+DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
+FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM
+OTHER DEALINGS IN THE FONT SOFTWARE.
diff --git a/static/fonts/Public_Sans/PublicSans-Italic-VariableFont_wght.ttf b/static/fonts/Public_Sans/PublicSans-Italic-VariableFont_wght.ttf Binary files differnew file mode 100644 index 00000000..3727ffe3 --- /dev/null +++ b/static/fonts/Public_Sans/PublicSans-Italic-VariableFont_wght.ttf diff --git a/static/fonts/Public_Sans/PublicSans-VariableFont_wght.ttf b/static/fonts/Public_Sans/PublicSans-VariableFont_wght.ttf Binary files differnew file mode 100644 index 00000000..cc76414c --- /dev/null +++ b/static/fonts/Public_Sans/PublicSans-VariableFont_wght.ttf diff --git a/static/fonts/Public_Sans/README.txt b/static/fonts/Public_Sans/README.txt new file mode 100644 index 00000000..c02e0c1b --- /dev/null +++ b/static/fonts/Public_Sans/README.txt @@ -0,0 +1,81 @@ +Public Sans Variable Font +========================= + +This download contains Public Sans as both variable fonts and static fonts. + +Public Sans is a variable font with this axis: + wght + +This means all the styles are contained in these files: + PublicSans-VariableFont_wght.ttf + PublicSans-Italic-VariableFont_wght.ttf + +If your app fully supports variable fonts, you can now pick intermediate styles +that aren’t available as static fonts. Not all apps support variable fonts, and +in those cases you can use the static font files for Public Sans: + static/PublicSans-Thin.ttf + static/PublicSans-ExtraLight.ttf + static/PublicSans-Light.ttf + static/PublicSans-Regular.ttf + static/PublicSans-Medium.ttf + static/PublicSans-SemiBold.ttf + static/PublicSans-Bold.ttf + static/PublicSans-ExtraBold.ttf + static/PublicSans-Black.ttf + static/PublicSans-ThinItalic.ttf + static/PublicSans-ExtraLightItalic.ttf + static/PublicSans-LightItalic.ttf + static/PublicSans-Italic.ttf + static/PublicSans-MediumItalic.ttf + static/PublicSans-SemiBoldItalic.ttf + static/PublicSans-BoldItalic.ttf + static/PublicSans-ExtraBoldItalic.ttf + static/PublicSans-BlackItalic.ttf + +Get started +----------- + +1. Install the font files you want to use + +2. Use your app's font picker to view the font family and all the +available styles + +Learn more about variable fonts +------------------------------- + + https://developers.google.com/web/fundamentals/design-and-ux/typography/variable-fonts + https://variablefonts.typenetwork.com + https://medium.com/variable-fonts + +In desktop apps + + https://theblog.adobe.com/can-variable-fonts-illustrator-cc + https://helpx.adobe.com/nz/photoshop/using/fonts.html#variable_fonts + +Online + + https://developers.google.com/fonts/docs/getting_started + https://developer.mozilla.org/en-US/docs/Web/CSS/CSS_Fonts/Variable_Fonts_Guide + https://developer.microsoft.com/en-us/microsoft-edge/testdrive/demos/variable-fonts + +Installing fonts + + MacOS: https://support.apple.com/en-us/HT201749 + Linux: https://www.google.com/search?q=how+to+install+a+font+on+gnu%2Blinux + Windows: https://support.microsoft.com/en-us/help/314960/how-to-install-or-remove-a-font-in-windows + +Android Apps + + https://developers.google.com/fonts/docs/android + https://developer.android.com/guide/topics/ui/look-and-feel/downloadable-fonts + +License +------- +Please read the full license text (OFL.txt) to understand the permissions, +restrictions and requirements for usage, redistribution, and modification. + +You can use them in your products & projects – print or digital, +commercial or otherwise. + +This isn't legal advice, please consider consulting a lawyer and see the full +license for all details. diff --git a/static/fonts/Public_Sans/static/PublicSans-Black.ttf b/static/fonts/Public_Sans/static/PublicSans-Black.ttf Binary files differnew file mode 100644 index 00000000..8c9e8ec4 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Black.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-BlackItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-BlackItalic.ttf Binary files differnew file mode 100644 index 00000000..98cde4ba --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-BlackItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-Bold.ttf b/static/fonts/Public_Sans/static/PublicSans-Bold.ttf Binary files differnew file mode 100644 index 00000000..7a14109e --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Bold.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-BoldItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-BoldItalic.ttf Binary files differnew file mode 100644 index 00000000..505553bf --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-BoldItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-ExtraBold.ttf b/static/fonts/Public_Sans/static/PublicSans-ExtraBold.ttf Binary files differnew file mode 100644 index 00000000..148fee4a --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-ExtraBold.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-ExtraBoldItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-ExtraBoldItalic.ttf Binary files differnew file mode 100644 index 00000000..433e2b89 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-ExtraBoldItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-ExtraLight.ttf b/static/fonts/Public_Sans/static/PublicSans-ExtraLight.ttf Binary files differnew file mode 100644 index 00000000..ccad63c3 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-ExtraLight.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-ExtraLightItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-ExtraLightItalic.ttf Binary files differnew file mode 100644 index 00000000..8c573f5d --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-ExtraLightItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-Italic.ttf b/static/fonts/Public_Sans/static/PublicSans-Italic.ttf Binary files differnew file mode 100644 index 00000000..7315d657 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Italic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-Light.ttf b/static/fonts/Public_Sans/static/PublicSans-Light.ttf Binary files differnew file mode 100644 index 00000000..286bb3a4 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Light.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-LightItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-LightItalic.ttf Binary files differnew file mode 100644 index 00000000..d2c621aa --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-LightItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-Medium.ttf b/static/fonts/Public_Sans/static/PublicSans-Medium.ttf Binary files differnew file mode 100644 index 00000000..1421f42f --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Medium.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-MediumItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-MediumItalic.ttf Binary files differnew file mode 100644 index 00000000..11449236 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-MediumItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-Regular.ttf b/static/fonts/Public_Sans/static/PublicSans-Regular.ttf Binary files differnew file mode 100644 index 00000000..7f55dba9 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Regular.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-SemiBold.ttf b/static/fonts/Public_Sans/static/PublicSans-SemiBold.ttf Binary files differnew file mode 100644 index 00000000..c7a1944c --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-SemiBold.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-SemiBoldItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-SemiBoldItalic.ttf Binary files differnew file mode 100644 index 00000000..49780a69 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-SemiBoldItalic.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-Thin.ttf b/static/fonts/Public_Sans/static/PublicSans-Thin.ttf Binary files differnew file mode 100644 index 00000000..3d45ec84 --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-Thin.ttf diff --git a/static/fonts/Public_Sans/static/PublicSans-ThinItalic.ttf b/static/fonts/Public_Sans/static/PublicSans-ThinItalic.ttf Binary files differnew file mode 100644 index 00000000..293ad1dd --- /dev/null +++ b/static/fonts/Public_Sans/static/PublicSans-ThinItalic.ttf diff --git a/static/icons/bolt.svg b/static/icons/bolt.svg new file mode 100644 index 00000000..4ac40d75 --- /dev/null +++ b/static/icons/bolt.svg @@ -0,0 +1,3 @@ +<svg width="96" height="121" viewBox="0 0 96 121" fill="none" xmlns="http://www.w3.org/2000/svg"> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36.3513 0.537301C35.0349 1.04923 34.3767 1.7805 34.523 2.58495C34.7424 3.8282 7.90261 40.1019 1.02817 62.1147C-1.09267 68.9891 2.3447 69.9398 17.995 66.9414C27.5022 65.1131 27.1365 63.2117 20.8471 80.9098C16.1666 93.9273 12.7296 104.824 11.1206 111.479C8.92668 120.255 13.5339 124.862 24.9426 112.942C29.8425 107.822 40.9586 96.3407 66.9937 66.649C89.0797 41.4914 89.0064 42.1496 71.6009 41.4914L60.8506 41.0526C65.8968 35.714 84.7646 15.3831 90.5421 10.6295C96.3195 5.80278 98.1481 3.82826 90.396 2.73127C81.4008 1.41489 50.9776 0.902981 42.0555 0.0985249C40.0078 -0.120872 37.4483 0.098507 36.3513 0.537301ZM79.7186 7.92365L75.9156 11.0684C66.6278 18.6741 48.2717 40.5406 48.2717 43.9047C48.2717 47.5613 54.4149 47.1957 70.2846 47.1957C46.8823 74.3278 28.5991 95.463 28.1603 95.463C28.0141 95.463 29.6963 90.6364 31.9634 84.6395C40.4467 61.8953 40.8855 57.6536 34.8887 58.385C24.5039 59.6282 14.3385 61.0177 12.949 61.4565C11.7057 61.8222 12.51 59.8476 17.1905 51.0717C25.5276 35.1289 28.8917 30.5215 43.5181 6.16846C71.3816 7.41171 71.089 7.41172 79.7186 7.92365Z" fill="black"/> +</svg> diff --git a/static/icons/hand.svg b/static/icons/hand.svg new file mode 100644 index 00000000..132e3a42 --- /dev/null +++ b/static/icons/hand.svg @@ -0,0 +1,3 @@ +<svg width="106" height="100" viewBox="0 0 106 100" fill="none" xmlns="http://www.w3.org/2000/svg"> +<path fill-rule="evenodd" clip-rule="evenodd" d="M79.11 1.52264C73.8346 3.89945 70.9939 8.53715 70.5881 15.3777C70.0664 24.5371 67.9794 27.6676 65.6026 22.914C56.9649 5.87048 27.2838 1.05889 24.2693 16.2473C23.9215 17.8705 23.8634 17.8705 20.0953 17.8705C3.5156 17.7545 -6.04939 50.3922 5.83467 66.5661C6.64626 67.6676 5.48684 71.5516 2.06655 79.1459C0.153509 83.3777 0.385336 84.0734 3.74766 85.5806C6.82012 86.9719 7.80568 85.5227 13.9506 70.4502C14.8781 68.1893 14.8781 65.6386 13.9506 63.3777C12.5593 60.0154 10.8781 56.3053 9.54476 53.8125C5.13896 45.1748 8.03757 33.0009 16.2695 25.6966C23.8057 19.0299 31.5158 24.5371 24.9071 31.8995C15.8056 41.9864 24.4432 54.2183 37.8345 50.2183C49.8345 46.6821 50.2983 29.9284 38.4722 26.74C32.2114 25.0589 29.5446 16.2473 34.2982 13.0589C46.1243 5.05889 60.849 21.4647 59.2838 40.9429C58.4722 51.0879 68.6752 46.4502 68.6752 39.4937C68.6752 37.6966 69.139 36.711 70.994 34.5661C74.9361 29.9864 76.7911 25.1748 77.6607 16.885C78.4723 9.23279 88.4433 2.85597 91.2839 8.18931C93.081 11.5516 90.2402 29.5226 87.0518 34.6821C84.5011 38.856 75.4576 49.1168 72.5591 51.0879C68.791 53.6386 69.197 55.8415 73.6608 56.5951C75.8637 56.9429 76.2115 56.827 80.3274 53.4067C90.5883 44.885 93.8347 40.7111 96.2695 32.7111C98.0086 27.0299 100.559 28.3053 100.617 34.2183C100.675 46.3343 87.9794 60.4792 75.8055 65.4647C72.907 66.6821 72.7331 68.0154 75.2258 69.8705C78.936 72.5951 85.5446 69.7546 93.1388 62.1603C97.8924 57.4067 98.1244 57.2908 97.6027 59.2038C94.7621 70.2183 85.6028 79.3198 73.9506 82.7401C66.2405 85.0009 59.0521 86.6241 53.6608 87.3197C52.9071 87.5516 48.3273 87.3777 44.5012 91.4357C38.878 97.4067 47.5158 102.16 50.4724 97.4067C52.6753 93.8125 53.3708 93.4647 57.6607 93.4067C61.8926 93.4067 62.1244 93.3488 74.1244 89.9864C84.3273 87.1459 90.3563 84.1893 94.7041 79.9575C103.864 70.9719 107.69 57.9864 102.936 51.7256C101.893 50.3343 101.892 50.2763 103.574 46.6241C106.994 39.3198 106.182 29.6966 101.661 24.2473C100.037 22.2763 99.9216 21.7545 99.7477 17.0009C99.5158 5.75453 88.3274 -2.65127 79.11 1.52264ZM37.5446 30.2763C42.3562 32.7111 39.5158 45.2908 33.8926 46.6821C31.9216 47.2038 23.1678 42.6821 30.0084 33.2328C33.1388 28.885 34.0664 28.4792 37.5446 30.2763Z" fill="black"/> +</svg> diff --git a/static/icons/logo.svg b/static/icons/logo.svg new file mode 100644 index 00000000..0f25de3c --- /dev/null +++ b/static/icons/logo.svg @@ -0,0 +1,12 @@ +<svg width="243" height="72" viewBox="0 0 243 72" fill="none" xmlns="http://www.w3.org/2000/svg"> +<path d="M69.8824 36C69.8824 54.7127 54.7127 69.8824 36 69.8824C17.2873 69.8824 2.11765 54.7127 2.11765 36C2.11765 17.2873 17.2873 2.11765 36 2.11765C54.7127 2.11765 69.8824 17.2873 69.8824 36Z" fill="white"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36 4.23529C18.4568 4.23529 4.23529 18.4568 4.23529 36C4.23529 53.5432 18.4568 67.7647 36 67.7647C53.5432 67.7647 67.7647 53.5432 67.7647 36C67.7647 18.4568 53.5432 4.23529 36 4.23529ZM0 36C0 16.1177 16.1177 0 36 0C55.8823 0 72 16.1177 72 36C72 55.8823 55.8823 72 36 72C16.1177 72 0 55.8823 0 36Z" fill="black"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36 58.5882C48.4751 58.5882 58.5882 48.4751 58.5882 36C58.5882 23.5248 48.4751 13.4117 36 13.4117C23.5249 13.4117 13.4118 23.5248 13.4118 36C13.4118 48.4751 23.5249 58.5882 36 58.5882ZM36 54C45.9411 54 54 45.9411 54 36C54 26.0589 45.9411 18 36 18C26.0589 18 18 26.0589 18 36C18 45.9411 26.0589 54 36 54Z" fill="black"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M36.0001 22.8988C36.0001 22.8988 36 22.8988 36 22.8988C28.7644 22.8988 22.8988 28.7644 22.8988 36C22.8988 43.2356 28.7644 49.1012 36 49.1012C36 49.1012 36.0001 49.1012 36.0001 49.1012V22.8988Z" fill="black"/> +<path d="M99.288 18.168C101.816 18.168 104.064 18.688 106.032 19.728C108.016 20.768 109.608 22.168 110.808 23.928C112.024 25.672 112.744 27.624 112.968 29.784H106.8C106.448 27.88 105.632 26.288 104.352 25.008C103.072 23.712 101.328 23.064 99.12 23.064C96.352 23.064 94.216 24.072 92.712 26.088C91.208 28.088 90.456 31.344 90.456 35.856C90.456 40.416 91.208 43.736 92.712 45.816C94.216 47.896 96.352 48.936 99.12 48.936C100.592 48.936 101.856 48.616 102.912 47.976C103.968 47.32 104.816 46.456 105.456 45.384C106.112 44.296 106.56 43.112 106.8 41.832H112.968C112.696 43.944 112.064 45.912 111.072 47.736C110.08 49.56 108.624 51.032 106.704 52.152C104.8 53.272 102.328 53.832 99.288 53.832C96.104 53.832 93.368 53.104 91.08 51.648C88.808 50.176 87.056 48.096 85.824 45.408C84.608 42.704 84 39.496 84 35.784C84 32.088 84.608 28.928 85.824 26.304C87.04 23.664 88.784 21.648 91.056 20.256C93.344 18.864 96.088 18.168 99.288 18.168Z" fill="black"/> +<path d="M127.588 53.832C124.02 53.832 121.172 52.712 119.044 50.472C116.916 48.216 115.852 45.08 115.852 41.064C115.852 38.472 116.316 36.2 117.244 34.248C118.188 32.296 119.532 30.776 121.276 29.688C123.036 28.6 125.148 28.056 127.612 28.056C131.148 28.056 133.972 29.208 136.084 31.512C138.196 33.816 139.252 37 139.252 41.064C139.252 43.576 138.796 45.792 137.884 47.712C136.988 49.632 135.668 51.136 133.924 52.224C132.196 53.296 130.084 53.832 127.588 53.832ZM127.612 49.392C129.612 49.392 131.092 48.592 132.052 46.992C133.028 45.392 133.516 43.36 133.516 40.896C133.516 39.376 133.324 37.976 132.94 36.696C132.556 35.416 131.932 34.392 131.068 33.624C130.204 32.84 129.052 32.448 127.612 32.448C125.564 32.448 124.044 33.232 123.052 34.8C122.076 36.368 121.588 38.4 121.588 40.896C121.588 42.4 121.78 43.8 122.164 45.096C122.564 46.376 123.204 47.416 124.084 48.216C124.964 49 126.14 49.392 127.612 49.392Z" fill="black"/> +<path d="M149.088 18.672V24.192H143.304V18.672H149.088ZM149.016 28.536V53.352H143.4V28.536H149.016Z" fill="black"/> +<path d="M154.865 53.352V28.536H160.577V32.088C161.153 31.128 162.041 30.248 163.241 29.448C164.457 28.648 166.057 28.248 168.041 28.248C169.577 28.248 171.001 28.552 172.313 29.16C173.641 29.768 174.705 30.72 175.505 32.016C176.321 33.312 176.729 34.984 176.729 37.032V53.352H170.873V37.728C170.873 36.112 170.417 34.904 169.505 34.104C168.609 33.304 167.489 32.904 166.145 32.904C164.737 32.904 163.473 33.256 162.353 33.96C161.249 34.664 160.697 35.728 160.697 37.152V53.352H154.865Z" fill="black"/> +<path d="M196.262 53.832C193.062 53.832 190.294 53.128 187.958 51.72C185.638 50.312 183.838 48.288 182.558 45.648C181.294 42.992 180.662 39.8 180.662 36.072C180.662 32.328 181.302 29.12 182.582 26.448C183.862 23.776 185.67 21.728 188.006 20.304C190.342 18.88 193.094 18.168 196.262 18.168C199.414 18.168 202.142 18.88 204.446 20.304C206.766 21.728 208.558 23.776 209.822 26.448C211.086 29.12 211.718 32.328 211.718 36.072C211.718 39.784 211.094 42.968 209.846 45.624C208.598 48.264 206.814 50.296 204.494 51.72C202.174 53.128 199.43 53.832 196.262 53.832ZM196.262 48.936C199.11 48.936 201.334 47.928 202.934 45.912C204.55 43.88 205.358 40.624 205.358 36.144C205.358 31.584 204.542 28.264 202.91 26.184C201.294 24.104 199.078 23.064 196.262 23.064C193.446 23.064 191.206 24.112 189.542 26.208C187.894 28.288 187.07 31.6 187.07 36.144C187.07 40.64 187.894 43.896 189.542 45.912C191.206 47.928 193.446 48.936 196.262 48.936Z" fill="black"/> +<path d="M229.431 53.832C227.191 53.832 225.039 53.456 222.975 52.704C220.927 51.952 219.207 50.832 217.815 49.344C216.423 47.856 215.591 45.992 215.319 43.752H221.367C221.751 45.512 222.679 46.856 224.151 47.784C225.623 48.696 227.375 49.152 229.407 49.152C231.551 49.152 233.367 48.728 234.855 47.88C236.343 47.032 237.087 45.8 237.087 44.184C237.087 42.76 236.543 41.664 235.455 40.896C234.367 40.112 232.935 39.528 231.159 39.144L224.775 37.752C222.183 37.224 220.135 36.2 218.631 34.68C217.143 33.16 216.383 31.136 216.351 28.608C216.335 26.512 216.887 24.688 218.007 23.136C219.127 21.568 220.663 20.36 222.615 19.512C224.583 18.648 226.799 18.216 229.263 18.216C232.143 18.216 234.567 18.688 236.535 19.632C238.503 20.576 239.991 21.832 240.999 23.4C242.023 24.952 242.551 26.664 242.583 28.536H236.679C236.471 26.472 235.671 25.032 234.279 24.216C232.903 23.384 231.255 22.968 229.335 22.968C227.415 22.968 225.791 23.408 224.463 24.288C223.151 25.168 222.495 26.392 222.495 27.96C222.495 29.08 222.863 29.992 223.599 30.696C224.351 31.384 225.751 31.968 227.799 32.448L234.039 33.84C235.975 34.224 237.535 34.808 238.719 35.592C239.903 36.36 240.799 37.232 241.407 38.208C242.031 39.184 242.447 40.192 242.655 41.232C242.879 42.256 242.991 43.224 242.991 44.136C242.991 45.944 242.439 47.584 241.335 49.056C240.231 50.512 238.663 51.672 236.631 52.536C234.599 53.4 232.199 53.832 229.431 53.832Z" fill="black"/> +</svg> diff --git a/static/icons/rays.svg b/static/icons/rays.svg new file mode 100644 index 00000000..f78f04af --- /dev/null +++ b/static/icons/rays.svg @@ -0,0 +1,11 @@ +<svg width="158" height="60" viewBox="0 0 158 60" fill="none" xmlns="http://www.w3.org/2000/svg"> +<path d="M30.9439 8.95955C30.653 9.76766 32.7864 14.1314 36.4713 20.2731C49.1102 41.2516 47.4293 41.4455 49.7243 41.4455C52.181 41.4455 51.8254 40.5404 44.3262 26.641C36.2774 11.7394 32.0429 6.115 30.9439 8.95955Z" fill="black"/> +<path d="M28.7782 44.8716C28.3579 45.2918 28.5842 45.6477 30.0711 47.2639C32.3015 49.6559 36.0188 50.6579 36.0188 48.8801C35.9865 47.4255 29.7156 43.9341 28.7782 44.8716Z" fill="black"/> +<path d="M23.5093 55.2477C7.92899 50.0758 2.53086 48.7828 0.688371 49.8818C-0.830874 50.7546 0.0742067 51.4011 4.3087 52.4678C7.92902 53.3405 14.5232 55.3447 20.9881 57.5104C26.2892 59.2882 27.5175 59.4822 29.0044 58.9327C31.0409 58.1245 29.8449 57.3488 23.5093 55.2477Z" fill="black"/> +<path d="M56.4801 1.16938C56.1892 1.94516 57.8378 9.31479 59.2924 13.8725C59.6479 14.9715 60.3591 17.8807 60.8763 20.3051C61.846 25.0244 62.0076 25.2833 63.8501 25.2833C65.5956 25.2833 65.5956 25.3477 63.4945 17.4605C59.8419 3.72268 57.5468 -1.61052 56.4801 1.16938Z" fill="black"/> +<path d="M18.2728 35.0776C20.7618 37.3403 21.5376 39.3121 23.9295 39.3121C27.7761 39.3121 27.9377 39.0535 23.3477 34.4311C14.8464 25.8651 6.70073 19.9175 4.95522 21.0165C3.30668 22.1155 9.57757 26.0914 18.2728 35.0776Z" fill="black"/> +<path d="M135.351 28.0309C137.808 25.9621 139.424 23.8287 139.424 22.665C139.424 21.0488 137.42 20.5636 135.707 21.8243C124.297 30.1316 112.757 42.2856 114.664 43.9341C116.539 45.5503 118.446 44.322 126.786 36.144C130.471 32.5559 134.317 28.9036 135.351 28.0309Z" fill="black"/> +<path d="M90.2267 2.07445C89.2247 5.33921 88.1903 13.0324 84.1498 29.2915C83.3417 32.524 83.3417 32.5883 84.376 33.558C85.2165 34.3338 86.8327 34.6251 87.6408 34.1079C88.3196 33.6877 93.7178 11.0606 95.0107 3.27045C95.4633 0.231962 91.3581 -1.67517 90.2267 2.07445Z" fill="black"/> +<path d="M149.93 41.4455C140.103 44.1931 122.196 51.4011 121.193 53.0496C120.482 54.181 123.359 55.28 125.299 54.6012L132.507 52.0152C143.594 48.0394 157.235 42.221 157.235 41.4775C157.203 39.9583 155.231 39.9586 149.93 41.4455Z" fill="black"/> +<path d="M114.502 8.24841C113.953 9.18582 112.304 11.7394 107.326 18.6245C105.064 21.7277 101.314 28.1925 101.314 28.9683C101.314 30.5199 105.71 25.154 113.209 14.4224C114.826 12.095 116.442 9.92928 116.83 9.60603C118.575 8.02214 115.537 6.5029 114.502 8.24841Z" fill="black"/> +</svg> diff --git a/static/icons/smile.svg b/static/icons/smile.svg new file mode 100644 index 00000000..2d756351 --- /dev/null +++ b/static/icons/smile.svg @@ -0,0 +1,4 @@ +<svg width="112" height="108" viewBox="0 0 112 108" fill="none" xmlns="http://www.w3.org/2000/svg"> +<path d="M108.05 39.1961L105.823 31.6789L108.329 28.4074C117.586 16.2267 100.394 -2.84494 86.7513 4.46352C85.2896 5.22917 83.5497 5.29877 81.0439 4.67233C76.45 3.48905 61.4154 0.983301 58.3528 0.635279C48.1905 -0.617602 50.9745 4.32429 55.3596 4.74192C65.2434 5.78598 65.0347 5.22916 62.3897 8.01334C58.283 12.3984 61.8329 29.5211 68.3757 36.9688C74.2921 43.7204 88.6307 47.3399 93.0853 43.1636C101.925 34.8111 99.489 73.5111 90.3708 85.3439C61.9722 122.304 2.11214 86.6664 12.9008 39.1961L14.1539 33.6278L19.3046 37.0384C28.2836 43.0244 31.9725 40.0314 25.0816 32.3749C13.8057 19.9157 17.6341 4.04587 29.4669 14.1385C33.4344 17.5491 38.3067 18.0364 40.3253 15.3218C46.3113 7.10848 49.8608 10.0319 49.7912 18.802C49.7912 23.5351 47.564 26.7369 38.4458 35.2287C30.4413 42.6763 30.0933 45.1821 37.0537 45.1821C41.7172 45.1821 56.8213 27.2938 58.1438 20.2637C60.0231 10.3799 46.6591 2.30578 38.7242 8.50058C36.9145 9.96227 35.801 10.2407 35.1049 9.54464C34.4089 8.8486 34.548 7.59569 36.7754 6.34281C39.0027 5.08993 42.4133 4.1155 41.6477 2.02737C40.6036 -0.756811 32.8775 2.8626 31.8334 3.48905C30.7893 4.04588 27.0307 6.48203 23.8289 6.48203C12.8314 6.48203 8.6551 9.82303 9.55996 17.8275C10.0472 22.2822 9.76891 23.5351 7.26315 27.9898C-12.2957 62.6529 14.1539 106.434 55.1509 107.269C96.844 108.244 119.744 78.6619 108.05 39.1961ZM93.9901 31.9573C86.4728 40.3098 85.3592 40.6578 79.1644 37.0384C74.2225 34.115 70.1854 26.5281 69.3501 18.5236C68.5149 10.1015 72.8304 7.87413 80.2085 12.8856L83.8281 15.3914L87.4473 13.0249C97.8184 6.13402 111.461 12.6072 93.9901 31.9573Z" fill="black"/> +<path d="M21.6716 54.7179C22.1588 56.1796 23.2028 61.0519 24.038 65.5762C30.2328 99.3344 84.3853 98.7079 87.1694 64.8802C87.5175 60.7039 88.283 57.0149 88.8399 56.6668C93.7122 53.5346 80.6962 49.3584 71.5084 51.1681C68.6546 51.7249 57.7267 51.8641 44.7107 51.5161C20.6276 50.8201 20.4883 50.82 21.6716 54.7179ZM80.6964 57.0149V62.1656C80.6964 81.3068 46.5203 91.8171 35.1748 76.0865C31.2769 70.7269 31.3466 67.4555 30.7898 57.3629C62.8079 56.3188 63.5737 56.458 80.6964 57.0149Z" fill="black"/> +</svg> diff --git a/static/images/lightning-qr.svg b/static/images/lightning-qr.svg new file mode 100644 index 00000000..21c61727 --- /dev/null +++ b/static/images/lightning-qr.svg @@ -0,0 +1,28 @@ +<svg width="364" height="447" viewBox="0 0 364 447" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> +<g filter="url(#filter0_d_10_56)"> +<rect x="28" y="99" width="308" height="308" rx="48" fill="url(#pattern0)" shape-rendering="crispEdges"/> +</g> +<rect x="149" y="220" width="66.0002" height="66.0002" rx="22.0001" fill="#FA9514"/> +<path fill-rule="evenodd" clip-rule="evenodd" d="M184.641 234.817C185.487 235.084 186.062 235.868 186.062 236.754V246.908L194.185 246.908C194.942 246.908 195.636 247.329 195.986 248.001C196.336 248.672 196.283 249.483 195.848 250.103L181.633 270.411C181.125 271.137 180.204 271.45 179.359 271.183C178.513 270.917 177.938 270.133 177.938 269.246L177.938 259.093H169.815C169.058 259.093 168.364 258.671 168.014 258C167.664 257.328 167.717 256.518 168.152 255.897L182.367 235.589C182.875 234.863 183.796 234.551 184.641 234.817Z" fill="white"/> +<path d="M95.3482 25.3795C111.803 11.6051 118.098 4.62443 115.106 3.50254C113.548 2.9416 112.862 3.06619 110.12 4.37506C104.822 6.9928 85.5628 23.4474 85.5628 25.3795C85.5628 28.0596 92.0448 28.1219 95.3482 25.3795Z" fill="black"/> +<path d="M52.1555 25.8782C54.2123 24.507 54.0876 24.2576 46.1098 15.5942C41.8715 10.9193 38.3814 7.98996 35.826 6.86807C32.3357 5.30989 30.6528 7.42914 32.024 9.1743C43.7413 24.2577 48.6028 28.2466 52.1555 25.8782Z" fill="black"/> +<path d="M107.627 46.1968C103.825 45.0749 84.3792 38.9046 82.9457 38.3436C82.2601 38.0943 81.7615 36.8478 81.5122 34.7286C79.4554 18.8976 76.2137 2.6298 74.7802 0.822318C73.7207 -0.548879 70.1057 -0.112589 69.1084 1.44559C68.1112 3.00377 63.499 18.7729 60.7566 30.2411L58.9497 37.7203C23.5477 48.9392 21.6154 48.6899 37.6335 53.6138L51.7821 57.9767C59.8223 60.4697 60.0087 60.5314 60.445 62.5259C61.0682 65.393 65.1195 79.3549 66.6777 86.0239C69.981 100.359 76.713 91.5087 82.6341 64.8326L84.0053 58.7246C84.7532 58.5999 89.4894 58.1636 109.933 53.7384C114.607 52.6789 113.236 47.8173 107.627 46.1968ZM98.7762 49.2509C98.2775 49.6872 84.6279 52.9905 81.9478 52.9905C78.7068 52.9905 77.9589 54.5487 74.2816 69.1955C71.8508 78.8562 71.6645 79.0426 70.2933 73.4332C68.6105 66.3902 65.1818 58.1636 64.7455 56.2315C64.3716 54.4863 60.8813 53.2398 47.3563 49.9988C40.5629 48.3783 39.5034 47.8173 42.0585 47.0694C45.2372 46.1345 60.5073 41.1483 62.2525 41.1483C63.9353 41.1483 65.3688 39.9018 65.8674 38.032L70.729 19.0845C71.6015 15.7812 71.6022 15.7812 74.0329 28.6829C76.8376 43.2051 76.5254 42.5812 81.0129 43.5161C86.6224 44.7004 99.3371 48.7522 98.7762 49.2509Z" fill="black"/> +<path d="M87.4326 65.8298C87.4326 67.201 103.887 83.8423 106.193 84.7772C111.055 86.7717 112.301 84.1533 108.437 79.9774C98.0282 68.5715 87.4326 61.4669 87.4326 65.8298Z" fill="black"/> +<path d="M39.4411 69.8189C27.4743 77.9214 26.103 79.7912 32.0864 79.7912C35.0158 79.7912 53.5267 66.9518 52.9657 65.269C52.0932 62.6513 47.9173 64.0225 39.4411 69.8189Z" fill="black"/> +<defs> +<filter id="filter0_d_10_56" x="0.923079" y="84.6154" width="362.154" height="362.154" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB"> +<feFlood flood-opacity="0" result="BackgroundImageFix"/> +<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/> +<feOffset dy="12.6923"/> +<feGaussianBlur stdDeviation="13.5385"/> +<feComposite in2="hardAlpha" operator="out"/> +<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.06 0"/> +<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_10_56"/> +<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_10_56" result="shape"/> +</filter> +<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1"> +<use xlink:href="#image0_10_56" transform="scale(0.000333333)"/> +</pattern> +<image id="image0_10_56" width="3000" height="3000" xlink:href="data:image/png;base64,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"/> +</defs> +</svg> diff --git a/tailwind.config.cjs b/tailwind.config.cjs index 7d07654d..06e852ab 100644 --- a/tailwind.config.cjs +++ b/tailwind.config.cjs @@ -2,7 +2,11 @@ module.exports = { content: ['./src/**/*.{html,js,svelte}'], theme: { - extend: {} + extend: { + colors: { + secondary: '#858A92' + } + } }, plugins: [] }; |
