From b2bb9a9324d4bb7eb0a98fc76b4530f25d22bb94 Mon Sep 17 00:00:00 2001
From: Kevin Abramczyk <eynhaender@protonmail.com>
Date: Sun, 4 Jan 2026 15:02:51 -0500
Subject: [PATCH 1/3] README.md and /docs/ adapted to server

---
 README.md                                    |   379 +-
 docs/configuration.md                        |   261 +
 docs/images/brunella_compare.png             |   Bin 0 -> 430288 bytes
 docs/images/brunella_full_validation.png     |   Bin 0 -> 1351140 bytes
 docs/images/brunella_full_validation.svg     | 74669 +++++++++++++++++
 docs/images/brunella_milestone.png           |   Bin 0 -> 2018516 bytes
 docs/images/brunella_milestone.svg           | 47657 +++++++++++
 docs/images/libbitcoin-components-server.svg |     4 +
 docs/tbd.md                                  |     2 +
 docs/theory-of-operation.md                  |   120 +
 10 files changed, 123091 insertions(+), 1 deletion(-)
 create mode 100644 docs/configuration.md
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 create mode 100644 docs/theory-of-operation.md

diff --git a/README.md b/README.md
index 0ae10cb9..5ae164a5 100644
--- a/README.md
+++ b/README.md
@@ -1 +1,378 @@
-This branch is not usable in its current state. Please see [version3](https://github.com/libbitcoin/libbitcoin-server/tree/version3) for the latest functional branch.
+[![Build Status](https://github.com/libbitcoin/libbitcoin-server/actions/workflows/ci.yml/badge.svg?branch=master)](https://github.com/libbitcoin/libbitcoin-server/actions/workflows/ci.yml?branch=master)
+[![Coverage Status](https://coveralls.io/repos/github/libbitcoin/libbitcoin-server/badge.svg?branch=master)](https://coveralls.io/github/libbitcoin/libbitcoin-server?branch=master)
+
+# libbitcoin-server
+
+*The high performance Bitcoin full node server based on [libbitcoin-node](https://github.com/libbitcoin/libbitcoin-node), [libbitcoin-system](https://github.com/libbitcoin/libbitcoin-system), [libbitcoin-database](https://github.com/libbitcoin/libbitcoin-database), and [libbitcoin-network](https://github.com/libbitcoin/libbitcoin-network).*
+
+<div align="center">
+
+<a href="/docs/images/libbitcoin-components-server.svg">
+  <img src="/docs/images/libbitcoin-components-server.svg" alt="libbitcoin components" width="500" />
+</a>
+
+</div>
+
+## tl;dr
+This is the **server component of libbitcoin v4**. It integrates the basic components and offers a **high performance Bitcoin full node** with a comprehensive set of client-server interfaces like **bitcoind, electrum and stratum** as well as an intergrated **block explorer**. It makes heavy use of the available hardware, internet connection and availabe RAM and CPU so you can sync the Bitcoin blockchain from genesis, today and in the future.
+
+If you follow this README you will be able to build, run and monitor your own libbitcoin server (bs). Libbitcoin is a multi platform software that works on Linux, Windows and OSX (Intel and ARM).
+
+Now, If you want to see how fast your setup can sync the Bitcoin Blockchain, read on and get your libbitcoin server running today. It's pretty easy actually.
+
+**License Overview**
+
+All files in this repository fall under the license specified in [COPYING](COPYING). The project is licensed as [AGPL with a lesser clause](https://wiki.unsystem.net/en/index.php/Libbitcoin/License). It may be used within a proprietary project, but the core library and any changes to it must be published online. Source code for this library must always remain free for everybody to access.
+
+**About libbitcoin**
+
+The libbitcoin toolkit is a set of cross platform C++ libraries for building Bitcoin applications. The toolkit consists of several libraries, most of which depend on the foundational [libbitcoin-system](https://github.com/libbitcoin/libbitcoin-system) library. Each library's repository can be cloned and built separately. There are no packages yet in distribution, however each library includes an installation script (described below) which is regularly verified via [github actions](https://github.com/features/actions).
+
+## Contents
+- [libbitcoin-server](#libbitcoin-server)
+  - [tl;dr](#tldr)
+  - [Contents](#contents)
+  - [Installation](#installation)
+    - [Linux](#linux)
+      - [Requirements](#requirements)
+      - [Build](#build)
+      - [CPU Extensions](#cpu-extensions)
+    - [macOS](#macos)
+    - [Windows](#windows)
+  - [Running bs](#running-bs)
+    - [Startup Process](#startup-process)
+    - [Logging](#logging)
+    - [Using the console](#using-the-console)
+    - [Performance](#performance)
+    - [Memory Management](#memory-management)
+      - [Kernel VM Tuning Parameters](#kernel-vm-tuning-parameters)
+
+## Installation
+Depending on what operating system you use, the build process will be different. Detailed instructions are provided below.
+
+- [Linux (Ubuntu)](#linux)
+- [macOS](#macos)
+- [Windows](#windows)
+
+### Linux
+
+Linux users build libbitcoin node with the provided installation script `install.sh` that uses Autotools and pkg-config to first build the needed dependencies (boost, libpsec256) and then fetches the latest libbitcoin projects (libbitcoin-system, libbitcoin-database, libbitcoin-network, libbitcoin-node) from github and builds the stack bottom up to the libbitcoin-server executable - `bs`.
+
+You can issue the following command to check for further parameterization of the install script:
+
+```bash
+$ install.sh --help
+```
+
+which brings up the following options:
+
+```
+Usage: ./install.sh [OPTION]...
+Manage the installation of libbitcoin-server.
+Script options:
+  --with-icu               Compile with International Components for Unicode.
+                             Since the addition of BIP-39 and later BIP-38 
+                             support, libbitcoin conditionally incorporates ICU 
+                             to provide BIP-38 and BIP-39 passphrase 
+                             normalization features. Currently 
+                             libbitcoin-explorer is the only other library that 
+                             accesses this feature, so if you do not intend to 
+                             use passphrase normalization this dependency can 
+                             be avoided.
+  --build-icu              Build ICU libraries.
+  --build-boost            Build Boost libraries.
+  --build-secp256k1        Build libsecp256k1 libraries.
+  --build-dir=<path>       Location of downloaded and intermediate files.
+  --prefix=<absolute-path> Library install location (defaults to /usr/local).
+  --disable-shared         Disables shared library builds.
+  --disable-static         Disables static library builds.
+  --help, -h               Display usage, overriding script execution.
+
+All unrecognized options provided shall be passed as configuration options for 
+all dependencies.
+```
+
+In order to successfully execute `install.sh` a few requirements need to be met. This walkthrough is based on a 'current' installation of the following components. (That doesn't necessarily mean these are the minimum requirements though).
+
+#### Requirements
+* Base OS: Ubuntu 24.04.3 LTS (Noble Numbat)
+* C++13 compiler (gcc version 13.3.0 (Ubuntu 13.3.0-6ubuntu2~24.04))
+* [Autoconf](https://www.gnu.org/software/autoconf/)
+* [Automake](https://www.gnu.org/software/automake/)
+* [libtool](https://www.gnu.org/software/libtool/)
+* [pkg-config](https://www.freedesktop.org/wiki/Software/pkg-config/)
+* [git](https://git-scm.com/)
+* [curl](https://www.gnu.org/software/curl/)
+
+The corresponding packages can be installed with the following command:
+
+```bash
+$ sudo apt install build-essential curl git autoconf automake pkg-config libtool
+```
+
+#### Build
+Create a new directory (e.g. `/home/user/libbitcoin`), then use git to fetch the latest repository from github by issuing the following command from within this directory:
+
+```bash
+git clone https://github.com/libbitcoin/libbitcoin-server
+```
+
+Enter the project directory `cd libbitcoin-server` and start the build with the following command:
+
+```bash
+$ ./install.sh --prefix=/home/user/libbitcoin/build/release_static/ --build-secp256k1 --build-boost --disable-shared
+```
+
+This will build the libbitcoin-server executable as a static release with no [CPU extensions](#cpu-extensions) built in. Use only absolute path names for prefix dir. A successful build will create the following directory/file structure:
+
+```
+~/bitcoin/libbitcoin/
+~/bitcoin/libbitcoin/build/
+~/bitcoin/libbitcoin/build/release_static/
+~/bitcoin/libbitcoin/build/release_static/bin/
+~/bitcoin/libbitcoin/build/release_static/etc/
+~/bitcoin/libbitcoin/build/release_static/include/
+~/bitcoin/libbitcoin/build/release_static/lib/
+~/bitcoin/libbitcoin/build/release_static/share/
+~/bitcoin/libbitcoin/build/release_static/share/doc/
+~/bitcoin/libbitcoin/build/release_static/share/doc/libbitcoin-database/
+~/bitcoin/libbitcoin/build/release_static/share/doc/libbitcoin-network/
+~/bitcoin/libbitcoin/build/release_static/share/doc/libbitcoin-node/
+~/bitcoin/libbitcoin/build/release_static/share/doc/libbitcoin-server/
+~/bitcoin/libbitcoin/build/release_static/share/doc/libbitcoin-system/
+~/bitcoin/libbitcoin/libbitcoin-node
+```
+Now enter the bin directory and [fire up](#running-libbitcoin) your libbitcoin server.
+
+#### CPU Extensions
+CPU Extensions are specific optimizations your CPU might or might not have. libbitcoin(-server) can be built with support for the following CPU extensions if your architecture supports them:
+
+* [SHA-NI](https://en.wikipedia.org/wiki/SHA_instruction_set)
+* [SSE4.1](https://en.wikipedia.org/wiki/SSE4)
+* [AVX2](https://en.wikipedia.org/wiki/Advanced_Vector_Extensions)
+* [AVX512](https://en.wikipedia.org/wiki/AVX-512)
+
+To build libbitcoin-server with these extensions use the `--enable-feature` parameters like:
+
+- --enable-shani
+- --enable-avx2
+- --enable-sse41
+- --enable-avx512
+
+This command will create a static release build with all supported CPU extensions (if supported by the system). Building libbitcoin with unsupported CPU extensions might work but will lead to crashes at runtime.
+
+```bash
+$ CFLAGS="-O3" CXXFLAGS="-O3" ./install.sh --prefix=/home/user/libbitcoin/build/release_static/ --build-dir=/home/user/libbitcoin/build/temp --build-secp256k1 --build-boost --disable-shared --enable-ndebug --enable-shani --enable-avx2 --enable-sse41 --enable-avx512 --enable-isystem
+```
+
+You can check if the optimizations have been built in your binary with the following command:
+
+```bash
+$ ./bs --hardware
+```
+
+which will show your CPU architecture as well as the built in status of the supported optimizations:
+
+```
+Hardware configuration...
+arm..... platform:0.
+intel... platform:1.
+avx512.. platform:1 compiled:1.
+avx2.... platform:1 compiled:1.
+sse41... platform:1 compiled:1.
+shani... platform:1 compiled:1.
+```
+
+### macOS
+TBD
+
+### Windows
+TBD
+
+## Running bs
+Let's see what options we have for the server:
+
+```bash
+$ ./bs --help
+```
+
+The response should look like this:
+
+```
+Usage: bs [-abdfhiklnrstvw] [--config value]                             
+
+Info: Runs a full bitcoin server.                                          
+
+Options (named):
+
+-a [--slabs]         Scan and display store slab measures.               
+-b [--backup]        Backup to a snapshot (can also do live).            
+-c [--config]        Specify path to a configuration settings file.      
+-d [--hardware]      Display hardware compatibility.                     
+-f [--flags]         Scan and display all flag transitions.              
+-h [--help]          Display command line options.                       
+-i [--information]   Scan and display store information.                 
+-k [--buckets]       Scan and display all bucket densities.              
+-l [--collisions]    Scan and display hashmap collision stats (may exceed
+                     RAM and result in SIGKILL).                         
+-n [--newstore]      Create new store in configured directory.           
+-r [--restore]       Restore from most recent snapshot.                  
+-s [--settings]      Display all configuration settings.                 
+-t [--test]          Run built-in read test and display.                 
+-v [--version]       Display version information.                        
+-w [--write]         Run built-in write test and display.
+```
+
+Did you check if all supported [CPU Extensions](#cpu-extensions) are built in (`./bn --hardware`)?
+
+### Startup Process
+
+Starting the server without passing any parameters like
+
+```
+$ ./bs
+```
+
+will do the following:
+- If there is no data store at `./bitcoin/`, the node will create one. The location can be changed in the [config](/docs/configuration.md) file (`bs.cfg`).
+- Start multiple threads to setup peer connections, to download and to process blocks in default mode (milestone sync). See [Theory of operation](/docs/theory-of-operation.md#) for more information about operating modes.
+- Expose an interactive console to do basic communication with the node -> [Using the console](#using-the-console)
+- Write various logfiles -> [Logging](#logging)
+
+Furthermore the standard parameters will perform a **milestone sync** with the Bitcoin Blockchain, as opposed to a **full validation sync**.
+
+Although this works in principle, you may want to do at least a few basic settings. You do this by passing a [config file](/docs/configuration.md) to the node:
+
+```bash
+$ ./bs --config ./bs.cfg
+```
+
+The node will now expect to find a valid [config file](/docs/configuration.md) in the current folder.
+
+Starting a **full validation sync** on the node requires to set the latest milestone block back to genesis. This is done by adding the following lines to the config file:
+
+```
+[bitcoin]
+checkpoint   = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+milestone = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+```
+
+Further information on how to adjust the config file as well as example configurations can be found [here](/docs/configuration.md).
+
+### Logging
+libbitcoin-server creates the following files at start:
+
+* events.log
+* bs_begin.log (rotated to bs_end.log)
+* hosts.cache
+
+The events.log file records all information about the sync process, providing the current status and speed of the sync. Read [Performance](#performance) to learn how to check your sync speed through the logs.
+
+### Using the console
+Pressing **`m` + Enter** in the terminal will bring up the interactive console. This interface is mainly used for low level logging and configuration and it looks like this:
+
+```
+2025-10-17T23:47:58Z.0 Toggle: [v]erbose
+2025-10-17T23:47:58Z.0 Toggle: [o]bjects
+2025-10-17T23:47:58Z.0 Toggle: [q]uitting
+2025-10-17T23:47:58Z.0 Toggle: [f]ault
+2025-10-17T23:47:58Z.0 Toggle: [r]emote
+2025-10-17T23:47:58Z.0 Toggle: [x]proxy
+2025-10-17T23:47:58Z.0 Toggle: [p]rotocol
+2025-10-17T23:47:58Z.0 Toggle: [s]ession
+2025-10-17T23:47:58Z.0 Toggle: [n]ews
+2025-10-17T23:47:58Z.0 Toggle: [a]pplication
+2025-10-17T23:47:58Z.0 Option: [z]eroize disk full error
+2025-10-17T23:47:58Z.0 Option: [w]ork distribution
+2025-10-17T23:47:58Z.0 Option: [t]est built-in case
+2025-10-17T23:47:58Z.0 Option: [m]enu of options and toggles
+2025-10-17T23:47:58Z.0 Option: [i]nfo about store
+2025-10-17T23:47:58Z.0 Option: [h]old network communication
+2025-10-17T23:47:58Z.0 Option: [g]o network communication
+2025-10-17T23:47:58Z.0 Option: [e]rrors in store
+2025-10-17T23:47:58Z.0 Option: [c]lose the node
+2025-10-17T23:47:58Z.0 Option: [b]ackup the store
+```
+Further information about how to use the interactive console can be found [here](/docs/tbd.md)
+
+### Performance
+You can check your server's performance using the log files. To do this, check the events.log file as follows. Let's check for the **organization** of Block **700,000**. The command
+
+```bash
+$ cat ./events.log | grep 'block_organized..... 700000'
+```
+
+will give you something like this, with the number on the right representing the seconds since the server started until block 700k was organized:
+
+```
+block_organized..... 700000 11053
+```
+
+In this case it took the node 11053 seconds (or 184 minutes) to sync up to Block 700k.
+
+As the node aims to sync the Blockchain as fast as possible, we assume that if the computer is powerful enough, the limiting factor for syncing the chain is your internet connection - you simply can't sync faster than the time needed to download the Blockchain.
+
+The following diagram shows the performance data extracted from various IBDs (bs milestone and full validation, Core 30 Standard and AssumeValid) on a 64 Core, 256MB RAM machine running Ubuntu.
+
+<details>
+<summary><strong>brunella - Dell Precision Tower 7810</strong></summary>
+
+- Dual Intel® Xeon® CPU E5-2683 v4 @ 2.10 GHz (32 Kerne / 64 Threads)
+- **256 GB** DDR4 ECC Registered (RDIMM)
+- 4 TB SSD Samsung 990 PRO (PCIe Gen4)
+- 2 GBit/s Fiber Internet
+
+</details>
+
+<div align="center">
+
+<a href="/docs/images/brunella_compare.png">
+  <img src="/docs/images/brunella_compare.png" alt="brunella performance compare" width="400" />
+</a>
+
+</div>
+
+Check [this](/docs/tbd.md) to learn more about how performance profiling and optimization works.
+
+### Memory Management
+
+In order to improve the performance on your Linux system, you probably have to alter the kernel parameters that determine the memory management of the system ([Memory Paging](https://en.wikipedia.org/wiki/Memory_paging)).
+
+#### Kernel VM Tuning Parameters
+
+These sysctl parameters optimize Linux VM dirty page writeback for high I/O workloads (e.g., databases). Set via `/etc/sysctl.conf` or `sudo sysctl`. This table shows the stock values of the current Ubuntu LTS.
+
+| Parameter                      | Value  | Description                                                       |
+|--------------------------------|--------|-------------------------------------------------------------------|
+| `vm.dirty_background_ratio`    | `10`   | Initiates background writeback at 10% dirty RAM (lowers latency). |
+| `vm.dirty_ratio`               | `20`   | Blocks apps at 20% dirty RAM (prevents OOM).                      |
+| `vm.dirty_expire_centisecs`    | `3000` | Marks pages "old" after 30s (1/100s units; triggers writeback).   |
+| `vm.dirty_writeback_centisecs` | `500`  | Wakes kworker every 5s to flush old pages.                        |
+
+Check your actual kernel parameters by issuing the following command:
+
+```bash
+$ sysctl vm.dirty_background_ratio vm.dirty_ratio vm.dirty_expire_centisecs vm.dirty_writeback_centisecs
+```
+
+The following parameters have been identified to be the most effective for the most computers we use for testing. They basically allow the server process to use as much RAM as possible (90%) and flush the dirty pages after 2 minutes:
+
+* vm.dirty_background_ratio = 90
+* vm.dirty_ratio = 90
+* vm.dirty_expire_centisecs = 12000
+* vm.dirty_writeback_centisecs = 12000
+
+Set them with the following commands:
+
+```bash
+$ sudo sysctl vm.dirty_background_ratio=90
+$ sudo sysctl vm.dirty_ratio=90
+$ sudo sysctl vm.dirty_expire_centisecs=12000
+$ sudo sysctl vm.dirty_writeback_centisecs=12000
+```
+
+**Tuning:** As these parameters apply globally, you can adjust them under load from a different terminal.
+
+If set this way the settings are only temporary and reset after reboot. Although there are options to set them permanently we suggest to play around with session based parameters until you found the setting that works best for your system. Note that these parameters apply to the OS and therefore to all running applications.
+
+Further information on how to adjust dirty page writeback on other operating systems can be found [here](/docs/theory-of-operation.md#linux-dirty-page-writeback-tuning-notes).
\ No newline at end of file
diff --git a/docs/configuration.md b/docs/configuration.md
new file mode 100644
index 00000000..8e5ba727
--- /dev/null
+++ b/docs/configuration.md
@@ -0,0 +1,261 @@
+# Configuration
+
+libbitcoin-server `bs` can be configured in many different ways. Although it can be started without any parameters without issues, it is recommended to adjust the basic parameters to the underlying system and your own requirements.
+
+You can do this by passing a config file to the server at start with the following command:
+
+```sh
+$ ./bs --config ./bs.cfg
+```
+## Config File Structure
+The libbitcoin configuration file, referred to below as `bs.cfg`, follows the following structural format:
+
+```
+[section]
+parameter = value
+
+[section2]
+parameter2 = value
+```
+The configuration includes the following sections:
+
+- **[log]**
+  Controls the content and target directories of the log files.
+- **[database]**
+  Configuration of the store. Primarily specifying the storage location.
+- **[bitcoin]**
+  Blockchain-specific settings,
+- **[node]**
+  Configuration of the node. Number of threads, number of parallel block downloads, etc.
+- **[network]**
+  General network settings, from the user agent string to blacklists.
+- **[outbound]**
+  Control of P2P network behavior.
+- **[inbound]**
+  TBD
+- **[manual]**
+  TBD
+- **[web]**
+  TBD
+- **[explore]**
+  TBD
+- **[socket]**
+  TBD
+- **[bitcoind]**
+  TBD
+- **[electrum]**
+  TBD
+- **[stratum_v1]**
+  TBD
+- **[stratum_v2]**
+  TBD
+- **[forks]**
+  TBD
+
+There can be multiple occurences of each section, `bs` will still parse all parameters.
+
+## Sample Configurations
+The following sample configurations can be used to start libbitcoin server `bs`. Note that even with these samples, at least the path names and IP addresses must be adjusted.
+
+Use the following config settings to set up the libbitcoin server for milestone sync:
+
+<details>
+<summary><b>libbitcoin-server configuration milestone sync</b></summary>
+
+```
+[log]
+path = /home/user/libbitcoin/log
+maximum_size = 10000000
+
+application = true
+news = true
+session = true
+protocol = false
+quitting = false
+proxy = false
+remote = true
+fault = true
+verbose = false
+#objects = false        # debug builds only
+
+[database]
+path = /home/user/libbitcoin/blockchain/bitcoin
+
+[bitcoin]
+#checkpoint = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+#milestone  = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+
+[node]
+threads = 32
+thread_priority = true
+memory_priority = true
+
+# delay_inbound = true will reject inbound requests until node is current. Speeds up IBD.
+delay_inbound = true
+
+# Number of concurrent blocks 
+maximum_concurrency = 50000
+
+# Maximum Block Height. Use this for performance testing only.
+#maximum_height = 900000
+
+[network]
+#path = /home/user/libbitcoin/network
+# Thread count should the number of cores of the corresponding system
+threads = 16
+user_agent = "/libbitcoin4:0.14.2/"
+
+# Blacklisted peers due to protocol violation, version message, incoming, ...
+blacklist = 143.20.137.191
+blacklist = 143.20.137.34
+blacklist = 87.229.79.163
+blacklist = 87.229.79.127
+blacklist = 87.229.79.102
+blacklist = 31.58.215.119
+blacklist = 31.58.215.74
+
+[outbound]
+# Max number of peer connections
+connections = 100
+
+# Max number of addresses in the host pool
+host_pool_capacity = 10000
+
+connect_batch_size = 5
+
+[inbound]
+# mainnet:  8333, testnet: 18333, regtest: 18444
+connections = 0
+enable_loopback = false
+bind = [::]:8333
+bind = 0.0.0.0:8333
+```
+
+</details>
+<br>
+
+Use the following config settings to setup libbitcoin server for full validation sync:
+
+<details>
+<summary><b>libbitcoin-server configuration full validation sync</b></summary>
+
+```
+[log]
+path = /home/user/libbitcoin/log
+maximum_size = 10000000
+
+application = true
+news = true
+session = true
+protocol = false
+quitting = false
+proxy = false
+remote = true
+fault = true
+verbose = false
+
+[database]
+path = /home/user/libbitcoin/blockchain/bitcoin
+
+[bitcoin]
+checkpoint = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+milestone  = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+
+[node]
+threads = 32
+thread_priority = true
+memory_priority = true
+
+delay_inbound = true
+
+maximum_concurrency = 50000
+
+[network]
+threads = 16
+user_agent = "/libbitcoin4:0.14.2/"
+
+blacklist = 143.20.137.191
+blacklist = 143.20.137.34
+blacklist = 87.229.79.163
+blacklist = 87.229.79.127
+blacklist = 87.229.79.102
+blacklist = 31.58.215.119
+blacklist = 31.58.215.74
+
+[outbound]
+connections = 100
+
+host_pool_capacity = 10000
+
+connect_batch_size = 5
+
+[inbound]
+connections = 0
+enable_loopback = false
+bind = [::]:8333
+bind = 0.0.0.0:8333
+```
+</details>
+<br>
+
+Add the following settings to one of the configs above in order to add client-server endpoints: **(Work in progress/experimental)**
+
+<details>
+<summary><b>libbitcoin-server endpoint configuration</b></summary>
+
+```
+[manual]
+# TBD
+
+[web]
+# Web User Interface (http/s, stateless html)
+# Ports: 8080/8443 (non-default, prioritizes explore)
+
+path = /home/user/libbitcoin/server/www
+default = ws.html
+server = libbitcoin/web
+connections = 100
+bind = 0.0.0.0:8080
+bind = [::]:8080
+
+[explore]
+# Native RESTful Block Explorer (http/s, stateless html/json)
+# Ports: 80/443 (use default)
+
+bind = 0.0.0.0:8181
+bind = [::]:8181
+connections = 100
+path = /home/user/libbitcoin/server/www
+default = index.html
+
+[socket]
+# Native WebSocket Query Interface (http/s->tcp/s, json, upgrade handshake)
+bind = 192.168.0.126:82
+connections = 0
+
+[bitcoind]
+# bitcoind compatibility interface (http/s, stateless json-rpc-v2)
+# TLS not integrated, no default ports.
+connections = 0
+
+[electrum]
+# electrum compatibility interface (tcp/s, json-rpc-v2)
+# clear:50001
+# TLS  :50002
+
+bind = 192.168.0.126:8480
+connections = 0
+
+[stratum_v1]
+# stratum v1 compatibility interface (tcp/s, json-rpc-v1, auth handshake)
+# common default: 3333
+bind = 192.168.0.126:8580
+connections = 0
+
+[stratum_v2]
+# stratum v2 compatibility interface (tcp[/s], binary, auth/privacy handshake)
+# common default: 3336
+bind = 192.168.0.126:8690
+connections = 0
+```
+</details>
\ No newline at end of file
diff --git a/docs/images/brunella_compare.png b/docs/images/brunella_compare.png
new file mode 100644
index 0000000000000000000000000000000000000000..4abede8343f0df3ccd5932d8d2433c7694b4ed1f
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new file mode 100644
index 00000000..3b5dc5f1
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+    <g transform="translate(78.074223 419.312106) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(115.283203 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(184.863281 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
+    </g>
+   </g>
+   <g id="text_45">
+    <g id="patch_33">
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+    <!-- (150k – 1 min) -->
+    <g transform="translate(81.60485 419.312106) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(115.283203 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(184.863281 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
+    </g>
+   </g>
+   <g id="text_46">
+    <g id="patch_34">
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+    <!-- (200k – 3 min) -->
+    <g transform="translate(96.9554 419.312106) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-32" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(115.283203 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(184.863281 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
+    </g>
+   </g>
+   <g id="text_47">
+    <g id="patch_35">
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+    <!-- (250k – 6 min) -->
+    <g transform="translate(126.121445 419.312106) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-32" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(115.283203 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(184.863281 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-36" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
+    </g>
+   </g>
+   <g id="text_48">
+    <g id="patch_36">
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+    <!-- (300k – 9 min) -->
+    <g transform="translate(157.590072 419.312106) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(115.283203 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
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+    <!-- (350k – 14 min) -->
+    <g transform="translate(200.725118 426.9657) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(115.283203 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-34" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(614.550781 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(718.75 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+   <g id="text_50">
+    <g id="patch_38">
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+    <!-- (400k – 25 min) -->
+    <g transform="translate(298.815132 426.9657) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-34" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-32" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g id="patch_39">
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+    <g transform="translate(450.632072 426.9657) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-34" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-34" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(614.550781 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+    <g id="patch_40">
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+    <g transform="translate(637.141255 426.9657) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-36" transform="translate(440.576172 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g id="patch_41">
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g transform="translate(994.041542 434.619293) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+    <g transform="translate(200.725118 720.352378) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
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+    <g transform="translate(298.815132 720.352378) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+    <g transform="translate(450.632072 720.352378) rotate(-90) scale(0.11 -0.11)">
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(684.130859 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(788.330078 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(822.607422 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(893.798828 0)"/>
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+    <!-- (650k – 122 min) -->
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+    <!-- (850k – 222 min) -->
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+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(718.75 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(718.75 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <!-- (600k – 100 min) -->
+    <g transform="translate(994.041542 1314.779308) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(579.736328 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(649.316406 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(684.130859 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(788.330078 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(822.607422 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(893.798828 0)"/>
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+    <!-- (650k – 122 min) -->
+    <g transform="translate(1192.217143 1314.779308) rotate(-90) scale(0.11 -0.11)">
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(649.316406 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(684.130859 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(822.607422 0)"/>
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+    <!-- (700k – 146 min) -->
+    <g transform="translate(1420.172811 1314.779308) rotate(-90) scale(0.11 -0.11)">
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(822.607422 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(893.798828 0)"/>
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+    <!-- (750k – 169 min) -->
+    <g transform="translate(1626.637708 1314.779308) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(788.330078 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(822.607422 0)"/>
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+    <!-- (800k – 194 min) -->
+    <g transform="translate(1855.514409 1314.779308) rotate(-90) scale(0.11 -0.11)">
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+    <!-- (850k – 222 min) -->
+    <g transform="translate(2119.236858 1314.779308) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+      <!-- 170 min -->
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+      <!-- 190 min -->
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+    <g transform="translate(498.871462 133.579481) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(614.550781 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+    <g transform="translate(1190.562129 426.9657) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-36" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+    <g transform="translate(261.720376 712.698896) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
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+    <g transform="translate(361.097974 712.698896) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(184.863281 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-38" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
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+    <!-- (450k – 12 min) -->
+    <g transform="translate(498.871462 720.35249) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-34" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-32" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(614.550781 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(718.75 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g transform="translate(671.088322 720.35249) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-31" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-37" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g transform="translate(812.814328 720.35249) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-36" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g transform="translate(1190.562129 720.35249) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-36" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(614.550781 0)"/>
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+    <g transform="translate(1379.718353 720.35249) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-37" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+    <g transform="translate(1806.025662 720.35249) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
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+    <g transform="translate(166.859942 1299.477676) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-32" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
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+    <g transform="translate(201.303314 1299.477676) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(115.283203 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-30" transform="translate(184.863281 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(320.947266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
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+    <!-- (350k – 5 min) -->
+    <g transform="translate(261.720376 1299.477676) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-33" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6b" transform="translate(254.443359 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-2013" transform="translate(355.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-35" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-69" transform="translate(649.169922 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(683.447266 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
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+    <!-- (400k – 8 min) -->
+    <g transform="translate(361.097974 1299.477676) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-34" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-38" transform="translate(440.576172 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(754.638672 0)"/>
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+    <g transform="translate(498.871462 1307.13127) rotate(-90) scale(0.11 -0.11)">
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(579.736328 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+    <g transform="translate(671.088322 1307.13127) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
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+    <g transform="translate(1005.92307 1307.13127) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
+     <use xlink:href="#DejaVuSans-Bold-36" transform="translate(45.703125 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(753.027344 0)"/>
+     <use xlink:href="#DejaVuSans-Bold-29" transform="translate(824.21875 0)"/>
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+    <g transform="translate(1190.562129 1307.13127) rotate(-90) scale(0.11 -0.11)">
+     <use xlink:href="#DejaVuSans-Bold-28"/>
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+     <use xlink:href="#DejaVuSans-Bold-6e" transform="translate(613.867188 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-6d" transform="translate(544.970703 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(405.761719 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-20" transform="translate(510.15625 0)"/>
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+     <use xlink:href="#DejaVuSans-Bold-32" transform="translate(45.703125 0)"/>
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#ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div style="line-height: 40%;"><h1 style="margin-top: 0px; line-height: 100%;"><font style="color: rgb(227, 227, 227);">libbitcoin-database</font></h1><p><font style="color: rgb(227, 227, 227);">- Store and Memory Functions (mmap)</font></p><p><font style="color: rgb(227, 227, 227);">- Object Indexing (txs, blocks, inputs, ...)</font></p></div></div></div></div></foreignObject><image x="13" y="237.5" width="228" height="77" 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#ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div style="line-height: 40%;"><h1 style="margin-top: 0px; line-height: 100%;"><font style="color: rgb(255, 255, 255);">libbitcoin-network</font></h1><p><font style="color: rgb(255, 255, 255);">- Network Connection Management</font></p><p><font style="color: rgb(255, 255, 255);">- Message Serialization/Deserialization</font></p><p><font style="color: rgb(255, 255, 255);">- Session Management</font></p></div></div></div></div></foreignObject><image x="268" y="237.5" width="218" height="93" 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#ffffff); line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div style="line-height: 40%;"><h1 style="margin-top: 0px; line-height: 100%;"><font style="color: rgb(255, 255, 255);">libbitcoin-node</font></h1><p><font style="color: rgb(255, 255, 255);">- Blockhain-Management</font></p><p><font style="color: rgb(255, 255, 255);">- Validation (using libbitcoin-system functions)</font></p><p><font style="color: rgb(255, 255, 255);">- P2P Communication</font></p></div></div></div></div></foreignObject><image x="143" y="118.5" width="273" height="93" 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line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; "><div style="line-height: 40%;"><h1 style="margin-top: 0px; line-height: 100%;"><font style="color: rgb(250, 250, 250);">libbitcoin-server</font></h1><p><font style="color: rgb(250, 250, 250);">- Server Executable (bs)</font></p><p><font style="color: rgb(250, 250, 250);">- Client-Server Interfaces (bitcoind, electrum, stratum, ...)<br /></font></p><p><font style="color: rgb(250, 250, 250);">- Block Explorer</font></p></div></div></div></div></foreignObject><image x="143" y="12.5" width="308" height="93" 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+
+**The content you are looking for is not yet available.**
\ No newline at end of file
diff --git a/docs/theory-of-operation.md b/docs/theory-of-operation.md
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+# Theory of Operation
+
+## Architecture Overview
+
+Libbitcoin is a full-stack C++ development framework for Bitcoin. It includes everything from basic hash functions (in libbitcoin-system) up to a high performance full node (libbitcoin-node) and a comprehensive client-server connection layer on top (libbitcoin-server)
+
+## Components
+
+<div align="center">
+
+<a href="/docs/images/libbitcoin-components-server.svg">
+  <img src="/docs/images/libbitcoin-components-server.svg" alt="libbitcoin components" width="500" />
+</a>
+
+</div>
+
+## Startup Process
+TBD
+
+## Store Creation
+TBD
+
+## Peer Networking
+
+### Peer connections
+TBD
+
+### Sync start
+TBD
+
+## Sync Mechanisms
+libbitcoin-node distinguishes between two different methods for the initial block download (IBD).
+
+### Milestone Sync
+Milestone Sync (the default mode) is optimized for speed. Up to a configured milestone (a specific block in the past considered trustworthy), certain expensive validation steps are skipped.
+
+Specifically: Blocks at or below the highest checkpoint/milestone are not fully validated. This primarily means that signature verifications (script validation) in old blocks are skipped or performed in a reduced manner.
+
+Other checks (e.g. Proof-of-Work, basic block rules) are still performed, but resource-intensive operations like full ECDSA verifications are avoided.
+
+Starting from the milestone (and for all new blocks), full validation is applied. As the chain height progresses, the current milestone is updated upward every 50,000 blocks. The most recent milestone is currently block 900,000.
+
+This approach aligns with the security model of Bitcoin Core's "AssumeValid." It assumes the chain up to that point is correct (based on prior validation or community consensus). This makes the IBD significantly faster while providing practically the same level of security for most users.
+
+The following diagram shows the runtime behaviour of `bs` in milestone sync mode on a 256GB RAM, 64 Cores computer running Ubuntu:
+
+<div align="center">
+
+<a href="/docs/images/brunella_milestone.svg">
+  <img src="/docs/images/brunella_milestone.svg" alt="Diagram" width="500" />
+</a>
+
+</div>
+
+As the CPU load is significantly lower compared to a full validation sync, one can see clearly how the network performace is the bottleneck. In other words, the faster the network, the faster the sync - until the bottleneck moves to validation power again.
+
+### Full Validation Sync
+In full validation mode, the entire blockchain is fully validated from the genesis block onward, without any optimizations or shortcuts. This means every block is checked against all consensus rules: Proof-of-Work, block header validity, Merkle root, timestamp rules, etc.
+
+Every transaction in every block is fully validated, including complete script and signature verification (ECDSA signatures for all inputs).
+
+There are no trust assumptions for historical blocks—everything is independently verified.
+
+This is the mode with the highest security, as no part of the chain is assumed to be "pre-validated." However, it is slower and more CPU-intensive.
+
+The following diagram shows the runtime behaviour of `bs` in full validation sync mode on a 256GB RAM, 64 Cores computer running Ubuntu (same system as above):
+
+<div align="center">
+
+<a href="/docs/images/brunella_full_validation.svg">
+  <img src="/docs/images/brunella_full_validation.svg" alt="Diagram" width="500" />
+</a>
+
+</div>
+
+## Checkpoints and Milestone
+**Checkpoints** are a list of fixed block hashes at specific heights (e.g., genesis plus others). They primarily protect against reorganization attacks. The node rejects any alternative chain that violates a checkpoint, enforcing acceptance of the canonical chain up to those points.
+
+The **milestone** is a special (highest) checkpoint that additionally controls validation optimization: Up to this block, full validation is skipped.
+
+In the default configuration, there are multiple checkpoints and one milestone at a relatively recent height (currently block 900,000).
+
+To perform a full validation sync, set both values in the [config](configuration.md#) file to the genesis block (hash: 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f, height 0):
+
+```
+[bitcoin]
+checkpoint = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+milestone = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
+```
+
+This disables all optimizations. Everything is fully validated.
+
+Checkpoints and milestones rely on trust in the developers/community (they are hardcoded or configurable), but they don't prevent real attacks on old blocks—they only accelerate syncing. For maximum sovereignty, Full Validation is recommended. For everyday use, Milestone Sync is usually sufficient.
+
+## Linux Dirty Page Writeback Tuning Notes
+While standard Ubuntu installations adhere to the upstream Linux kernel defaults (`vm.dirty_bytes=0` and `vm.dirty_background_bytes=0`), enabling percentage-based control via `vm.dirty_ratio=20` and `vm.dirty_background_ratio=10`, some Ubuntu-based derivatives (e.g., Pop!_OS, Kubuntu) override these in their default sysctl configuration with fixed byte thresholds (commonly `vm.dirty_bytes=268435456` or similar values around 256 MiB).
+
+These absolute byte limits take precedence over the percentage-based settings, which can unnecessarily restrict writeback caching on systems with large amounts of RAM and result in suboptimal I/O performance even after manually increasing the ratios.
+
+In contrast, Arch Linux follows a minimalistic philosophy and ships with no default sysctl overrides that set non-zero byte values, preserving the upstream kernel defaults unless explicitly modified by the user or third-party packages.
+
+If your system—particularly on Arch—exhibits limited caching behavior despite `vm.dirty_bytes` and `vm.dirty_background_bytes` being zero (i.e., ratio adjustments have no observable effect), check for unintended overrides introduced by installed software, custom scripts, or kernel modules.
+
+### Verification and Correction
+
+To inspect the active values:
+
+```bash
+$ sysctl vm.dirty_bytes vm.dirty_background_bytes vm.dirty_ratio vm.dirty_background_ratio
+```
+
+If the byte parameters are non-zero, locate the responsible configuration file (typically under `/etc/sysctl.d/`), comment out or remove the byte entries, then reload:
+
+```bash
+$ sudo sysctl --system
+```
+
+After removing any byte overrides, your desired ratio settings will take effect as intended.
+
+If the byte values are already zero but performance remains constrained, the issue may stem from per-device dirty throttling or other kernel mechanisms outside these global parameters.
\ No newline at end of file

From 7b55f5cfb2251e712a0c6bc85382909589bfe447 Mon Sep 17 00:00:00 2001
From: Kevin Abramczyk <eynhaender@protonmail.com>
Date: Wed, 7 Jan 2026 21:58:23 -0500
Subject: [PATCH 2/3] README.md revised and sync theory rewritten.

---
 README.md                   | 18 +++++++++---------
 docs/theory-of-operation.md | 36 ++++++++++++++----------------------
 2 files changed, 23 insertions(+), 31 deletions(-)

diff --git a/README.md b/README.md
index 5ae164a5..d55d86ca 100644
--- a/README.md
+++ b/README.md
@@ -14,7 +14,7 @@
 </div>
 
 ## tl;dr
-This is the **server component of libbitcoin v4**. It integrates the basic components and offers a **high performance Bitcoin full node** with a comprehensive set of client-server interfaces like **bitcoind, electrum and stratum** as well as an intergrated **block explorer**. It makes heavy use of the available hardware, internet connection and availabe RAM and CPU so you can sync the Bitcoin blockchain from genesis, today and in the future.
+This is the **server component of libbitcoin v4**. It integrates the basic components and offers a **high performance Bitcoin full node** with a comprehensive set of client-server interfaces like **bitcoind, electrum and stratum** as well as an intergrated **block explorer**. It makes full use of the available hardware, internet connection and availabe RAM and CPU so you can sync the Bitcoin blockchain from genesis, today and in the future.
 
 If you follow this README you will be able to build, run and monitor your own libbitcoin server (bs). Libbitcoin is a multi platform software that works on Linux, Windows and OSX (Intel and ARM).
 
@@ -22,11 +22,11 @@ Now, If you want to see how fast your setup can sync the Bitcoin Blockchain, rea
 
 **License Overview**
 
-All files in this repository fall under the license specified in [COPYING](COPYING). The project is licensed as [AGPL with a lesser clause](https://wiki.unsystem.net/en/index.php/Libbitcoin/License). It may be used within a proprietary project, but the core library and any changes to it must be published online. Source code for this library must always remain free for everybody to access.
+All files in this repository fall under the license specified in [COPYING](COPYING). The project is licensed under the [GNU Affero General Public License v3.0](https://www.gnu.org/licenses/agpl-3.0.en.html). It may be used within a proprietary project, but the core library and any changes to it must be published online. Source code for this library must always remain free for everybody to access.
 
 **About libbitcoin**
 
-The libbitcoin toolkit is a set of cross platform C++ libraries for building Bitcoin applications. The toolkit consists of several libraries, most of which depend on the foundational [libbitcoin-system](https://github.com/libbitcoin/libbitcoin-system) library. Each library's repository can be cloned and built separately. There are no packages yet in distribution, however each library includes an installation script (described below) which is regularly verified via [github actions](https://github.com/features/actions).
+The libbitcoin toolkit is a set of cross platform C++ libraries for building Bitcoin applications. The toolkit consists of several libraries, most of which depend on the foundational [libbitcoin-system](https://github.com/libbitcoin/libbitcoin-system) library. Each library's repository can be cloned and built separately. There are no packages yet in distribution, however each library includes an installation script (described below) which is regularly verified via [GitHub Actions](https://github.com/features/actions).
 
 ## Contents
 - [libbitcoin-server](#libbitcoin-server)
@@ -48,7 +48,7 @@ The libbitcoin toolkit is a set of cross platform C++ libraries for building Bit
       - [Kernel VM Tuning Parameters](#kernel-vm-tuning-parameters)
 
 ## Installation
-Depending on what operating system you use, the build process will be different. Detailed instructions are provided below.
+The build process is essentially the same on Linux, macOS, and other Unix-like systems. It differs significantly on Windows due to the use of native Visual Studio projects and solutions. Detailed instructions are provided below.
 
 - [Linux (Ubuntu)](#linux)
 - [macOS](#macos)
@@ -56,7 +56,7 @@ Depending on what operating system you use, the build process will be different.
 
 ### Linux
 
-Linux users build libbitcoin node with the provided installation script `install.sh` that uses Autotools and pkg-config to first build the needed dependencies (boost, libpsec256) and then fetches the latest libbitcoin projects (libbitcoin-system, libbitcoin-database, libbitcoin-network, libbitcoin-node) from github and builds the stack bottom up to the libbitcoin-server executable - `bs`.
+Linux users can build libbitcoin node with the provided installation script `install.sh` that uses Autotools and pkg-config to first build the needed dependencies (boost, libpsec256) and then fetches the latest libbitcoin projects (libbitcoin-system, libbitcoin-database, libbitcoin-network, libbitcoin-node and libbitcoin-server) from GitHub and builds the stack bottom up to the libbitcoin-server executable - `bs`.
 
 You can issue the following command to check for further parameterization of the install script:
 
@@ -111,7 +111,7 @@ $ sudo apt install build-essential curl git autoconf automake pkg-config libtool
 ```
 
 #### Build
-Create a new directory (e.g. `/home/user/libbitcoin`), then use git to fetch the latest repository from github by issuing the following command from within this directory:
+Create a new directory (e.g. `/home/user/libbitcoin`), then use git to fetch the latest repository from GitHub by issuing the following command from within this directory:
 
 ```bash
 git clone https://github.com/libbitcoin/libbitcoin-server
@@ -142,7 +142,7 @@ This will build the libbitcoin-server executable as a static release with no [CP
 ~/bitcoin/libbitcoin/build/release_static/share/doc/libbitcoin-system/
 ~/bitcoin/libbitcoin/libbitcoin-node
 ```
-Now enter the bin directory and [fire up](#running-libbitcoin) your libbitcoin server.
+Now enter the bin directory and [fire up](#running-bs) your libbitcoin server.
 
 #### CPU Extensions
 CPU Extensions are specific optimizations your CPU might or might not have. libbitcoin(-server) can be built with support for the following CPU extensions if your architecture supports them:
@@ -155,14 +155,14 @@ CPU Extensions are specific optimizations your CPU might or might not have. libb
 To build libbitcoin-server with these extensions use the `--enable-feature` parameters like:
 
 - --enable-shani
-- --enable-avx2
 - --enable-sse41
+- --enable-avx2
 - --enable-avx512
 
 This command will create a static release build with all supported CPU extensions (if supported by the system). Building libbitcoin with unsupported CPU extensions might work but will lead to crashes at runtime.
 
 ```bash
-$ CFLAGS="-O3" CXXFLAGS="-O3" ./install.sh --prefix=/home/user/libbitcoin/build/release_static/ --build-dir=/home/user/libbitcoin/build/temp --build-secp256k1 --build-boost --disable-shared --enable-ndebug --enable-shani --enable-avx2 --enable-sse41 --enable-avx512 --enable-isystem
+$ CFLAGS="-O3" CXXFLAGS="-O3" ./install.sh --prefix=/home/user/libbitcoin/build/release_static/ --build-dir=/home/user/libbitcoin/build/temp --build-secp256k1 --build-boost --disable-shared --enable-ndebug --enable-shani --enable-avx2 --enable-sse41 --enable-isystem
 ```
 
 You can check if the optimizations have been built in your binary with the following command:
diff --git a/docs/theory-of-operation.md b/docs/theory-of-operation.md
index 99857868..ea3332db 100644
--- a/docs/theory-of-operation.md
+++ b/docs/theory-of-operation.md
@@ -2,7 +2,7 @@
 
 ## Architecture Overview
 
-Libbitcoin is a full-stack C++ development framework for Bitcoin. It includes everything from basic hash functions (in libbitcoin-system) up to a high performance full node (libbitcoin-node) and a comprehensive client-server connection layer on top (libbitcoin-server)
+Libbitcoin is a full-stack C++ development toolkit for Bitcoin. It includes everything from basic hash functions (in libbitcoin-system) up to a high performance full node (libbitcoin-node) and a comprehensive client-server connection layer on top (libbitcoin-server)
 
 ## Components
 
@@ -32,15 +32,13 @@ TBD
 libbitcoin-node distinguishes between two different methods for the initial block download (IBD).
 
 ### Milestone Sync
-Milestone Sync (the default mode) is optimized for speed. Up to a configured milestone (a specific block in the past considered trustworthy), certain expensive validation steps are skipped.
+Milestone Sync (the default mode) is optimized for speed. If the user has previously fully validated the chain up to the configured milestone hash, expensive block validation steps below that height are skipped on subsequent synchronizations.
 
-Specifically: Blocks at or below the highest checkpoint/milestone are not fully validated. This primarily means that signature verifications (script validation) in old blocks are skipped or performed in a reduced manner.
+Specifically: For blocks at or below the milestone height, all validation except identity checks (block hash, Merkle root, and witness commitment) is skipped. Block headers are always fully validated. Unlike Bitcoin Core's AssumeValid (which skips only signature verification), Libbitcoin skips nearly all block-level checks below the milestone.
 
-Other checks (e.g. Proof-of-Work, basic block rules) are still performed, but resource-intensive operations like full ECDSA verifications are avoided.
+Starting from the milestone (and for all new blocks), full validation is applied. There are no trust assumptions — milestone optimization is secure only because the user has previously validated to that point themselves. If the user has not previously validated the chain, they should perform a full validation sync from genesis and record a new milestone for future use.
 
-Starting from the milestone (and for all new blocks), full validation is applied. As the chain height progresses, the current milestone is updated upward every 50,000 blocks. The most recent milestone is currently block 900,000.
-
-This approach aligns with the security model of Bitcoin Core's "AssumeValid." It assumes the chain up to that point is correct (based on prior validation or community consensus). This makes the IBD significantly faster while providing practically the same level of security for most users.
+There is only one level of security: full independent validation. Milestone Sync provides the same security as full validation for users who have previously validated the chain themselves, while significantly accelerating subsequent synchronizations.
 
 The following diagram shows the runtime behaviour of `bs` in milestone sync mode on a 256GB RAM, 64 Cores computer running Ubuntu:
 
@@ -55,13 +53,9 @@ The following diagram shows the runtime behaviour of `bs` in milestone sync mode
 As the CPU load is significantly lower compared to a full validation sync, one can see clearly how the network performace is the bottleneck. In other words, the faster the network, the faster the sync - until the bottleneck moves to validation power again.
 
 ### Full Validation Sync
-In full validation mode, the entire blockchain is fully validated from the genesis block onward, without any optimizations or shortcuts. This means every block is checked against all consensus rules: Proof-of-Work, block header validity, Merkle root, timestamp rules, etc.
-
-Every transaction in every block is fully validated, including complete script and signature verification (ECDSA signatures for all inputs).
-
-There are no trust assumptions for historical blocks—everything is independently verified.
+In full validation mode, the entire blockchain is fully validated from the genesis block onward, without any optimizations or shortcuts. Every block and transaction is checked against all consensus rules, including complete script and signature verification.
 
-This is the mode with the highest security, as no part of the chain is assumed to be "pre-validated." However, it is slower and more CPU-intensive.
+There are never any trust assumptions — everything is independently verified. This is recommended for the initial synchronization or whenever the user has not previously validated the chain themselves. Once complete, a milestone can be recorded for faster future synchronizations while maintaining the same single level of security.
 
 The following diagram shows the runtime behaviour of `bs` in full validation sync mode on a 256GB RAM, 64 Cores computer running Ubuntu (same system as above):
 
@@ -73,24 +67,22 @@ The following diagram shows the runtime behaviour of `bs` in full validation syn
 
 </div>
 
-## Checkpoints and Milestone
-**Checkpoints** are a list of fixed block hashes at specific heights (e.g., genesis plus others). They primarily protect against reorganization attacks. The node rejects any alternative chain that violates a checkpoint, enforcing acceptance of the canonical chain up to those points.
+## Checkpoints and Milestones
 
-The **milestone** is a special (highest) checkpoint that additionally controls validation optimization: Up to this block, full validation is skipped.
+**Checkpoints** are fixed block hashes at specific heights that represent activated consensus rules (soft forks). They are required consensus points: the node rejects any chain that violates a checkpoint, enforcing the canonical chain up to those heights.
 
-In the default configuration, there are multiple checkpoints and one milestone at a relatively recent height (currently block 900,000).
+**Milestones** are distinct from checkpoints. A milestone is an optional optimization point (not a consensus requirement) that allows skipping full block validation below its height — but only if the user has previously validated the chain to that milestone hash themselves.
 
-To perform a full validation sync, set both values in the [config](configuration.md#) file to the genesis block (hash: 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f, height 0):
+In the default configuration, multiple checkpoints are defined (as consensus rules), along with one milestone at a relatively recent height (currently block 900,000).
+
+To perform a full validation sync (disabling milestone optimization while preserving consensus checkpoints), set only the milestone value in the configuration file to the genesis block::
 
 ```
 [bitcoin]
-checkpoint = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
 milestone = 000000000019d6689c085ae165831e934ff763ae46a2a6c172b3f1b60a8ce26f:0
 ```
 
-This disables all optimizations. Everything is fully validated.
-
-Checkpoints and milestones rely on trust in the developers/community (they are hardcoded or configurable), but they don't prevent real attacks on old blocks—they only accelerate syncing. For maximum sovereignty, Full Validation is recommended. For everyday use, Milestone Sync is usually sufficient.
+Checkpoints are consensus rules and should not be disabled. Milestones introduce no trust assumptions — they rely solely on the user's prior independent validation. For maximum sovereignty on first use or after potential compromise, perform a full validation sync from genesis. For subsequent synchronizations or everyday use (after initial full validation), Milestone Sync provides the same security with significantly faster performance.
 
 ## Linux Dirty Page Writeback Tuning Notes
 While standard Ubuntu installations adhere to the upstream Linux kernel defaults (`vm.dirty_bytes=0` and `vm.dirty_background_bytes=0`), enabling percentage-based control via `vm.dirty_ratio=20` and `vm.dirty_background_ratio=10`, some Ubuntu-based derivatives (e.g., Pop!_OS, Kubuntu) override these in their default sysctl configuration with fixed byte thresholds (commonly `vm.dirty_bytes=268435456` or similar values around 256 MiB).

From d302cb82ba0b5b6fab11571a796e06937a1b760d Mon Sep 17 00:00:00 2001
From: Kevin Abramczyk <eynhaender@protonmail.com>
Date: Thu, 8 Jan 2026 20:34:40 -0500
Subject: [PATCH 3/3] Updated --help message to server.

---
 console/executor_commands.cpp | 2 +-
 console/localize.hpp          | 2 +-
 2 files changed, 2 insertions(+), 2 deletions(-)

diff --git a/console/executor_commands.cpp b/console/executor_commands.cpp
index 9b21fdcb..5e8695d9 100644
--- a/console/executor_commands.cpp
+++ b/console/executor_commands.cpp
@@ -27,7 +27,7 @@ namespace server {
 
 using system::config::printer;
 
-const std::string executor::name_{ "bn" };
+const std::string executor::name_{ "bs" };
 
 // Command line options.
 // ----------------------------------------------------------------------------
diff --git a/console/localize.hpp b/console/localize.hpp
index a1bd8cce..adc098d4 100644
--- a/console/localize.hpp
+++ b/console/localize.hpp
@@ -33,7 +33,7 @@ namespace server {
 #define BS_SETTINGS_MESSAGE \
     "These are the configuration settings that can be set."
 #define BS_INFORMATION_MESSAGE \
-    "Runs a full bitcoin node."
+    "Runs a full bitcoin node server."
 
 // --initchain
 #define BS_INITIALIZING_CHAIN \