-# magicalbitcoin.org
+# bitcoindevkit.org
This website is built with [Hugo](https://gohugo.io).
-baseURL = "https://magicalbitcoin.org/"
+baseURL = "https://bitcoindevkit.org/"
languageCode = "en-us"
-title = "Magical Bitcoin"
+title = "Bitcoin Dev Kit"
theme = "learn"
[outputs]
# Prefix URL to edit current page. Will display an "Edit this page" button on top right hand corner of every page.
# Useful to give opportunity to people to create merge request for your doc.
# See the config.toml file from this documentation site to have an example.
-editURL = "https://github.com/MagicalBitcoin/magicalbitcoin.org/edit/master/content/"
+editURL = "https://github.com/bitcoindevkit/bitcoindevkit.org/edit/master/content/"
# Author of the site, will be used in meta information
author = "Alekos Filini - @afilini"
# Description of the site, will be used in meta information
-description = "The Magical Bitcoin project aims to build a collection of tools and libraries that are designed to be a solid foundation for Bitcoin wallets."
+description = "The Bitcoin Dev Kit project aims to build a collection of tools and libraries that are designed to be a solid foundation for Bitcoin wallets."
# A title for shortcuts in menu is set by default. Set this to true to disable it.
# disableShortcutsTitle = false
# Hide breadcrumbs in the header and only show the current page title
[markup.goldmark.renderer]
unsafe= true
+[[Languages.en.menu.shortcuts]]
+name = "<i class='fas fa-book-open'></i> Rust Docs"
+url = "/docs-rs/magical/"
+weight = 5
+
[[Languages.en.menu.shortcuts]]
name = "<i class='fas fa-magic'></i> Playground"
url = "/repl/playground"
weight = 10
[[Languages.en.menu.shortcuts]]
-name = "<i class='fas fa-book-open'></i> Rust Docs"
-url = "/docs-rs/magical/"
-weight = 5
+name = "<i style='font-size: 20px' class='fab fa-twitter-square'></i> Follow on Twitter"
+url = "https://twitter.com/intent/follow?screen_name=bitcoindevkit"
+weight = 15
+
+[[Languages.en.menu.shortcuts]]
+name = "<i style='font-size: 20px' class='fab fa-discord'></i> Chat on Discord"
+url = "https://discord.gg/yRRan6q"
+weight = 20
\ No newline at end of file
draft: false
---
-# 🧙 Magical Bitcoin 🧙
+# Bitcoin Dev Kit
-The Magical Bitcoin project aims to build a collection of tools and libraries that are designed to be a solid foundation for Bitcoin wallets, along with a fully working *reference implementation* wallet.
-All of its components are designed to be lightweight and modular so that they can be adapted for virtually any use-case: from the single-sig mobile wallet to the multi-billion-dollar cold storage vault.
+The [Bitcoin Dev Kit (BDK)](https://github.com/bitcoindevkit) project (originally called Magical Bitcoin 🧙) aims to build a collection of tools and libraries that are designed to be a solid foundation for cross platform Bitcoin wallets, along with a fully working *reference implementation* wallet called Magical Bitcoin.
+All BDK components are designed to be lightweight and modular so that they can be adapted for virtually any use-case: from single-sig mobile wallets to multi-billion-dollar cold storage vaults.
The main long-term goal is to concentrate the development efforts of multiple people and companies into one open source and very well reviewed project, instead of dispersing them over multiple closed/semi-closed or
poorly designed projects.
{{% notice info %}}
Keep in mind that this project is still in a very early phase of development. The APIs and the general architecture shouldn't be considered stable yet. At the moment most of the code is concentrated in the
-[main repo](https://github.com/MagicalBitcoin/magical-bitcoin-wallet) and is slowly being refactored and taken out into separate, independent modules.
+[main repo](https://github.com/bitcoindevkit/bdk) and is slowly being refactored and taken out into separate, independent modules.
{{% /notice %}}
## Playground
-As a way of demostrating the flexibily of this project, the minimalistic command line (also called "repl") that is currently shipped as a debugging tool in the main [`magical-bitcoin-wallet`](https://github.com/MagicalBitcoin/magical-bitcoin-wallet)
-repo has been compiled to WebAssembly and can be used directly from the browser. See the [playground](/repl/playground) section to give it a try!
+As a way of demonstrating the flexibly of this project, a minimalistic command line tool (also called "repl") is available as a debugging tool in the main [`bdk`](https://github.com/bitcoindevkit/bdk)
+repo. It has been compiled to WebAssembly and can be used directly from the browser. See the [playground](/repl/playground) section to give it a try!
-The playground relies on [Esplora](https://blockstream.info) to monitor the blockchain and is currently locked in testnet-only mode, for obvious safety reasons. The native command line can also be used in regtest mode when installed on
+The playground relies on [Esplora](https://blockstream.info) to monitor the blockchain and is currently locked in testnet-only mode, for obvious safety reasons. The native command line tool can also be used in regtest mode when installed on
a computer. See the [REPL](/repl) section to learn more.
## Descriptors
-The name of the project refers to the fact that when its components are built into a wallet, it can "almost magically" support very complex spending policies, without having to individually translate them into code. It may sound disappointing, but there isn't, in fact,
+One of the original milestones of this project was to provide wallets with "almost magically" support for very complex spending policies, without having to individually translate them into code. It may sound disappointing, but there isn't, in fact,
any real magic in this wallet: the generalization is achieved thanks to *descriptors*, that are now slowly starting to see adoption in a few other Bitcoin projects as well.
The author of this project strongly believes descriptors will be a big part of the future generation of Bitcoin wallets, since they provide a very flexible scripting language that can also be extended as the
-technology and tooling on Bitcoin evolve and change (Schnorr signatures, Taproot, etc).
+technology and tooling of Bitcoin evolves and changes (Schnorr signatures, Taproot, etc).
To learn more, check out the specific [Descriptors section](/descriptors).
more complex scripts, where the structure of the script itself is not trivial. They are a big step forward in making wallets more portable across different tools and apps, because for the first time they create a common
language to describe a full bitcoin script that developers can use and integrate in their software.
-The ecosystem around descriptors is still very much in its early stage, but they are starting to see some adoption in [Bitcoin Core](https://github.com/bitcoin/bitcoin/blob/master/doc/descriptors.md) and other projects. Magical Bitcoin
+The ecosystem around descriptors is still very much in its early stage, but they are starting to see some adoption in [Bitcoin Core](https://github.com/bitcoin/bitcoin/blob/master/doc/descriptors.md) and other projects. BDK
aims to produce the first "Native Descriptor" Bitcoin library that can be used by developers to build their own ["Native Descriptor Wallets"](https://www.youtube.com/watch?v=xC25NzIjzog).
### Compatibility Matrix
-Below are some tables to highlight the differences between Bitcoin Core's descriptor support, rust-miniscript's one and Magical Bitcoin's.
+Below are some tables to highlight the differences between Bitcoin Core's descriptor support, rust-miniscript's one and BDK's.
#### Key Types
<div class="descriptor-support-table">
-| Key Type | Magical Bitcoin | rust-miniscript | Bitcoin Core |
+| Key Type | BDK | rust-miniscript | Bitcoin Core |
| -------- | --------------- | --------------- | ------------ |
| Hex PublicKey | ✓ | ✓ | ✓ |
| WIF PrivateKey | ✓ | ✗ | ✓ |
<div class="descriptor-support-table">
-| Script Type | Magical Bitcoin | rust-miniscript | Bitcoin Core |
+| Script Type | BDK | rust-miniscript | Bitcoin Core |
| -------- | --------------- | --------------- | ------------ |
| `pk()` | ✓ | ✓ | ✓ |
| `pkh()` | ✓ | ✓ | ✓ |
<div class="descriptor-support-table">
-| Operator | Magical Bitcoin | rust-miniscript | Bitcoin Core |
+| Operator | BDK | rust-miniscript | Bitcoin Core |
| -------- | --------------- | --------------- | ------------ |
| `pk()` | ✓ | ✓ | ✓ |
| `pk_h()` | ✓ | ✓ | ✓ - as `pkh()` |
<div class="descriptor-support-table">
-| Script Type | Magical Bitcoin | rust-miniscript | Bitcoin Core |
+| Script Type | BDK | rust-miniscript | Bitcoin Core |
| -------- | --------------- | --------------- | ------------ |
| `a:` | ✓ | ✓ | ✗ |
| `s:` | ✓ | ✓ | ✗ |
### Examples
-Some examples of valid Magical Bitcoin descriptors are:
+Some examples of valid BDK descriptors are:
<div id="descriptor-examples-table">
### Implementation Details
-Magical Bitcoin extends the capabilities of [rust-miniscript](https://github.com/apoelstra/rust-miniscript) by introducing the concept of an *ExtendedDescriptor*: it represents a descriptor that contains one or more "derivable keys" like `xpubs` or `xprvs`
+BDK extends the capabilities of [rust-miniscript](https://github.com/apoelstra/rust-miniscript) by introducing the concept of an *ExtendedDescriptor*: it represents a descriptor that contains one or more "derivable keys" like `xpubs` or `xprvs`
and can be "derived" to a normal Descriptor by deriving every single one of its keys. It is currently called "StringDescriptor" in the code, because it's implemented as a wrapped `miniscript::Descriptor<String>`.
ExtendedDescriptors are derived using a single index instead of a full derivation path: this is because normally most of the path is fixed and can be represented right after the xpub/xprv itself, and only the
# REPL
-The [magical-bitcoin-wallet](https://github.com/magicalbitcoin/magical-bitcoin-wallet) repo has a very minimalistic interactive shell that acts both as a reference implementation of a wallet and a tool to
+The [bdk](https://github.com/bitcoindevkit/bdk) repo has a very minimalistic interactive shell called `repl` that acts both as a reference implementation of a wallet and a tool to
quickly experiment with descriptors and transactions.
## Introduction
-If you want to play around with more complicated spending policies, you'll start to find it harder and harder to manually create the descriptors. This is where the miniscript compiler comes in! `magical-bitcoin-wallet`
-includes a very simple compiler that can produce a descriptor given a spending policy. The syntax used to encode the spending policiy is very well described [in this page](http://bitcoin.sipa.be/miniscript/),
-specifically in the "Policy to Miniscript compiler". The compiler included in Magical Bitcoin does basically the same job, but produces a descriptors for `rust-miniscript` that has some minor differences from
+If you want to play around with more complicated spending policies, you'll start to find it harder and harder to manually create the descriptors. This is where the miniscript compiler comes in! The `bdk` library
+includes a very simple compiler that can produce a descriptor given a spending policy. The syntax used to encode the spending policy is very well described [in this page](http://bitcoin.sipa.be/miniscript/),
+specifically in the "Policy to Miniscript compiler". The compiler included in BDK does basically the same job, but produces descriptors for `rust-miniscript` that have some minor differences from
the ones made by the C++ implementation used in that website.
## Installation
To install the miniscript compiler run the following command:
```bash
-cargo install --git https://github.com/magicalbitcoin/magical-bitcoin-wallet --features="compiler" --example miniscriptc
+cargo install --git https://github.com/bitcoindevkit/bdk --features="compiler" --example miniscriptc
```
Once the command is done, you should have a `miniscriptc` command available. You can check if that's the case by running `miniscriptc --help`.
## Usage
In this case the interface is very simple: it accepts two arguments called "POLICY" and "TYPE", in this order. The first one, as the name implies, sets the spending policy to compile. The latter defines the type
-of address that should be used to incapsulate the produced script, like a P2SH, P2WSH, etc.
+of address that should be used to encapsulate the produced script, like a P2SH, P2WSH, etc.
Optionally, the `--parsed_policy` flag can be enabled and it will make the compiler print the JSON "human-readable" version of the spending policy, as described in the [`policies subcommand`](/repl/interface/#policies) of the CLI.
pre: "<b>2. </b>"
---
-Now, in order to better grasp some of the design choiches made by Magical Bitcoin, it's important to understand the main concept driving the development of this project, and the goal that it's trying to
+Now, in order to better grasp some of the design choices made by BDK, it's important to understand the main concept driving the development of this project, and the goal that it's trying to
achieve.
-Magical Bitcoin is aiming first of all to be a **set of libraries and tools**, all meant to be very reusable and adaptable. Developers working on their own wallets or other projects that are trying to integrate
+BDK is aiming first of all to be a **set of libraries and tools**, all meant to be very reusable and adaptable. Developers working on their own wallets or other projects that are trying to integrate
Bitcoin can pick the tools they need and piece them together to prototype and quickly ship a working product. This means that the REPL that we've just installed is designed to be a **very thin layer** over the
APIs exposed by the various components of the library, **not a full, end-user-ready Bitcoin wallet**.
This concept leads to a few design choices that are arguably very bad for the "UX" of this wallet, but that allow developers to work more directly with the underlying library. For instance:
-* Magical Bitcoin has an internal database that's used to store data about received transactions, spendable UTXOs, etc. This database is stored by default in your home folder, in `~/.magical-bitcoin`. The database
+* BDK has an internal database that's used to store data about received transactions, spendable UTXOs, etc. This database is stored by default in your home folder, in `~/.bdk`. The database
**will never** contain any data that can't be recreated purely by looking at the blockchain. Keys, descriptors, Electrum endpoints **are not stored in there**. This explains why you'll have to specify them every
time in the command line. It can be seen more like a *cache* and can be safely deleted without risking funds.
-* Magical Bitcoin doesn't automatically "monitor" the blockchain, instead there's a `sync` command that has to be called by the user.
-* When you create a transaction and then sign it, it's not automatically broadcasted to the network. There's a `broadcast` command that does this. Moreover, the command doesn't accept a normal Bitcoin raw transaction,
+* BDK doesn't automatically "monitor" the blockchain, instead there's a `sync` command that has to be called by the user.
+* When you create a transaction and then sign it, it's not automatically broadcast to the network. There's a `broadcast` command that does this. Moreover, the command doesn't accept a normal Bitcoin raw transaction,
but instead a *PSBT*. That's because internally transactions are always moved as PSBTs, and again, the `broadcast` command is just a very thin wrapper over the raw library call.
-There are probably more of these examples, but hopefully by this point you'll have more or less understood the gist of it. If you are not a developer, some parts of this are gonna feel weird, inefficient, hard
+There are probably more of these examples, but hopefully by this point you'll have more or less understood the gist of it. If you are not a developer, some parts of this will feel weird, inefficient, hard
to understand, and that's absolutely normal. Just try to survive through the pain and you'll be rewarded!
## Requirements
-The only requirement is a Linux/macOS system with a fairly recent Rust toolchain installed. Since Linux distros tend to lack behind with updates, the quickest way to install the Rust compiler and Cargo is
+The only requirement is a Linux/macOS system with a fairly recent Rust toolchain installed. Since Linux distros tend to lag behind with updates, the quickest way to install the Rust compiler and Cargo is
[rustup.rs](https://rustup.rs/). You can head there and follow their instructions, after which you can test if everything went fine by running `cargo version`, which should print something like:
```
**At the time of writing, the project requires cargo >= 1.45.0, which is the latest stable as of June 2020. If you have an older version installed with rustup.rs, you can upgrade it with `rustup update`.**
-If you really don't wanna pipe the output of `curl` into `sh`, you can also try using a [Docker image](https://hub.docker.com/_/rust) and working inside of it, but that's meant for more advanced
+If you really don't want to pipe the output of `curl` into `sh`, you can also try using a [Docker image](https://hub.docker.com/_/rust) and working inside of it, but that's meant for more advanced
users and won't be covered in this guide.
-## Installing Magical Bitcoin
+## Installing BDK
-Once Cargo is installed, you can proceed to install the interactive Magical Bitcoin shell directly from the GitHub repository, by running:
+Once Cargo is installed, you can proceed to install the interactive BDK shell directly from the GitHub repository, by running:
```bash
-cargo install --git https://github.com/magicalbitcoin/magical-bitcoin-wallet --features=cli-utils --example magic
+cargo install --git https://github.com/bitcoindevkit/bdk --features=cli-utils --example magic
```
-This command will probably take a while to finish, since it will fetch and compile all the dependencies and the `magical-bitcoin-wallet` itself. Once it's done, you can check if everything went fine
+This command will probably take a while to finish, since it will fetch and compile all the dependencies and the `bdk` itself. Once it's done, you can check if everything went fine
by running `magic --help` which should print something like this:
```text
associated descriptor**.
The `--change-descriptor` flag can be used to set a different descriptor for the change addresses, sometimes called "internal" addresses in Bitcoin Core. Unfortunately there isn't
-[really consensus](https://freenode.irclog.whitequark.org/bitcoin-wizards/2020-01-25#26222504;) on a nice way to encode informations about the change derivation inside the standard descriptor, so we are
+[really consensus](https://freenode.irclog.whitequark.org/bitcoin-wizards/2020-01-25#26222504;) on a nice way to encode information about the change derivation inside the standard descriptor, so we are
stuck with having two separate ones. Keep in mind though, that even if you don't specify a change descriptor, you'll still be able to create transactions - the change address will simply be generated from the
standard descriptor.
The `--proxy` flag can be optionally used to specify a SOCKS5 proxy to use when connecting to the Electrum server. Spawning a local Tor daemon and using it as a proxy will allow you to connect to `.onion` Electrum
URLs. **Keep in mind that only plaintext server are supported over a proxy**
-The `--wallet` flag can be used to select which wallet to use, if you have more than one of them. If you get a `ChecksumMismatch` error when you make some changes to your descriptor, it's because it doesn't
-match anymore the one you've used to initialize the cache. One solution could be to switch to a new wallet name, or delete the cache directory at `~/.magical-bitcoin` and start from scratch.
+The `--wallet` flag can be used to select which wallet to use, if you have more than one of them. If you get a `ChecksumMismatch` error when you make some changes to your descriptor, it's because it does not
+match anymore the one you've used to initialize the cache. One solution could be to switch to a new wallet name, or delete the cache directory at `~/.bdk` and start from scratch.
## Subcommands
{{<mermaid align="center">}}
graph TD;
- subgraph ""
+ subgraph " "
R["Root - qd3um656"] --> A["pk(A) - ykfuwzkl"]
R["Root - qd3um656"] --> B["B - ms3xjley"]
B["B - ms3xjley"] --> B_0["pk(B)"]
---
Running the REPL in regtest requires having a local Electrum server set-up. There are two main implementations, [`electrs`](https://github.com/romanz/electrs) in Rust and [`ElectrumX`](https://github.com/spesmilo/electrumx) in Python. Since the Rust toolchain is already required to
-use Magical, this page will focus mostly on the former.
+use BDK, this page will focus mostly on the former.
Electrs can be installed by running:
on macOS you should change the cookie-file to `$HOME/Library/Application Support/Bitcoin/regtest/.cookie`.
-This will start the Electrum server on port 50001. You can then add the `-n regtest -s localhost:50001` the `magic` commands to switch to the local regtest.
+This will start the Electrum server on port 50001. You can then add the `-n regtest -s localhost:50001` the `bdk` commands to switch to the local regtest.
## Troubleshooting
This will start electrum RPC interface on port `51401`, the REST interface on `3000` and the esplora UI on `5000` (You can visit with the browser and look for blocks, addresses and transactions)
-You can then add the `-n regtest -s localhost:51401` the `magic` commands to switch to the local regtest.
+You can then add the `-n regtest -s localhost:51401` to the `magic` commands to switch to the local regtest.
-<?xml version="1.0" standalone="no"?>
-<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 20010904//EN"
- "http://www.w3.org/TR/2001/REC-SVG-20010904/DTD/svg10.dtd">
-<svg version="1.0" xmlns="http://www.w3.org/2000/svg"
- width="880.000000pt" height="880.000000pt" viewBox="0 0 880.000000 880.000000"
- preserveAspectRatio="xMidYMid meet">
-<metadata>
-Created by potrace 1.11, written by Peter Selinger 2001-2013
-</metadata>
-<g transform="translate(0.000000,880.000000) scale(0.100000,-0.100000)"
-fill="#000000" stroke="none">
-<path d="M5580 8047 c-3 -3 -30 -8 -60 -12 -118 -15 -299 -90 -401 -168 -93
--70 -144 -120 -209 -203 -24 -30 -188 -292 -203 -324 -4 -8 -15 -28 -25 -45
--52 -84 -192 -355 -192 -369 0 -4 -15 -37 -33 -74 -18 -37 -34 -70 -35 -75 -1
--4 -9 -23 -17 -43 -8 -20 -15 -39 -15 -42 0 -3 -12 -35 -26 -71 -15 -36 -33
--86 -40 -111 -63 -221 -70 -249 -78 -288 -1 -7 -6 -11 -11 -10 -8 3 -65 110
--95 181 -6 12 -14 29 -20 37 -5 8 -60 119 -123 245 -127 257 -265 506 -297
-535 -3 3 -25 31 -49 63 -78 103 -185 192 -306 255 -115 59 -206 101 -237 108
--10 2 -28 7 -40 10 -66 16 -252 24 -318 13 -25 -4 -63 -11 -85 -14 -22 -4 -48
--11 -57 -16 -10 -5 -18 -8 -18 -5 0 5 -94 -31 -155 -59 -117 -55 -272 -188
--351 -302 -18 -26 -37 -53 -41 -58 -4 -6 -45 -85 -90 -176 -81 -163 -136 -261
--268 -474 -90 -145 -154 -256 -230 -401 -17 -33 -36 -67 -41 -75 -4 -8 -9 -20
--10 -27 -2 -8 -9 -21 -17 -30 -8 -10 -22 -38 -32 -64 -10 -27 -21 -48 -25 -48
--4 0 -10 -13 -13 -29 -3 -16 -13 -36 -22 -44 -9 -9 -15 -19 -15 -22 3 -14 -25
--75 -34 -75 -5 0 -7 -2 -4 -6 3 -3 -7 -32 -23 -65 -16 -32 -29 -61 -29 -64 0
--6 -67 -153 -80 -177 -6 -10 -10 -25 -10 -33 0 -8 -4 -15 -8 -15 -5 0 -9 -6
--9 -12 0 -7 -7 -29 -16 -48 -8 -19 -28 -62 -43 -95 -15 -33 -29 -66 -30 -73
--1 -8 -9 -28 -17 -45 -42 -89 -147 -349 -147 -362 0 -8 -4 -15 -10 -15 -5 0
--10 -7 -10 -16 0 -8 -8 -34 -19 -57 -10 -23 -53 -136 -96 -252 -42 -115 -80
--219 -85 -230 -4 -11 -8 -23 -9 -27 -1 -5 -9 -32 -20 -60 -10 -29 -26 -78 -35
--108 -10 -30 -20 -62 -24 -70 -3 -8 -6 -17 -7 -20 0 -3 -9 -32 -19 -65 -10
--33 -19 -64 -20 -70 -2 -5 -8 -30 -15 -55 -7 -25 -15 -54 -17 -65 -2 -11 -12
--50 -23 -87 -11 -38 -17 -68 -14 -68 3 0 0 -7 -7 -15 -7 -8 -10 -15 -7 -15 4
-0 0 -18 -8 -40 -8 -22 -12 -40 -10 -40 2 0 -2 -18 -10 -40 -8 -22 -12 -40 -10
--40 2 0 -5 -28 -15 -62 -11 -34 -17 -65 -14 -70 3 -4 0 -8 -7 -8 -7 0 -10 -3
--7 -6 3 -3 -5 -44 -18 -92 -13 -48 -24 -87 -23 -87 1 0 -5 -20 -12 -45 -7 -25
--13 -47 -14 -50 0 -3 -5 -23 -10 -45 -10 -47 -12 -54 -15 -57 -2 -3 -5 -16
--13 -53 -3 -11 -21 -81 -40 -155 -20 -74 -38 -146 -41 -160 -4 -20 -76 -293
--103 -390 -4 -14 -8 -137 -10 -273 -4 -234 -3 -253 18 -315 46 -143 145 -299
-251 -397 75 -70 107 -95 118 -95 6 0 10 -4 10 -8 0 -18 228 -120 307 -137 157
--34 324 -38 440 -10 13 3 31 7 40 9 74 17 205 73 282 121 42 26 131 98 131
-106 0 5 7 9 15 9 8 0 15 3 15 8 0 4 13 21 28 37 63 68 196 275 177 275 -3 0 3
-12 12 27 10 15 17 28 16 30 -2 2 -2 5 -2 8 3 13 6 21 12 35 9 23 26 110 32
-159 3 24 12 71 21 105 9 33 17 66 18 71 1 6 5 16 9 23 5 6 6 12 3 12 -3 0 2
-23 10 52 9 28 18 60 20 70 2 10 6 27 9 38 3 11 7 29 10 40 3 11 7 28 9 37 5
-20 46 179 77 293 10 41 21 84 24 95 5 23 18 77 21 88 1 4 2 8 4 10 1 1 3 9 5
-17 2 8 7 26 10 40 3 14 8 36 11 50 2 14 9 36 13 50 14 37 61 220 65 250 1 9 5
-21 10 28 4 6 5 12 2 12 -3 0 1 18 9 40 8 22 15 44 15 48 0 4 5 23 10 42 5 19
-11 46 14 60 2 14 5 26 7 28 1 1 2 5 3 10 20 76 71 241 86 277 4 11 25 67 45
-125 36 102 97 265 114 305 5 11 21 52 36 90 15 39 33 84 40 100 26 59 44 101
-78 185 30 75 56 136 87 205 5 11 20 46 33 79 13 32 27 55 29 50 3 -5 41 -76
-83 -159 93 -180 188 -361 267 -509 32 -60 58 -113 58 -117 0 -4 6 -14 13 -21
-6 -8 19 -27 28 -44 106 -201 155 -295 197 -377 44 -86 120 -203 159 -247 76
--86 131 -138 220 -211 66 -53 293 -172 349 -182 11 -2 37 -9 59 -15 69 -18
-117 -24 225 -25 146 -1 187 7 309 62 120 55 188 86 246 112 22 10 56 32 75 49
-67 60 150 143 150 151 0 4 9 18 20 31 40 46 92 135 155 263 61 126 155 336
-160 359 3 14 14 43 31 82 8 17 15 40 17 50 2 11 11 44 22 74 17 52 19 53 28
-30 5 -14 17 -41 25 -60 9 -19 17 -38 18 -42 1 -5 3 -11 4 -15 1 -5 2 -11 1
--15 0 -5 4 -8 9 -8 5 0 9 -3 9 -7 -1 -5 0 -11 1 -15 1 -5 3 -11 5 -15 1 -5 6
--19 12 -33 14 -32 68 -175 100 -265 14 -38 29 -79 34 -90 5 -11 33 -93 62
--181 30 -89 56 -165 59 -170 3 -5 11 -31 18 -59 7 -27 16 -54 20 -60 4 -5 27
--71 50 -145 23 -74 47 -141 52 -148 6 -6 8 -12 5 -12 -3 0 15 -60 39 -132 25
--73 47 -137 48 -143 2 -5 6 -17 9 -25 3 -8 19 -53 36 -100 82 -233 143 -366
-258 -556 32 -53 63 -105 69 -115 6 -10 18 -27 27 -37 10 -10 17 -23 17 -29 0
--6 3 -13 8 -15 12 -5 64 -78 55 -78 -4 0 -3 -4 4 -8 6 -4 49 -55 95 -113 183
--233 262 -311 397 -393 109 -66 283 -128 401 -143 63 -8 204 -9 245 -2 22 4
-57 10 78 13 104 16 242 75 359 153 58 39 228 201 228 218 0 4 11 21 24 38 38
-52 102 186 122 257 49 180 52 357 8 520 -8 30 -17 63 -19 73 -2 11 -23 58 -46
-105 -60 125 -87 161 -224 297 -50 50 -117 131 -151 180 -56 83 -74 116 -116
-215 -14 32 -128 362 -133 385 -1 5 -5 17 -8 25 -10 23 -58 173 -62 192 -2 9
--8 25 -14 36 -5 10 -12 30 -15 43 -4 21 -143 429 -195 574 -10 28 -24 66 -31
-85 -6 19 -15 44 -20 55 -16 37 -84 220 -86 230 -2 6 -48 123 -104 260 -56 138
--110 273 -120 300 -10 28 -28 75 -40 105 -12 30 -35 93 -51 140 -16 47 -34 94
--39 105 -8 18 -107 304 -114 330 -2 6 -6 17 -9 25 -3 8 -11 33 -17 55 -6 22
--15 49 -20 60 -8 18 -119 356 -125 380 -1 6 -5 17 -8 25 -7 18 -30 92 -33 103
--1 4 -3 9 -4 12 -1 3 -3 8 -4 13 -3 10 -85 268 -103 322 -8 25 -16 50 -17 55
--10 44 -60 193 -68 203 -6 6 -8 12 -5 12 3 0 -23 84 -59 188 -35 103 -66 194
--68 203 -11 43 -94 203 -143 276 -52 78 -60 85 -175 155 -66 40 -133 80 -147
-88 -14 8 -44 26 -66 40 -22 14 -48 30 -57 35 -10 6 -49 29 -88 53 -39 23 -85
-45 -103 48 -46 8 -261 17 -267 11z"/>
-</g>
-</svg>
+<?xml version="1.0" encoding="UTF-8"?>
+<svg width="192px" height="192px" viewBox="0 0 192 192" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <!-- Generator: Sketch 43.2 (39069) - http://www.bohemiancoding.com/sketch -->
+ <title>safari-pinned-tab</title>
+ <desc>Created with Sketch.</desc>
+ <defs>
+ <rect id="path-1" x="0" y="0" width="192" height="192"></rect>
+ </defs>
+ <g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
+ <g id="Logo">
+ <g id="BDK-Logo">
+ <g id="Rectangle">
+ <use fill="#FFFFFF" fill-rule="evenodd" xlink:href="#path-1"></use>
+ <rect stroke="#FFFFFF" stroke-width="1" x="0.5" y="0.5" width="191" height="191"></rect>
+ </g>
+ <path d="M28.032,83.23584 L30.01344,83.23584 C32.2867314,83.23584 33.9148751,82.9440029 34.89792,82.36032 C35.8809649,81.7766371 36.37248,80.8396865 36.37248,79.54944 C36.37248,78.2591935 35.8809649,77.3222429 34.89792,76.73856 C33.9148751,76.1548771 32.2867314,75.86304 30.01344,75.86304 L28.032,75.86304 L28.032,83.23584 Z M28.032,69.13536 L29.69088,69.13536 C32.5171341,69.13536 33.93024,68.0140912 33.93024,65.77152 C33.93024,63.5289488 32.5171341,62.40768 29.69088,62.40768 L28.032,62.40768 L28.032,69.13536 Z M19.00032,55.49568 L32.45568,55.49568 C35.650576,55.49568 38.0774317,56.2636723 39.73632,57.79968 C41.3952083,59.3356877 42.22464,61.5475056 42.22464,64.4352 C42.22464,66.1862488 41.9097631,67.6377542 41.28,68.78976 C40.6502369,69.9417658 39.6902465,70.917116 38.4,71.71584 C39.6902465,71.9616012 40.7884755,72.3379175 41.69472,72.8448 C42.6009645,73.3516825 43.3382372,73.9737563 43.90656,74.71104 C44.4748828,75.4483237 44.8819188,76.2777554 45.12768,77.19936 C45.3734412,78.1209646 45.49632,79.1039948 45.49632,80.14848 C45.49632,81.7766481 45.2121628,83.2204737 44.64384,84.48 C44.0755172,85.7395263 43.2768051,86.7993557 42.24768,87.65952 C41.2185549,88.5196843 39.9667274,89.1647978 38.49216,89.59488 C37.0175926,90.0249622 35.3587292,90.24 33.51552,90.24 L19.00032,90.24 L19.00032,55.49568 Z M58.4448,66.60096 L58.4448,90.24 L50.10432,90.24 L50.10432,66.60096 L58.4448,66.60096 Z M49.55136,57.5232 C49.55136,56.8780768 49.6742388,56.2713628 49.92,55.70304 C50.1657612,55.1347172 50.5036778,54.6355222 50.93376,54.20544 C51.3638422,53.7753578 51.8630372,53.4374412 52.43136,53.19168 C52.9996828,52.9459188 53.6063968,52.82304 54.25152,52.82304 C54.8966432,52.82304 55.5033572,52.9459188 56.07168,53.19168 C56.6400028,53.4374412 57.1391978,53.7753578 57.56928,54.20544 C57.9993622,54.6355222 58.3372788,55.1347172 58.58304,55.70304 C58.8288012,56.2713628 58.95168,56.8780768 58.95168,57.5232 C58.95168,58.1683232 58.8288012,58.7750372 58.58304,59.34336 C58.3372788,59.9116828 57.9993622,60.4108778 57.56928,60.84096 C57.1391978,61.2710422 56.6400028,61.6089588 56.07168,61.85472 C55.5033572,62.1004812 54.8966432,62.22336 54.25152,62.22336 C53.6063968,62.22336 52.9996828,62.1004812 52.43136,61.85472 C51.8630372,61.6089588 51.3638422,61.2710422 50.93376,60.84096 C50.5036778,60.4108778 50.1657612,59.9116828 49.92,59.34336 C49.6742388,58.7750372 49.55136,58.1683232 49.55136,57.5232 Z M73.46688,73.55904 L73.46688,90.24 L65.1264,90.24 L65.1264,73.55904 L62.3616,73.55904 L62.3616,66.60096 L65.1264,66.60096 L65.1264,59.50464 L73.46688,59.50464 L73.46688,66.60096 L78.21312,66.60096 L78.21312,73.55904 L73.46688,73.55904 Z M99.17952,74.25024 C97.7356728,73.2671951 96.2764874,72.77568 94.80192,72.77568 C94.003196,72.77568 93.2582435,72.9139186 92.56704,73.1904 C91.8758365,73.4668814 91.2691226,73.8585575 90.74688,74.36544 C90.2246374,74.8723225 89.8176015,75.4713565 89.52576,76.16256 C89.2339185,76.8537635 89.088,77.6294357 89.088,78.4896 C89.088,79.3190441 89.2339185,80.0793565 89.52576,80.77056 C89.8176015,81.4617635 90.2169575,82.0607975 90.72384,82.56768 C91.2307225,83.0745625 91.8374365,83.4662386 92.544,83.74272 C93.2505635,84.0192014 94.003196,84.15744 94.80192,84.15744 C96.3686478,84.15744 97.8278332,83.6198454 99.17952,82.54464 L99.17952,89.64096 C97.1212697,90.5318445 95.1705692,90.97728 93.32736,90.97728 C91.6070314,90.97728 89.9712078,90.6854429 88.41984,90.10176 C86.8684722,89.5180771 85.5014459,88.6809655 84.31872,87.5904 C83.1359941,86.4998345 82.1913635,85.1942476 81.4848,83.6736 C80.7782365,82.1529524 80.42496,80.4556894 80.42496,78.58176 C80.42496,76.7078306 80.7628766,74.9952078 81.43872,73.44384 C82.1145634,71.8924722 83.0361542,70.5561656 84.20352,69.43488 C85.3708858,68.3135944 86.7609519,67.4380831 88.37376,66.80832 C89.9865681,66.1785569 91.7145508,65.86368 93.55776,65.86368 C95.5852901,65.86368 97.4591914,66.2937557 99.17952,67.15392 L99.17952,74.25024 Z M111.80544,78.30528 C111.80544,79.104004 111.951359,79.8335967 112.2432,80.49408 C112.535041,81.1545633 112.919038,81.7305575 113.3952,82.22208 C113.871362,82.7136025 114.439677,83.0975986 115.10016,83.37408 C115.760643,83.6505614 116.459516,83.7888 117.1968,83.7888 C117.934084,83.7888 118.632957,83.6505614 119.29344,83.37408 C119.953923,83.0975986 120.522238,82.7136025 120.9984,82.22208 C121.474562,81.7305575 121.858559,81.1545633 122.1504,80.49408 C122.442241,79.8335967 122.58816,79.1193638 122.58816,78.35136 C122.58816,77.6140763 122.442241,76.9152033 122.1504,76.25472 C121.858559,75.5942367 121.474562,75.0182425 120.9984,74.52672 C120.522238,74.0351975 119.953923,73.6512014 119.29344,73.37472 C118.632957,73.0982386 117.934084,72.96 117.1968,72.96 C116.459516,72.96 115.760643,73.0982386 115.10016,73.37472 C114.439677,73.6512014 113.871362,74.0351975 113.3952,74.52672 C112.919038,75.0182425 112.535041,75.5865568 112.2432,76.23168 C111.951359,76.8768032 111.80544,77.5679963 111.80544,78.30528 Z M103.00416,78.21312 C103.00416,76.4620712 103.357436,74.8262476 104.064,73.3056 C104.770564,71.7849524 105.753594,70.4640056 107.01312,69.34272 C108.272646,68.2214344 109.770231,67.3382432 111.50592,66.69312 C113.241609,66.0479968 115.13855,65.72544 117.1968,65.72544 C119.22433,65.72544 121.105911,66.0403169 122.8416,66.67008 C124.577289,67.2998431 126.082554,68.1753544 127.35744,69.29664 C128.632326,70.4179256 129.623036,71.7542322 130.3296,73.3056 C131.036164,74.8569678 131.38944,76.5695906 131.38944,78.44352 C131.38944,80.3174494 131.028484,82.0300722 130.30656,83.58144 C129.584636,85.1328078 128.593926,86.4691144 127.3344,87.5904 C126.074874,88.7116856 124.561929,89.5795169 122.79552,90.19392 C121.029111,90.8083231 119.11681,91.11552 117.05856,91.11552 C115.03103,91.11552 113.157129,90.8083231 111.4368,90.19392 C109.716471,89.5795169 108.234246,88.7040057 106.99008,87.56736 C105.745914,86.4307143 104.770564,85.0713679 104.064,83.48928 C103.357436,81.9071921 103.00416,80.1484897 103.00416,78.21312 Z M144.52224,66.60096 L144.52224,90.24 L136.18176,90.24 L136.18176,66.60096 L144.52224,66.60096 Z M135.6288,57.5232 C135.6288,56.8780768 135.751679,56.2713628 135.99744,55.70304 C136.243201,55.1347172 136.581118,54.6355222 137.0112,54.20544 C137.441282,53.7753578 137.940477,53.4374412 138.5088,53.19168 C139.077123,52.9459188 139.683837,52.82304 140.32896,52.82304 C140.974083,52.82304 141.580797,52.9459188 142.14912,53.19168 C142.717443,53.4374412 143.216638,53.7753578 143.64672,54.20544 C144.076802,54.6355222 144.414719,55.1347172 144.66048,55.70304 C144.906241,56.2713628 145.02912,56.8780768 145.02912,57.5232 C145.02912,58.1683232 144.906241,58.7750372 144.66048,59.34336 C144.414719,59.9116828 144.076802,60.4108778 143.64672,60.84096 C143.216638,61.2710422 142.717443,61.6089588 142.14912,61.85472 C141.580797,62.1004812 140.974083,62.22336 140.32896,62.22336 C139.683837,62.22336 139.077123,62.1004812 138.5088,61.85472 C137.940477,61.6089588 137.441282,61.2710422 137.0112,60.84096 C136.581118,60.4108778 136.243201,59.9116828 135.99744,59.34336 C135.751679,58.7750372 135.6288,58.1683232 135.6288,57.5232 Z M150.23616,66.60096 L158.57664,66.60096 L158.57664,69.59616 C159.713286,68.2137531 160.865274,67.2844824 162.03264,66.80832 C163.200006,66.3321576 164.567032,66.09408 166.13376,66.09408 C167.792648,66.09408 169.213434,66.3628773 170.39616,66.90048 C171.578886,67.4380827 172.584956,68.1983951 173.4144,69.18144 C174.090243,69.980164 174.551039,70.8710351 174.7968,71.85408 C175.042561,72.8371249 175.16544,73.9583937 175.16544,75.21792 L175.16544,90.24 L166.82496,90.24 L166.82496,78.30528 C166.82496,77.1379142 166.740481,76.1932836 166.57152,75.47136 C166.402559,74.7494364 166.103042,74.1734422 165.67296,73.74336 C165.304318,73.3747182 164.889602,73.1136008 164.4288,72.96 C163.967998,72.8063992 163.476483,72.7296 162.95424,72.7296 C161.541113,72.7296 160.458244,73.1519958 159.7056,73.9968 C158.952956,74.8416042 158.57664,76.0473522 158.57664,77.61408 L158.57664,90.24 L150.23616,90.24 L150.23616,66.60096 Z M28.032,124.83072 L30.1056,124.83072 C31.6723278,124.83072 33.0700739,124.584962 34.29888,124.09344 C35.5276861,123.601918 36.5644758,122.926084 37.40928,122.06592 C38.2540842,121.205756 38.8991978,120.184326 39.34464,119.0016 C39.7900822,117.818874 40.0128,116.520967 40.0128,115.10784 C40.0128,113.725433 39.7824023,112.435206 39.3216,111.23712 C38.8607977,110.039034 38.2080042,109.009924 37.3632,108.14976 C36.5183958,107.289596 35.4816061,106.613762 34.2528,106.12224 C33.0239939,105.630718 31.6416077,105.38496 30.1056,105.38496 L28.032,105.38496 L28.032,124.83072 Z M19.00032,97.73568 L32.36352,97.73568 C34.7289718,97.73568 36.9484696,98.2118352 39.02208,99.16416 C41.0956904,100.116485 42.9081522,101.383672 44.45952,102.96576 C46.0108878,104.547848 47.2319955,106.391029 48.12288,108.49536 C49.0137645,110.599691 49.4592,112.803828 49.4592,115.10784 C49.4592,117.381131 49.0214444,119.569909 48.14592,121.67424 C47.2703956,123.778571 46.0569678,125.629432 44.5056,127.22688 C42.9542322,128.824328 41.1417704,130.099195 39.06816,131.05152 C36.9945496,132.003845 34.759692,132.48 32.36352,132.48 L19.00032,132.48 L19.00032,97.73568 Z M71.71584,117.22752 C71.4393586,116.060154 70.8710443,115.123204 70.01088,114.41664 C69.1507157,113.710076 68.1062461,113.3568 66.87744,113.3568 C65.5871935,113.3568 64.5350441,113.694717 63.72096,114.37056 C62.9068759,115.046403 62.3923211,115.998714 62.17728,117.22752 L71.71584,117.22752 Z M61.94688,122.06592 C61.94688,125.660178 63.6364631,127.45728 67.01568,127.45728 C68.8281691,127.45728 70.1951954,126.720007 71.1168,125.24544 L79.1808,125.24544 C77.5526319,130.652187 73.4822726,133.35552 66.9696,133.35552 C64.97279,133.35552 63.1449683,133.056003 61.48608,132.45696 C59.8271917,131.857917 58.4064059,131.005446 57.22368,129.89952 C56.0409541,128.793594 55.1270432,127.472648 54.48192,125.93664 C53.8367968,124.400632 53.51424,122.68033 53.51424,120.77568 C53.51424,118.80959 53.8214369,117.035528 54.43584,115.45344 C55.0502431,113.871352 55.9257543,112.527366 57.0624,111.42144 C58.1990457,110.315514 59.5737519,109.463043 61.18656,108.864 C62.7993681,108.264957 64.6195099,107.96544 66.64704,107.96544 C68.64385,107.96544 70.440952,108.264957 72.0384,108.864 C73.635848,109.463043 74.9875145,110.330874 76.09344,111.46752 C77.1993655,112.604166 78.0441571,113.994232 78.62784,115.63776 C79.2115229,117.281288 79.50336,119.13215 79.50336,121.1904 L79.50336,122.06592 L61.94688,122.06592 Z M89.68704,108.84096 L95.3088,120.96 L101.02272,108.84096 L110.33088,108.84096 L98.02752,132.48 L92.45184,132.48 L80.28672,108.84096 L89.68704,108.84096 Z M28.032,154.30656 L39.04512,139.97568 L50.19648,139.97568 L36.41856,156.42624 L51.48672,174.72 L39.7824,174.72 L28.032,159.65184 L28.032,174.72 L19.00032,174.72 L19.00032,139.97568 L28.032,139.97568 L28.032,154.30656 Z M63.0528,151.08096 L63.0528,174.72 L54.71232,174.72 L54.71232,151.08096 L63.0528,151.08096 Z M54.15936,142.0032 C54.15936,141.358077 54.2822388,140.751363 54.528,140.18304 C54.7737612,139.614717 55.1116778,139.115522 55.54176,138.68544 C55.9718422,138.255358 56.4710372,137.917441 57.03936,137.67168 C57.6076828,137.425919 58.2143968,137.30304 58.85952,137.30304 C59.5046432,137.30304 60.1113572,137.425919 60.67968,137.67168 C61.2480028,137.917441 61.7471978,138.255358 62.17728,138.68544 C62.6073622,139.115522 62.9452788,139.614717 63.19104,140.18304 C63.4368012,140.751363 63.55968,141.358077 63.55968,142.0032 C63.55968,142.648323 63.4368012,143.255037 63.19104,143.82336 C62.9452788,144.391683 62.6073622,144.890878 62.17728,145.32096 C61.7471978,145.751042 61.2480028,146.088959 60.67968,146.33472 C60.1113572,146.580481 59.5046432,146.70336 58.85952,146.70336 C58.2143968,146.70336 57.6076828,146.580481 57.03936,146.33472 C56.4710372,146.088959 55.9718422,145.751042 55.54176,145.32096 C55.1116778,144.890878 54.7737612,144.391683 54.528,143.82336 C54.2822388,143.255037 54.15936,142.648323 54.15936,142.0032 Z M78.07488,158.03904 L78.07488,174.72 L69.7344,174.72 L69.7344,158.03904 L66.9696,158.03904 L66.9696,151.08096 L69.7344,151.08096 L69.7344,143.98464 L78.07488,143.98464 L78.07488,151.08096 L82.82112,151.08096 L82.82112,158.03904 L78.07488,158.03904 Z" id="Bitcoin-Dev-Kit" fill="#13161F"></path>
+ </g>
+ </g>
+ </g>
+</svg>
\ No newline at end of file
{
- "name": "MagicalBitcoin Docs",
- "short_name": "MagicalBitcoin Docs",
+ "name": "Bitcoin Dev Kit Docs",
+ "short_name": "Bitcoin Dev Kit Docs",
"icons": [
{
"src": "/android-chrome-192x192.png",
-<?xml version="1.0" encoding="UTF-8" standalone="no"?>
-<svg
- xmlns:dc="http://purl.org/dc/elements/1.1/"
- xmlns:cc="http://creativecommons.org/ns#"
- xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
- xmlns:svg="http://www.w3.org/2000/svg"
- xmlns="http://www.w3.org/2000/svg"
- xmlns:xlink="http://www.w3.org/1999/xlink"
- xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
- xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
- id="svg8"
- version="1.1"
- viewBox="0 0 61.944702 37.660267"
- height="37.660267mm"
- width="61.944702mm"
- sodipodi:docname="logo.svg"
- inkscape:version="0.92.4 (unknown)">
- <sodipodi:namedview
- pagecolor="#ffffff"
- bordercolor="#666666"
- borderopacity="1"
- objecttolerance="10"
- gridtolerance="10"
- guidetolerance="10"
- inkscape:pageopacity="0"
- inkscape:pageshadow="2"
- inkscape:window-width="1996"
- inkscape:window-height="1295"
- id="namedview67"
- showgrid="false"
- inkscape:zoom="3.3638608"
- inkscape:cx="96.139344"
- inkscape:cy="94.160306"
- inkscape:window-x="2"
- inkscape:window-y="18"
- inkscape:window-maximized="0"
- inkscape:current-layer="layer1" />
- <defs
- id="defs2">
- <image
- id="IMAGE_DEF_6be9a5e8-dd61-45a9-886f-027a2e91e056"
- x="0"
- y="0"
- width="150"
- height="125"
- xlink:href="data:image/jpeg;base64,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" />
- </defs>
- <metadata
- id="metadata5">
- <rdf:RDF>
- <cc:Work
- rdf:about="">
- <dc:format>image/svg+xml</dc:format>
- <dc:type
- rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
- <dc:title />
- </cc:Work>
- </rdf:RDF>
- </metadata>
- <g
- id="layer1"
- transform="translate(-8.5917266,-5.0472018)">
- <g
- style="display:inline"
- transform="matrix(0.35277776,0,0,0.35277776,-90.113005,-52.212131)"
- id="g4568">
- <g
- transform="translate(-297.27747,-13.476579)"
- id="g4847">
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_775d2ab3-13de-4379-bf67-4b78acad5b1a"
- d="m 581.5547,222.0713 -0.066,-0.014 q -0.002,0.003 0.774,-3 0.775,-3.004 1.255,-4.875 0.48,-1.872 1.736,-4.934 1.257,-3.061 2.029,-4.674 0.772,-1.613 1.663,-3.014 0.891,-1.401 1.522,-2.777 0.261,0.085 1.357,2.325 1.095,2.239 2.538,5.049 1.442,2.809 2.153,4.107 0.711,1.299 0.997,1.895 0.287,0.596 0.769,0.762 0.104,0.071 0.783,-1.475 0.678,-1.546 1.219,-4.378 0.54,-2.833 1.034,-5.069 0.495,-2.237 2.313,-5.01 0.12,0.026 1.024,2.896 0.904,2.871 1.678,5.186 0.774,2.315 1.601,4.333 0.827,2.018 1.409,3.697 0.583,1.678 1.123,3.34 0.539,1.662 0.846,2.409 0.307,0.746 0.884,1.592 0.577,0.845 1.268,1.617 l 0.181,0.059"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_08201522-c15b-4636-a6ab-4bb37e3bdea2"
- d="m 623.0177,223.1873 0.008,0.117 0.022,10e-4 q 0.084,-0.347 0.21,-0.968 0.126,-0.622 0.253,-1.779 0.128,-1.157 0.169,-2.254 0.041,-1.097 0.267,-6.257 0.226,-5.16 0.608,-8.95 0.382,-3.789 0.701,-5.637 0.32,-1.848 0.503,-2.824 0.183,-0.977 0.591,-3.276 0.409,-2.299 0.674,-3.721 0.264,-1.422 0.767,-2.548 0.502,-1.125 1.941,-4.799 0.175,-0.042 1.148,3.451 0.972,3.493 1.57,5.628 0.597,2.136 0.863,3.349 0.266,1.213 0.513,2.377 0.248,1.164 0.528,2.362 0.281,1.198 0.491,2.048 0.21,0.849 0.413,1.688 0.202,0.838 1.139,4.299 0.937,3.461 1.588,5.839 0.651,2.378 1.047,3.7 0.396,1.323 0.755,2.534 0.358,1.212 0.581,2.118 0.224,0.907 0.444,1.993 l 0.248,-0.184"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_6981e138-0bb8-40c3-a716-dbe2afdbb6d9"
- d="m 620.7327,209.4113 q 0.078,0.032 1.898,0.056 1.82,0.024 4.679,0.354 2.859,0.33 5.13,0.471 2.271,0.142 4.275,-0.006 2.004,-0.147 3.199,-0.699 1.196,-0.553 1.386,-0.662"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_916f6a24-089b-40f2-ac91-597d9bd156e5"
- d="m 661.4307,188.4453 q -0.308,0.242 -0.359,0.24 -0.737,0.198 -2.571,0.721 -1.835,0.522 -3.256,0.949 -1.421,0.427 -2.115,0.603 -0.694,0.176 -1.141,0.31 -0.448,0.135 -0.767,0.222 -0.32,0.087 -0.652,0.222 -0.333,0.135 -0.525,0.228 -0.192,0.092 -0.495,0.316 -0.303,0.223 -0.409,0.337 -0.105,0.114 -0.135,0.15 -0.029,0.036 -0.355,0.67 -0.325,0.635 -0.592,1.439 -0.267,0.804 -0.541,2.163 -0.273,1.358 -0.353,2.134 -0.08,0.776 -0.027,2.315 0.054,1.538 0.265,2.882 0.212,1.344 0.477,2.71 0.265,1.366 0.676,2.499 0.412,1.132 0.95,2.538 0.538,1.406 0.655,2.163 0.116,0.757 0.603,1.877 l 0.198,0.05 q 0.357,-0.042 0.385,-0.057 0.221,-0.133 2.45,-0.718 2.23,-0.585 3.388,-0.734 1.159,-0.148 2.004,-0.442 0.845,-0.294 1.285,-0.623 0.441,-0.328 0.679,-0.478 0.239,-0.15 0.626,-0.354 0.388,-0.205 0.449,-0.239 0.062,-0.034 0.639,-0.423 0.577,-0.388 0.926,-0.753 0.349,-0.364 0.505,-0.589 0.155,-0.226 0.226,-0.346 0.07,-0.119 0.095,-0.172 0.025,-0.052 0.267,-0.623 0.242,-0.572 0.487,-1.873 0.245,-1.301 0.32,-2.321 0.074,-1.019 -0.002,-1.432 -0.075,-0.413 -0.222,-0.718 -0.147,-0.305 -0.288,-0.439 -0.141,-0.134 -0.167,-0.185 -0.026,-0.051 -0.977,-0.391 -0.951,-0.34 -2.978,-1.071 0.058,-0.324 0.59,-0.479 0.531,-0.154 1.766,-0.167 1.235,-0.013 2.346,0.375 0.17,0.282 0.274,0.576 0.104,0.294 0.708,3.186 0.604,2.893 0.983,4.274 0.38,1.382 0.75,2.537 0.371,1.155 0.837,2.482 0.466,1.326 0.826,2.757 0.361,1.431 0.622,2.98 0.025,-0.123 -0.04,-0.534"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_ea9943e4-922f-46da-b7ce-6609a85db650"
- d="m 680.0627,189.9413 q -0.199,0.015 -0.317,1.383 -0.117,1.367 0.417,4.445 0.534,3.078 0.855,6.246 0.322,3.168 0.302,6.934 -0.02,3.765 0.038,6.319 0.058,2.553 0.344,6.103 0.078,0.076 0.582,-0.632"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_1ff0d426-b09b-4331-ba8b-c720a5b1274f"
- d="m 700.1337,194.3053 q -0.122,0.086 -0.188,0.085 -0.065,-0.001 -1.189,0.735 -1.124,0.737 -1.971,1.238 -0.847,0.501 -1.604,1.064 -0.757,0.562 -1.394,1.292 -0.637,0.729 -0.812,1.15 -0.176,0.421 -0.204,0.621 -0.028,0.2 -0.014,0.287 0.014,0.087 0.036,0.216 0.021,0.128 0.038,0.199 0.017,0.07 0.06,0.171 0.043,0.101 -0.182,2.366 -0.224,2.265 -0.342,3.718 -0.118,1.454 -0.067,2.261 0.05,0.807 0.307,2.047 0.257,1.239 0.429,2.14 0.172,0.9 0.388,1.603 0.217,0.703 0.399,1.068 0.182,0.365 0.353,0.665 0.171,0.301 0.446,0.723 0.275,0.422 1.171,1.038 0.895,0.616 2.285,0.866 1.39,0.249 2.234,0.258 0.845,0.009 1.135,0 0.289,-0.009 1.04,-0.026 0.75,-0.017 4.4,0.491 l 0.219,-0.08"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_087b2a93-132c-4926-aeed-56253c97b7eb"
- d="m 595.4027,235.3103 q -0.481,0.202 0.235,3.539 0.716,3.336 1.293,5.838 0.577,2.502 0.882,3.81 0.306,1.308 0.568,2.425 0.263,1.117 0.734,3.152 0.471,2.035 0.861,3.776 0.39,1.741 2.202,10.64 l 0.032,0.005 q 0.069,-0.047 0.124,-1.654 0.056,-1.607 -0.018,-2.062"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_9ae4ef25-bccb-4f06-b60c-caebfca46642"
- d="m 595.4637,235.8553 -0.077,-0.1 -0.021,-0.314 q 0.048,-0.648 0.853,-1.754 0.805,-1.105 1.482,-1.766 0.677,-0.66 2.166,-1.041 1.49,-0.381 3.197,-0.232 1.707,0.15 2.526,0.352 0.819,0.203 1.303,0.749 0.483,0.547 0.763,1.114 0.28,0.567 0.101,1.941 -0.18,1.374 -0.462,2.272 -0.282,0.898 -1.195,3.079 -0.914,2.181 -1.852,3.935 -0.938,1.754 -2.379,3.006 l -0.003,-0.127 q 0.171,-0.328 0.177,-0.33 0.007,-0.002 0.907,-0.599 0.9,-0.596 2.386,-0.741 1.486,-0.146 2.848,0.077 1.362,0.223 2.704,0.438 1.341,0.214 2.745,0.798 1.405,0.583 2.42,1.4 1.015,0.818 1.463,1.482 0.449,0.664 0.483,1.689 0.033,1.025 -0.413,2.361 -0.445,1.337 -1.91,3.465 -1.465,2.129 -2.385,3.37 -0.92,1.241 -2.094,2.535 -1.173,1.295 -1.859,2 -0.685,0.705 -1.689,1.404 -1.005,0.699 -1.688,0.907 -0.684,0.209 -1.208,0.167 -0.524,-0.042 -0.954,-0.916 -0.43,-0.873 -0.577,-1.268"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_875a5a32-edf4-4288-bc6c-4277c648bf31"
- d="m 598.7477,222.2153 q -0.207,0.312 -0.197,0.395 -0.085,0.241 0.143,1.675 0.227,1.434 0.49,2.647 0.263,1.214 0.767,2.878 0.504,1.665 1.337,4.186 0.833,2.521 1.499,4.644 0.666,2.123 1.164,3.848 0.499,1.726 0.869,3.044 0.37,1.318 0.732,2.684 0.363,1.366 0.586,2.222 0.223,0.856 0.493,1.78 0.27,0.925 0.595,2.237 0.324,1.311 0.793,3.317 0.469,2.006 0.839,3.642 0.37,1.635 0.772,3.52 0.403,1.884 0.647,3.087 0.244,1.203 0.791,3.345 0.548,2.143 0.987,3.78 0.44,1.637 0.732,2.89 0.031,-0.101 -0.124,-1.011 -0.155,-0.909 -0.316,-1.588"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_568973b0-2fe1-45d1-b6ca-4757a5959e1d"
- d="m 622.1267,239.0363 -0.041,0.011 q -0.108,0.078 0.788,5.782 0.897,5.704 2.015,18.343 0.023,-0.024 0.097,-0.639 0.075,-0.615 0.048,-0.999"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_3d2e042f-2fc6-4293-bd63-fe2c1964cf60"
- d="m 618.8127,229.7433 q -0.234,-0.069 -0.836,0.244 -0.035,0.026 0.156,-0.006 0.191,-0.031 0.419,-0.129"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_123f13cc-0ccd-43ed-89c7-0205b585a2b2"
- d="m 631.6877,231.6403 q -0.021,0.032 -0.353,0.019 -0.132,0.22 0.046,5.166 0.178,4.946 0.413,7.631 0.234,2.684 0.402,3.943 0.167,1.258 0.397,2.436 0.229,1.178 0.616,2.107 0.387,0.93 0.906,1.655 0.518,0.725 1.668,1.087 1.15,0.363 2.75,0.056 1.6,-0.306 2.756,-0.575 1.156,-0.268 1.751,-0.35 l 0.192,-0.088"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_42b548be-bfc8-4742-b9cf-76109083c994"
- d="m 631.8607,237.5603 -0.044,-0.052 q -0.064,-0.241 1.422,-0.469 1.487,-0.227 2.571,-0.217 1.085,0.011 1.527,-0.158 0.441,-0.168 0.688,-0.296"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_c399ecc9-90bf-423f-9f42-c1cdc04702f8"
- d="m 657.5677,231.5333 -0.252,-0.081 q -0.221,-0.097 -1.17,0.172 -0.949,0.269 -1.544,0.478 -0.594,0.209 -1.787,0.594 -1.193,0.384 -2.099,0.868 -0.906,0.483 -1.349,0.988 -0.442,0.504 -0.642,1.392 -0.2,0.888 -0.269,1.382 -0.068,0.495 0.062,1.255 0.13,0.76 0.186,3.263 0.055,2.503 0.286,5.07 0.231,2.568 0.431,4.079 0.199,1.511 0.781,2.98 0.581,1.469 1.102,2.244 0.521,0.775 0.846,1.068 0.325,0.292 1.139,0.813 0.814,0.52 2.792,0.804 1.978,0.283 2.175,0.267"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_35c6d01b-6d6a-463c-bc33-db998a162dc2"
- d="m 673.0727,237.1623 q -0.159,0.033 -0.256,0.033 -0.098,0.001 -0.285,-0.016 -0.188,-0.016 -0.204,-0.019 -0.016,-0.002 -0.468,-0.067 -0.451,-0.065 -0.771,-0.049 -0.319,0.015 -0.613,0.199 -0.294,0.183 -0.455,0.326 -0.161,0.143 -0.359,0.359 -0.198,0.216 -1.069,1.353 -0.872,1.137 -1.646,2.721 -0.774,1.584 -1.363,4.169 -0.589,2.584 -0.889,4.347 -0.299,1.762 -0.244,3.094 0.056,1.332 0.198,2.131 0.142,0.799 0.462,1.525 0.32,0.725 1.629,1.15 1.309,0.424 2.138,0.558 0.828,0.132 1.792,-0.02 0.963,-0.152 2.357,-1.028 1.394,-0.875 2.548,-1.946 1.154,-1.07 1.863,-2.221 0.708,-1.151 1.011,-2.616 0.304,-1.466 0.471,-2.297 0.167,-0.831 -0.171,-3.015 -0.338,-2.184 -0.778,-3.676 -0.44,-1.493 -1.029,-2.414 -0.589,-0.921 -1.302,-1.689 -0.712,-0.769 -1.33,-1.534 -0.617,-0.765 -0.827,-1.763"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_15986227-c67b-4c31-b4fa-5f4f16774103"
- d="m 686.7767,238.5943 q -0.537,0.028 -0.251,4.831 0.286,4.803 0.433,7.88 0.146,3.078 0.213,4.611 0.066,1.533 -0.08,3.207 0.024,-0.151 0.03,-0.345 0.007,-0.195 0,-0.445"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_67572e74-4970-4bc0-ba49-97733590057d"
- d="m 696.7877,230.7963 q -0.048,-0.283 -0.096,-0.344 -0.148,0.169 -0.267,2.222 -0.118,2.054 -0.096,3.234 0.021,1.18 -0.074,5.888 -0.095,4.708 -0.035,7.898 0.06,3.191 0.198,4.624 0.138,1.434 0.294,2.665 0.156,1.231 0.255,1.855 0.098,0.625 0.286,0.226"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_66d34fd8-ac5b-447a-b875-c1cdfa0610d6"
- d="m 698.8807,235.6863 -0.088,0.045 -0.046,0.005 q 0.06,-0.05 0.862,-0.493 0.803,-0.443 1.604,-0.751 0.8,-0.309 1.633,-0.518 0.833,-0.208 1.646,-0.268 0.812,-0.061 1.292,0.03 0.479,0.091 0.854,0.272 0.375,0.182 0.643,0.399 0.268,0.217 0.501,0.452 0.233,0.235 0.374,0.408 0.141,0.174 0.183,0.23 0.042,0.057 0.191,0.333 0.149,0.276 0.181,0.367 0.031,0.09 0.1,0.272 0.068,0.182 0.51,2.252 0.442,2.071 0.674,3.487 0.231,1.416 0.857,4.944 0.625,3.527 0.974,5.42 0.35,1.892 0.51,3.046 0.16,1.154 0.188,2.192 l 0.09,0.214"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_f7dd4de3-2feb-4753-937a-c818067e64a0"
- d="m 714.6037,226.4953 q -0.028,-0.043 0.048,-3.462 0.077,-3.419 0.115,-5.501 0.038,-2.082 0.042,-3.218 0.003,-1.136 0.03,-3.008 0.027,-1.873 0.067,-2.88 0.041,-1.008 0.185,-2.815 0.143,-1.808 0.376,-3.824 0.232,-2.016 0.462,-3.268 0.23,-1.252 0.486,-2.125 0.256,-0.874 0.507,-1.368 0.251,-0.494 0.59,-0.77 0.339,-0.276 0.696,-0.36 0.357,-0.084 0.566,-0.071 0.209,0.013 0.33,0.027 0.121,0.013 0.137,0.02 0.016,0.006 0.236,0.059 0.221,0.053 0.531,0.44 0.31,0.387 0.651,1.667 0.342,1.28 0.783,3.33 0.442,2.051 1.006,4.143 0.564,2.093 0.885,3.223 0.32,1.13 2.039,6.435 1.719,5.305 2.066,6.388 0.347,1.083 0.703,2.688 0.355,1.606 0.59,3.143 0.234,1.538 0.716,3.189 0.023,0.095 0.382,-0.152 0.359,-0.247 0.502,-0.387"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_2a02b2ca-95d7-4b11-848c-8551f7fccff0"
- d="m 711.4517,211.0853 q -0.166,0.106 -0.334,0.22 -0.168,0.113 -0.17,0.113 -0.003,0 -0.066,0.101 -0.063,0.102 2.229,0.095 2.292,-0.006 4.637,0.142 2.344,0.148 3.433,0.237 1.089,0.089 1.789,0.095 0.701,0.005 1.967,-0.015 1.267,-0.021 2.354,-0.225 0.022,-0.032 0.058,-0.172 0.036,-0.141 0.046,-0.291"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_ad991580-9837-4a4c-aebb-c1626e6d510b"
- d="m 736.7317,193.4523 -0.047,-0.035 q -0.27,-0.022 -0.326,1.842 -0.056,1.865 0.05,3.332 0.106,1.467 0.203,2.285 0.097,0.819 0.241,2.255 0.144,1.435 0.249,2.396 0.105,0.96 0.157,1.621 0.051,0.662 0.334,3.758 0.284,3.096 0.597,5.088 0.314,1.991 0.472,2.985 0.158,0.993 0.348,1.667 0.189,0.674 0.601,1.554 0.412,0.88 0.572,1.443 0.161,0.563 0.324,1.285 0.267,0.142 0.931,0.031 0.664,-0.112 1.833,-0.468 1.17,-0.356 2.334,-0.592 1.165,-0.236 1.752,-0.361 0.586,-0.126 0.739,-0.176"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_fec0b5d7-c5b4-4fde-ac0b-22535f0f5206"
- d="m 581.5547,222.0713 -0.066,-0.014 q -0.002,0.003 0.774,-3 0.775,-3.004 1.255,-4.875 0.48,-1.872 1.736,-4.934 1.257,-3.061 2.029,-4.674 0.772,-1.613 1.663,-3.014 0.891,-1.401 1.522,-2.777 0.261,0.085 1.357,2.325 1.095,2.239 2.538,5.049 1.442,2.809 2.153,4.107 0.711,1.299 0.997,1.895 0.287,0.596 0.769,0.762 0.104,0.071 0.783,-1.475 0.678,-1.546 1.219,-4.378 0.54,-2.833 1.034,-5.069 0.495,-2.237 2.313,-5.01 0.12,0.026 1.024,2.896 0.904,2.871 1.678,5.186 0.774,2.315 1.601,4.333 0.827,2.018 1.409,3.697 0.583,1.678 1.123,3.34 0.539,1.662 0.846,2.409 0.307,0.746 0.884,1.592 0.577,0.845 1.268,1.617 l 0.181,0.059"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_f8266152-af72-4c20-b22b-07ce2fd1380c"
- d="m 623.0177,223.1873 0.008,0.117 0.022,10e-4 q 0.084,-0.347 0.21,-0.968 0.126,-0.622 0.253,-1.779 0.128,-1.157 0.169,-2.254 0.041,-1.097 0.267,-6.257 0.226,-5.16 0.608,-8.95 0.382,-3.789 0.701,-5.637 0.32,-1.848 0.503,-2.824 0.183,-0.977 0.591,-3.276 0.409,-2.299 0.674,-3.721 0.264,-1.422 0.767,-2.548 0.502,-1.125 1.941,-4.799 0.175,-0.042 1.148,3.451 0.972,3.493 1.57,5.628 0.597,2.136 0.863,3.349 0.266,1.213 0.513,2.377 0.248,1.164 0.528,2.362 0.281,1.198 0.491,2.048 0.21,0.849 0.413,1.688 0.202,0.838 1.139,4.299 0.937,3.461 1.588,5.839 0.651,2.378 1.047,3.7 0.396,1.323 0.755,2.534 0.358,1.212 0.581,2.118 0.224,0.907 0.444,1.993 l 0.248,-0.184"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_a4c2b498-ccac-4557-a79b-707153e48c5f"
- d="m 620.7327,209.4113 q 0.078,0.032 1.898,0.056 1.82,0.024 4.679,0.354 2.859,0.33 5.13,0.471 2.271,0.142 4.275,-0.006 2.004,-0.147 3.199,-0.699 1.196,-0.553 1.386,-0.662"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_ed0b7ac6-022b-4bb0-981b-9494d2c8e404"
- d="m 661.4307,188.4453 q -0.308,0.242 -0.359,0.24 -0.737,0.198 -2.571,0.721 -1.835,0.522 -3.256,0.949 -1.421,0.427 -2.115,0.603 -0.694,0.176 -1.141,0.31 -0.448,0.135 -0.767,0.222 -0.32,0.087 -0.652,0.222 -0.333,0.135 -0.525,0.228 -0.192,0.092 -0.495,0.316 -0.303,0.223 -0.409,0.337 -0.105,0.114 -0.135,0.15 -0.029,0.036 -0.355,0.67 -0.325,0.635 -0.592,1.439 -0.267,0.804 -0.541,2.163 -0.273,1.358 -0.353,2.134 -0.08,0.776 -0.027,2.315 0.054,1.538 0.265,2.882 0.212,1.344 0.477,2.71 0.265,1.366 0.676,2.499 0.412,1.132 0.95,2.538 0.538,1.406 0.655,2.163 0.116,0.757 0.603,1.877 l 0.198,0.05 q 0.357,-0.042 0.385,-0.057 0.221,-0.133 2.45,-0.718 2.23,-0.585 3.388,-0.734 1.159,-0.148 2.004,-0.442 0.845,-0.294 1.285,-0.623 0.441,-0.328 0.679,-0.478 0.239,-0.15 0.626,-0.354 0.388,-0.205 0.449,-0.239 0.062,-0.034 0.639,-0.423 0.577,-0.388 0.926,-0.753 0.349,-0.364 0.505,-0.589 0.155,-0.226 0.226,-0.346 0.07,-0.119 0.095,-0.172 0.025,-0.052 0.267,-0.623 0.242,-0.572 0.487,-1.873 0.245,-1.301 0.32,-2.321 0.074,-1.019 -0.002,-1.432 -0.075,-0.413 -0.222,-0.718 -0.147,-0.305 -0.288,-0.439 -0.141,-0.134 -0.167,-0.185 -0.026,-0.051 -0.977,-0.391 -0.951,-0.34 -2.978,-1.071 0.058,-0.324 0.59,-0.479 0.531,-0.154 1.766,-0.167 1.235,-0.013 2.346,0.375 0.17,0.282 0.274,0.576 0.104,0.294 0.708,3.186 0.604,2.893 0.983,4.274 0.38,1.382 0.75,2.537 0.371,1.155 0.837,2.482 0.466,1.326 0.826,2.757 0.361,1.431 0.622,2.98 0.025,-0.123 -0.04,-0.534"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_4b2cf53d-418f-43e5-b9e2-0a2c926cd6a1"
- d="m 680.0627,189.9413 q -0.199,0.015 -0.317,1.383 -0.117,1.367 0.417,4.445 0.534,3.078 0.855,6.246 0.322,3.168 0.302,6.934 -0.02,3.765 0.038,6.319 0.058,2.553 0.344,6.103 0.078,0.076 0.582,-0.632"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_2139f4b5-a596-4375-9464-88e75bfadfb0"
- d="m 700.1337,194.3053 q -0.122,0.086 -0.188,0.085 -0.065,-0.001 -1.189,0.735 -1.124,0.737 -1.971,1.238 -0.847,0.501 -1.604,1.064 -0.757,0.562 -1.394,1.292 -0.637,0.729 -0.812,1.15 -0.176,0.421 -0.204,0.621 -0.028,0.2 -0.014,0.287 0.014,0.087 0.036,0.216 0.021,0.128 0.038,0.199 0.017,0.07 0.06,0.171 0.043,0.101 -0.182,2.366 -0.224,2.265 -0.342,3.718 -0.118,1.454 -0.067,2.261 0.05,0.807 0.307,2.047 0.257,1.239 0.429,2.14 0.172,0.9 0.388,1.603 0.217,0.703 0.399,1.068 0.182,0.365 0.353,0.665 0.171,0.301 0.446,0.723 0.275,0.422 1.171,1.038 0.895,0.616 2.285,0.866 1.39,0.249 2.234,0.258 0.845,0.009 1.135,0 0.289,-0.009 1.04,-0.026 0.75,-0.017 4.4,0.491 l 0.219,-0.08"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_b295e164-71b6-47a9-a565-32881d48851b"
- d="m 595.4027,235.3103 q -0.481,0.202 0.235,3.539 0.716,3.336 1.293,5.838 0.577,2.502 0.882,3.81 0.306,1.308 0.568,2.425 0.263,1.117 0.734,3.152 0.471,2.035 0.861,3.776 0.39,1.741 2.202,10.64 l 0.032,0.005 q 0.069,-0.047 0.124,-1.654 0.056,-1.607 -0.018,-2.062"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_4e840c2f-af77-48ff-ac6f-fae48727b517"
- d="m 595.4637,235.8553 -0.077,-0.1 -0.021,-0.314 q 0.048,-0.648 0.853,-1.754 0.805,-1.105 1.482,-1.766 0.677,-0.66 2.166,-1.041 1.49,-0.381 3.197,-0.232 1.707,0.15 2.526,0.352 0.819,0.203 1.303,0.749 0.483,0.547 0.763,1.114 0.28,0.567 0.101,1.941 -0.18,1.374 -0.462,2.272 -0.282,0.898 -1.195,3.079 -0.914,2.181 -1.852,3.935 -0.938,1.754 -2.379,3.006 l -0.003,-0.127 q 0.171,-0.328 0.177,-0.33 0.007,-0.002 0.907,-0.599 0.9,-0.596 2.386,-0.741 1.486,-0.146 2.848,0.077 1.362,0.223 2.704,0.438 1.341,0.214 2.745,0.798 1.405,0.583 2.42,1.4 1.015,0.818 1.463,1.482 0.449,0.664 0.483,1.689 0.033,1.025 -0.413,2.361 -0.445,1.337 -1.91,3.465 -1.465,2.129 -2.385,3.37 -0.92,1.241 -2.094,2.535 -1.173,1.295 -1.859,2 -0.685,0.705 -1.689,1.404 -1.005,0.699 -1.688,0.907 -0.684,0.209 -1.208,0.167 -0.524,-0.042 -0.954,-0.916 -0.43,-0.873 -0.577,-1.268"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_a4eabf5e-d4b9-4006-a6fd-68593a803f55"
- d="m 598.7477,222.2153 q -0.207,0.312 -0.197,0.395 -0.085,0.241 0.143,1.675 0.227,1.434 0.49,2.647 0.263,1.214 0.767,2.878 0.504,1.665 1.337,4.186 0.833,2.521 1.499,4.644 0.666,2.123 1.164,3.848 0.499,1.726 0.869,3.044 0.37,1.318 0.732,2.684 0.363,1.366 0.586,2.222 0.223,0.856 0.493,1.78 0.27,0.925 0.595,2.237 0.324,1.311 0.793,3.317 0.469,2.006 0.839,3.642 0.37,1.635 0.772,3.52 0.403,1.884 0.647,3.087 0.244,1.203 0.791,3.345 0.548,2.143 0.987,3.78 0.44,1.637 0.732,2.89 0.031,-0.101 -0.124,-1.011 -0.155,-0.909 -0.316,-1.588"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_70e81a94-4c35-465c-b508-09fda0b1212a"
- d="m 622.1267,239.0363 -0.041,0.011 q -0.108,0.078 0.788,5.782 0.897,5.704 2.015,18.343 0.023,-0.024 0.097,-0.639 0.075,-0.615 0.048,-0.999"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_adcf803f-5821-4409-8b58-30f1ad601bc3"
- d="m 618.8127,229.7433 q -0.234,-0.069 -0.836,0.244 -0.035,0.026 0.156,-0.006 0.191,-0.031 0.419,-0.129"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_f82a091b-2cc7-4361-aa53-187d90554408"
- d="m 631.6877,231.6403 q -0.021,0.032 -0.353,0.019 -0.132,0.22 0.046,5.166 0.178,4.946 0.413,7.631 0.234,2.684 0.402,3.943 0.167,1.258 0.397,2.436 0.229,1.178 0.616,2.107 0.387,0.93 0.906,1.655 0.518,0.725 1.668,1.087 1.15,0.363 2.75,0.056 1.6,-0.306 2.756,-0.575 1.156,-0.268 1.751,-0.35 l 0.192,-0.088"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_37725d65-0d61-4d1d-8511-f5aa99500a70"
- d="m 631.8607,237.5603 -0.044,-0.052 q -0.064,-0.241 1.422,-0.469 1.487,-0.227 2.571,-0.217 1.085,0.011 1.527,-0.158 0.441,-0.168 0.688,-0.296"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_a07f1e70-59c5-4952-a37a-10f9522b6561"
- d="m 657.5677,231.5333 -0.252,-0.081 q -0.221,-0.097 -1.17,0.172 -0.949,0.269 -1.544,0.478 -0.594,0.209 -1.787,0.594 -1.193,0.384 -2.099,0.868 -0.906,0.483 -1.349,0.988 -0.442,0.504 -0.642,1.392 -0.2,0.888 -0.269,1.382 -0.068,0.495 0.062,1.255 0.13,0.76 0.186,3.263 0.055,2.503 0.286,5.07 0.231,2.568 0.431,4.079 0.199,1.511 0.781,2.98 0.581,1.469 1.102,2.244 0.521,0.775 0.846,1.068 0.325,0.292 1.139,0.813 0.814,0.52 2.792,0.804 1.978,0.283 2.175,0.267"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_e8c9b28e-8ac8-4d35-a2db-5b1db5752fb1"
- d="m 673.0727,237.1623 q -0.159,0.033 -0.256,0.033 -0.098,0.001 -0.285,-0.016 -0.188,-0.016 -0.204,-0.019 -0.016,-0.002 -0.468,-0.067 -0.451,-0.065 -0.771,-0.049 -0.319,0.015 -0.613,0.199 -0.294,0.183 -0.455,0.326 -0.161,0.143 -0.359,0.359 -0.198,0.216 -1.069,1.353 -0.872,1.137 -1.646,2.721 -0.774,1.584 -1.363,4.169 -0.589,2.584 -0.889,4.347 -0.299,1.762 -0.244,3.094 0.056,1.332 0.198,2.131 0.142,0.799 0.462,1.525 0.32,0.725 1.629,1.15 1.309,0.424 2.138,0.558 0.828,0.132 1.792,-0.02 0.963,-0.152 2.357,-1.028 1.394,-0.875 2.548,-1.946 1.154,-1.07 1.863,-2.221 0.708,-1.151 1.011,-2.616 0.304,-1.466 0.471,-2.297 0.167,-0.831 -0.171,-3.015 -0.338,-2.184 -0.778,-3.676 -0.44,-1.493 -1.029,-2.414 -0.589,-0.921 -1.302,-1.689 -0.712,-0.769 -1.33,-1.534 -0.617,-0.765 -0.827,-1.763"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_35f2b2ce-7dc6-4e6f-ba0e-09c89c00f336"
- d="m 686.7767,238.5943 q -0.537,0.028 -0.251,4.831 0.286,4.803 0.433,7.88 0.146,3.078 0.213,4.611 0.066,1.533 -0.08,3.207 0.024,-0.151 0.03,-0.345 0.007,-0.195 0,-0.445"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_cab3b4b9-5036-49f0-a371-67524ac77ada"
- d="m 696.7877,230.7963 q -0.048,-0.283 -0.096,-0.344 -0.148,0.169 -0.267,2.222 -0.118,2.054 -0.096,3.234 0.021,1.18 -0.074,5.888 -0.095,4.708 -0.035,7.898 0.06,3.191 0.198,4.624 0.138,1.434 0.294,2.665 0.156,1.231 0.255,1.855 0.098,0.625 0.286,0.226"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_fa59bbe0-f650-4ac3-b353-6b450ade9379"
- d="m 698.8807,235.6863 -0.088,0.045 -0.046,0.005 q 0.06,-0.05 0.862,-0.493 0.803,-0.443 1.604,-0.751 0.8,-0.309 1.633,-0.518 0.833,-0.208 1.646,-0.268 0.812,-0.061 1.292,0.03 0.479,0.091 0.854,0.272 0.375,0.182 0.643,0.399 0.268,0.217 0.501,0.452 0.233,0.235 0.374,0.408 0.141,0.174 0.183,0.23 0.042,0.057 0.191,0.333 0.149,0.276 0.181,0.367 0.031,0.09 0.1,0.272 0.068,0.182 0.51,2.252 0.442,2.071 0.674,3.487 0.231,1.416 0.857,4.944 0.625,3.527 0.974,5.42 0.35,1.892 0.51,3.046 0.16,1.154 0.188,2.192 l 0.09,0.214"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_7811d5ee-cd8f-4bee-ae2b-c59e78bcaf56"
- d="m 714.6037,226.4953 q -0.028,-0.043 0.048,-3.462 0.077,-3.419 0.115,-5.501 0.038,-2.082 0.042,-3.218 0.003,-1.136 0.03,-3.008 0.027,-1.873 0.067,-2.88 0.041,-1.008 0.185,-2.815 0.143,-1.808 0.376,-3.824 0.232,-2.016 0.462,-3.268 0.23,-1.252 0.486,-2.125 0.256,-0.874 0.507,-1.368 0.251,-0.494 0.59,-0.77 0.339,-0.276 0.696,-0.36 0.357,-0.084 0.566,-0.071 0.209,0.013 0.33,0.027 0.121,0.013 0.137,0.02 0.016,0.006 0.236,0.059 0.221,0.053 0.531,0.44 0.31,0.387 0.651,1.667 0.342,1.28 0.783,3.33 0.442,2.051 1.006,4.143 0.564,2.093 0.885,3.223 0.32,1.13 2.039,6.435 1.719,5.305 2.066,6.388 0.347,1.083 0.703,2.688 0.355,1.606 0.59,3.143 0.234,1.538 0.716,3.189 0.023,0.095 0.382,-0.152 0.359,-0.247 0.502,-0.387"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_56409a85-5999-41ba-b3c1-2f514a227064"
- d="m 711.4517,211.0853 q -0.166,0.106 -0.334,0.22 -0.168,0.113 -0.17,0.113 -0.003,0 -0.066,0.101 -0.063,0.102 2.229,0.095 2.292,-0.006 4.637,0.142 2.344,0.148 3.433,0.237 1.089,0.089 1.789,0.095 0.701,0.005 1.967,-0.015 1.267,-0.021 2.354,-0.225 0.022,-0.032 0.058,-0.172 0.036,-0.141 0.046,-0.291"
- inkscape:connector-curvature="0" />
- <path
- style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
- id="STROKE_0c0cad53-b92c-4181-ad14-b6cfb71cd042"
- d="m 736.7317,193.4523 -0.047,-0.035 q -0.27,-0.022 -0.326,1.842 -0.056,1.865 0.05,3.332 0.106,1.467 0.203,2.285 0.097,0.819 0.241,2.255 0.144,1.435 0.249,2.396 0.105,0.96 0.157,1.621 0.051,0.662 0.334,3.758 0.284,3.096 0.597,5.088 0.314,1.991 0.472,2.985 0.158,0.993 0.348,1.667 0.189,0.674 0.601,1.554 0.412,0.88 0.572,1.443 0.161,0.563 0.324,1.285 0.267,0.142 0.931,0.031 0.664,-0.112 1.833,-0.468 1.17,-0.356 2.334,-0.592 1.165,-0.236 1.752,-0.361 0.586,-0.126 0.739,-0.176"
- inkscape:connector-curvature="0" />
- </g>
+<?xml version="1.0" encoding="UTF-8"?>
+<svg width="189px" height="192px" viewBox="0 0 189 192" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+ <!-- Generator: Sketch 43.2 (39069) - http://www.bohemiancoding.com/sketch -->
+ <title>Logo Rounded</title>
+ <desc>Created with Sketch.</desc>
+ <defs></defs>
+ <g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
+ <g id="Logo-Rounded" transform="translate(0.000000, -3.000000)">
+ <g id="BDK-Logo" transform="translate(0.000000, 3.000000)">
+ <rect id="Rectangle" fill="#FFFFFF" x="4" y="4" width="181" height="184"></rect>
+ <rect id="Rectangle-Rounded" stroke="#13161F" stroke-width="5" x="2.5" y="2.5" width="184" height="187" rx="10"></rect>
+ <path d="M25.03168,84.4128 L27.01312,84.4128 C29.2864114,84.4128 30.9145551,84.1209629 31.8976,83.53728 C32.8806449,82.9535971 33.37216,82.0166465 33.37216,80.7264 C33.37216,79.4361535 32.8806449,78.4992029 31.8976,77.91552 C30.9145551,77.3318371 29.2864114,77.04 27.01312,77.04 L25.03168,77.04 L25.03168,84.4128 Z M25.03168,70.31232 L26.69056,70.31232 C29.5168141,70.31232 30.92992,69.1910512 30.92992,66.94848 C30.92992,64.7059088 29.5168141,63.58464 26.69056,63.58464 L25.03168,63.58464 L25.03168,70.31232 Z M16,56.67264 L29.45536,56.67264 C32.650256,56.67264 35.0771117,57.4406323 36.736,58.97664 C38.3948883,60.5126477 39.22432,62.7244656 39.22432,65.61216 C39.22432,67.3632088 38.9094431,68.8147142 38.27968,69.96672 C37.6499169,71.1187258 36.6899265,72.094076 35.39968,72.8928 C36.6899265,73.1385612 37.7881555,73.5148775 38.6944,74.02176 C39.6006445,74.5286425 40.3379172,75.1507163 40.90624,75.888 C41.4745628,76.6252837 41.8815988,77.4547154 42.12736,78.37632 C42.3731212,79.2979246 42.496,80.2809548 42.496,81.32544 C42.496,82.9536081 42.2118428,84.3974337 41.64352,85.65696 C41.0751972,86.9164863 40.2764851,87.9763157 39.24736,88.83648 C38.2182349,89.6966443 36.9664074,90.3417578 35.49184,90.77184 C34.0172726,91.2019222 32.3584092,91.41696 30.5152,91.41696 L16,91.41696 L16,56.67264 Z M55.44448,67.77792 L55.44448,91.41696 L47.104,91.41696 L47.104,67.77792 L55.44448,67.77792 Z M46.55104,58.70016 C46.55104,58.0550368 46.6739188,57.4483228 46.91968,56.88 C47.1654412,56.3116772 47.5033578,55.8124822 47.93344,55.3824 C48.3635222,54.9523178 48.8627172,54.6144012 49.43104,54.36864 C49.9993628,54.1228788 50.6060768,54 51.2512,54 C51.8963232,54 52.5030372,54.1228788 53.07136,54.36864 C53.6396828,54.6144012 54.1388778,54.9523178 54.56896,55.3824 C54.9990422,55.8124822 55.3369588,56.3116772 55.58272,56.88 C55.8284812,57.4483228 55.95136,58.0550368 55.95136,58.70016 C55.95136,59.3452832 55.8284812,59.9519972 55.58272,60.52032 C55.3369588,61.0886428 54.9990422,61.5878378 54.56896,62.01792 C54.1388778,62.4480022 53.6396828,62.7859188 53.07136,63.03168 C52.5030372,63.2774412 51.8963232,63.40032 51.2512,63.40032 C50.6060768,63.40032 49.9993628,63.2774412 49.43104,63.03168 C48.8627172,62.7859188 48.3635222,62.4480022 47.93344,62.01792 C47.5033578,61.5878378 47.1654412,61.0886428 46.91968,60.52032 C46.6739188,59.9519972 46.55104,59.3452832 46.55104,58.70016 Z M70.46656,74.736 L70.46656,91.41696 L62.12608,91.41696 L62.12608,74.736 L59.36128,74.736 L59.36128,67.77792 L62.12608,67.77792 L62.12608,60.6816 L70.46656,60.6816 L70.46656,67.77792 L75.2128,67.77792 L75.2128,74.736 L70.46656,74.736 Z M96.1792,75.4272 C94.7353528,74.4441551 93.2761674,73.95264 91.8016,73.95264 C91.002876,73.95264 90.2579235,74.0908786 89.56672,74.36736 C88.8755165,74.6438414 88.2688026,75.0355175 87.74656,75.5424 C87.2243174,76.0492825 86.8172815,76.6483165 86.52544,77.33952 C86.2335985,78.0307235 86.08768,78.8063957 86.08768,79.66656 C86.08768,80.4960041 86.2335985,81.2563165 86.52544,81.94752 C86.8172815,82.6387235 87.2166375,83.2377575 87.72352,83.74464 C88.2304025,84.2515225 88.8371165,84.6431986 89.54368,84.91968 C90.2502435,85.1961614 91.002876,85.3344 91.8016,85.3344 C93.3683278,85.3344 94.8275132,84.7968054 96.1792,83.7216 L96.1792,90.81792 C94.1209497,91.7088045 92.1702492,92.15424 90.32704,92.15424 C88.6067114,92.15424 86.9708878,91.8624029 85.41952,91.27872 C83.8681522,90.6950371 82.5011259,89.8579255 81.3184,88.76736 C80.1356741,87.6767945 79.1910435,86.3712076 78.48448,84.85056 C77.7779165,83.3299124 77.42464,81.6326494 77.42464,79.75872 C77.42464,77.8847906 77.7625566,76.1721678 78.4384,74.6208 C79.1142434,73.0694322 80.0358342,71.7331256 81.2032,70.61184 C82.3705658,69.4905544 83.7606319,68.6150431 85.37344,67.98528 C86.9862481,67.3555169 88.7142308,67.04064 90.55744,67.04064 C92.5849701,67.04064 94.4588714,67.4707157 96.1792,68.33088 L96.1792,75.4272 Z M108.80512,79.48224 C108.80512,80.280964 108.951039,81.0105567 109.24288,81.67104 C109.534721,82.3315233 109.918718,82.9075175 110.39488,83.39904 C110.871042,83.8905625 111.439357,84.2745586 112.09984,84.55104 C112.760323,84.8275214 113.459196,84.96576 114.19648,84.96576 C114.933764,84.96576 115.632637,84.8275214 116.29312,84.55104 C116.953603,84.2745586 117.521918,83.8905625 117.99808,83.39904 C118.474242,82.9075175 118.858239,82.3315233 119.15008,81.67104 C119.441921,81.0105567 119.58784,80.2963238 119.58784,79.52832 C119.58784,78.7910363 119.441921,78.0921633 119.15008,77.43168 C118.858239,76.7711967 118.474242,76.1952025 117.99808,75.70368 C117.521918,75.2121575 116.953603,74.8281614 116.29312,74.55168 C115.632637,74.2751986 114.933764,74.13696 114.19648,74.13696 C113.459196,74.13696 112.760323,74.2751986 112.09984,74.55168 C111.439357,74.8281614 110.871042,75.2121575 110.39488,75.70368 C109.918718,76.1952025 109.534721,76.7635168 109.24288,77.40864 C108.951039,78.0537632 108.80512,78.7449563 108.80512,79.48224 Z M100.00384,79.39008 C100.00384,77.6390312 100.357116,76.0032076 101.06368,74.48256 C101.770244,72.9619124 102.753274,71.6409656 104.0128,70.51968 C105.272326,69.3983944 106.769911,68.5152032 108.5056,67.87008 C110.241289,67.2249568 112.13823,66.9024 114.19648,66.9024 C116.22401,66.9024 118.105591,67.2172769 119.84128,67.84704 C121.576969,68.4768031 123.082234,69.3523144 124.35712,70.4736 C125.632006,71.5948856 126.622716,72.9311922 127.32928,74.48256 C128.035844,76.0339278 128.38912,77.7465506 128.38912,79.62048 C128.38912,81.4944094 128.028164,83.2070322 127.30624,84.7584 C126.584316,86.3097678 125.593606,87.6460744 124.33408,88.76736 C123.074554,89.8886456 121.561609,90.7564769 119.7952,91.37088 C118.028791,91.9852831 116.11649,92.29248 114.05824,92.29248 C112.03071,92.29248 110.156809,91.9852831 108.43648,91.37088 C106.716151,90.7564769 105.233926,89.8809657 103.98976,88.74432 C102.745594,87.6076743 101.770244,86.2483279 101.06368,84.66624 C100.357116,83.0841521 100.00384,81.3254497 100.00384,79.39008 Z M141.52192,67.77792 L141.52192,91.41696 L133.18144,91.41696 L133.18144,67.77792 L141.52192,67.77792 Z M132.62848,58.70016 C132.62848,58.0550368 132.751359,57.4483228 132.99712,56.88 C133.242881,56.3116772 133.580798,55.8124822 134.01088,55.3824 C134.440962,54.9523178 134.940157,54.6144012 135.50848,54.36864 C136.076803,54.1228788 136.683517,54 137.32864,54 C137.973763,54 138.580477,54.1228788 139.1488,54.36864 C139.717123,54.6144012 140.216318,54.9523178 140.6464,55.3824 C141.076482,55.8124822 141.414399,56.3116772 141.66016,56.88 C141.905921,57.4483228 142.0288,58.0550368 142.0288,58.70016 C142.0288,59.3452832 141.905921,59.9519972 141.66016,60.52032 C141.414399,61.0886428 141.076482,61.5878378 140.6464,62.01792 C140.216318,62.4480022 139.717123,62.7859188 139.1488,63.03168 C138.580477,63.2774412 137.973763,63.40032 137.32864,63.40032 C136.683517,63.40032 136.076803,63.2774412 135.50848,63.03168 C134.940157,62.7859188 134.440962,62.4480022 134.01088,62.01792 C133.580798,61.5878378 133.242881,61.0886428 132.99712,60.52032 C132.751359,59.9519972 132.62848,59.3452832 132.62848,58.70016 Z M147.23584,67.77792 L155.57632,67.77792 L155.57632,70.77312 C156.712966,69.3907131 157.864954,68.4614424 159.03232,67.98528 C160.199686,67.5091176 161.566712,67.27104 163.13344,67.27104 C164.792328,67.27104 166.213114,67.5398373 167.39584,68.07744 C168.578566,68.6150427 169.584636,69.3753551 170.41408,70.3584 C171.089923,71.157124 171.550719,72.0479951 171.79648,73.03104 C172.042241,74.0140849 172.16512,75.1353537 172.16512,76.39488 L172.16512,91.41696 L163.82464,91.41696 L163.82464,79.48224 C163.82464,78.3148742 163.740161,77.3702436 163.5712,76.64832 C163.402239,75.9263964 163.102722,75.3504022 162.67264,74.92032 C162.303998,74.5516782 161.889282,74.2905608 161.42848,74.13696 C160.967678,73.9833592 160.476163,73.90656 159.95392,73.90656 C158.540793,73.90656 157.457924,74.3289558 156.70528,75.17376 C155.952636,76.0185642 155.57632,77.2243122 155.57632,78.79104 L155.57632,91.41696 L147.23584,91.41696 L147.23584,67.77792 Z M25.03168,126.00768 L27.10528,126.00768 C28.6720078,126.00768 30.0697539,125.761922 31.29856,125.2704 C32.5273661,124.778878 33.5641558,124.103044 34.40896,123.24288 C35.2537642,122.382716 35.8988778,121.361286 36.34432,120.17856 C36.7897622,118.995834 37.01248,117.697927 37.01248,116.2848 C37.01248,114.902393 36.7820823,113.612166 36.32128,112.41408 C35.8604777,111.215994 35.2076842,110.186884 34.36288,109.32672 C33.5180758,108.466556 32.4812861,107.790722 31.25248,107.2992 C30.0236739,106.807678 28.6412877,106.56192 27.10528,106.56192 L25.03168,106.56192 L25.03168,126.00768 Z M16,98.91264 L29.3632,98.91264 C31.7286518,98.91264 33.9481496,99.3887952 36.02176,100.34112 C38.0953704,101.293445 39.9078322,102.560632 41.4592,104.14272 C43.0105678,105.724808 44.2316755,107.567989 45.12256,109.67232 C46.0134445,111.776651 46.45888,113.980788 46.45888,116.2848 C46.45888,118.558091 46.0211244,120.746869 45.1456,122.8512 C44.2700756,124.955531 43.0566478,126.806392 41.50528,128.40384 C39.9539122,130.001288 38.1414504,131.276155 36.06784,132.22848 C33.9942296,133.180805 31.759372,133.65696 29.3632,133.65696 L16,133.65696 L16,98.91264 Z M68.71552,118.40448 C68.4390386,117.237114 67.8707243,116.300164 67.01056,115.5936 C66.1503957,114.887036 65.1059261,114.53376 63.87712,114.53376 C62.5868735,114.53376 61.5347241,114.871677 60.72064,115.54752 C59.9065559,116.223363 59.3920011,117.175674 59.17696,118.40448 L68.71552,118.40448 Z M58.94656,123.24288 C58.94656,126.837138 60.6361431,128.63424 64.01536,128.63424 C65.8278491,128.63424 67.1948754,127.896967 68.11648,126.4224 L76.18048,126.4224 C74.5523119,131.829147 70.4819526,134.53248 63.96928,134.53248 C61.97247,134.53248 60.1446483,134.232963 58.48576,133.63392 C56.8268717,133.034877 55.4060859,132.182406 54.22336,131.07648 C53.0406341,129.970554 52.1267232,128.649608 51.4816,127.1136 C50.8364768,125.577592 50.51392,123.85729 50.51392,121.95264 C50.51392,119.98655 50.8211169,118.212488 51.43552,116.6304 C52.0499231,115.048312 52.9254343,113.704326 54.06208,112.5984 C55.1987257,111.492474 56.5734319,110.640003 58.18624,110.04096 C59.7990481,109.441917 61.6191899,109.1424 63.64672,109.1424 C65.64353,109.1424 67.440632,109.441917 69.03808,110.04096 C70.635528,110.640003 71.9871945,111.507834 73.09312,112.64448 C74.1990455,113.781126 75.0438371,115.171192 75.62752,116.81472 C76.2112029,118.458248 76.50304,120.30911 76.50304,122.36736 L76.50304,123.24288 L58.94656,123.24288 Z M86.68672,110.01792 L92.30848,122.13696 L98.0224,110.01792 L107.33056,110.01792 L95.0272,133.65696 L89.45152,133.65696 L77.2864,110.01792 L86.68672,110.01792 Z M25.03168,155.48352 L36.0448,141.15264 L47.19616,141.15264 L33.41824,157.6032 L48.4864,175.89696 L36.78208,175.89696 L25.03168,160.8288 L25.03168,175.89696 L16,175.89696 L16,141.15264 L25.03168,141.15264 L25.03168,155.48352 Z M60.05248,152.25792 L60.05248,175.89696 L51.712,175.89696 L51.712,152.25792 L60.05248,152.25792 Z M51.15904,143.18016 C51.15904,142.535037 51.2819188,141.928323 51.52768,141.36 C51.7734412,140.791677 52.1113578,140.292482 52.54144,139.8624 C52.9715222,139.432318 53.4707172,139.094401 54.03904,138.84864 C54.6073628,138.602879 55.2140768,138.48 55.8592,138.48 C56.5043232,138.48 57.1110372,138.602879 57.67936,138.84864 C58.2476828,139.094401 58.7468778,139.432318 59.17696,139.8624 C59.6070422,140.292482 59.9449588,140.791677 60.19072,141.36 C60.4364812,141.928323 60.55936,142.535037 60.55936,143.18016 C60.55936,143.825283 60.4364812,144.431997 60.19072,145.00032 C59.9449588,145.568643 59.6070422,146.067838 59.17696,146.49792 C58.7468778,146.928002 58.2476828,147.265919 57.67936,147.51168 C57.1110372,147.757441 56.5043232,147.88032 55.8592,147.88032 C55.2140768,147.88032 54.6073628,147.757441 54.03904,147.51168 C53.4707172,147.265919 52.9715222,146.928002 52.54144,146.49792 C52.1113578,146.067838 51.7734412,145.568643 51.52768,145.00032 C51.2819188,144.431997 51.15904,143.825283 51.15904,143.18016 Z M75.07456,159.216 L75.07456,175.89696 L66.73408,175.89696 L66.73408,159.216 L63.96928,159.216 L63.96928,152.25792 L66.73408,152.25792 L66.73408,145.1616 L75.07456,145.1616 L75.07456,152.25792 L79.8208,152.25792 L79.8208,159.216 L75.07456,159.216 Z" id="Bitcoin-Dev-Kit" fill="#13161F"></path>
+ </g>
+ </g>
</g>
- </g>
-</svg>
+</svg>
\ No newline at end of file
--- /dev/null
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<svg
+ xmlns:dc="http://purl.org/dc/elements/1.1/"
+ xmlns:cc="http://creativecommons.org/ns#"
+ xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
+ xmlns:svg="http://www.w3.org/2000/svg"
+ xmlns="http://www.w3.org/2000/svg"
+ xmlns:xlink="http://www.w3.org/1999/xlink"
+ xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+ xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+ id="svg8"
+ version="1.1"
+ viewBox="0 0 61.944702 37.660267"
+ height="37.660267mm"
+ width="61.944702mm"
+ sodipodi:docname="logo.svg"
+ inkscape:version="0.92.4 (unknown)">
+ <sodipodi:namedview
+ pagecolor="#ffffff"
+ bordercolor="#666666"
+ borderopacity="1"
+ objecttolerance="10"
+ gridtolerance="10"
+ guidetolerance="10"
+ inkscape:pageopacity="0"
+ inkscape:pageshadow="2"
+ inkscape:window-width="1996"
+ inkscape:window-height="1295"
+ id="namedview67"
+ showgrid="false"
+ inkscape:zoom="3.3638608"
+ inkscape:cx="96.139344"
+ inkscape:cy="94.160306"
+ inkscape:window-x="2"
+ inkscape:window-y="18"
+ inkscape:window-maximized="0"
+ inkscape:current-layer="layer1" />
+ <defs
+ id="defs2">
+ <image
+ id="IMAGE_DEF_6be9a5e8-dd61-45a9-886f-027a2e91e056"
+ x="0"
+ y="0"
+ width="150"
+ height="125"
+ xlink:href="data:image/jpeg;base64,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" />
+ </defs>
+ <metadata
+ id="metadata5">
+ <rdf:RDF>
+ <cc:Work
+ rdf:about="">
+ <dc:format>image/svg+xml</dc:format>
+ <dc:type
+ rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
+ <dc:title />
+ </cc:Work>
+ </rdf:RDF>
+ </metadata>
+ <g
+ id="layer1"
+ transform="translate(-8.5917266,-5.0472018)">
+ <g
+ style="display:inline"
+ transform="matrix(0.35277776,0,0,0.35277776,-90.113005,-52.212131)"
+ id="g4568">
+ <g
+ transform="translate(-297.27747,-13.476579)"
+ id="g4847">
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_775d2ab3-13de-4379-bf67-4b78acad5b1a"
+ d="m 581.5547,222.0713 -0.066,-0.014 q -0.002,0.003 0.774,-3 0.775,-3.004 1.255,-4.875 0.48,-1.872 1.736,-4.934 1.257,-3.061 2.029,-4.674 0.772,-1.613 1.663,-3.014 0.891,-1.401 1.522,-2.777 0.261,0.085 1.357,2.325 1.095,2.239 2.538,5.049 1.442,2.809 2.153,4.107 0.711,1.299 0.997,1.895 0.287,0.596 0.769,0.762 0.104,0.071 0.783,-1.475 0.678,-1.546 1.219,-4.378 0.54,-2.833 1.034,-5.069 0.495,-2.237 2.313,-5.01 0.12,0.026 1.024,2.896 0.904,2.871 1.678,5.186 0.774,2.315 1.601,4.333 0.827,2.018 1.409,3.697 0.583,1.678 1.123,3.34 0.539,1.662 0.846,2.409 0.307,0.746 0.884,1.592 0.577,0.845 1.268,1.617 l 0.181,0.059"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_08201522-c15b-4636-a6ab-4bb37e3bdea2"
+ d="m 623.0177,223.1873 0.008,0.117 0.022,10e-4 q 0.084,-0.347 0.21,-0.968 0.126,-0.622 0.253,-1.779 0.128,-1.157 0.169,-2.254 0.041,-1.097 0.267,-6.257 0.226,-5.16 0.608,-8.95 0.382,-3.789 0.701,-5.637 0.32,-1.848 0.503,-2.824 0.183,-0.977 0.591,-3.276 0.409,-2.299 0.674,-3.721 0.264,-1.422 0.767,-2.548 0.502,-1.125 1.941,-4.799 0.175,-0.042 1.148,3.451 0.972,3.493 1.57,5.628 0.597,2.136 0.863,3.349 0.266,1.213 0.513,2.377 0.248,1.164 0.528,2.362 0.281,1.198 0.491,2.048 0.21,0.849 0.413,1.688 0.202,0.838 1.139,4.299 0.937,3.461 1.588,5.839 0.651,2.378 1.047,3.7 0.396,1.323 0.755,2.534 0.358,1.212 0.581,2.118 0.224,0.907 0.444,1.993 l 0.248,-0.184"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_6981e138-0bb8-40c3-a716-dbe2afdbb6d9"
+ d="m 620.7327,209.4113 q 0.078,0.032 1.898,0.056 1.82,0.024 4.679,0.354 2.859,0.33 5.13,0.471 2.271,0.142 4.275,-0.006 2.004,-0.147 3.199,-0.699 1.196,-0.553 1.386,-0.662"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_916f6a24-089b-40f2-ac91-597d9bd156e5"
+ d="m 661.4307,188.4453 q -0.308,0.242 -0.359,0.24 -0.737,0.198 -2.571,0.721 -1.835,0.522 -3.256,0.949 -1.421,0.427 -2.115,0.603 -0.694,0.176 -1.141,0.31 -0.448,0.135 -0.767,0.222 -0.32,0.087 -0.652,0.222 -0.333,0.135 -0.525,0.228 -0.192,0.092 -0.495,0.316 -0.303,0.223 -0.409,0.337 -0.105,0.114 -0.135,0.15 -0.029,0.036 -0.355,0.67 -0.325,0.635 -0.592,1.439 -0.267,0.804 -0.541,2.163 -0.273,1.358 -0.353,2.134 -0.08,0.776 -0.027,2.315 0.054,1.538 0.265,2.882 0.212,1.344 0.477,2.71 0.265,1.366 0.676,2.499 0.412,1.132 0.95,2.538 0.538,1.406 0.655,2.163 0.116,0.757 0.603,1.877 l 0.198,0.05 q 0.357,-0.042 0.385,-0.057 0.221,-0.133 2.45,-0.718 2.23,-0.585 3.388,-0.734 1.159,-0.148 2.004,-0.442 0.845,-0.294 1.285,-0.623 0.441,-0.328 0.679,-0.478 0.239,-0.15 0.626,-0.354 0.388,-0.205 0.449,-0.239 0.062,-0.034 0.639,-0.423 0.577,-0.388 0.926,-0.753 0.349,-0.364 0.505,-0.589 0.155,-0.226 0.226,-0.346 0.07,-0.119 0.095,-0.172 0.025,-0.052 0.267,-0.623 0.242,-0.572 0.487,-1.873 0.245,-1.301 0.32,-2.321 0.074,-1.019 -0.002,-1.432 -0.075,-0.413 -0.222,-0.718 -0.147,-0.305 -0.288,-0.439 -0.141,-0.134 -0.167,-0.185 -0.026,-0.051 -0.977,-0.391 -0.951,-0.34 -2.978,-1.071 0.058,-0.324 0.59,-0.479 0.531,-0.154 1.766,-0.167 1.235,-0.013 2.346,0.375 0.17,0.282 0.274,0.576 0.104,0.294 0.708,3.186 0.604,2.893 0.983,4.274 0.38,1.382 0.75,2.537 0.371,1.155 0.837,2.482 0.466,1.326 0.826,2.757 0.361,1.431 0.622,2.98 0.025,-0.123 -0.04,-0.534"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_ea9943e4-922f-46da-b7ce-6609a85db650"
+ d="m 680.0627,189.9413 q -0.199,0.015 -0.317,1.383 -0.117,1.367 0.417,4.445 0.534,3.078 0.855,6.246 0.322,3.168 0.302,6.934 -0.02,3.765 0.038,6.319 0.058,2.553 0.344,6.103 0.078,0.076 0.582,-0.632"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_1ff0d426-b09b-4331-ba8b-c720a5b1274f"
+ d="m 700.1337,194.3053 q -0.122,0.086 -0.188,0.085 -0.065,-0.001 -1.189,0.735 -1.124,0.737 -1.971,1.238 -0.847,0.501 -1.604,1.064 -0.757,0.562 -1.394,1.292 -0.637,0.729 -0.812,1.15 -0.176,0.421 -0.204,0.621 -0.028,0.2 -0.014,0.287 0.014,0.087 0.036,0.216 0.021,0.128 0.038,0.199 0.017,0.07 0.06,0.171 0.043,0.101 -0.182,2.366 -0.224,2.265 -0.342,3.718 -0.118,1.454 -0.067,2.261 0.05,0.807 0.307,2.047 0.257,1.239 0.429,2.14 0.172,0.9 0.388,1.603 0.217,0.703 0.399,1.068 0.182,0.365 0.353,0.665 0.171,0.301 0.446,0.723 0.275,0.422 1.171,1.038 0.895,0.616 2.285,0.866 1.39,0.249 2.234,0.258 0.845,0.009 1.135,0 0.289,-0.009 1.04,-0.026 0.75,-0.017 4.4,0.491 l 0.219,-0.08"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_087b2a93-132c-4926-aeed-56253c97b7eb"
+ d="m 595.4027,235.3103 q -0.481,0.202 0.235,3.539 0.716,3.336 1.293,5.838 0.577,2.502 0.882,3.81 0.306,1.308 0.568,2.425 0.263,1.117 0.734,3.152 0.471,2.035 0.861,3.776 0.39,1.741 2.202,10.64 l 0.032,0.005 q 0.069,-0.047 0.124,-1.654 0.056,-1.607 -0.018,-2.062"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_9ae4ef25-bccb-4f06-b60c-caebfca46642"
+ d="m 595.4637,235.8553 -0.077,-0.1 -0.021,-0.314 q 0.048,-0.648 0.853,-1.754 0.805,-1.105 1.482,-1.766 0.677,-0.66 2.166,-1.041 1.49,-0.381 3.197,-0.232 1.707,0.15 2.526,0.352 0.819,0.203 1.303,0.749 0.483,0.547 0.763,1.114 0.28,0.567 0.101,1.941 -0.18,1.374 -0.462,2.272 -0.282,0.898 -1.195,3.079 -0.914,2.181 -1.852,3.935 -0.938,1.754 -2.379,3.006 l -0.003,-0.127 q 0.171,-0.328 0.177,-0.33 0.007,-0.002 0.907,-0.599 0.9,-0.596 2.386,-0.741 1.486,-0.146 2.848,0.077 1.362,0.223 2.704,0.438 1.341,0.214 2.745,0.798 1.405,0.583 2.42,1.4 1.015,0.818 1.463,1.482 0.449,0.664 0.483,1.689 0.033,1.025 -0.413,2.361 -0.445,1.337 -1.91,3.465 -1.465,2.129 -2.385,3.37 -0.92,1.241 -2.094,2.535 -1.173,1.295 -1.859,2 -0.685,0.705 -1.689,1.404 -1.005,0.699 -1.688,0.907 -0.684,0.209 -1.208,0.167 -0.524,-0.042 -0.954,-0.916 -0.43,-0.873 -0.577,-1.268"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_875a5a32-edf4-4288-bc6c-4277c648bf31"
+ d="m 598.7477,222.2153 q -0.207,0.312 -0.197,0.395 -0.085,0.241 0.143,1.675 0.227,1.434 0.49,2.647 0.263,1.214 0.767,2.878 0.504,1.665 1.337,4.186 0.833,2.521 1.499,4.644 0.666,2.123 1.164,3.848 0.499,1.726 0.869,3.044 0.37,1.318 0.732,2.684 0.363,1.366 0.586,2.222 0.223,0.856 0.493,1.78 0.27,0.925 0.595,2.237 0.324,1.311 0.793,3.317 0.469,2.006 0.839,3.642 0.37,1.635 0.772,3.52 0.403,1.884 0.647,3.087 0.244,1.203 0.791,3.345 0.548,2.143 0.987,3.78 0.44,1.637 0.732,2.89 0.031,-0.101 -0.124,-1.011 -0.155,-0.909 -0.316,-1.588"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_568973b0-2fe1-45d1-b6ca-4757a5959e1d"
+ d="m 622.1267,239.0363 -0.041,0.011 q -0.108,0.078 0.788,5.782 0.897,5.704 2.015,18.343 0.023,-0.024 0.097,-0.639 0.075,-0.615 0.048,-0.999"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_3d2e042f-2fc6-4293-bd63-fe2c1964cf60"
+ d="m 618.8127,229.7433 q -0.234,-0.069 -0.836,0.244 -0.035,0.026 0.156,-0.006 0.191,-0.031 0.419,-0.129"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_123f13cc-0ccd-43ed-89c7-0205b585a2b2"
+ d="m 631.6877,231.6403 q -0.021,0.032 -0.353,0.019 -0.132,0.22 0.046,5.166 0.178,4.946 0.413,7.631 0.234,2.684 0.402,3.943 0.167,1.258 0.397,2.436 0.229,1.178 0.616,2.107 0.387,0.93 0.906,1.655 0.518,0.725 1.668,1.087 1.15,0.363 2.75,0.056 1.6,-0.306 2.756,-0.575 1.156,-0.268 1.751,-0.35 l 0.192,-0.088"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_42b548be-bfc8-4742-b9cf-76109083c994"
+ d="m 631.8607,237.5603 -0.044,-0.052 q -0.064,-0.241 1.422,-0.469 1.487,-0.227 2.571,-0.217 1.085,0.011 1.527,-0.158 0.441,-0.168 0.688,-0.296"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_c399ecc9-90bf-423f-9f42-c1cdc04702f8"
+ d="m 657.5677,231.5333 -0.252,-0.081 q -0.221,-0.097 -1.17,0.172 -0.949,0.269 -1.544,0.478 -0.594,0.209 -1.787,0.594 -1.193,0.384 -2.099,0.868 -0.906,0.483 -1.349,0.988 -0.442,0.504 -0.642,1.392 -0.2,0.888 -0.269,1.382 -0.068,0.495 0.062,1.255 0.13,0.76 0.186,3.263 0.055,2.503 0.286,5.07 0.231,2.568 0.431,4.079 0.199,1.511 0.781,2.98 0.581,1.469 1.102,2.244 0.521,0.775 0.846,1.068 0.325,0.292 1.139,0.813 0.814,0.52 2.792,0.804 1.978,0.283 2.175,0.267"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_35c6d01b-6d6a-463c-bc33-db998a162dc2"
+ d="m 673.0727,237.1623 q -0.159,0.033 -0.256,0.033 -0.098,0.001 -0.285,-0.016 -0.188,-0.016 -0.204,-0.019 -0.016,-0.002 -0.468,-0.067 -0.451,-0.065 -0.771,-0.049 -0.319,0.015 -0.613,0.199 -0.294,0.183 -0.455,0.326 -0.161,0.143 -0.359,0.359 -0.198,0.216 -1.069,1.353 -0.872,1.137 -1.646,2.721 -0.774,1.584 -1.363,4.169 -0.589,2.584 -0.889,4.347 -0.299,1.762 -0.244,3.094 0.056,1.332 0.198,2.131 0.142,0.799 0.462,1.525 0.32,0.725 1.629,1.15 1.309,0.424 2.138,0.558 0.828,0.132 1.792,-0.02 0.963,-0.152 2.357,-1.028 1.394,-0.875 2.548,-1.946 1.154,-1.07 1.863,-2.221 0.708,-1.151 1.011,-2.616 0.304,-1.466 0.471,-2.297 0.167,-0.831 -0.171,-3.015 -0.338,-2.184 -0.778,-3.676 -0.44,-1.493 -1.029,-2.414 -0.589,-0.921 -1.302,-1.689 -0.712,-0.769 -1.33,-1.534 -0.617,-0.765 -0.827,-1.763"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_15986227-c67b-4c31-b4fa-5f4f16774103"
+ d="m 686.7767,238.5943 q -0.537,0.028 -0.251,4.831 0.286,4.803 0.433,7.88 0.146,3.078 0.213,4.611 0.066,1.533 -0.08,3.207 0.024,-0.151 0.03,-0.345 0.007,-0.195 0,-0.445"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_67572e74-4970-4bc0-ba49-97733590057d"
+ d="m 696.7877,230.7963 q -0.048,-0.283 -0.096,-0.344 -0.148,0.169 -0.267,2.222 -0.118,2.054 -0.096,3.234 0.021,1.18 -0.074,5.888 -0.095,4.708 -0.035,7.898 0.06,3.191 0.198,4.624 0.138,1.434 0.294,2.665 0.156,1.231 0.255,1.855 0.098,0.625 0.286,0.226"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_66d34fd8-ac5b-447a-b875-c1cdfa0610d6"
+ d="m 698.8807,235.6863 -0.088,0.045 -0.046,0.005 q 0.06,-0.05 0.862,-0.493 0.803,-0.443 1.604,-0.751 0.8,-0.309 1.633,-0.518 0.833,-0.208 1.646,-0.268 0.812,-0.061 1.292,0.03 0.479,0.091 0.854,0.272 0.375,0.182 0.643,0.399 0.268,0.217 0.501,0.452 0.233,0.235 0.374,0.408 0.141,0.174 0.183,0.23 0.042,0.057 0.191,0.333 0.149,0.276 0.181,0.367 0.031,0.09 0.1,0.272 0.068,0.182 0.51,2.252 0.442,2.071 0.674,3.487 0.231,1.416 0.857,4.944 0.625,3.527 0.974,5.42 0.35,1.892 0.51,3.046 0.16,1.154 0.188,2.192 l 0.09,0.214"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_f7dd4de3-2feb-4753-937a-c818067e64a0"
+ d="m 714.6037,226.4953 q -0.028,-0.043 0.048,-3.462 0.077,-3.419 0.115,-5.501 0.038,-2.082 0.042,-3.218 0.003,-1.136 0.03,-3.008 0.027,-1.873 0.067,-2.88 0.041,-1.008 0.185,-2.815 0.143,-1.808 0.376,-3.824 0.232,-2.016 0.462,-3.268 0.23,-1.252 0.486,-2.125 0.256,-0.874 0.507,-1.368 0.251,-0.494 0.59,-0.77 0.339,-0.276 0.696,-0.36 0.357,-0.084 0.566,-0.071 0.209,0.013 0.33,0.027 0.121,0.013 0.137,0.02 0.016,0.006 0.236,0.059 0.221,0.053 0.531,0.44 0.31,0.387 0.651,1.667 0.342,1.28 0.783,3.33 0.442,2.051 1.006,4.143 0.564,2.093 0.885,3.223 0.32,1.13 2.039,6.435 1.719,5.305 2.066,6.388 0.347,1.083 0.703,2.688 0.355,1.606 0.59,3.143 0.234,1.538 0.716,3.189 0.023,0.095 0.382,-0.152 0.359,-0.247 0.502,-0.387"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_2a02b2ca-95d7-4b11-848c-8551f7fccff0"
+ d="m 711.4517,211.0853 q -0.166,0.106 -0.334,0.22 -0.168,0.113 -0.17,0.113 -0.003,0 -0.066,0.101 -0.063,0.102 2.229,0.095 2.292,-0.006 4.637,0.142 2.344,0.148 3.433,0.237 1.089,0.089 1.789,0.095 0.701,0.005 1.967,-0.015 1.267,-0.021 2.354,-0.225 0.022,-0.032 0.058,-0.172 0.036,-0.141 0.046,-0.291"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#4dd8e6;stroke-width:9.01000023;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_ad991580-9837-4a4c-aebb-c1626e6d510b"
+ d="m 736.7317,193.4523 -0.047,-0.035 q -0.27,-0.022 -0.326,1.842 -0.056,1.865 0.05,3.332 0.106,1.467 0.203,2.285 0.097,0.819 0.241,2.255 0.144,1.435 0.249,2.396 0.105,0.96 0.157,1.621 0.051,0.662 0.334,3.758 0.284,3.096 0.597,5.088 0.314,1.991 0.472,2.985 0.158,0.993 0.348,1.667 0.189,0.674 0.601,1.554 0.412,0.88 0.572,1.443 0.161,0.563 0.324,1.285 0.267,0.142 0.931,0.031 0.664,-0.112 1.833,-0.468 1.17,-0.356 2.334,-0.592 1.165,-0.236 1.752,-0.361 0.586,-0.126 0.739,-0.176"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_fec0b5d7-c5b4-4fde-ac0b-22535f0f5206"
+ d="m 581.5547,222.0713 -0.066,-0.014 q -0.002,0.003 0.774,-3 0.775,-3.004 1.255,-4.875 0.48,-1.872 1.736,-4.934 1.257,-3.061 2.029,-4.674 0.772,-1.613 1.663,-3.014 0.891,-1.401 1.522,-2.777 0.261,0.085 1.357,2.325 1.095,2.239 2.538,5.049 1.442,2.809 2.153,4.107 0.711,1.299 0.997,1.895 0.287,0.596 0.769,0.762 0.104,0.071 0.783,-1.475 0.678,-1.546 1.219,-4.378 0.54,-2.833 1.034,-5.069 0.495,-2.237 2.313,-5.01 0.12,0.026 1.024,2.896 0.904,2.871 1.678,5.186 0.774,2.315 1.601,4.333 0.827,2.018 1.409,3.697 0.583,1.678 1.123,3.34 0.539,1.662 0.846,2.409 0.307,0.746 0.884,1.592 0.577,0.845 1.268,1.617 l 0.181,0.059"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_f8266152-af72-4c20-b22b-07ce2fd1380c"
+ d="m 623.0177,223.1873 0.008,0.117 0.022,10e-4 q 0.084,-0.347 0.21,-0.968 0.126,-0.622 0.253,-1.779 0.128,-1.157 0.169,-2.254 0.041,-1.097 0.267,-6.257 0.226,-5.16 0.608,-8.95 0.382,-3.789 0.701,-5.637 0.32,-1.848 0.503,-2.824 0.183,-0.977 0.591,-3.276 0.409,-2.299 0.674,-3.721 0.264,-1.422 0.767,-2.548 0.502,-1.125 1.941,-4.799 0.175,-0.042 1.148,3.451 0.972,3.493 1.57,5.628 0.597,2.136 0.863,3.349 0.266,1.213 0.513,2.377 0.248,1.164 0.528,2.362 0.281,1.198 0.491,2.048 0.21,0.849 0.413,1.688 0.202,0.838 1.139,4.299 0.937,3.461 1.588,5.839 0.651,2.378 1.047,3.7 0.396,1.323 0.755,2.534 0.358,1.212 0.581,2.118 0.224,0.907 0.444,1.993 l 0.248,-0.184"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_a4c2b498-ccac-4557-a79b-707153e48c5f"
+ d="m 620.7327,209.4113 q 0.078,0.032 1.898,0.056 1.82,0.024 4.679,0.354 2.859,0.33 5.13,0.471 2.271,0.142 4.275,-0.006 2.004,-0.147 3.199,-0.699 1.196,-0.553 1.386,-0.662"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_ed0b7ac6-022b-4bb0-981b-9494d2c8e404"
+ d="m 661.4307,188.4453 q -0.308,0.242 -0.359,0.24 -0.737,0.198 -2.571,0.721 -1.835,0.522 -3.256,0.949 -1.421,0.427 -2.115,0.603 -0.694,0.176 -1.141,0.31 -0.448,0.135 -0.767,0.222 -0.32,0.087 -0.652,0.222 -0.333,0.135 -0.525,0.228 -0.192,0.092 -0.495,0.316 -0.303,0.223 -0.409,0.337 -0.105,0.114 -0.135,0.15 -0.029,0.036 -0.355,0.67 -0.325,0.635 -0.592,1.439 -0.267,0.804 -0.541,2.163 -0.273,1.358 -0.353,2.134 -0.08,0.776 -0.027,2.315 0.054,1.538 0.265,2.882 0.212,1.344 0.477,2.71 0.265,1.366 0.676,2.499 0.412,1.132 0.95,2.538 0.538,1.406 0.655,2.163 0.116,0.757 0.603,1.877 l 0.198,0.05 q 0.357,-0.042 0.385,-0.057 0.221,-0.133 2.45,-0.718 2.23,-0.585 3.388,-0.734 1.159,-0.148 2.004,-0.442 0.845,-0.294 1.285,-0.623 0.441,-0.328 0.679,-0.478 0.239,-0.15 0.626,-0.354 0.388,-0.205 0.449,-0.239 0.062,-0.034 0.639,-0.423 0.577,-0.388 0.926,-0.753 0.349,-0.364 0.505,-0.589 0.155,-0.226 0.226,-0.346 0.07,-0.119 0.095,-0.172 0.025,-0.052 0.267,-0.623 0.242,-0.572 0.487,-1.873 0.245,-1.301 0.32,-2.321 0.074,-1.019 -0.002,-1.432 -0.075,-0.413 -0.222,-0.718 -0.147,-0.305 -0.288,-0.439 -0.141,-0.134 -0.167,-0.185 -0.026,-0.051 -0.977,-0.391 -0.951,-0.34 -2.978,-1.071 0.058,-0.324 0.59,-0.479 0.531,-0.154 1.766,-0.167 1.235,-0.013 2.346,0.375 0.17,0.282 0.274,0.576 0.104,0.294 0.708,3.186 0.604,2.893 0.983,4.274 0.38,1.382 0.75,2.537 0.371,1.155 0.837,2.482 0.466,1.326 0.826,2.757 0.361,1.431 0.622,2.98 0.025,-0.123 -0.04,-0.534"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_4b2cf53d-418f-43e5-b9e2-0a2c926cd6a1"
+ d="m 680.0627,189.9413 q -0.199,0.015 -0.317,1.383 -0.117,1.367 0.417,4.445 0.534,3.078 0.855,6.246 0.322,3.168 0.302,6.934 -0.02,3.765 0.038,6.319 0.058,2.553 0.344,6.103 0.078,0.076 0.582,-0.632"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_2139f4b5-a596-4375-9464-88e75bfadfb0"
+ d="m 700.1337,194.3053 q -0.122,0.086 -0.188,0.085 -0.065,-0.001 -1.189,0.735 -1.124,0.737 -1.971,1.238 -0.847,0.501 -1.604,1.064 -0.757,0.562 -1.394,1.292 -0.637,0.729 -0.812,1.15 -0.176,0.421 -0.204,0.621 -0.028,0.2 -0.014,0.287 0.014,0.087 0.036,0.216 0.021,0.128 0.038,0.199 0.017,0.07 0.06,0.171 0.043,0.101 -0.182,2.366 -0.224,2.265 -0.342,3.718 -0.118,1.454 -0.067,2.261 0.05,0.807 0.307,2.047 0.257,1.239 0.429,2.14 0.172,0.9 0.388,1.603 0.217,0.703 0.399,1.068 0.182,0.365 0.353,0.665 0.171,0.301 0.446,0.723 0.275,0.422 1.171,1.038 0.895,0.616 2.285,0.866 1.39,0.249 2.234,0.258 0.845,0.009 1.135,0 0.289,-0.009 1.04,-0.026 0.75,-0.017 4.4,0.491 l 0.219,-0.08"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_b295e164-71b6-47a9-a565-32881d48851b"
+ d="m 595.4027,235.3103 q -0.481,0.202 0.235,3.539 0.716,3.336 1.293,5.838 0.577,2.502 0.882,3.81 0.306,1.308 0.568,2.425 0.263,1.117 0.734,3.152 0.471,2.035 0.861,3.776 0.39,1.741 2.202,10.64 l 0.032,0.005 q 0.069,-0.047 0.124,-1.654 0.056,-1.607 -0.018,-2.062"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_4e840c2f-af77-48ff-ac6f-fae48727b517"
+ d="m 595.4637,235.8553 -0.077,-0.1 -0.021,-0.314 q 0.048,-0.648 0.853,-1.754 0.805,-1.105 1.482,-1.766 0.677,-0.66 2.166,-1.041 1.49,-0.381 3.197,-0.232 1.707,0.15 2.526,0.352 0.819,0.203 1.303,0.749 0.483,0.547 0.763,1.114 0.28,0.567 0.101,1.941 -0.18,1.374 -0.462,2.272 -0.282,0.898 -1.195,3.079 -0.914,2.181 -1.852,3.935 -0.938,1.754 -2.379,3.006 l -0.003,-0.127 q 0.171,-0.328 0.177,-0.33 0.007,-0.002 0.907,-0.599 0.9,-0.596 2.386,-0.741 1.486,-0.146 2.848,0.077 1.362,0.223 2.704,0.438 1.341,0.214 2.745,0.798 1.405,0.583 2.42,1.4 1.015,0.818 1.463,1.482 0.449,0.664 0.483,1.689 0.033,1.025 -0.413,2.361 -0.445,1.337 -1.91,3.465 -1.465,2.129 -2.385,3.37 -0.92,1.241 -2.094,2.535 -1.173,1.295 -1.859,2 -0.685,0.705 -1.689,1.404 -1.005,0.699 -1.688,0.907 -0.684,0.209 -1.208,0.167 -0.524,-0.042 -0.954,-0.916 -0.43,-0.873 -0.577,-1.268"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_a4eabf5e-d4b9-4006-a6fd-68593a803f55"
+ d="m 598.7477,222.2153 q -0.207,0.312 -0.197,0.395 -0.085,0.241 0.143,1.675 0.227,1.434 0.49,2.647 0.263,1.214 0.767,2.878 0.504,1.665 1.337,4.186 0.833,2.521 1.499,4.644 0.666,2.123 1.164,3.848 0.499,1.726 0.869,3.044 0.37,1.318 0.732,2.684 0.363,1.366 0.586,2.222 0.223,0.856 0.493,1.78 0.27,0.925 0.595,2.237 0.324,1.311 0.793,3.317 0.469,2.006 0.839,3.642 0.37,1.635 0.772,3.52 0.403,1.884 0.647,3.087 0.244,1.203 0.791,3.345 0.548,2.143 0.987,3.78 0.44,1.637 0.732,2.89 0.031,-0.101 -0.124,-1.011 -0.155,-0.909 -0.316,-1.588"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_70e81a94-4c35-465c-b508-09fda0b1212a"
+ d="m 622.1267,239.0363 -0.041,0.011 q -0.108,0.078 0.788,5.782 0.897,5.704 2.015,18.343 0.023,-0.024 0.097,-0.639 0.075,-0.615 0.048,-0.999"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_adcf803f-5821-4409-8b58-30f1ad601bc3"
+ d="m 618.8127,229.7433 q -0.234,-0.069 -0.836,0.244 -0.035,0.026 0.156,-0.006 0.191,-0.031 0.419,-0.129"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_f82a091b-2cc7-4361-aa53-187d90554408"
+ d="m 631.6877,231.6403 q -0.021,0.032 -0.353,0.019 -0.132,0.22 0.046,5.166 0.178,4.946 0.413,7.631 0.234,2.684 0.402,3.943 0.167,1.258 0.397,2.436 0.229,1.178 0.616,2.107 0.387,0.93 0.906,1.655 0.518,0.725 1.668,1.087 1.15,0.363 2.75,0.056 1.6,-0.306 2.756,-0.575 1.156,-0.268 1.751,-0.35 l 0.192,-0.088"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_37725d65-0d61-4d1d-8511-f5aa99500a70"
+ d="m 631.8607,237.5603 -0.044,-0.052 q -0.064,-0.241 1.422,-0.469 1.487,-0.227 2.571,-0.217 1.085,0.011 1.527,-0.158 0.441,-0.168 0.688,-0.296"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_a07f1e70-59c5-4952-a37a-10f9522b6561"
+ d="m 657.5677,231.5333 -0.252,-0.081 q -0.221,-0.097 -1.17,0.172 -0.949,0.269 -1.544,0.478 -0.594,0.209 -1.787,0.594 -1.193,0.384 -2.099,0.868 -0.906,0.483 -1.349,0.988 -0.442,0.504 -0.642,1.392 -0.2,0.888 -0.269,1.382 -0.068,0.495 0.062,1.255 0.13,0.76 0.186,3.263 0.055,2.503 0.286,5.07 0.231,2.568 0.431,4.079 0.199,1.511 0.781,2.98 0.581,1.469 1.102,2.244 0.521,0.775 0.846,1.068 0.325,0.292 1.139,0.813 0.814,0.52 2.792,0.804 1.978,0.283 2.175,0.267"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_e8c9b28e-8ac8-4d35-a2db-5b1db5752fb1"
+ d="m 673.0727,237.1623 q -0.159,0.033 -0.256,0.033 -0.098,0.001 -0.285,-0.016 -0.188,-0.016 -0.204,-0.019 -0.016,-0.002 -0.468,-0.067 -0.451,-0.065 -0.771,-0.049 -0.319,0.015 -0.613,0.199 -0.294,0.183 -0.455,0.326 -0.161,0.143 -0.359,0.359 -0.198,0.216 -1.069,1.353 -0.872,1.137 -1.646,2.721 -0.774,1.584 -1.363,4.169 -0.589,2.584 -0.889,4.347 -0.299,1.762 -0.244,3.094 0.056,1.332 0.198,2.131 0.142,0.799 0.462,1.525 0.32,0.725 1.629,1.15 1.309,0.424 2.138,0.558 0.828,0.132 1.792,-0.02 0.963,-0.152 2.357,-1.028 1.394,-0.875 2.548,-1.946 1.154,-1.07 1.863,-2.221 0.708,-1.151 1.011,-2.616 0.304,-1.466 0.471,-2.297 0.167,-0.831 -0.171,-3.015 -0.338,-2.184 -0.778,-3.676 -0.44,-1.493 -1.029,-2.414 -0.589,-0.921 -1.302,-1.689 -0.712,-0.769 -1.33,-1.534 -0.617,-0.765 -0.827,-1.763"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_35f2b2ce-7dc6-4e6f-ba0e-09c89c00f336"
+ d="m 686.7767,238.5943 q -0.537,0.028 -0.251,4.831 0.286,4.803 0.433,7.88 0.146,3.078 0.213,4.611 0.066,1.533 -0.08,3.207 0.024,-0.151 0.03,-0.345 0.007,-0.195 0,-0.445"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_cab3b4b9-5036-49f0-a371-67524ac77ada"
+ d="m 696.7877,230.7963 q -0.048,-0.283 -0.096,-0.344 -0.148,0.169 -0.267,2.222 -0.118,2.054 -0.096,3.234 0.021,1.18 -0.074,5.888 -0.095,4.708 -0.035,7.898 0.06,3.191 0.198,4.624 0.138,1.434 0.294,2.665 0.156,1.231 0.255,1.855 0.098,0.625 0.286,0.226"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_fa59bbe0-f650-4ac3-b353-6b450ade9379"
+ d="m 698.8807,235.6863 -0.088,0.045 -0.046,0.005 q 0.06,-0.05 0.862,-0.493 0.803,-0.443 1.604,-0.751 0.8,-0.309 1.633,-0.518 0.833,-0.208 1.646,-0.268 0.812,-0.061 1.292,0.03 0.479,0.091 0.854,0.272 0.375,0.182 0.643,0.399 0.268,0.217 0.501,0.452 0.233,0.235 0.374,0.408 0.141,0.174 0.183,0.23 0.042,0.057 0.191,0.333 0.149,0.276 0.181,0.367 0.031,0.09 0.1,0.272 0.068,0.182 0.51,2.252 0.442,2.071 0.674,3.487 0.231,1.416 0.857,4.944 0.625,3.527 0.974,5.42 0.35,1.892 0.51,3.046 0.16,1.154 0.188,2.192 l 0.09,0.214"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_7811d5ee-cd8f-4bee-ae2b-c59e78bcaf56"
+ d="m 714.6037,226.4953 q -0.028,-0.043 0.048,-3.462 0.077,-3.419 0.115,-5.501 0.038,-2.082 0.042,-3.218 0.003,-1.136 0.03,-3.008 0.027,-1.873 0.067,-2.88 0.041,-1.008 0.185,-2.815 0.143,-1.808 0.376,-3.824 0.232,-2.016 0.462,-3.268 0.23,-1.252 0.486,-2.125 0.256,-0.874 0.507,-1.368 0.251,-0.494 0.59,-0.77 0.339,-0.276 0.696,-0.36 0.357,-0.084 0.566,-0.071 0.209,0.013 0.33,0.027 0.121,0.013 0.137,0.02 0.016,0.006 0.236,0.059 0.221,0.053 0.531,0.44 0.31,0.387 0.651,1.667 0.342,1.28 0.783,3.33 0.442,2.051 1.006,4.143 0.564,2.093 0.885,3.223 0.32,1.13 2.039,6.435 1.719,5.305 2.066,6.388 0.347,1.083 0.703,2.688 0.355,1.606 0.59,3.143 0.234,1.538 0.716,3.189 0.023,0.095 0.382,-0.152 0.359,-0.247 0.502,-0.387"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_56409a85-5999-41ba-b3c1-2f514a227064"
+ d="m 711.4517,211.0853 q -0.166,0.106 -0.334,0.22 -0.168,0.113 -0.17,0.113 -0.003,0 -0.066,0.101 -0.063,0.102 2.229,0.095 2.292,-0.006 4.637,0.142 2.344,0.148 3.433,0.237 1.089,0.089 1.789,0.095 0.701,0.005 1.967,-0.015 1.267,-0.021 2.354,-0.225 0.022,-0.032 0.058,-0.172 0.036,-0.141 0.046,-0.291"
+ inkscape:connector-curvature="0" />
+ <path
+ style="opacity:1;fill:none;stroke:#010003;stroke-width:5.94999981;stroke-linecap:round;stroke-linejoin:round;stroke-opacity:1"
+ id="STROKE_0c0cad53-b92c-4181-ad14-b6cfb71cd042"
+ d="m 736.7317,193.4523 -0.047,-0.035 q -0.27,-0.022 -0.326,1.842 -0.056,1.865 0.05,3.332 0.106,1.467 0.203,2.285 0.097,0.819 0.241,2.255 0.144,1.435 0.249,2.396 0.105,0.96 0.157,1.621 0.051,0.662 0.334,3.758 0.284,3.096 0.597,5.088 0.314,1.991 0.472,2.985 0.158,0.993 0.348,1.667 0.189,0.674 0.601,1.554 0.412,0.88 0.572,1.443 0.161,0.563 0.324,1.285 0.267,0.142 0.931,0.031 0.664,-0.112 1.833,-0.468 1.17,-0.356 2.334,-0.592 1.165,-0.236 1.752,-0.361 0.586,-0.126 0.739,-0.176"
+ inkscape:connector-curvature="0" />
+ </g>
+ </g>
+ </g>
+</svg>
projects / bitcoindevkit.org / commitdiff
