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128 lines
55 KiB
HTML
128 lines
55 KiB
HTML
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</ng-container>
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<ng-template #swapStepBlock1>
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<div fxLayout="column" fxFlex="100" fxLayoutAlign="space-between center" (swipe)="onSwipe($event)" [@sliderAnimation]="animationDirection">
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</svg>
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<div fxFlex="20" fxLayoutAlign="center end">
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<mat-card-title>Boltz Reverse Submarine Swap explained.</mat-card-title>
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</div>
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<div fxFlex="40">
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<mat-card-subtitle class="font-size-120">
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Boltz is a privacy-first account free exchange and a Lightning Service Provider. By doing a Reverse Submarine Swap on Boltz, you can swap your Lightning Bitcoin for on-chain Bitcoin.
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</mat-card-subtitle>
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</div>
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</div>
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</ng-template>
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<ng-template #swapStepBlock2>
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<div fxLayout="column" fxFlex="100" fxLayoutAlign="space-between center" (swipe)="onSwipe($event)" [@sliderAnimation]="animationDirection">
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<svg fxFlex="30" [ngClass]="{'small-svg': screenSize === screenSizeEnum.XS, 'large-svg': screenSize !== screenSizeEnum.XS}" width="383" height="279" viewBox="0 0 383 279" fill="none" xmlns="http://www.w3.org/2000/svg">
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<g clip-path="url(#clip0)">
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<path d="M111.562 162.75H130.5V116.25H111.562C108.027 116.25 105.25 118.807 105.25 122.062V156.938C105.25 160.193 108.027 162.75 111.562 162.75Z" class="stroke-color-thin"/>
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<path d="M205.979 116V150.875" class="stroke-color-thin"/>
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<path d="M205.979 185.634V185.749" class="stroke-color-thin"/>
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</g>
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<path d="M2.44963 159.45C0.488815 161.41 0.488815 164.59 2.44963 166.55L34.403 198.504C36.3638 200.465 39.5429 200.465 41.5037 198.504C43.4645 196.543 43.4645 193.364 41.5037 191.403L13.1007 163L41.5037 134.597C43.4645 132.636 43.4645 129.457 41.5037 127.496C39.5429 125.535 36.3638 125.535 34.403 127.496L2.44963 159.45ZM65 157.979H6V168.021H65V157.979Z" class="fill-color-15"/>
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<clipPath id="clip0">
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<rect width="303" height="279" class="fill-color-30" transform="matrix(-1 0 0 1 383 0)"/>
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</clipPath>
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</defs>
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</svg>
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<div fxFlex="20" fxLayoutAlign="center end">
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<mat-card-title>Step 1: Deciding to Reverse Submarine Swap</mat-card-title>
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</div>
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<div fxFlex="40">
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<mat-card-subtitle class="font-size-120">
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You have one or more channels that are running low on inbound capacity or you want to move some of your Lightning Bitcoin to your onchain wallet.
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</mat-card-subtitle>
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</div>
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</div>
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</ng-template>
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<ng-template #swapStepBlock3>
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<div fxLayout="column" fxFlex="100" fxLayoutAlign="space-between center" (swipe)="onSwipe($event)" [@sliderAnimation]="animationDirection">
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<svg fxFlex="30" [ngClass]="{'small-svg': screenSize === screenSizeEnum.XS, 'large-svg': screenSize !== screenSizeEnum.XS}" width="454" height="243" viewBox="0 0 454 243" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<path d="M141.75 172.125C178.098 172.125 207.562 142.66 207.562 106.312C207.562 69.9653 178.098 40.5 141.75 40.5C105.403 40.5 75.9375 69.9653 75.9375 106.312C75.9375 142.66 105.403 172.125 141.75 172.125Z" class="fill-color-0"/>
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<path d="M192.375 222.75L222.75 192.375L192.375 162" class="stroke-color-thiner"/>
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<path d="M138.762 67C136.099 73.913 133.436 81.3578 130.24 88.8025C130.24 88.8025 130.24 89.8661 131.305 89.8661H153.143C153.143 89.8661 153.143 90.3979 153.676 90.9296L121.718 126.558C121.185 126.026 121.185 125.495 121.185 124.963L132.371 101.033V98.9062H110V96.7791L137.164 67H138.762Z" class="fill-color-15"/>
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<circle cx="371.815" cy="95.815" r="81.815" class="fill-color-boltz-bk"/>
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|
|
</defs>
|
|
</svg>
|
|
<div fxFlex="20" fxLayoutAlign="center end">
|
|
<mat-card-title>Step 2: Paying the Lightning Invoice</mat-card-title>
|
|
</div>
|
|
<div fxFlex="40">
|
|
<mat-card-subtitle class="font-size-120">
|
|
Your Boltz client generates a secret which is sent to Boltz. In return Boltz sends a Lightning invoice based on that secret. Your Lightning node pays that invoice which moves some of your local balance to the other side of the channel.
|
|
</mat-card-subtitle>
|
|
</div>
|
|
</div>
|
|
</ng-template>
|
|
<ng-template #swapStepBlock4>
|
|
<div fxLayout="column" fxFlex="100" fxLayoutAlign="space-between center" (swipe)="onSwipe($event)" [@sliderAnimation]="animationDirection">
|
|
<svg fxFlex="30" [ngClass]="{'small-svg': screenSize === screenSizeEnum.XS, 'large-svg': screenSize !== screenSizeEnum.XS}" width="295" height="295" viewBox="0 0 295 295" fill="none" xmlns="http://www.w3.org/2000/svg">
|
|
<g clip-path="url(#clip0)">
|
|
<path d="M182.629 183.635C213.842 170.774 228.719 135.046 215.857 103.833C202.996 72.6204 167.268 57.7435 136.055 70.6048C104.843 83.4659 89.966 119.195 102.827 150.407C115.688 181.62 151.417 196.496 182.629 183.635Z" class="fill-color-0"/>
|
|
<path fill-rule="evenodd" clip-rule="evenodd" d="M169.522 122.093C171.059 115.241 166.054 111.136 159.022 108.13L162.04 98.916L156.431 97.0797L153.493 106.051C152.019 105.569 150.502 105.104 148.995 104.643L151.953 95.613L146.348 93.7769L143.329 102.988C142.106 102.615 140.906 102.247 139.743 101.867L139.752 101.838L132.017 99.3019L130.057 105.293C130.057 105.293 134.224 106.57 134.131 106.624C136.402 107.369 136.71 108.93 136.552 110.138L133.115 120.635C133.271 120.687 133.473 120.761 133.695 120.869C133.66 120.857 133.626 120.846 133.591 120.834C133.562 120.825 133.534 120.816 133.505 120.806C133.375 120.763 133.24 120.719 133.102 120.675L128.284 135.38C127.95 136.062 127.157 137.065 125.569 136.548C125.62 136.635 121.492 135.211 121.492 135.211L118.184 141.544L125.483 143.935C126.298 144.203 127.103 144.476 127.899 144.746L127.901 144.747C128.431 144.927 128.956 145.105 129.479 145.28L126.429 154.6L132.031 156.436L135.051 147.215C136.579 147.75 138.064 148.25 139.517 148.725L136.509 157.902L142.118 159.739L145.166 150.437C154.773 152.984 162.15 152.77 165.87 144.183C168.867 137.27 166.555 132.99 161.623 129.952C165.417 129.361 168.406 127.109 169.522 122.093ZM155.149 139.449C153.059 145.84 143.068 142.413 138.496 140.845L138.496 140.845C138.085 140.704 137.718 140.578 137.404 140.476L141.449 128.129C141.831 128.254 142.299 128.395 142.829 128.555L142.829 128.555C147.571 129.985 157.289 132.916 155.149 139.449ZM144.22 122.79C148.031 124.108 156.343 126.982 158.247 121.175C160.192 115.234 152.086 112.815 148.127 111.634C147.682 111.501 147.289 111.383 146.969 111.279L143.301 122.477C143.565 122.563 143.874 122.67 144.22 122.79Z" class="fill-color-15"/>
|
|
<path d="M158.075 173.411C189.288 160.55 204.164 124.822 191.303 93.6088C178.442 62.3964 142.714 47.5195 111.501 60.3808C80.2885 73.2419 65.4118 108.971 78.2729 140.183C91.1342 171.396 126.863 186.272 158.075 173.411Z" class="stroke-color-thinest"/>
|
|
<path d="M259.352 172.363L85.4595 244.016" class="stroke-color-thinest"/>
|
|
<path d="M122.291 259.352L85.4593 244.016L100.795 207.184" class="stroke-color-thinest"/>
|
|
</g>
|
|
<defs>
|
|
<clipPath id="clip0">
|
|
<rect width="225.692" height="225.692" class="fill-color-30" transform="translate(0 85.983) rotate(-22.3941)"/>
|
|
</clipPath>
|
|
</defs>
|
|
</svg>
|
|
<div fxFlex="20" fxLayoutAlign="center end">
|
|
<mat-card-title>Step 3: Receiving the funds on-chain</mat-card-title>
|
|
</div>
|
|
<div fxFlex="40">
|
|
<mat-card-subtitle class="font-size-120">
|
|
In return for paying the invoice, Boltz locks on-chain BTC. Your node claims that onchain BTC to your wallet and by doing that, reveals the secret. With that secret Boltz can settle the Lightning invoice paid by your node.
|
|
</mat-card-subtitle>
|
|
</div>
|
|
</div>
|
|
</ng-template>
|
|
<ng-template #swapStepBlock5>
|
|
<div fxLayout="column" fxFlex="100" fxLayoutAlign="space-between center" (swipe)="onSwipe($event)" [@sliderAnimation]="animationDirection">
|
|
<svg fxFlex="30" [ngClass]="{'small-svg': screenSize === screenSizeEnum.XS, 'large-svg': screenSize !== screenSizeEnum.XS}" width="298" height="300" viewBox="0 0 298 300" fill="none" xmlns="http://www.w3.org/2000/svg">
|
|
<path d="M248.333 237.5V112.5C248.333 105.625 242.746 100 235.917 100H37.2501C30.421 100 24.8335 105.625 24.8335 112.5V237.5C24.8335 244.375 30.421 250 37.2501 250H235.917C242.746 250 248.333 244.375 248.333 237.5Z" class="fill-color-0"/>
|
|
<path d="M273.167 212.5V87.5C273.167 80.625 267.579 75 260.75 75H62.0832C55.254 75 49.6665 80.625 49.6665 87.5V212.5C49.6665 219.375 55.254 225 62.0832 225H260.75C267.579 225 273.167 219.375 273.167 212.5Z" class="stroke-color"/>
|
|
<path d="M6.20851 200H24.8335V150H6.20851C2.73185 150 0.000183105 152.75 0.000183105 156.25V193.75C0.000183105 197.25 2.73185 200 6.20851 200Z" class="fill-color-0"/>
|
|
<path d="M31.0415 175H49.6665V125H31.0415C27.5648 125 24.8331 127.75 24.8331 131.25V168.75C24.8331 172.25 27.5648 175 31.0415 175Z" class="stroke-color"/>
|
|
<path d="M161.417 187.5L142.792 150H180.042L161.417 112.5" class="stroke-color"/>
|
|
</svg>
|
|
<div fxFlex="20" fxLayoutAlign="center end">
|
|
<mat-card-title>Done!</mat-card-title>
|
|
</div>
|
|
<div fxFlex="40">
|
|
<mat-card-subtitle class="font-size-120">
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You have now successfully received your funds in your on-chain wallet and also spent your local balance to increase the inbound capacity of your node - all in a non-custodial manner.
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</mat-card-subtitle>
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</div>
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</div>
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</ng-template>
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