From 01e4853475c47dda67dafcb0773629c001db05cf Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Tue, 10 May 2022 22:55:49 -0700
Subject: [PATCH 01/44] Tidy up: stop using globals

---
 config/config.go   | 44 ++++++++++++++++++++++----------------------
 config/defaults.go |  3 ++-
 2 files changed, 24 insertions(+), 23 deletions(-)

diff --git a/config/config.go b/config/config.go
index 8a1dac0..73b59b2 100644
--- a/config/config.go
+++ b/config/config.go
@@ -15,8 +15,6 @@ import (
 
 // generic vars
 var (
-	f                  *os.File
-	err                error
 	noColorForce       = false
 	customconfig       = false
 	home               string
@@ -39,34 +37,36 @@ func init() {
 	snek = viper.New()
 }
 
+func windowsConfig() {
+	newconfig := "hellpot-config"
+	snek.SetConfigName(newconfig)
+	if err := snek.MergeInConfig(); err == nil {
+		return
+	}
+	if err := snek.SafeWriteConfigAs(newconfig + ".toml"); err != nil {
+		fmt.Println(err.Error())
+		os.Exit(1)
+	}
+	return
+}
+
 func writeConfig() {
 	//goland:noinspection GoBoolExpressions
 	if runtime.GOOS == "windows" {
-		newconfig := "hellpot-config"
-		snek.SetConfigName(newconfig)
-		if err = snek.MergeInConfig(); err != nil {
-			if err = snek.SafeWriteConfigAs(newconfig + ".toml"); err != nil {
-				fmt.Println(err.Error())
-				os.Exit(1)
-			}
-		}
+		windowsConfig()
 		return
 	}
-
 	if _, err := os.Stat(prefConfigLocation); os.IsNotExist(err) {
 		if err = os.MkdirAll(prefConfigLocation, 0o750); err != nil {
 			println("error writing new config: " + err.Error())
 			os.Exit(1)
 		}
 	}
-
-	newconfig := prefConfigLocation + "/" + "config.toml"
-	if err = snek.SafeWriteConfigAs(newconfig); err != nil {
+	Filename = prefConfigLocation + "/" + "config.toml"
+	if err := snek.SafeWriteConfigAs(Filename); err != nil {
 		fmt.Println("Failed to write new configuration file: " + err.Error())
 		os.Exit(1)
 	}
-
-	Filename = newconfig
 }
 
 // Init will initialize our toml configuration engine and define our default configuration values which can be written to a new configuration file if desired
@@ -87,7 +87,7 @@ func Init() {
 		snek.AddConfigPath(loc)
 	}
 
-	if err = snek.MergeInConfig(); err != nil {
+	if err := snek.MergeInConfig(); err != nil {
 		println("Error reading configuration file: " + err.Error())
 		println("Writing new configuration file...")
 		writeConfig()
@@ -112,7 +112,8 @@ func getConfigPaths() (paths []string) {
 
 func loadCustomConfig(path string) {
 	/* #nosec */
-	if f, err = os.Open(path); err != nil {
+	cf, err := os.Open(path)
+	if err != nil {
 		println("Error opening specified config file: " + path)
 		println(err.Error())
 		os.Exit(1)
@@ -125,13 +126,12 @@ func loadCustomConfig(path string) {
 	}
 
 	defer func(f *os.File) {
-		fcerr := f.Close()
-		if fcerr != nil {
+		if fcerr := f.Close(); fcerr != nil {
 			fmt.Println("failed to close file handler for config file: ", fcerr.Error())
 		}
-	}(f)
+	}(cf)
 
-	buf, err1 := io.ReadAll(f)
+	buf, err1 := io.ReadAll(cf)
 	err2 := snek.ReadConfig(bytes.NewBuffer(buf))
 
 	switch {
diff --git a/config/defaults.go b/config/defaults.go
index 4621a9b..0eb6f74 100644
--- a/config/defaults.go
+++ b/config/defaults.go
@@ -7,6 +7,7 @@ import (
 )
 
 func init() {
+	var err error
 	if home, err = os.UserHomeDir(); err != nil {
 		panic(err)
 	}
@@ -66,7 +67,7 @@ func setDefaults() {
 	}
 
 	if GenConfig {
-		if err = snek.SafeWriteConfigAs("./config.toml"); err != nil {
+		if err := snek.SafeWriteConfigAs("./config.toml"); err != nil {
 			fmt.Println(err.Error())
 			os.Exit(1)
 		}

From dca759ac377f31443e3c6a6f67c9e9974c30eddc Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Tue, 10 May 2022 23:10:34 -0700
Subject: [PATCH 02/44] Aesthetic: adjust banner version handling

---
 config/declarations.go |  2 +-
 config/logger.go       |  2 ++
 extra/banner.go        | 10 +++++++++-
 3 files changed, 12 insertions(+), 2 deletions(-)

diff --git a/config/declarations.go b/config/declarations.go
index bc510d1..d1980bf 100644
--- a/config/declarations.go
+++ b/config/declarations.go
@@ -2,7 +2,7 @@ package config
 
 const (
 	// Version roughly represents the applications current version.
-	Version = "0.4.0"
+	Version = "0.4"
 	// Title is the name of the application used throughout the configuration process.
 	Title = "HellPot"
 )
diff --git a/config/logger.go b/config/logger.go
index c04e4fb..bb8dc22 100644
--- a/config/logger.go
+++ b/config/logger.go
@@ -38,6 +38,8 @@ func StartLogger() zerolog.Logger {
 
 	CurrentLogFile = logDir + logFileName + ".log"
 
+	var err error
+
 	/* #nosec */
 	if logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0o666); err != nil {
 		println("cannot create log file: " + err.Error())
diff --git a/extra/banner.go b/extra/banner.go
index dae2f66..a1a6fc5 100644
--- a/extra/banner.go
+++ b/extra/banner.go
@@ -22,9 +22,16 @@ func process(in string) (s string) {
 	var v = strings.Split(config.Version, "")
 	maj := v[0]
 	min := v[2]
-	smin := v[4]
+	smin := ""
+	if len(v) > 3 {
+		smin = v[4]
+	}
+
 	sp := strings.Split(squish.UnpackStr(in), "|")
 	s = sp[0]
+	if smin == "" {
+		s = strings.ReplaceAll(s, "$1;40m.", "$1;40m")
+	}
 	c := strings.Split(sp[1], ",")
 	cproc := func(in, num string) (inr string) {
 		inr = in
@@ -37,6 +44,7 @@ func process(in string) (s string) {
 	for n := 1; n < 5; n++ {
 		s = cproc(s, fmt.Sprintf("%d", n))
 	}
+
 	s = strings.ReplaceAll(s, "$maj", maj)
 	s = strings.ReplaceAll(s, "$min", min)
 	s = strings.ReplaceAll(s, "$smin", smin)

From 64b0373e52bf8ab6b453a3416860eb7b1d9fa964 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Mon, 25 Jul 2022 22:46:04 -0700
Subject: [PATCH 03/44] Minor adjustments

---
 .gitignore                             |  2 +-
 README.md                              |  2 +-
 config/defaults.go                     | 39 ++++++++++++++++++--------
 config/{declarations.go => globals.go} |  2 +-
 extra/banner.go                        |  9 ++----
 go.mod                                 |  6 ++--
 go.sum                                 |  9 +++---
 heffalump/markov.go                    |  9 +++++-
 heffalump/src.go                       |  9 ++++--
 heffalump/util.go                      | 26 -----------------
 10 files changed, 56 insertions(+), 57 deletions(-)
 rename config/{declarations.go => globals.go} (99%)
 delete mode 100644 heffalump/util.go

diff --git a/.gitignore b/.gitignore
index e041780..3e36b42 100644
--- a/.gitignore
+++ b/.gitignore
@@ -1,7 +1,7 @@
-go.sum
 /dist
 art
 HellPot
 .idea/
 *.save
 *.toml
+*.yaml
diff --git a/README.md b/README.md
index 0a9fed4..222ae45 100644
--- a/README.md
+++ b/README.md
@@ -93,7 +93,7 @@ In the event of a missing configuration file, HellPot will attempt to place it's
   # extra verbose (-vv)
   trace = false
   # JSON log files will be storn in the below directory. 
-  directory = "/home/kayos/.config/HellPot/logs/"
+  directory = "/home/kayos/.local/share/HellPot/logs/"
   # disable all color in console output. when using Windows this will default to true.
   nocolor = false
   # toggles the use of the current date as the names for new log files.
diff --git a/config/defaults.go b/config/defaults.go
index 0eb6f74..397e354 100644
--- a/config/defaults.go
+++ b/config/defaults.go
@@ -1,9 +1,11 @@
 package config
 
 import (
-	"fmt"
+	"io"
 	"os"
 	"runtime"
+
+	"github.com/spf13/afero"
 )
 
 func init() {
@@ -11,7 +13,7 @@ func init() {
 	if home, err = os.UserHomeDir(); err != nil {
 		panic(err)
 	}
-	defOpts["logger"]["directory"] = home + "/.config/" + Title + "/logs/"
+	defOpts["logger"]["directory"] = home + "/.local/share/" + Title + "/logs/"
 
 }
 
@@ -55,23 +57,38 @@ var defOpts = map[string]map[string]interface{}{
 	},
 }
 
+func gen(memfs afero.Fs) {
+	if err := snek.SafeWriteConfigAs("config.toml"); err != nil {
+		print(err.Error())
+		os.Exit(1)
+	}
+	var f afero.File
+	var err error
+	f, err = memfs.Open("config.toml")
+	if err != nil {
+		println(err.Error())
+		os.Exit(1)
+	}
+	newcfg, err := io.ReadAll(f)
+	if err != nil {
+		println(err.Error())
+		os.Exit(1)
+	}
+	println(string(newcfg))
+}
+
 func setDefaults() {
+	memfs := afero.NewMemMapFs()
 	//goland:noinspection GoBoolExpressions
 	if runtime.GOOS == "windows" {
-		snek.SetDefault("logger.directory", "./logs/")
+		snek.SetDefault("logger.directory", "./hellpot-logs/")
 		defNoColor = true
 	}
-
 	for _, def := range configSections {
 		snek.SetDefault(def, defOpts[def])
 	}
-
 	if GenConfig {
-		if err := snek.SafeWriteConfigAs("./config.toml"); err != nil {
-			fmt.Println(err.Error())
-			os.Exit(1)
-		}
-		os.Exit(0)
+		snek.SetFs(memfs)
+		gen(memfs)
 	}
-
 }
diff --git a/config/declarations.go b/config/globals.go
similarity index 99%
rename from config/declarations.go
rename to config/globals.go
index d1980bf..d741f96 100644
--- a/config/declarations.go
+++ b/config/globals.go
@@ -2,7 +2,7 @@ package config
 
 const (
 	// Version roughly represents the applications current version.
-	Version = "0.4"
+	Version = "0.4.1"
 	// Title is the name of the application used throughout the configuration process.
 	Title = "HellPot"
 )
diff --git a/extra/banner.go b/extra/banner.go
index a1a6fc5..229006e 100644
--- a/extra/banner.go
+++ b/extra/banner.go
@@ -22,12 +22,9 @@ func process(in string) (s string) {
 	var v = strings.Split(config.Version, "")
 	maj := v[0]
 	min := v[2]
-	smin := ""
-	if len(v) > 3 {
-		smin = v[4]
-	}
-
-	sp := strings.Split(squish.UnpackStr(in), "|")
+	smin := v[4]
+	defl8, _ := squish.UnpackStr(in)
+	sp := strings.Split(defl8, "|")
 	s = sp[0]
 	if smin == "" {
 		s = strings.ReplaceAll(s, "$1;40m.", "$1;40m")
diff --git a/go.mod b/go.mod
index e03d7c1..cda535b 100644
--- a/go.mod
+++ b/go.mod
@@ -1,11 +1,12 @@
 module github.com/yunginnanet/HellPot
 
-go 1.18
+go 1.19
 
 require (
-	git.tcp.direct/kayos/common/squish v0.0.0-20220210125455-40e3d2190a52
+	git.tcp.direct/kayos/common v0.7.1
 	github.com/fasthttp/router v1.4.12
 	github.com/rs/zerolog v1.28.0
+	github.com/spf13/afero v1.9.2
 	github.com/spf13/viper v1.13.0
 	github.com/valyala/fasthttp v1.40.0
 )
@@ -22,7 +23,6 @@ require (
 	github.com/pelletier/go-toml v1.9.5 // indirect
 	github.com/pelletier/go-toml/v2 v2.0.5 // indirect
 	github.com/savsgio/gotils v0.0.0-20220530130905-52f3993e8d6d // indirect
-	github.com/spf13/afero v1.8.2 // indirect
 	github.com/spf13/cast v1.5.0 // indirect
 	github.com/spf13/jwalterweatherman v1.1.0 // indirect
 	github.com/spf13/pflag v1.0.5 // indirect
diff --git a/go.sum b/go.sum
index 03807ff..ea9ca52 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common/squish v0.0.0-20220210125455-40e3d2190a52 h1:lpyyjVo/je2oSNp+ecb13oHtDDWELmsxm8WA5XZjFGw=
-git.tcp.direct/kayos/common/squish v0.0.0-20220210125455-40e3d2190a52/go.mod h1:QZ5ZpL7EsqjteMmv5C5zNMlttUpYes2RrA1ILI/Ql2w=
+git.tcp.direct/kayos/common v0.7.1 h1:srCbByDmcvItXrz82FRhDOv9w+LvWl4sYQzy1bup7rw=
+git.tcp.direct/kayos/common v0.7.1/go.mod h1:Xq+Ln4uK48HttJFNp0uCofNGWaRHSmvAUeB3jlwcv/o=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.4 h1:V7DdXeJtZscaqfNuAdSRuRFzuiKlHSC/Zh3zl9qY3JY=
@@ -166,8 +166,8 @@ github.com/rs/zerolog v1.28.0 h1:MirSo27VyNi7RJYP3078AA1+Cyzd2GB66qy3aUHvsWY=
 github.com/rs/zerolog v1.28.0/go.mod h1:NILgTygv/Uej1ra5XxGf82ZFSLk58MFGAUS2o6usyD0=
 github.com/savsgio/gotils v0.0.0-20220530130905-52f3993e8d6d h1:Q+gqLBOPkFGHyCJxXMRqtUgUbTjI8/Ze8vu8GGyNFwo=
 github.com/savsgio/gotils v0.0.0-20220530130905-52f3993e8d6d/go.mod h1:Gy+0tqhJvgGlqnTF8CVGP0AaGRjwBtXs/a5PA0Y3+A4=
-github.com/spf13/afero v1.8.2 h1:xehSyVa0YnHWsJ49JFljMpg1HX19V6NDZ1fkm1Xznbo=
-github.com/spf13/afero v1.8.2/go.mod h1:CtAatgMJh6bJEIs48Ay/FOnkljP3WeGUG0MC1RfAqwo=
+github.com/spf13/afero v1.9.2 h1:j49Hj62F0n+DaZ1dDCvhABaPNSGNkt32oRFxI33IEMw=
+github.com/spf13/afero v1.9.2/go.mod h1:iUV7ddyEEZPO5gA3zD4fJt6iStLlL+Lg4m2cihcDf8Y=
 github.com/spf13/cast v1.5.0 h1:rj3WzYc11XZaIZMPKmwP96zkFEnnAmV8s6XbB2aY32w=
 github.com/spf13/cast v1.5.0/go.mod h1:SpXXQ5YoyJw6s3/6cMTQuxvgRl3PCJiyaX9p6b155UU=
 github.com/spf13/jwalterweatherman v1.1.0 h1:ue6voC5bR5F8YxI5S67j9i582FU4Qvo2bmqnqMYADFk=
@@ -509,6 +509,7 @@ honnef.co/go/tools v0.0.0-20190523083050-ea95bdfd59fc/go.mod h1:rf3lG4BRIbNafJWh
 honnef.co/go/tools v0.0.1-2019.2.3/go.mod h1:a3bituU0lyd329TUQxRnasdCoJDkEUEAqEt0JzvZhAg=
 honnef.co/go/tools v0.0.1-2020.1.3/go.mod h1:X/FiERA/W4tHapMX5mGpAtMSVEeEUOyHaw9vFzvIQ3k=
 honnef.co/go/tools v0.0.1-2020.1.4/go.mod h1:X/FiERA/W4tHapMX5mGpAtMSVEeEUOyHaw9vFzvIQ3k=
+nullprogram.com/x/rng v1.1.0 h1:SMU7DHaQSWtKJNTpNFIFt8Wd/KSmOuSDPXrMFp/UMro=
 rsc.io/binaryregexp v0.2.0/go.mod h1:qTv7/COck+e2FymRvadv62gMdZztPaShugOCi3I+8D8=
 rsc.io/quote/v3 v3.1.0/go.mod h1:yEA65RcK8LyAZtP9Kv3t0HmxON59tX3rD+tICJqUlj0=
 rsc.io/sampler v1.3.0/go.mod h1:T1hPZKmBbMNahiBKFy5HrXp6adAjACjK9JXDnKaTXpA=
diff --git a/heffalump/markov.go b/heffalump/markov.go
index 8e63a16..ba4b2cc 100644
--- a/heffalump/markov.go
+++ b/heffalump/markov.go
@@ -7,6 +7,8 @@ import (
 	"strings"
 	"unicode"
 	"unicode/utf8"
+
+	"git.tcp.direct/kayos/common/squish"
 )
 
 // ScanHTML is a basic split function for a Scanner that returns each
@@ -54,7 +56,12 @@ func ScanHTML(data []byte, atEOF bool) (advance int, token []byte, err error) {
 type tokenPair [2]string
 
 // DefaultMarkovMap is a Markov chain based on src.
-var DefaultMarkovMap = MakeMarkovMap(strings.NewReader(getSrc()))
+var DefaultMarkovMap MarkovMap
+
+func init() {
+	src, _ := squish.UnpackStr(srcGz)
+	DefaultMarkovMap = MakeMarkovMap(strings.NewReader(src))
+}
 
 // MarkovMap is a map that acts as a Markov chain generator.
 type MarkovMap map[tokenPair][]string
diff --git a/heffalump/src.go b/heffalump/src.go
index c9bd287..de3bd7f 100644
--- a/heffalump/src.go
+++ b/heffalump/src.go
@@ -1,7 +1,10 @@
 package heffalump
 
-func getSrc() string {
-	return gz(b64d(srcGz))
-}
+import "git.tcp.direct/kayos/common/squish"
 
 const srcGz = "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"
+
+func getSrc() string {
+	payload, _ := squish.UnpackStr(srcGz)
+	return payload
+}
diff --git a/heffalump/util.go b/heffalump/util.go
deleted file mode 100644
index 7a4cf9b..0000000
--- a/heffalump/util.go
+++ /dev/null
@@ -1,26 +0,0 @@
-package heffalump
-
-import (
-	"bytes"
-	"compress/gzip"
-	"encoding/base64"
-	"io"
-)
-
-func gz(data []byte) string {
-	gz, err := gzip.NewReader(bytes.NewReader(data))
-	if err != nil {
-		panic(err)
-	}
-	out, err := io.ReadAll(gz)
-	if err != nil {
-		panic(err)
-	}
-	return string(out)
-}
-
-func b64d(str string) []byte {
-	var data []byte
-	data, _ = base64.StdEncoding.DecodeString(str)
-	return data
-}

From 84b44f5db0da81e243d076aaf4b50e41f00e8eff Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 25 Aug 2022 02:32:32 -0700
Subject: [PATCH 04/44] Adjust robots.txt generation

---
 http/robots.go | 13 ++++++++-----
 1 file changed, 8 insertions(+), 5 deletions(-)

diff --git a/http/robots.go b/http/robots.go
index 23cd636..98db37a 100644
--- a/http/robots.go
+++ b/http/robots.go
@@ -2,25 +2,28 @@ package http
 
 import (
 	"fmt"
+	"strings"
 
 	"github.com/valyala/fasthttp"
 
 	"github.com/yunginnanet/HellPot/config"
 )
 
-const robotsTxt = "User-agent: *\r\n"
-
 func robotsTXT(ctx *fasthttp.RequestCtx) {
-	var paths string
+	paths := &strings.Builder{}
+	paths.WriteString("User-agent: *\r\n")
 	for _, p := range config.Paths {
-		paths = paths + "Disallow: " + p + "\r\n"
+		paths.WriteString("Disallow: ")
+		paths.WriteString(p)
+		paths.WriteString("\r\n")
 	}
+	paths.WriteString("\r\n")
 
 	log.Debug().
 		Strs("PATHS", config.Paths).
 		Msg("SERVE_ROBOTS")
 
-	if _, err := fmt.Fprintf(ctx, robotsTxt+paths+"\r\n"); err != nil {
+	if _, err := fmt.Fprintf(ctx, paths.String()); err != nil {
 		log.Error().Err(err).Msg("SERVE_ROBOTS_ERROR")
 	}
 }

From 90943170991a50ab292ec63b48c1c64df128d7fa Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 25 Aug 2022 03:03:28 -0700
Subject: [PATCH 05/44] Lint: dead code removal

---
 heffalump/src.go | 7 -------
 1 file changed, 7 deletions(-)

diff --git a/heffalump/src.go b/heffalump/src.go
index de3bd7f..4955404 100644
--- a/heffalump/src.go
+++ b/heffalump/src.go
@@ -1,10 +1,3 @@
 package heffalump
 
-import "git.tcp.direct/kayos/common/squish"
-
 const srcGz = 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"
-
-func getSrc() string {
-	payload, _ := squish.UnpackStr(srcGz)
-	return payload
-}

From b2db55a9d53a92e9888d71010845d531fc5a4140 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 11 Sep 2022 04:06:00 -0700
Subject: [PATCH 06/44] Update development versioning mechanism

---
 config/globals.go | 26 ++++++++++++++++++++------
 extra/banner.go   | 11 +++++++++--
 2 files changed, 29 insertions(+), 8 deletions(-)

diff --git a/config/globals.go b/config/globals.go
index d741f96..80b675a 100644
--- a/config/globals.go
+++ b/config/globals.go
@@ -1,11 +1,25 @@
 package config
 
-const (
-	// Version roughly represents the applications current version.
-	Version = "0.4.1"
-	// Title is the name of the application used throughout the configuration process.
-	Title = "HellPot"
-)
+import "runtime/debug"
+
+// Title is the name of the application used throughout the configuration process.
+const Title = "HellPot"
+
+var Version = "dev"
+
+func init() {
+	binInfo := make(map[string]string)
+	info, ok := debug.ReadBuildInfo()
+	if !ok {
+		return
+	}
+	for _, v := range info.Settings {
+		binInfo[v.Key] = v.Value
+	}
+	if gitrev, ok := binInfo["vcs.revision"]; ok && Version == "dev" {
+		Version = gitrev[:7]
+	}
+}
 
 var (
 	// BannerOnly when toggled causes HellPot to only print the banner and version then exit.
diff --git a/extra/banner.go b/extra/banner.go
index 229006e..5926547 100644
--- a/extra/banner.go
+++ b/extra/banner.go
@@ -26,8 +26,11 @@ func process(in string) (s string) {
 	defl8, _ := squish.UnpackStr(in)
 	sp := strings.Split(defl8, "|")
 	s = sp[0]
-	if smin == "" {
+	if smin == "" || len(config.Version) == 7 {
 		s = strings.ReplaceAll(s, "$1;40m.", "$1;40m")
+		if len(config.Version) == 7 {
+			s = strings.ReplaceAll(s, "$3;40m.", "$3;40m")
+		}
 	}
 	c := strings.Split(sp[1], ",")
 	cproc := func(in, num string) (inr string) {
@@ -41,7 +44,11 @@ func process(in string) (s string) {
 	for n := 1; n < 5; n++ {
 		s = cproc(s, fmt.Sprintf("%d", n))
 	}
-
+	if len(config.Version) == 7 {
+		maj = "[" + config.Version + "]"
+		min = ""
+		smin = ""
+	}
 	s = strings.ReplaceAll(s, "$maj", maj)
 	s = strings.ReplaceAll(s, "$min", min)
 	s = strings.ReplaceAll(s, "$smin", smin)

From c86b09018edbf167a50482bd01afe32334db87f0 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 11 Sep 2022 03:04:46 -0700
Subject: [PATCH 07/44] Selective merge from development branch

Signed-off-by: kayos@tcp.direct <kayos@tcp.direct>
---
 cmd/HellPot/HellPot.go                    |  8 +++---
 extra/decorate.go                         | 27 -----------------
 heffalump/heffalump.go                    | 33 +++++++--------------
 heffalump/markov.go                       | 35 ++++++++++++++---------
 heffalump/src.go                          |  2 +-
 {config => internal/config}/arguments.go  |  0
 {config => internal/config}/config.go     | 32 +++------------------
 {config => internal/config}/defaults.go   |  6 ++--
 {config => internal/config}/globals.go    |  0
 {config => internal/config}/logger.go     |  3 +-
 {extra => internal/extra}/banner.go       | 30 ++++++++++++++++---
 internal/extra/decorate.go                |  1 +
 {http => internal/http}/robots.go         |  2 +-
 {http => internal/http}/router.go         |  2 +-
 {http => internal/http}/router_unix.go    |  3 +-
 {http => internal/http}/router_windows.go |  0
 16 files changed, 75 insertions(+), 109 deletions(-)
 delete mode 100644 extra/decorate.go
 rename {config => internal/config}/arguments.go (100%)
 rename {config => internal/config}/config.go (87%)
 rename {config => internal/config}/defaults.go (92%)
 rename {config => internal/config}/globals.go (100%)
 rename {config => internal/config}/logger.go (95%)
 rename {extra => internal/extra}/banner.go (78%)
 create mode 100644 internal/extra/decorate.go
 rename {http => internal/http}/robots.go (91%)
 rename {http => internal/http}/router.go (98%)
 rename {http => internal/http}/router_unix.go (92%)
 rename {http => internal/http}/router_windows.go (100%)

diff --git a/cmd/HellPot/HellPot.go b/cmd/HellPot/HellPot.go
index 23b6cd6..e071bf9 100644
--- a/cmd/HellPot/HellPot.go
+++ b/cmd/HellPot/HellPot.go
@@ -7,9 +7,9 @@ import (
 
 	"github.com/rs/zerolog"
 
-	"github.com/yunginnanet/HellPot/config"
-	"github.com/yunginnanet/HellPot/extra"
-	"github.com/yunginnanet/HellPot/http"
+	"github.com/yunginnanet/HellPot/internal/config"
+	"github.com/yunginnanet/HellPot/internal/extra"
+	"github.com/yunginnanet/HellPot/internal/http"
 )
 
 var log zerolog.Logger
@@ -17,7 +17,7 @@ var log zerolog.Logger
 func init() {
 	config.Init()
 	if config.BannerOnly {
-		extra.PrintBanner()
+		extra.Banner()
 		os.Exit(0)
 	}
 	log = config.StartLogger()
diff --git a/extra/decorate.go b/extra/decorate.go
deleted file mode 100644
index fdff1fa..0000000
--- a/extra/decorate.go
+++ /dev/null
@@ -1,27 +0,0 @@
-package extra
-
-import (
-	"os"
-	"runtime"
-
-	"github.com/yunginnanet/HellPot/config"
-)
-
-func bannerFail(errs ...error) {
-	println("failed printing banner, consider using --nocolor")
-	for _, err := range errs {
-		if err != nil {
-			println(err.Error())
-		}
-	}
-	os.Exit(1)
-}
-
-// Banner prints out our banner (using spooky magic)
-func Banner() {
-	if runtime.GOOS == "windows" || config.NoColor {
-		println(config.Title + " " + config.Version)
-		return
-	}
-	PrintBanner()
-}
diff --git a/heffalump/heffalump.go b/heffalump/heffalump.go
index 49ba776..298e5a9 100644
--- a/heffalump/heffalump.go
+++ b/heffalump/heffalump.go
@@ -9,46 +9,34 @@ import (
 	"io"
 	"sync"
 
-	"github.com/yunginnanet/HellPot/config"
+	"github.com/yunginnanet/HellPot/internal/config"
 )
 
 var log = config.GetLogger()
 
 // DefaultHeffalump represents a Heffalump type
-var DefaultHeffalump = NewHeffalump(DefaultMarkovMap, 100*1<<10)
+var DefaultHeffalump *Heffalump
 
 // Heffalump represents our buffer pool and markov map from Heffalump
-// https://github.com/carlmjohnson/heffalump
 type Heffalump struct {
-	pool     sync.Pool
+	pool     *sync.Pool
 	buffsize int
 	mm       MarkovMap
 }
 
 // NewHeffalump instantiates a new Heffalump for markov generation and buffer/io operations
-// https://github.com/carlmjohnson/heffalump
 func NewHeffalump(mm MarkovMap, buffsize int) *Heffalump {
 	return &Heffalump{
-		pool:     sync.Pool{},
+		pool: &sync.Pool{New: func() interface{} {
+			b := make([]byte, buffsize)
+			return b
+		}},
 		buffsize: buffsize,
 		mm:       mm,
 	}
 }
 
-func (h *Heffalump) getBuffer() []byte {
-	x := h.pool.Get()
-	if buf, ok := x.([]byte); ok {
-		return buf
-	}
-	return make([]byte, h.buffsize)
-}
-
-func (h *Heffalump) putBuffer(buf []byte) {
-	h.pool.Put(buf)
-}
-
 // WriteHell writes markov chain heffalump hell to the provided io.Writer
-// https://github.com/carlmjohnson/heffalump
 func (h *Heffalump) WriteHell(bw *bufio.Writer) (int64, error) {
 	var n int64
 	var err error
@@ -59,13 +47,12 @@ func (h *Heffalump) WriteHell(bw *bufio.Writer) (int64, error) {
 		}
 	}()
 
-	buf := h.getBuffer()
-	defer h.putBuffer(buf)
+	buf := h.pool.Get().([]byte)
+	defer h.pool.Put(buf)
 
-	if _, err = bw.WriteString("<HTML>\n<BODY>\n"); err != nil {
+	if _, err = bw.WriteString("<html>\n<body>\n"); err != nil {
 		return n, err
 	}
-
 	if n, err = io.CopyBuffer(bw, h.mm, buf); err != nil {
 		return n, nil
 	}
diff --git a/heffalump/markov.go b/heffalump/markov.go
index ba4b2cc..c0c27c4 100644
--- a/heffalump/markov.go
+++ b/heffalump/markov.go
@@ -5,12 +5,29 @@ import (
 	"io"
 	"math/rand"
 	"strings"
+	"time"
 	"unicode"
 	"unicode/utf8"
 
 	"git.tcp.direct/kayos/common/squish"
 )
 
+var DefaultMarkovMap MarkovMap
+
+func init() {
+	rand.Seed(time.Now().UnixNano())
+	// DefaultMarkovMap is a Markov chain based on src.
+	src, err := squish.UnpackStr(SrcGz)
+	if err != nil {
+		panic(err)
+	}
+	if len(src) < 1 {
+		panic("failed to unpack source")
+	}
+	DefaultMarkovMap = MakeMarkovMap(strings.NewReader(src))
+	DefaultHeffalump = NewHeffalump(DefaultMarkovMap, 100*1<<10)
+}
+
 // ScanHTML is a basic split function for a Scanner that returns each
 // space-separated word of text or HTML tag, with surrounding spaces deleted.
 // It will never return an empty string. The definition of space is set by
@@ -25,14 +42,15 @@ func ScanHTML(data []byte, atEOF bool) (advance int, token []byte, err error) {
 			break
 		}
 	}
-	if r == '<' {
+	switch {
+	case r == '<':
 		// Scan until closing bracket
 		for i := start; i < len(data); i++ {
 			if data[i] == '>' {
 				return i + 1, data[start : i+1], nil
 			}
 		}
-	} else {
+	default:
 		// Scan until space, marking end of word.
 		for width, i := 0, start; i < len(data); i += width {
 			var r rune
@@ -55,14 +73,6 @@ func ScanHTML(data []byte, atEOF bool) (advance int, token []byte, err error) {
 
 type tokenPair [2]string
 
-// DefaultMarkovMap is a Markov chain based on src.
-var DefaultMarkovMap MarkovMap
-
-func init() {
-	src, _ := squish.UnpackStr(srcGz)
-	DefaultMarkovMap = MakeMarkovMap(strings.NewReader(src))
-}
-
 // MarkovMap is a map that acts as a Markov chain generator.
 type MarkovMap map[tokenPair][]string
 
@@ -80,7 +90,7 @@ func (mm MarkovMap) Fill(r io.Reader) {
 	s := bufio.NewScanner(r)
 	s.Split(ScanHTML)
 	for s.Scan() {
-		w3 := s.Text()
+		w3 = s.Text()
 		mm.Add(w1, w2, w3)
 		w1, w2 = w2, w3
 	}
@@ -101,7 +111,6 @@ func (mm MarkovMap) Get(w1, w2 string) string {
 	if !ok {
 		return ""
 	}
-
 	// We don't care about cryptographically sound entropy here, ignore gosec G404.
 	/* #nosec */
 	r := rand.Intn(len(suffix))
@@ -111,7 +120,6 @@ func (mm MarkovMap) Get(w1, w2 string) string {
 // Read fills p with data from calling Get on the MarkovMap.
 func (mm MarkovMap) Read(p []byte) (n int, err error) {
 	var w1, w2, w3 string
-
 	for {
 		w3 = mm.Get(w1, w2)
 		if n+len(w3)+1 >= len(p) {
@@ -121,6 +129,5 @@ func (mm MarkovMap) Read(p []byte) (n int, err error) {
 		n += copy(p[n:], "\n")
 		w1, w2 = w2, w3
 	}
-
 	return
 }
diff --git a/heffalump/src.go b/heffalump/src.go
index 4955404..4942342 100644
--- a/heffalump/src.go
+++ b/heffalump/src.go
@@ -1,3 +1,3 @@
 package heffalump
 
-const srcGz = "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"
+const SrcGz = "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"
diff --git a/config/arguments.go b/internal/config/arguments.go
similarity index 100%
rename from config/arguments.go
rename to internal/config/arguments.go
diff --git a/config/config.go b/internal/config/config.go
similarity index 87%
rename from config/config.go
rename to internal/config/config.go
index 73b59b2..82edfbd 100644
--- a/config/config.go
+++ b/internal/config/config.go
@@ -19,7 +19,7 @@ var (
 	customconfig       = false
 	home               string
 	prefConfigLocation string
-	snek               *viper.Viper
+	snek               = viper.New()
 )
 
 // exported generic vars
@@ -32,30 +32,7 @@ var (
 	Filename string
 )
 
-func init() {
-	prefConfigLocation = home + "/.config/" + Title
-	snek = viper.New()
-}
-
-func windowsConfig() {
-	newconfig := "hellpot-config"
-	snek.SetConfigName(newconfig)
-	if err := snek.MergeInConfig(); err == nil {
-		return
-	}
-	if err := snek.SafeWriteConfigAs(newconfig + ".toml"); err != nil {
-		fmt.Println(err.Error())
-		os.Exit(1)
-	}
-	return
-}
-
 func writeConfig() {
-	//goland:noinspection GoBoolExpressions
-	if runtime.GOOS == "windows" {
-		windowsConfig()
-		return
-	}
 	if _, err := os.Stat(prefConfigLocation); os.IsNotExist(err) {
 		if err = os.MkdirAll(prefConfigLocation, 0o750); err != nil {
 			println("error writing new config: " + err.Error())
@@ -64,7 +41,7 @@ func writeConfig() {
 	}
 	Filename = prefConfigLocation + "/" + "config.toml"
 	if err := snek.SafeWriteConfigAs(Filename); err != nil {
-		fmt.Println("Failed to write new configuration file: " + err.Error())
+		fmt.Println("Failed to write new configuration file to '" + Filename + "': " + err.Error())
 		os.Exit(1)
 	}
 }
@@ -119,9 +96,8 @@ func loadCustomConfig(path string) {
 		os.Exit(1)
 	}
 
-	Filename, _ = filepath.Abs(path)
-
-	if len(Filename) < 1 {
+	Filename, err = filepath.Abs(path)
+	if len(Filename) < 1 || err != nil {
 		Filename = path
 	}
 
diff --git a/config/defaults.go b/internal/config/defaults.go
similarity index 92%
rename from config/defaults.go
rename to internal/config/defaults.go
index 397e354..6a5103c 100644
--- a/config/defaults.go
+++ b/internal/config/defaults.go
@@ -3,6 +3,7 @@ package config
 import (
 	"io"
 	"os"
+	"path"
 	"runtime"
 
 	"github.com/spf13/afero"
@@ -13,8 +14,8 @@ func init() {
 	if home, err = os.UserHomeDir(); err != nil {
 		panic(err)
 	}
-	defOpts["logger"]["directory"] = home + "/.local/share/" + Title + "/logs/"
-
+	defOpts["logger"]["directory"] = path.Join(home, ".local", "share", Title+"logs")
+	prefConfigLocation = path.Join(home, ".config", Title)
 }
 
 var (
@@ -81,7 +82,6 @@ func setDefaults() {
 	memfs := afero.NewMemMapFs()
 	//goland:noinspection GoBoolExpressions
 	if runtime.GOOS == "windows" {
-		snek.SetDefault("logger.directory", "./hellpot-logs/")
 		defNoColor = true
 	}
 	for _, def := range configSections {
diff --git a/config/globals.go b/internal/config/globals.go
similarity index 100%
rename from config/globals.go
rename to internal/config/globals.go
diff --git a/config/logger.go b/internal/config/logger.go
similarity index 95%
rename from config/logger.go
rename to internal/config/logger.go
index bb8dc22..40ca994 100644
--- a/config/logger.go
+++ b/internal/config/logger.go
@@ -2,6 +2,7 @@ package config
 
 import (
 	"os"
+	"path"
 	"strings"
 	"time"
 
@@ -36,7 +37,7 @@ func StartLogger() zerolog.Logger {
 		logFileName = logFileName + "_" + tn
 	}
 
-	CurrentLogFile = logDir + logFileName + ".log"
+	CurrentLogFile = path.Join(logDir, logFileName+".log")
 
 	var err error
 
diff --git a/extra/banner.go b/internal/extra/banner.go
similarity index 78%
rename from extra/banner.go
rename to internal/extra/banner.go
index 5926547..636dab2 100644
--- a/extra/banner.go
+++ b/internal/extra/banner.go
@@ -4,12 +4,14 @@ import (
 	crip "crypto/rand"
 	"encoding/binary"
 	"fmt"
+	"os"
+	"runtime"
 	"strings"
 	"time"
 
 	"git.tcp.direct/kayos/common/squish"
 
-	"github.com/yunginnanet/HellPot/config"
+	"github.com/yunginnanet/HellPot/internal/config"
 )
 
 const hellpot = "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"
@@ -63,9 +65,29 @@ func ru() uint32 {
 	return binary.LittleEndian.Uint32(b)
 }
 
-// PrintBanner prints our entropic banner
-func PrintBanner() {
+// printBanner prints our entropic banner
+func printBanner() {
 	time.Sleep(5 * time.Millisecond)
-	defer time.Sleep(5 * time.Millisecond)
 	println("\n" + process(hellpot) + "\n\n")
+	time.Sleep(5 * time.Millisecond)
+}
+
+func bannerFail(errs ...error) {
+	println("failed printing banner, consider using --nocolor")
+	for _, err := range errs {
+		if err != nil {
+			println(err.Error())
+		}
+	}
+	os.Exit(1)
+}
+
+// Banner prints out our banner (using spooky magic)
+func Banner() {
+	//goland:noinspection GoBoolExpressions
+	if runtime.GOOS == "windows" || config.NoColor {
+		println(config.Title + " " + config.Version)
+		return
+	}
+	printBanner()
 }
diff --git a/internal/extra/decorate.go b/internal/extra/decorate.go
new file mode 100644
index 0000000..2a9e238
--- /dev/null
+++ b/internal/extra/decorate.go
@@ -0,0 +1 @@
+package extra
diff --git a/http/robots.go b/internal/http/robots.go
similarity index 91%
rename from http/robots.go
rename to internal/http/robots.go
index 98db37a..4cbf638 100644
--- a/http/robots.go
+++ b/internal/http/robots.go
@@ -6,7 +6,7 @@ import (
 
 	"github.com/valyala/fasthttp"
 
-	"github.com/yunginnanet/HellPot/config"
+	"github.com/yunginnanet/HellPot/internal/config"
 )
 
 func robotsTXT(ctx *fasthttp.RequestCtx) {
diff --git a/http/router.go b/internal/http/router.go
similarity index 98%
rename from http/router.go
rename to internal/http/router.go
index 35536ad..339cf73 100644
--- a/http/router.go
+++ b/internal/http/router.go
@@ -12,8 +12,8 @@ import (
 	"github.com/rs/zerolog"
 	"github.com/valyala/fasthttp"
 
-	"github.com/yunginnanet/HellPot/config"
 	"github.com/yunginnanet/HellPot/heffalump"
+	"github.com/yunginnanet/HellPot/internal/config"
 )
 
 var log *zerolog.Logger
diff --git a/http/router_unix.go b/internal/http/router_unix.go
similarity index 92%
rename from http/router_unix.go
rename to internal/http/router_unix.go
index b4fe111..82cf0c0 100644
--- a/http/router_unix.go
+++ b/internal/http/router_unix.go
@@ -1,5 +1,4 @@
 //go:build linux || darwin || freebsd
-// +build linux darwin freebsd
 
 package http
 
@@ -11,7 +10,7 @@ import (
 	"github.com/fasthttp/router"
 	"github.com/valyala/fasthttp"
 
-	"github.com/yunginnanet/HellPot/config"
+	"github.com/yunginnanet/HellPot/internal/config"
 )
 
 func listenOnUnixSocket(addr string, r *router.Router) error {
diff --git a/http/router_windows.go b/internal/http/router_windows.go
similarity index 100%
rename from http/router_windows.go
rename to internal/http/router_windows.go

From 192e18cd54f60c771970ebc366e7f9f88db62fa1 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 11 Sep 2022 04:25:11 -0700
Subject: [PATCH 08/44] Fix: Dev versioning

---
 internal/extra/banner.go | 19 +++++++++++++------
 1 file changed, 13 insertions(+), 6 deletions(-)

diff --git a/internal/extra/banner.go b/internal/extra/banner.go
index 636dab2..cc436bc 100644
--- a/internal/extra/banner.go
+++ b/internal/extra/banner.go
@@ -22,15 +22,22 @@ func rc(s []string) string {
 
 func process(in string) (s string) {
 	var v = strings.Split(config.Version, "")
-	maj := v[0]
-	min := v[2]
-	smin := v[4]
+	var maj, min, smin = "", "", ""
+	if len(config.Version) > 0 {
+		maj = v[0]
+	}
+	if len(config.Version) > 2 {
+		min = v[2]
+	}
+	if len(config.Version) > 4 {
+		smin = v[4]
+	}
 	defl8, _ := squish.UnpackStr(in)
 	sp := strings.Split(defl8, "|")
 	s = sp[0]
-	if smin == "" || len(config.Version) == 7 {
+	if smin == "" || len(config.Version) == 7 || config.Version == "dev" {
 		s = strings.ReplaceAll(s, "$1;40m.", "$1;40m")
-		if len(config.Version) == 7 {
+		if len(config.Version) == 7 || config.Version == "dev" {
 			s = strings.ReplaceAll(s, "$3;40m.", "$3;40m")
 		}
 	}
@@ -46,7 +53,7 @@ func process(in string) (s string) {
 	for n := 1; n < 5; n++ {
 		s = cproc(s, fmt.Sprintf("%d", n))
 	}
-	if len(config.Version) == 7 {
+	if len(config.Version) == 7 || config.Version == "dev" {
 		maj = "[" + config.Version + "]"
 		min = ""
 		smin = ""

From 0461e01a6009b7cca6d5c2be4813865e19dff0d4 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 11 Sep 2022 04:30:27 -0700
Subject: [PATCH 09/44] Fix: log directory

---
 .gitignore                  | 1 +
 internal/config/defaults.go | 2 +-
 2 files changed, 2 insertions(+), 1 deletion(-)

diff --git a/.gitignore b/.gitignore
index 3e36b42..f02ae64 100644
--- a/.gitignore
+++ b/.gitignore
@@ -5,3 +5,4 @@ HellPot
 *.save
 *.toml
 *.yaml
+.backups/
diff --git a/internal/config/defaults.go b/internal/config/defaults.go
index 6a5103c..ab18197 100644
--- a/internal/config/defaults.go
+++ b/internal/config/defaults.go
@@ -14,7 +14,7 @@ func init() {
 	if home, err = os.UserHomeDir(); err != nil {
 		panic(err)
 	}
-	defOpts["logger"]["directory"] = path.Join(home, ".local", "share", Title+"logs")
+	defOpts["logger"]["directory"] = path.Join(home, ".local", "share", Title, "logs")
 	prefConfigLocation = path.Join(home, ".config", Title)
 }
 

From 7c0edb970858caadce97b63f14a194a5e6dbfd1f Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 11 Sep 2022 04:36:26 -0700
Subject: [PATCH 10/44] CI: Update

---
 .github/workflows/go.yml | 4 +++-
 1 file changed, 3 insertions(+), 1 deletion(-)

diff --git a/.github/workflows/go.yml b/.github/workflows/go.yml
index 2289b72..bb353db 100644
--- a/.github/workflows/go.yml
+++ b/.github/workflows/go.yml
@@ -14,7 +14,7 @@ jobs:
       - name: Set up Go
         uses: actions/setup-go@v2
         with:
-          go-version: 1.18
+          go-version: 1.19
       - name: go vet -v ./...
         run: go vet -v ./...
       - name: gosec ./...
@@ -22,5 +22,7 @@ jobs:
           export PATH=$PATH:$(go env GOPATH)/bin
           go install github.com/securego/gosec/v2/cmd/gosec@latest
           gosec ./...
+      - name: go test -v ./...
+        run: go test -v ./...
       - name: go build -v ./...
         run: go build -v ./...

From ecfcc06823fc10655afabe50f8f186b2330ac4f3 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sat, 31 Dec 2022 17:11:38 -0800
Subject: [PATCH 11/44] Lint/refactor

---
 internal/http/router_unix.go | 35 ++++++++++++++++++++---------------
 1 file changed, 20 insertions(+), 15 deletions(-)

diff --git a/internal/http/router_unix.go b/internal/http/router_unix.go
index 82cf0c0..978ad48 100644
--- a/internal/http/router_unix.go
+++ b/internal/http/router_unix.go
@@ -18,20 +18,25 @@ func listenOnUnixSocket(addr string, r *router.Router) error {
 	var unixAddr *net.UnixAddr
 	var unixListener *net.UnixListener
 	unixAddr, err = net.ResolveUnixAddr("unix", addr)
-	if err == nil {
-		// Always unlink sockets before listening on them
-		_ = syscall.Unlink(addr)
-		// Before we set socket permissions, we want to make sure only the user HellPot is running under
-		// has permission to the socket.
-		oldmask := syscall.Umask(0o077)
-		unixListener, err = net.ListenUnix("unix", unixAddr)
-		syscall.Umask(oldmask)
-		if err == nil {
-			err = os.Chmod(unixAddr.Name, os.FileMode(config.UnixSocketPermissions))
-			if err == nil {
-				err = fasthttp.Serve(unixListener, r.Handler)
-			}
-		}
+	if err != nil {
+		return err
 	}
-	return err
+	// Always unlink sockets before listening on them
+	_ = syscall.Unlink(addr)
+	// Before we set socket permissions, we want to make sure only the user HellPot is running under
+	// has permission to the socket.
+	oldmask := syscall.Umask(0o077)
+	unixListener, err = net.ListenUnix("unix", unixAddr)
+	syscall.Umask(oldmask)
+	if err != nil {
+		return err
+	}
+	if err = os.Chmod(
+		unixAddr.Name,
+		os.FileMode(config.UnixSocketPermissions),
+	); err != nil {
+		return err
+	}
+
+	return fasthttp.Serve(unixListener, r.Handler)
 }

From 85897a2e2c38ce89a93ca39520eb8066fdf9cf9f Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 2 Feb 2023 21:18:47 -0800
Subject: [PATCH 12/44] CD: Enable automatic builds and releases

---
 .github/workflows/build.yml | 31 +++++++++++++++++++++++++++++++
 1 file changed, 31 insertions(+)
 create mode 100644 .github/workflows/build.yml

diff --git a/.github/workflows/build.yml b/.github/workflows/build.yml
new file mode 100644
index 0000000..ba6b494
--- /dev/null
+++ b/.github/workflows/build.yml
@@ -0,0 +1,31 @@
+on:
+  push:
+    branches: [ master ]
+
+jobs:
+  releases-matrix:
+    name: Build and Release
+    runs-on: ubuntu-latest
+    strategy:
+      matrix:
+        goos: [linux, windows, darwin]
+        goarch: ["386", amd64, arm64]
+        exclude:
+          - goarch: "386"
+            goos: darwin
+          - goarch: arm64
+            goos: windows
+    steps:
+    - uses: actions/checkout@v3
+    - uses: wangyoucao577/go-release-action@v1.35
+      with:
+        github_token: ${{ secrets.GITHUB_TOKEN }}
+        goos: ${{ matrix.goos }}
+        goarch: ${{ matrix.goarch }}
+        goversion: "https://dl.google.com/go/go1.19.5.linux-amd64.tar.gz"
+        project_path: "./cmd/HellPot"
+        binary_name: "HellPot"
+        extra_files: LICENSE README.md
+        build_flags: -trimpath
+        pre_command: export CGO_ENABLED=0
+        ldflags: -s -w

From bcd514c95f1e2327f6202646695ad0afb8b7ac10 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 2 Feb 2023 21:22:51 -0800
Subject: [PATCH 13/44] CD: Fix last commit

---
 .github/workflows/build.yml | 2 ++
 1 file changed, 2 insertions(+)

diff --git a/.github/workflows/build.yml b/.github/workflows/build.yml
index ba6b494..f265c9e 100644
--- a/.github/workflows/build.yml
+++ b/.github/workflows/build.yml
@@ -1,3 +1,5 @@
+Name: Build and Release
+
 on:
   push:
     branches: [ master ]

From b8b4b56cba9c58a2be963c3747fd72f6c2661ce8 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 5 Mar 2023 01:13:07 -0800
Subject: [PATCH 14/44] Fix: Re-add speedometer for bandwidth metering feature

---
 internal/util/speedometer.go      | 158 ++++++++++++++++++++++++++++++
 internal/util/speedometer_test.go | 101 +++++++++++++++++++
 2 files changed, 259 insertions(+)
 create mode 100644 internal/util/speedometer.go
 create mode 100644 internal/util/speedometer_test.go

diff --git a/internal/util/speedometer.go b/internal/util/speedometer.go
new file mode 100644
index 0000000..8c736e6
--- /dev/null
+++ b/internal/util/speedometer.go
@@ -0,0 +1,158 @@
+package util
+
+import (
+	"bufio"
+	"errors"
+	"io"
+	"sync"
+	"sync/atomic"
+	"time"
+)
+
+var ErrLimitReached = errors.New("limit reached")
+
+type Speedometer struct {
+	cap         int64
+	speedLimit  SpeedLimit
+	birth       *time.Time
+	duration    time.Duration
+	internal    atomics
+	w           io.Writer
+	BufioWriter *bufio.Writer
+}
+
+type atomics struct {
+	closed *atomic.Bool
+	count  *int64
+	start  *sync.Once
+	stop   *sync.Once
+}
+
+func NewSpeedometer(w io.Writer) *Speedometer {
+	z := int64(0)
+	speedo := &Speedometer{
+		w:   w,
+		cap: -1,
+		internal: atomics{
+			count:  &z,
+			closed: new(atomic.Bool),
+			stop:   new(sync.Once),
+			start:  new(sync.Once),
+		},
+	}
+	speedo.internal.closed.Store(false)
+	speedo.BufioWriter = bufio.NewWriter(speedo)
+	return speedo
+}
+
+type SpeedLimit struct {
+	Bytes           int
+	Per             time.Duration
+	CheckEveryBytes int
+	Delay           time.Duration
+}
+
+func NewLimitedSpeedometer(w io.Writer, speedLimit SpeedLimit) *Speedometer {
+	z := int64(0)
+	speedo := &Speedometer{
+		w:          w,
+		cap:        -1,
+		speedLimit: speedLimit,
+		internal: atomics{
+			count:  &z,
+			closed: new(atomic.Bool),
+			stop:   new(sync.Once),
+			start:  new(sync.Once),
+		},
+	}
+	speedo.internal.closed.Store(false)
+	speedo.BufioWriter = bufio.NewWriterSize(speedo, speedLimit.CheckEveryBytes)
+	return speedo
+}
+
+func NewCappedSpeedometer(w io.Writer, cap int64) *Speedometer {
+	z := int64(0)
+	speedo := &Speedometer{
+		w:   w,
+		cap: cap,
+		internal: atomics{
+			count:  &z,
+			closed: new(atomic.Bool),
+			stop:   new(sync.Once),
+			start:  new(sync.Once),
+		},
+	}
+	speedo.internal.closed.Store(false)
+	speedo.BufioWriter = bufio.NewWriterSize(speedo, int(cap)/10)
+	return speedo
+}
+
+func (s *Speedometer) increment(inc int64) (int, error) {
+	if s.internal.closed.Load() {
+		return 0, io.ErrClosedPipe
+	}
+	var err error
+	if s.cap > 0 && s.Total()+inc > s.cap {
+		_ = s.Close()
+		err = ErrLimitReached
+		inc = s.cap - s.Total()
+	}
+	atomic.AddInt64(s.internal.count, inc)
+	return int(inc), err
+}
+
+func (s *Speedometer) Running() bool {
+	return !s.internal.closed.Load()
+}
+
+func (s *Speedometer) Total() int64 {
+	return atomic.LoadInt64(s.internal.count)
+}
+
+func (s *Speedometer) Reset() {
+	s.internal.count = new(int64)
+	s.internal.closed = new(atomic.Bool)
+	s.internal.start = new(sync.Once)
+	s.internal.stop = new(sync.Once)
+	s.BufioWriter = bufio.NewWriter(s)
+	s.internal.closed.Store(false)
+}
+
+func (s *Speedometer) Close() error {
+	s.internal.stop.Do(func() {
+		s.internal.closed.Store(true)
+		stopped := time.Now()
+		s.duration = stopped.Sub(*s.birth)
+	})
+	return nil
+}
+
+func (s *Speedometer) Rate() float64 {
+	if s.internal.closed.Load() {
+		return float64(s.Total()) / s.duration.Seconds()
+	}
+	return float64(s.Total()) / time.Since(*s.birth).Seconds()
+}
+
+func (s *Speedometer) Write(p []byte) (n int, err error) {
+	s.internal.start.Do(func() {
+		tn := time.Now()
+		s.birth = &tn
+	})
+	accepted, err := s.increment(int64(len(p)))
+	if err != nil {
+		wn, innerErr := s.w.Write(p[:accepted])
+		if innerErr != nil {
+			err = innerErr
+		}
+		if wn < accepted {
+			err = io.ErrShortWrite
+		}
+		return wn, err
+	}
+	return s.w.Write(p)
+}
+
+/*func BenchmarkHeffalump_WriteHell(b *testing.B) {
+
+}*/
diff --git a/internal/util/speedometer_test.go b/internal/util/speedometer_test.go
new file mode 100644
index 0000000..d69115a
--- /dev/null
+++ b/internal/util/speedometer_test.go
@@ -0,0 +1,101 @@
+package util
+
+import (
+	"bufio"
+	"errors"
+	"io"
+	"testing"
+	"time"
+)
+
+func writeStuff(target *bufio.Writer, count int) error {
+	write := func() error {
+		_, err := target.WriteString("a")
+		if err != nil {
+			return err
+		}
+		return nil
+	}
+
+	if count < 0 {
+		for {
+			if err := write(); err != nil {
+				return err
+			}
+		}
+	}
+	for i := 0; i < count; i++ {
+		if err := write(); err != nil {
+			return err
+		}
+	}
+	return nil
+}
+
+func Test_Speedometer(t *testing.T) {
+	type results struct {
+		total   int64
+		written int
+		rate    float64
+		err     error
+	}
+
+	isIt := func(want, have results) {
+		if have.total != want.total {
+			t.Errorf("total: want %d, have %d", want.total, have.total)
+		}
+		if have.written != want.written {
+			t.Errorf("written: want %d, have %d", want.written, have.written)
+		}
+		if have.rate != want.rate {
+			t.Errorf("rate: want %f, have %f", want.rate, have.rate)
+		}
+		if have.err != want.err {
+			t.Errorf("wantErr: want %v, have %v", want.err, have.err)
+		}
+	}
+
+	sp := NewSpeedometer(io.Discard)
+	errChan := make(chan error)
+	go func() {
+		errChan <- writeStuff(sp.BufioWriter, -1)
+	}()
+	time.Sleep(1 * time.Second)
+	_ = sp.Close()
+	err := <-errChan
+	cnt, err := sp.Write([]byte("a"))
+	isIt(results{err: io.ErrClosedPipe, written: 0}, results{err: err, written: cnt})
+	sp.Reset()
+	cnt, err = sp.Write([]byte("a"))
+	isIt(results{err: nil, written: 1, total: 1}, results{err: err, written: cnt, total: sp.Total()})
+	cnt, err = sp.Write([]byte("aa"))
+	isIt(results{err: nil, written: 2, total: 3}, results{err: err, written: cnt, total: sp.Total()})
+	cnt, err = sp.Write([]byte("a"))
+	isIt(results{err: nil, written: 1, total: 4}, results{err: err, written: cnt, total: sp.Total()})
+	cnt, err = sp.Write([]byte("a"))
+	isIt(results{err: nil, written: 1, total: 5}, results{err: err, written: cnt, total: sp.Total()})
+	go func() {
+		errChan <- writeStuff(sp.BufioWriter, -1)
+	}()
+	var count = 0
+	for sp.Running() {
+		select {
+		case err = <-errChan:
+			if !errors.Is(err, io.ErrClosedPipe) {
+				t.Errorf("unexpected error: %v", err)
+			} else {
+				if count < 5 {
+					t.Errorf("too few iterations: %d", count)
+				}
+				t.Logf("final rate: %v per second", sp.Rate())
+			}
+		default:
+			if count > 5 {
+				_ = sp.Close()
+			}
+			t.Logf("rate: %v per second", sp.Rate())
+			time.Sleep(1 * time.Second)
+			count++
+		}
+	}
+}

From c61f6b4a9c52327e241481e3bbe81fa5e8bf7c70 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 5 Mar 2023 03:56:26 -0800
Subject: [PATCH 15/44] Feat: Fix and finish bandwidth limiting io.Writer

---
 internal/util/speedometer.go      | 205 +++++++++++++++----------
 internal/util/speedometer_test.go | 245 ++++++++++++++++++++++++------
 2 files changed, 324 insertions(+), 126 deletions(-)

diff --git a/internal/util/speedometer.go b/internal/util/speedometer.go
index 8c736e6..8fbf090 100644
--- a/internal/util/speedometer.go
+++ b/internal/util/speedometer.go
@@ -1,7 +1,6 @@
 package util
 
 import (
-	"bufio"
 	"errors"
 	"io"
 	"sync"
@@ -11,84 +10,110 @@ import (
 
 var ErrLimitReached = errors.New("limit reached")
 
+// Speedometer is a wrapper around an io.Writer that will limit the rate at which data is written to the underlying writer.
+//
+// It is safe for concurrent use, but writers will block when slowed down.
+//
+// Optionally, it can be given;
+//
+//   - a capacity, which will cause it to return an error if the capacity is exceeded.
+//
+//   - a speed limit, causing slow downs of data written to the underlying writer if the speed limit is exceeded.
 type Speedometer struct {
-	cap         int64
-	speedLimit  SpeedLimit
-	birth       *time.Time
-	duration    time.Duration
-	internal    atomics
-	w           io.Writer
-	BufioWriter *bufio.Writer
+	cap        int64
+	speedLimit *SpeedLimit
+	internal   atomics
+	hardLock   *sync.RWMutex
+	w          io.Writer
 }
 
 type atomics struct {
-	closed *atomic.Bool
-	count  *int64
-	start  *sync.Once
-	stop   *sync.Once
-}
-
-func NewSpeedometer(w io.Writer) *Speedometer {
-	z := int64(0)
-	speedo := &Speedometer{
-		w:   w,
-		cap: -1,
-		internal: atomics{
-			count:  &z,
-			closed: new(atomic.Bool),
-			stop:   new(sync.Once),
-			start:  new(sync.Once),
-		},
-	}
-	speedo.internal.closed.Store(false)
-	speedo.BufioWriter = bufio.NewWriter(speedo)
-	return speedo
+	closed   *atomic.Bool
+	count    *int64
+	start    *sync.Once
+	stop     *sync.Once
+	birth    *atomic.Pointer[time.Time]
+	duration *atomic.Pointer[time.Duration]
+	slow     *atomic.Bool
 }
 
+// SpeedLimit is used to limit the rate at which data is written to the underlying writer.
 type SpeedLimit struct {
-	Bytes           int
-	Per             time.Duration
+	// Burst is the number of bytes that can be written to the underlying writer per Frame.
+	Burst int
+	// Frame is the duration of the frame in which Burst can be written to the underlying writer.
+	Frame time.Duration
+	// CheckEveryBytes is the number of bytes written before checking if the speed limit has been exceeded.
 	CheckEveryBytes int
-	Delay           time.Duration
+	// Delay is the duration to delay writing if the speed limit has been exceeded during a Write call. (blocking)
+	Delay time.Duration
 }
 
-func NewLimitedSpeedometer(w io.Writer, speedLimit SpeedLimit) *Speedometer {
+func regulateSpeedLimit(speedLimit *SpeedLimit) (*SpeedLimit, error) {
+	if speedLimit.Burst <= 0 || speedLimit.Frame <= 0 {
+		return nil, errors.New("invalid speed limit")
+	}
+	if speedLimit.CheckEveryBytes <= 0 {
+		speedLimit.CheckEveryBytes = speedLimit.Burst
+	}
+	if speedLimit.Delay <= 0 {
+		speedLimit.Delay = 100 * time.Millisecond
+	}
+	return speedLimit, nil
+}
+
+func newSpeedometer(w io.Writer, speedLimit *SpeedLimit, cap int64) (*Speedometer, error) {
+	if w == nil {
+		return nil, errors.New("writer cannot be nil")
+	}
+	var err error
+	if speedLimit != nil {
+		if speedLimit, err = regulateSpeedLimit(speedLimit); err != nil {
+			return nil, err
+		}
+	}
 	z := int64(0)
 	speedo := &Speedometer{
 		w:          w,
-		cap:        -1,
+		cap:        cap,
 		speedLimit: speedLimit,
+		hardLock:   &sync.RWMutex{},
 		internal: atomics{
-			count:  &z,
-			closed: new(atomic.Bool),
-			stop:   new(sync.Once),
-			start:  new(sync.Once),
+			count:    &z,
+			birth:    new(atomic.Pointer[time.Time]),
+			duration: new(atomic.Pointer[time.Duration]),
+			closed:   new(atomic.Bool),
+			stop:     new(sync.Once),
+			start:    new(sync.Once),
+			slow:     new(atomic.Bool),
 		},
 	}
+	speedo.internal.birth.Store(&time.Time{})
 	speedo.internal.closed.Store(false)
-	speedo.BufioWriter = bufio.NewWriterSize(speedo, speedLimit.CheckEveryBytes)
-	return speedo
+	return speedo, nil
 }
 
-func NewCappedSpeedometer(w io.Writer, cap int64) *Speedometer {
-	z := int64(0)
-	speedo := &Speedometer{
-		w:   w,
-		cap: cap,
-		internal: atomics{
-			count:  &z,
-			closed: new(atomic.Bool),
-			stop:   new(sync.Once),
-			start:  new(sync.Once),
-		},
-	}
-	speedo.internal.closed.Store(false)
-	speedo.BufioWriter = bufio.NewWriterSize(speedo, int(cap)/10)
-	return speedo
+// NewSpeedometer creates a new Speedometer that wraps the given io.Writer.
+// It will not limit the rate at which data is written to the underlying writer, it only measures it.
+func NewSpeedometer(w io.Writer) (*Speedometer, error) {
+	return newSpeedometer(w, nil, -1)
+}
+
+// NewLimitedSpeedometer creates a new Speedometer that wraps the given io.Writer.
+// If the speed limit is exceeded, writes to the underlying writer will be limited.
+// See SpeedLimit for more information.
+func NewLimitedSpeedometer(w io.Writer, speedLimit *SpeedLimit) (*Speedometer, error) {
+	return newSpeedometer(w, speedLimit, -1)
+}
+
+// NewCappedSpeedometer creates a new Speedometer that wraps the given io.Writer.
+// If len(written) bytes exceeds cap, writes to the underlying writer will be ceased permanently for the Speedometer.
+func NewCappedSpeedometer(w io.Writer, cap int64) (*Speedometer, error) {
+	return newSpeedometer(w, nil, cap)
 }
 
 func (s *Speedometer) increment(inc int64) (int, error) {
-	if s.internal.closed.Load() {
+	if s.internal.closed.Load() || !s.hardLock.TryRLock() {
 		return 0, io.ErrClosedPipe
 	}
 	var err error
@@ -101,43 +126,73 @@ func (s *Speedometer) increment(inc int64) (int, error) {
 	return int(inc), err
 }
 
+// Running returns true if the Speedometer is still running.
 func (s *Speedometer) Running() bool {
 	return !s.internal.closed.Load()
 }
 
+// Total returns the total number of bytes written to the underlying writer.
 func (s *Speedometer) Total() int64 {
 	return atomic.LoadInt64(s.internal.count)
 }
 
-func (s *Speedometer) Reset() {
-	s.internal.count = new(int64)
-	s.internal.closed = new(atomic.Bool)
-	s.internal.start = new(sync.Once)
-	s.internal.stop = new(sync.Once)
-	s.BufioWriter = bufio.NewWriter(s)
-	s.internal.closed.Store(false)
-}
-
+// Close stops the Speedometer. No additional writes will be accepted.
 func (s *Speedometer) Close() error {
+	s.hardLock.TryLock()
+	if s.internal.closed.Load() {
+		return io.ErrClosedPipe
+	}
 	s.internal.stop.Do(func() {
 		s.internal.closed.Store(true)
 		stopped := time.Now()
-		s.duration = stopped.Sub(*s.birth)
+		birth := s.internal.birth.Load()
+		duration := stopped.Sub(*birth)
+		s.internal.duration.Store(&duration)
 	})
 	return nil
 }
 
+/*func (s *Speedometer) IsSlow() bool {
+	return s.internal.slow.Load()
+}*/
+
+// Rate returns the rate at which data is being written to the underlying writer per second.
 func (s *Speedometer) Rate() float64 {
 	if s.internal.closed.Load() {
-		return float64(s.Total()) / s.duration.Seconds()
+		return float64(s.Total()) / s.internal.duration.Load().Seconds()
 	}
-	return float64(s.Total()) / time.Since(*s.birth).Seconds()
+	return float64(s.Total()) / time.Since(*s.internal.birth.Load()).Seconds()
 }
 
+func (s *Speedometer) slowDown() error {
+	switch {
+	case s.speedLimit == nil:
+		return nil
+	case s.speedLimit.Burst <= 0 || s.speedLimit.Frame <= 0,
+		s.speedLimit.CheckEveryBytes <= 0, s.speedLimit.Delay <= 0:
+		return errors.New("invalid speed limit")
+	default:
+		//
+	}
+	if s.Total()%int64(s.speedLimit.CheckEveryBytes) != 0 {
+		return nil
+	}
+	s.internal.slow.Store(true)
+	for s.Rate() > float64(s.speedLimit.Burst)/s.speedLimit.Frame.Seconds() {
+		time.Sleep(s.speedLimit.Delay)
+	}
+	s.internal.slow.Store(false)
+	return nil
+}
+
+// Write writes p to the underlying writer, following all defined speed limits.
 func (s *Speedometer) Write(p []byte) (n int, err error) {
+	if !s.hardLock.TryRLock() {
+		return 0, io.ErrClosedPipe
+	}
 	s.internal.start.Do(func() {
-		tn := time.Now()
-		s.birth = &tn
+		now := time.Now()
+		s.internal.birth.Store(&now)
 	})
 	accepted, err := s.increment(int64(len(p)))
 	if err != nil {
@@ -145,14 +200,10 @@ func (s *Speedometer) Write(p []byte) (n int, err error) {
 		if innerErr != nil {
 			err = innerErr
 		}
-		if wn < accepted {
-			err = io.ErrShortWrite
-		}
 		return wn, err
 	}
+	if err = s.slowDown(); err != nil {
+		return 0, err
+	}
 	return s.w.Write(p)
 }
-
-/*func BenchmarkHeffalump_WriteHell(b *testing.B) {
-
-}*/
diff --git a/internal/util/speedometer_test.go b/internal/util/speedometer_test.go
index d69115a..0a2959e 100644
--- a/internal/util/speedometer_test.go
+++ b/internal/util/speedometer_test.go
@@ -1,16 +1,27 @@
 package util
 
 import (
-	"bufio"
 	"errors"
 	"io"
+	"sync"
+	"sync/atomic"
 	"testing"
 	"time"
 )
 
-func writeStuff(target *bufio.Writer, count int) error {
+type testWriter struct {
+	t     *testing.T
+	total int64
+}
+
+func (w *testWriter) Write(p []byte) (n int, err error) {
+	atomic.AddInt64(&w.total, int64(len(p)))
+	return len(p), nil
+}
+
+func writeStuff(target io.Writer, count int) error {
 	write := func() error {
-		_, err := target.WriteString("a")
+		_, err := target.Write([]byte("a"))
 		if err != nil {
 			return err
 		}
@@ -18,11 +29,11 @@ func writeStuff(target *bufio.Writer, count int) error {
 	}
 
 	if count < 0 {
-		for {
-			if err := write(); err != nil {
-				return err
-			}
+		var err error
+		for err = write(); err == nil; err = write() {
+			time.Sleep(5 * time.Millisecond)
 		}
+		return err
 	}
 	for i := 0; i < count; i++ {
 		if err := write(); err != nil {
@@ -55,47 +66,183 @@ func Test_Speedometer(t *testing.T) {
 		}
 	}
 
-	sp := NewSpeedometer(io.Discard)
-	errChan := make(chan error)
-	go func() {
-		errChan <- writeStuff(sp.BufioWriter, -1)
-	}()
-	time.Sleep(1 * time.Second)
-	_ = sp.Close()
-	err := <-errChan
-	cnt, err := sp.Write([]byte("a"))
-	isIt(results{err: io.ErrClosedPipe, written: 0}, results{err: err, written: cnt})
-	sp.Reset()
-	cnt, err = sp.Write([]byte("a"))
-	isIt(results{err: nil, written: 1, total: 1}, results{err: err, written: cnt, total: sp.Total()})
-	cnt, err = sp.Write([]byte("aa"))
-	isIt(results{err: nil, written: 2, total: 3}, results{err: err, written: cnt, total: sp.Total()})
-	cnt, err = sp.Write([]byte("a"))
-	isIt(results{err: nil, written: 1, total: 4}, results{err: err, written: cnt, total: sp.Total()})
-	cnt, err = sp.Write([]byte("a"))
-	isIt(results{err: nil, written: 1, total: 5}, results{err: err, written: cnt, total: sp.Total()})
-	go func() {
-		errChan <- writeStuff(sp.BufioWriter, -1)
-	}()
-	var count = 0
-	for sp.Running() {
-		select {
-		case err = <-errChan:
-			if !errors.Is(err, io.ErrClosedPipe) {
-				t.Errorf("unexpected error: %v", err)
-			} else {
-				if count < 5 {
-					t.Errorf("too few iterations: %d", count)
-				}
-				t.Logf("final rate: %v per second", sp.Rate())
-			}
-		default:
-			if count > 5 {
-				_ = sp.Close()
-			}
-			t.Logf("rate: %v per second", sp.Rate())
-			time.Sleep(1 * time.Second)
-			count++
+	var (
+		errChan = make(chan error, 10)
+		err     error
+		cnt     int
+	)
+
+	t.Run("EarlyClose", func(t *testing.T) {
+		sp, nerr := NewSpeedometer(&testWriter{t: t})
+		if nerr != nil {
+			t.Errorf("unexpected error: %v", nerr)
 		}
-	}
+		go func() {
+			errChan <- writeStuff(sp, -1)
+		}()
+		time.Sleep(1 * time.Second)
+		if closeErr := sp.Close(); closeErr != nil {
+			t.Errorf("wantErr: want %v, have %v", nil, closeErr)
+		}
+		err = <-errChan
+		if !errors.Is(err, io.ErrClosedPipe) {
+			t.Errorf("wantErr: want %v, have %v", io.ErrClosedPipe, err)
+		}
+		cnt, err = sp.Write([]byte("a"))
+		isIt(results{err: io.ErrClosedPipe, written: 0}, results{err: err, written: cnt})
+	})
+
+	t.Run("Basic", func(t *testing.T) {
+		sp, nerr := NewSpeedometer(&testWriter{t: t})
+		if nerr != nil {
+			t.Errorf("unexpected error: %v", nerr)
+		}
+		cnt, err = sp.Write([]byte("a"))
+		isIt(results{err: nil, written: 1, total: 1}, results{err: err, written: cnt, total: sp.Total()})
+		cnt, err = sp.Write([]byte("aa"))
+		isIt(results{err: nil, written: 2, total: 3}, results{err: err, written: cnt, total: sp.Total()})
+		cnt, err = sp.Write([]byte("a"))
+		isIt(results{err: nil, written: 1, total: 4}, results{err: err, written: cnt, total: sp.Total()})
+		cnt, err = sp.Write([]byte("a"))
+		isIt(results{err: nil, written: 1, total: 5}, results{err: err, written: cnt, total: sp.Total()})
+	})
+
+	t.Run("ConcurrentWrites", func(t *testing.T) {
+		count := int64(0)
+		sp, nerr := NewSpeedometer(&testWriter{t: t})
+		if nerr != nil {
+			t.Errorf("unexpected error: %v", nerr)
+		}
+		wg := &sync.WaitGroup{}
+		for i := 0; i < 100; i++ {
+			wg.Add(1)
+			go func() {
+				var counted int
+				var err error
+				counted, err = sp.Write([]byte("a"))
+				if err != nil {
+					t.Errorf("unexpected error: %v", err)
+				}
+				atomic.AddInt64(&count, int64(counted))
+				wg.Done()
+			}()
+		}
+		wg.Wait()
+		isIt(results{err: nil, written: 1, total: 100}, results{err: err, written: cnt, total: sp.Total()})
+	})
+
+	t.Run("GottaGoFast", func(t *testing.T) {
+		sp, nerr := NewSpeedometer(&testWriter{t: t})
+		if nerr != nil {
+			t.Errorf("unexpected error: %v", nerr)
+		}
+		go func() {
+			errChan <- writeStuff(sp, -1)
+		}()
+		var count = 0
+		for sp.Running() {
+			select {
+			case err = <-errChan:
+				if !errors.Is(err, io.ErrClosedPipe) {
+					t.Errorf("unexpected error: %v", err)
+				} else {
+					if count < 5 {
+						t.Errorf("too few iterations: %d", count)
+					}
+					t.Logf("final rate: %v per second", sp.Rate())
+				}
+			default:
+				if count > 5 {
+					_ = sp.Close()
+				}
+				time.Sleep(100 * time.Millisecond)
+				t.Logf("rate: %v per second", sp.Rate())
+				count++
+			}
+		}
+	})
+
+	// test limiter with speedlimit
+	t.Run("CantGoFast", func(t *testing.T) {
+		t.Run("10BytesASecond", func(t *testing.T) {
+			sp, nerr := NewLimitedSpeedometer(&testWriter{t: t}, &SpeedLimit{
+				Burst:           10,
+				Frame:           time.Second,
+				CheckEveryBytes: 1,
+				Delay:           100 * time.Millisecond,
+			})
+			if nerr != nil {
+				t.Errorf("unexpected error: %v", nerr)
+			}
+			for i := 0; i < 15; i++ {
+				if _, err = sp.Write([]byte("a")); err != nil {
+					t.Errorf("unexpected error: %v", err)
+				}
+				/*if sp.IsSlow() {
+					t.Errorf("unexpected slow state")
+				}*/
+				t.Logf("rate: %v per second", sp.Rate())
+				if sp.Rate() > 10 {
+					t.Errorf("speeding in a school zone (expected under %d): %v", sp.speedLimit.Burst, sp.Rate())
+				}
+			}
+		})
+
+		t.Run("1000BytesPer5SecondsMeasuredEvery5000Bytes", func(t *testing.T) {
+			sp, nerr := NewLimitedSpeedometer(&testWriter{t: t}, &SpeedLimit{
+				Burst:           1000,
+				Frame:           2 * time.Second,
+				CheckEveryBytes: 5000,
+				Delay:           500 * time.Millisecond,
+			})
+
+			if nerr != nil {
+				t.Errorf("unexpected error: %v", nerr)
+			}
+
+			for i := 0; i < 4999; i++ {
+				if _, err = sp.Write([]byte("a")); err != nil {
+					t.Errorf("unexpected error: %v", err)
+				}
+				if i%1000 == 0 {
+					t.Logf("rate: %v per second", sp.Rate())
+				}
+				if sp.Rate() < 1000 {
+					t.Errorf("shouldn't have slowed down yet (expected over %d): %v", sp.speedLimit.Burst, sp.Rate())
+				}
+			}
+			if _, err = sp.Write([]byte("a")); err != nil {
+				t.Errorf("unexpected error: %v", err)
+			}
+			for i := 0; i < 10; i++ {
+				if _, err = sp.Write([]byte("a")); err != nil {
+					t.Errorf("unexpected error: %v", err)
+				}
+				t.Logf("rate: %v per second", sp.Rate())
+				if sp.Rate() > 1000 {
+					t.Errorf("speeding in a school zone (expected under %d): %v", sp.speedLimit.Burst, sp.Rate())
+				}
+			}
+		})
+	})
+
+	// test capped speedometer
+	t.Run("OnlyALittle", func(t *testing.T) {
+		sp, nerr := NewCappedSpeedometer(&testWriter{t: t}, 1024)
+		if nerr != nil {
+			t.Errorf("unexpected error: %v", nerr)
+		}
+		for i := 0; i < 1024; i++ {
+			if _, err = sp.Write([]byte("a")); err != nil {
+				t.Errorf("unexpected error: %v", err)
+			}
+			if sp.Total() > 1024 {
+				t.Errorf("shouldn't have written more than 1024 bytes")
+			}
+		}
+		if _, err = sp.Write([]byte("a")); err == nil {
+			t.Errorf("expected error when writing over capacity")
+		}
+	})
+
 }

From 6d43e2e6d2cfbdf519dc40557caa8955592e03cc Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 5 Mar 2023 03:56:37 -0800
Subject: [PATCH 16/44] CI: Add race detector

---
 .github/workflows/go.yml | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/.github/workflows/go.yml b/.github/workflows/go.yml
index bb353db..8b38162 100644
--- a/.github/workflows/go.yml
+++ b/.github/workflows/go.yml
@@ -22,7 +22,7 @@ jobs:
           export PATH=$PATH:$(go env GOPATH)/bin
           go install github.com/securego/gosec/v2/cmd/gosec@latest
           gosec ./...
-      - name: go test -v ./...
-        run: go test -v ./...
+      - name: go test -race -v ./...
+        run: go test -race -v ./...
       - name: go build -v ./...
         run: go build -v ./...

From 34323c67f62b77ecefb885796d3e94285dd14f80 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 23 Mar 2023 01:22:08 -0700
Subject: [PATCH 17/44] Fix: HTTP server failing to listen should be fatal

---
 cmd/HellPot/HellPot.go | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/cmd/HellPot/HellPot.go b/cmd/HellPot/HellPot.go
index a8545aa..082989c 100644
--- a/cmd/HellPot/HellPot.go
+++ b/cmd/HellPot/HellPot.go
@@ -40,7 +40,7 @@ func main() {
 	signal.Notify(stopChan, syscall.SIGINT, syscall.SIGTERM)
 
 	go func() {
-		log.Error().Err(http.Serve()).Msg("HTTP error")
+		log.Fatal().Err(http.Serve()).Msg("HTTP error")
 	}()
 
 	<-stopChan // wait for SIGINT

From 03113b443afad7744a5845fcddcf8ce96a3b87d6 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Thu, 23 Mar 2023 17:55:07 -0700
Subject: [PATCH 18/44] Bump git.tcp.direct/kayos/common from 0.8.1 to 0.8.2
 (#77)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index aecd575..93a3519 100644
--- a/go.mod
+++ b/go.mod
@@ -3,7 +3,7 @@ module github.com/yunginnanet/HellPot
 go 1.19
 
 require (
-	git.tcp.direct/kayos/common v0.8.1
+	git.tcp.direct/kayos/common v0.8.2
 	github.com/fasthttp/router v1.4.18
 	github.com/rs/zerolog v1.29.0
 	github.com/spf13/afero v1.9.5
diff --git a/go.sum b/go.sum
index 148340c..a8cda60 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common v0.8.1 h1:gxcCaa7QlQzkvBPzcwoVyP89mexrxKvnmlnvh4PGu4o=
-git.tcp.direct/kayos/common v0.8.1/go.mod h1:r7lZuKTQz0uf/jNm61sz1XaMgK/RYRr7wtqr/cNYd8o=
+git.tcp.direct/kayos/common v0.8.2 h1:Usev4zpFLRFGTjQ+5vhReYSS/3+XGOgYbVufIWqMMW8=
+git.tcp.direct/kayos/common v0.8.2/go.mod h1:1XroljMDSTRybzyFGPTxs0gVb45YtH7wcehelU4koW8=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.5 h1:8uQZIdzKmjc/iuPu7O2ioW48L81FgatrcpfFmiq/cCs=

From 2bfe90cadc61edb9f1cca7c0e4bf8c8ab2a3ece5 Mon Sep 17 00:00:00 2001
From: kayos <kayos@tcp.direct>
Date: Sat, 1 Apr 2023 11:09:04 -0700
Subject: [PATCH 19/44] Update dependabot.yml

---
 .github/dependabot.yml | 6 +++++-
 1 file changed, 5 insertions(+), 1 deletion(-)

diff --git a/.github/dependabot.yml b/.github/dependabot.yml
index eb4bfe6..41811b8 100644
--- a/.github/dependabot.yml
+++ b/.github/dependabot.yml
@@ -1,7 +1,7 @@
 # To get started with Dependabot version updates, you'll need to specify which
 # package ecosystems to update and where the package manifests are located.
 # Please see the documentation for all configuration options:
-# https://help.github.com/github/administering-a-repository/configuration-options-for-dependency-updates
+# https://docs.github.com/github/administering-a-repository/configuration-options-for-dependency-updates
 
 version: 2
 updates:
@@ -9,3 +9,7 @@ updates:
     directory: "/" # Location of package manifests
     schedule:
       interval: "daily"
+  - package-ecosystem: "github-actions" # See documentation for possible values
+    directory: "/" # Location of package manifests
+    schedule:
+      interval: "daily"

From ba8ee748637165c02632ba1aedb3b22877ee04e6 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Sat, 1 Apr 2023 11:12:14 -0700
Subject: [PATCH 20/44] Bump actions/setup-go from 2 to 4 (#78)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 .github/workflows/go.yml | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/.github/workflows/go.yml b/.github/workflows/go.yml
index 8b38162..42fdc73 100644
--- a/.github/workflows/go.yml
+++ b/.github/workflows/go.yml
@@ -12,7 +12,7 @@ jobs:
     steps:
       - uses: actions/checkout@v2
       - name: Set up Go
-        uses: actions/setup-go@v2
+        uses: actions/setup-go@v4
         with:
           go-version: 1.19
       - name: go vet -v ./...

From bca0f4491a9fc43d95b450bc66693bc56c880f6d Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Sat, 1 Apr 2023 11:13:08 -0700
Subject: [PATCH 21/44] Bump wangyoucao577/go-release-action from 1.35 to 1.37
 (#80)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 .github/workflows/release-command.yml | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/.github/workflows/release-command.yml b/.github/workflows/release-command.yml
index d6d8f2a..f2318f3 100644
--- a/.github/workflows/release-command.yml
+++ b/.github/workflows/release-command.yml
@@ -27,7 +27,7 @@ jobs:
             goos: windows
     steps:
     - uses: actions/checkout@v3
-    - uses: wangyoucao577/go-release-action@v1.35
+    - uses: wangyoucao577/go-release-action@v1.37
       with:
         github_token: ${{ secrets.GITHUB_TOKEN }}
         goos: ${{ matrix.goos }}

From a635c6d252466608192df60ee6bb41297646fcbe Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Sat, 1 Apr 2023 11:14:23 -0700
Subject: [PATCH 22/44] Bump actions/checkout from 2 to 3 (#79)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 .github/workflows/go.yml | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/.github/workflows/go.yml b/.github/workflows/go.yml
index 42fdc73..5f921a4 100644
--- a/.github/workflows/go.yml
+++ b/.github/workflows/go.yml
@@ -10,7 +10,7 @@ jobs:
   build:
     runs-on: ubuntu-latest
     steps:
-      - uses: actions/checkout@v2
+      - uses: actions/checkout@v3
       - name: Set up Go
         uses: actions/setup-go@v4
         with:

From 9ca252dad4d954babec1d2daf1a0e9ec65eb53dd Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Thu, 6 Apr 2023 15:45:19 -0700
Subject: [PATCH 23/44] Bump peter-evans/create-or-update-comment from 2 to 3
 (#82)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 .github/workflows/release-command.yml | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/.github/workflows/release-command.yml b/.github/workflows/release-command.yml
index f2318f3..bd0716c 100644
--- a/.github/workflows/release-command.yml
+++ b/.github/workflows/release-command.yml
@@ -41,7 +41,7 @@ jobs:
         ldflags: -s -w -X main.version=${{ github.event.inputs.tag }}
         release_tag: ${{ github.event.inputs.tag }}
     - name: Add reaction
-      uses: peter-evans/create-or-update-comment@v2
+      uses: peter-evans/create-or-update-comment@v3
       with:
         token: ${{ secrets.PAT }}
         repository: ${{ github.event.inputs.repository }}

From 3776301ed059450ab5365ff1d7efc6ebcff99545 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Thu, 6 Apr 2023 15:45:47 -0700
Subject: [PATCH 24/44] Bump golang.org/x/term from 0.6.0 to 0.7.0 (#81)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 go.mod | 4 ++--
 go.sum | 8 ++++----
 2 files changed, 6 insertions(+), 6 deletions(-)

diff --git a/go.mod b/go.mod
index 93a3519..98ca3ad 100644
--- a/go.mod
+++ b/go.mod
@@ -9,7 +9,7 @@ require (
 	github.com/spf13/afero v1.9.5
 	github.com/spf13/viper v1.15.0
 	github.com/valyala/fasthttp v1.45.0
-	golang.org/x/term v0.6.0
+	golang.org/x/term v0.7.0
 )
 
 require (
@@ -28,7 +28,7 @@ require (
 	github.com/spf13/pflag v1.0.5 // indirect
 	github.com/subosito/gotenv v1.4.2 // indirect
 	github.com/valyala/bytebufferpool v1.0.0 // indirect
-	golang.org/x/sys v0.6.0 // indirect
+	golang.org/x/sys v0.7.0 // indirect
 	golang.org/x/text v0.8.0 // indirect
 	gopkg.in/ini.v1 v1.67.0 // indirect
 	gopkg.in/yaml.v3 v3.0.1 // indirect
diff --git a/go.sum b/go.sum
index a8cda60..ca0fc86 100644
--- a/go.sum
+++ b/go.sum
@@ -329,11 +329,11 @@ golang.org/x/sys v0.0.0-20210615035016-665e8c7367d1/go.mod h1:oPkhp1MJrh7nUepCBc
 golang.org/x/sys v0.0.0-20210630005230-0f9fa26af87c/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
 golang.org/x/sys v0.0.0-20210927094055-39ccf1dd6fa6/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
 golang.org/x/sys v0.0.0-20220908164124-27713097b956/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
-golang.org/x/sys v0.6.0 h1:MVltZSvRTcU2ljQOhs94SXPftV6DCNnZViHeQps87pQ=
-golang.org/x/sys v0.6.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
+golang.org/x/sys v0.7.0 h1:3jlCCIQZPdOYu1h8BkNvLz8Kgwtae2cagcG/VamtZRU=
+golang.org/x/sys v0.7.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
 golang.org/x/term v0.0.0-20201126162022-7de9c90e9dd1/go.mod h1:bj7SfCRtBDWHUb9snDiAeCFNEtKQo2Wmx5Cou7ajbmo=
-golang.org/x/term v0.6.0 h1:clScbb1cHjoCkyRbWwBEUZ5H/tIFu5TAXIqaZD0Gcjw=
-golang.org/x/term v0.6.0/go.mod h1:m6U89DPEgQRMq3DNkDClhWw02AUbt2daBVO4cn4Hv9U=
+golang.org/x/term v0.7.0 h1:BEvjmm5fURWqcfbSKTdpkDXYBrUS1c0m8agp14W48vQ=
+golang.org/x/term v0.7.0/go.mod h1:P32HKFT3hSsZrRxla30E9HqToFYAQPCMs/zFMBUFqPY=
 golang.org/x/text v0.0.0-20170915032832-14c0d48ead0c/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ=
 golang.org/x/text v0.3.0/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ=
 golang.org/x/text v0.3.1-0.20180807135948-17ff2d5776d2/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ=

From 2333643040eb091c49c33d6b4976dbba25ab4db8 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Fri, 14 Apr 2023 12:45:05 -0700
Subject: [PATCH 25/44] Bump github.com/rs/zerolog from 1.29.0 to 1.29.1 (#83)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 go.mod | 2 +-
 go.sum | 6 +++---
 2 files changed, 4 insertions(+), 4 deletions(-)

diff --git a/go.mod b/go.mod
index 98ca3ad..068a17e 100644
--- a/go.mod
+++ b/go.mod
@@ -5,7 +5,7 @@ go 1.19
 require (
 	git.tcp.direct/kayos/common v0.8.2
 	github.com/fasthttp/router v1.4.18
-	github.com/rs/zerolog v1.29.0
+	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
 	github.com/spf13/viper v1.15.0
 	github.com/valyala/fasthttp v1.45.0
diff --git a/go.sum b/go.sum
index ca0fc86..f5ee9c4 100644
--- a/go.sum
+++ b/go.sum
@@ -50,7 +50,7 @@ github.com/client9/misspell v0.3.4/go.mod h1:qj6jICC3Q7zFZvVWo7KLAzC3yx5G7kyvSDk
 github.com/cncf/udpa/go v0.0.0-20191209042840-269d4d468f6f/go.mod h1:M8M6+tZqaGXZJjfX53e64911xZQV5JYwmTeXPW+k8Sc=
 github.com/cncf/udpa/go v0.0.0-20200629203442-efcf912fb354/go.mod h1:WmhPx2Nbnhtbo57+VJT5O0JRkEi1Wbu0z5j0R8u5Hbk=
 github.com/cncf/udpa/go v0.0.0-20201120205902-5459f2c99403/go.mod h1:WmhPx2Nbnhtbo57+VJT5O0JRkEi1Wbu0z5j0R8u5Hbk=
-github.com/coreos/go-systemd/v22 v22.3.3-0.20220203105225-a9a7ef127534/go.mod h1:Y58oyj3AT4RCenI/lSvhwexgC+NSVTIJ3seZv2GcEnc=
+github.com/coreos/go-systemd/v22 v22.5.0/go.mod h1:Y58oyj3AT4RCenI/lSvhwexgC+NSVTIJ3seZv2GcEnc=
 github.com/davecgh/go-spew v1.1.0/go.mod h1:J7Y8YcW2NihsgmVo/mv3lAwl/skON4iLHjSsI+c5H38=
 github.com/davecgh/go-spew v1.1.1 h1:vj9j/u1bqnvCEfJOwUhtlOARqs3+rkHYY13jYWTU97c=
 github.com/davecgh/go-spew v1.1.1/go.mod h1:J7Y8YcW2NihsgmVo/mv3lAwl/skON4iLHjSsI+c5H38=
@@ -159,8 +159,8 @@ github.com/prometheus/client_model v0.0.0-20190812154241-14fe0d1b01d4/go.mod h1:
 github.com/rogpeppe/go-internal v1.3.0/go.mod h1:M8bDsm7K2OlrFYOpmOWEs/qY81heoFRclV5y23lUDJ4=
 github.com/rogpeppe/go-internal v1.6.1 h1:/FiVV8dS/e+YqF2JvO3yXRFbBLTIuSDkuC7aBOAvL+k=
 github.com/rs/xid v1.4.0/go.mod h1:trrq9SKmegXys3aeAKXMUTdJsYXVwGY3RLcfgqegfbg=
-github.com/rs/zerolog v1.29.0 h1:Zes4hju04hjbvkVkOhdl2HpZa+0PmVwigmo8XoORE5w=
-github.com/rs/zerolog v1.29.0/go.mod h1:NILgTygv/Uej1ra5XxGf82ZFSLk58MFGAUS2o6usyD0=
+github.com/rs/zerolog v1.29.1 h1:cO+d60CHkknCbvzEWxP0S9K6KqyTjrCNUy1LdQLCGPc=
+github.com/rs/zerolog v1.29.1/go.mod h1:Le6ESbR7hc+DP6Lt1THiV8CQSdkkNrd3R0XbEgp3ZBU=
 github.com/savsgio/gotils v0.0.0-20230208104028-c358bd845dee h1:8Iv5m6xEo1NR1AvpV+7XmhI4r39LGNzwUL4YpMuL5vk=
 github.com/savsgio/gotils v0.0.0-20230208104028-c358bd845dee/go.mod h1:qwtSXrKuJh/zsFQ12yEE89xfCrGKK63Rr7ctU/uCo4g=
 github.com/spf13/afero v1.9.5 h1:stMpOSZFs//0Lv29HduCmli3GUfpFoF3Y1Q/aXj/wVM=

From bab07d7f925ce9fad7daddfc12fff014394361f8 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Mon, 24 Apr 2023 08:51:54 -0700
Subject: [PATCH 26/44] Bump github.com/valyala/fasthttp from 1.45.0 to 1.46.0
 (#84)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index 068a17e..e258da2 100644
--- a/go.mod
+++ b/go.mod
@@ -8,7 +8,7 @@ require (
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
 	github.com/spf13/viper v1.15.0
-	github.com/valyala/fasthttp v1.45.0
+	github.com/valyala/fasthttp v1.46.0
 	golang.org/x/term v0.7.0
 )
 
diff --git a/go.sum b/go.sum
index f5ee9c4..500384b 100644
--- a/go.sum
+++ b/go.sum
@@ -188,8 +188,8 @@ github.com/subosito/gotenv v1.4.2 h1:X1TuBLAMDFbaTAChgCBLu3DU3UPyELpnF2jjJ2cz/S8
 github.com/subosito/gotenv v1.4.2/go.mod h1:ayKnFf/c6rvx/2iiLrJUk1e6plDbT3edrFNGqEflhK0=
 github.com/valyala/bytebufferpool v1.0.0 h1:GqA5TC/0021Y/b9FG4Oi9Mr3q7XYx6KllzawFIhcdPw=
 github.com/valyala/bytebufferpool v1.0.0/go.mod h1:6bBcMArwyJ5K/AmCkWv1jt77kVWyCJ6HpOuEn7z0Csc=
-github.com/valyala/fasthttp v1.45.0 h1:zPkkzpIn8tdHZUrVa6PzYd0i5verqiPSkgTd3bSUcpA=
-github.com/valyala/fasthttp v1.45.0/go.mod h1:k2zXd82h/7UZc3VOdJ2WaUqt1uZ/XpXAfE9i+HBC3lA=
+github.com/valyala/fasthttp v1.46.0 h1:6ZRhrFg8zBXTRYY6vdzbFhqsBd7FVv123pV2m9V87U4=
+github.com/valyala/fasthttp v1.46.0/go.mod h1:k2zXd82h/7UZc3VOdJ2WaUqt1uZ/XpXAfE9i+HBC3lA=
 github.com/yuin/goldmark v1.1.25/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74=
 github.com/yuin/goldmark v1.1.27/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74=
 github.com/yuin/goldmark v1.1.32/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74=

From 57526ab3a17ced7b7458a2b0878a7f3598b91284 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Mon, 1 May 2023 20:50:40 -0700
Subject: [PATCH 27/44] Bump wangyoucao577/go-release-action from 1.37 to 1.38
 (#86)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 .github/workflows/release-command.yml | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/.github/workflows/release-command.yml b/.github/workflows/release-command.yml
index bd0716c..58c6626 100644
--- a/.github/workflows/release-command.yml
+++ b/.github/workflows/release-command.yml
@@ -27,7 +27,7 @@ jobs:
             goos: windows
     steps:
     - uses: actions/checkout@v3
-    - uses: wangyoucao577/go-release-action@v1.37
+    - uses: wangyoucao577/go-release-action@v1.38
       with:
         github_token: ${{ secrets.GITHUB_TOKEN }}
         goos: ${{ matrix.goos }}

From 698b4bdda93e1db7042798a54115c19051b7ae49 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Mon, 1 May 2023 20:51:31 -0700
Subject: [PATCH 28/44] Bump github.com/valyala/fasthttp from 1.46.0 to 1.47.0
 (#85)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
Co-authored-by: kayos <kayos@tcp.direct>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index e258da2..7b946be 100644
--- a/go.mod
+++ b/go.mod
@@ -8,7 +8,7 @@ require (
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
 	github.com/spf13/viper v1.15.0
-	github.com/valyala/fasthttp v1.46.0
+	github.com/valyala/fasthttp v1.47.0
 	golang.org/x/term v0.7.0
 )
 
diff --git a/go.sum b/go.sum
index 500384b..c813fa0 100644
--- a/go.sum
+++ b/go.sum
@@ -188,8 +188,8 @@ github.com/subosito/gotenv v1.4.2 h1:X1TuBLAMDFbaTAChgCBLu3DU3UPyELpnF2jjJ2cz/S8
 github.com/subosito/gotenv v1.4.2/go.mod h1:ayKnFf/c6rvx/2iiLrJUk1e6plDbT3edrFNGqEflhK0=
 github.com/valyala/bytebufferpool v1.0.0 h1:GqA5TC/0021Y/b9FG4Oi9Mr3q7XYx6KllzawFIhcdPw=
 github.com/valyala/bytebufferpool v1.0.0/go.mod h1:6bBcMArwyJ5K/AmCkWv1jt77kVWyCJ6HpOuEn7z0Csc=
-github.com/valyala/fasthttp v1.46.0 h1:6ZRhrFg8zBXTRYY6vdzbFhqsBd7FVv123pV2m9V87U4=
-github.com/valyala/fasthttp v1.46.0/go.mod h1:k2zXd82h/7UZc3VOdJ2WaUqt1uZ/XpXAfE9i+HBC3lA=
+github.com/valyala/fasthttp v1.47.0 h1:y7moDoxYzMooFpT5aHgNgVOQDrS3qlkfiP9mDtGGK9c=
+github.com/valyala/fasthttp v1.47.0/go.mod h1:k2zXd82h/7UZc3VOdJ2WaUqt1uZ/XpXAfE9i+HBC3lA=
 github.com/yuin/goldmark v1.1.25/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74=
 github.com/yuin/goldmark v1.1.27/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74=
 github.com/yuin/goldmark v1.1.32/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74=

From 3cd2b7a86229b3c8a926b043962a6e35ed7616d6 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Wed, 3 May 2023 16:46:36 -0700
Subject: [PATCH 29/44] Bump git.tcp.direct/kayos/common from 0.8.2 to 0.8.3
 (#87)

Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index 7b946be..1c6b5d0 100644
--- a/go.mod
+++ b/go.mod
@@ -3,7 +3,7 @@ module github.com/yunginnanet/HellPot
 go 1.19
 
 require (
-	git.tcp.direct/kayos/common v0.8.2
+	git.tcp.direct/kayos/common v0.8.3
 	github.com/fasthttp/router v1.4.18
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
diff --git a/go.sum b/go.sum
index c813fa0..67e2683 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common v0.8.2 h1:Usev4zpFLRFGTjQ+5vhReYSS/3+XGOgYbVufIWqMMW8=
-git.tcp.direct/kayos/common v0.8.2/go.mod h1:1XroljMDSTRybzyFGPTxs0gVb45YtH7wcehelU4koW8=
+git.tcp.direct/kayos/common v0.8.3 h1:W2iDrrQ7GN9cIuJTcAtmxnWIyBRtDrTsmgQzzuZMTM8=
+git.tcp.direct/kayos/common v0.8.3/go.mod h1:7hOMiW1jK55PcvEuerOUKac3MjOAexaLYluYqFL+2Ws=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.5 h1:8uQZIdzKmjc/iuPu7O2ioW48L81FgatrcpfFmiq/cCs=

From 0005356845a73667be6e4709e93abad537df7c38 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Thu, 4 May 2023 22:58:04 +0000
Subject: [PATCH 30/44] Bump golang.org/x/term from 0.7.0 to 0.8.0

Bumps [golang.org/x/term](https://github.com/golang/term) from 0.7.0 to 0.8.0.
- [Commits](https://github.com/golang/term/compare/v0.7.0...v0.8.0)

---
updated-dependencies:
- dependency-name: golang.org/x/term
  dependency-type: direct:production
  update-type: version-update:semver-minor
...

Signed-off-by: dependabot[bot] <support@github.com>
---
 go.mod | 4 ++--
 go.sum | 8 ++++----
 2 files changed, 6 insertions(+), 6 deletions(-)

diff --git a/go.mod b/go.mod
index 1c6b5d0..5fb2dfc 100644
--- a/go.mod
+++ b/go.mod
@@ -9,7 +9,7 @@ require (
 	github.com/spf13/afero v1.9.5
 	github.com/spf13/viper v1.15.0
 	github.com/valyala/fasthttp v1.47.0
-	golang.org/x/term v0.7.0
+	golang.org/x/term v0.8.0
 )
 
 require (
@@ -28,7 +28,7 @@ require (
 	github.com/spf13/pflag v1.0.5 // indirect
 	github.com/subosito/gotenv v1.4.2 // indirect
 	github.com/valyala/bytebufferpool v1.0.0 // indirect
-	golang.org/x/sys v0.7.0 // indirect
+	golang.org/x/sys v0.8.0 // indirect
 	golang.org/x/text v0.8.0 // indirect
 	gopkg.in/ini.v1 v1.67.0 // indirect
 	gopkg.in/yaml.v3 v3.0.1 // indirect
diff --git a/go.sum b/go.sum
index 67e2683..12cfa57 100644
--- a/go.sum
+++ b/go.sum
@@ -329,11 +329,11 @@ golang.org/x/sys v0.0.0-20210615035016-665e8c7367d1/go.mod h1:oPkhp1MJrh7nUepCBc
 golang.org/x/sys v0.0.0-20210630005230-0f9fa26af87c/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
 golang.org/x/sys v0.0.0-20210927094055-39ccf1dd6fa6/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
 golang.org/x/sys v0.0.0-20220908164124-27713097b956/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
-golang.org/x/sys v0.7.0 h1:3jlCCIQZPdOYu1h8BkNvLz8Kgwtae2cagcG/VamtZRU=
-golang.org/x/sys v0.7.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
+golang.org/x/sys v0.8.0 h1:EBmGv8NaZBZTWvrbjNoL6HVt+IVy3QDQpJs7VRIw3tU=
+golang.org/x/sys v0.8.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg=
 golang.org/x/term v0.0.0-20201126162022-7de9c90e9dd1/go.mod h1:bj7SfCRtBDWHUb9snDiAeCFNEtKQo2Wmx5Cou7ajbmo=
-golang.org/x/term v0.7.0 h1:BEvjmm5fURWqcfbSKTdpkDXYBrUS1c0m8agp14W48vQ=
-golang.org/x/term v0.7.0/go.mod h1:P32HKFT3hSsZrRxla30E9HqToFYAQPCMs/zFMBUFqPY=
+golang.org/x/term v0.8.0 h1:n5xxQn2i3PC0yLAbjTpNT85q/Kgzcr2gIoX9OrJUols=
+golang.org/x/term v0.8.0/go.mod h1:xPskH00ivmX89bAKVGSKKtLOWNx2+17Eiy94tnKShWo=
 golang.org/x/text v0.0.0-20170915032832-14c0d48ead0c/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ=
 golang.org/x/text v0.3.0/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ=
 golang.org/x/text v0.3.1-0.20180807135948-17ff2d5776d2/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ=

From 42eea5f9dda74fd6cb05d1ab6e3aa5ff50a95acd Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Fri, 5 May 2023 22:57:55 +0000
Subject: [PATCH 31/44] Bump git.tcp.direct/kayos/common from 0.8.3 to 0.8.4

Bumps git.tcp.direct/kayos/common from 0.8.3 to 0.8.4.

---
updated-dependencies:
- dependency-name: git.tcp.direct/kayos/common
  dependency-type: direct:production
  update-type: version-update:semver-patch
...

Signed-off-by: dependabot[bot] <support@github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index 5fb2dfc..4279015 100644
--- a/go.mod
+++ b/go.mod
@@ -3,7 +3,7 @@ module github.com/yunginnanet/HellPot
 go 1.19
 
 require (
-	git.tcp.direct/kayos/common v0.8.3
+	git.tcp.direct/kayos/common v0.8.4
 	github.com/fasthttp/router v1.4.18
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
diff --git a/go.sum b/go.sum
index 12cfa57..91291bc 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common v0.8.3 h1:W2iDrrQ7GN9cIuJTcAtmxnWIyBRtDrTsmgQzzuZMTM8=
-git.tcp.direct/kayos/common v0.8.3/go.mod h1:7hOMiW1jK55PcvEuerOUKac3MjOAexaLYluYqFL+2Ws=
+git.tcp.direct/kayos/common v0.8.4 h1:g+rHzQI3y+tgjtFzX1GEyziMntwa+PWKTU4z2STfVr8=
+git.tcp.direct/kayos/common v0.8.4/go.mod h1:7tnGqOr1QJUZt9Ha67ws4qB3lOB1UTPe7VVx+Aob4CY=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.5 h1:8uQZIdzKmjc/iuPu7O2ioW48L81FgatrcpfFmiq/cCs=

From da957a4a5d86857cf42801c35a0dccac9dd74888 Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Mon, 8 May 2023 20:37:04 +0000
Subject: [PATCH 32/44] Bump github.com/fasthttp/router from 1.4.18 to 1.4.19

Bumps [github.com/fasthttp/router](https://github.com/fasthttp/router) from 1.4.18 to 1.4.19.
- [Release notes](https://github.com/fasthttp/router/releases)
- [Commits](https://github.com/fasthttp/router/compare/v1.4.18...v1.4.19)

---
updated-dependencies:
- dependency-name: github.com/fasthttp/router
  dependency-type: direct:production
  update-type: version-update:semver-patch
...

Signed-off-by: dependabot[bot] <support@github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index 4279015..783f47d 100644
--- a/go.mod
+++ b/go.mod
@@ -4,7 +4,7 @@ go 1.19
 
 require (
 	git.tcp.direct/kayos/common v0.8.4
-	github.com/fasthttp/router v1.4.18
+	github.com/fasthttp/router v1.4.19
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
 	github.com/spf13/viper v1.15.0
diff --git a/go.sum b/go.sum
index 91291bc..3ecbfd0 100644
--- a/go.sum
+++ b/go.sum
@@ -60,8 +60,8 @@ github.com/envoyproxy/go-control-plane v0.9.4/go.mod h1:6rpuAdCZL397s3pYoYcLgu1m
 github.com/envoyproxy/go-control-plane v0.9.7/go.mod h1:cwu0lG7PUMfa9snN8LXBig5ynNVH9qI8YYLbd1fK2po=
 github.com/envoyproxy/go-control-plane v0.9.9-0.20201210154907-fd9021fe5dad/go.mod h1:cXg6YxExXjJnVBQHBLXeUAgxn2UodCpnH306RInaBQk=
 github.com/envoyproxy/protoc-gen-validate v0.1.0/go.mod h1:iSmxcyjqTsJpI2R4NaDN7+kN2VEUnK/pcBlmesArF7c=
-github.com/fasthttp/router v1.4.18 h1:elMnlFq527oZd8MHsuUpO6uLDup1exv8rXPfIjClDHk=
-github.com/fasthttp/router v1.4.18/go.mod h1:ZmC20Mn0VgCBbUWFDmnYzFbQYRfdGeKgpkBy0+JioKA=
+github.com/fasthttp/router v1.4.19 h1:RLE539IU/S4kfb4MP56zgP0TIBU9kEg0ID9GpWO0vqk=
+github.com/fasthttp/router v1.4.19/go.mod h1:+Fh3YOd8x1+he6ZS+d2iUDBH9MGGZ1xQFUor0DE9rKE=
 github.com/frankban/quicktest v1.14.3 h1:FJKSZTDHjyhriyC81FLQ0LY93eSai0ZyR/ZIkd3ZUKE=
 github.com/fsnotify/fsnotify v1.6.0 h1:n+5WquG0fcWoWp6xPWfHdbskMCQaFnG6PfBrh1Ky4HY=
 github.com/fsnotify/fsnotify v1.6.0/go.mod h1:sl3t1tCWJFWoRz9R8WJCbQihKKwmorjAbSClcnxKAGw=

From 85ca012599e9bdc05b1f23680b6628237115742c Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Mon, 22 May 2023 22:59:23 +0000
Subject: [PATCH 33/44] Bump git.tcp.direct/kayos/common from 0.8.4 to 0.8.5

Bumps git.tcp.direct/kayos/common from 0.8.4 to 0.8.5.

---
updated-dependencies:
- dependency-name: git.tcp.direct/kayos/common
  dependency-type: direct:production
  update-type: version-update:semver-patch
...

Signed-off-by: dependabot[bot] <support@github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index 783f47d..c987d2d 100644
--- a/go.mod
+++ b/go.mod
@@ -3,7 +3,7 @@ module github.com/yunginnanet/HellPot
 go 1.19
 
 require (
-	git.tcp.direct/kayos/common v0.8.4
+	git.tcp.direct/kayos/common v0.8.5
 	github.com/fasthttp/router v1.4.19
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
diff --git a/go.sum b/go.sum
index 3ecbfd0..615d012 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common v0.8.4 h1:g+rHzQI3y+tgjtFzX1GEyziMntwa+PWKTU4z2STfVr8=
-git.tcp.direct/kayos/common v0.8.4/go.mod h1:7tnGqOr1QJUZt9Ha67ws4qB3lOB1UTPe7VVx+Aob4CY=
+git.tcp.direct/kayos/common v0.8.5 h1:W/bLp95p2aLjCk/6ykVZJ5z7Upy4EF+nqfy8bKh1Qp4=
+git.tcp.direct/kayos/common v0.8.5/go.mod h1:QGGn7d2l4xBG7Cs/g84JzItPpHWjtfiyy+PSMnf6TzE=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.5 h1:8uQZIdzKmjc/iuPu7O2ioW48L81FgatrcpfFmiq/cCs=

From 37ce853d09ae130471ef6943563612331a81f24c Mon Sep 17 00:00:00 2001
From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com>
Date: Thu, 25 May 2023 22:58:14 +0000
Subject: [PATCH 34/44] Bump git.tcp.direct/kayos/common from 0.8.5 to 0.8.6

Bumps git.tcp.direct/kayos/common from 0.8.5 to 0.8.6.

---
updated-dependencies:
- dependency-name: git.tcp.direct/kayos/common
  dependency-type: direct:production
  update-type: version-update:semver-patch
...

Signed-off-by: dependabot[bot] <support@github.com>
---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index c987d2d..4b04ead 100644
--- a/go.mod
+++ b/go.mod
@@ -3,7 +3,7 @@ module github.com/yunginnanet/HellPot
 go 1.19
 
 require (
-	git.tcp.direct/kayos/common v0.8.5
+	git.tcp.direct/kayos/common v0.8.6
 	github.com/fasthttp/router v1.4.19
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
diff --git a/go.sum b/go.sum
index 615d012..2005e39 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common v0.8.5 h1:W/bLp95p2aLjCk/6ykVZJ5z7Upy4EF+nqfy8bKh1Qp4=
-git.tcp.direct/kayos/common v0.8.5/go.mod h1:QGGn7d2l4xBG7Cs/g84JzItPpHWjtfiyy+PSMnf6TzE=
+git.tcp.direct/kayos/common v0.8.6 h1:lt8nv+PrgAcbiOnbKUt7diza5hifR5fV3un6uIp/YVc=
+git.tcp.direct/kayos/common v0.8.6/go.mod h1:QGGn7d2l4xBG7Cs/g84JzItPpHWjtfiyy+PSMnf6TzE=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.5 h1:8uQZIdzKmjc/iuPu7O2ioW48L81FgatrcpfFmiq/cCs=

From ec44773c45553fe02222b9957e9f6501065beb19 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Fri, 11 Aug 2023 23:07:18 -0700
Subject: [PATCH 35/44] Chore: deps

---
 go.mod | 2 +-
 go.sum | 4 ++--
 2 files changed, 3 insertions(+), 3 deletions(-)

diff --git a/go.mod b/go.mod
index 4b04ead..f0af174 100644
--- a/go.mod
+++ b/go.mod
@@ -3,7 +3,7 @@ module github.com/yunginnanet/HellPot
 go 1.19
 
 require (
-	git.tcp.direct/kayos/common v0.8.6
+	git.tcp.direct/kayos/common v0.8.7-0.20230527045934-71a95f9a2fa7
 	github.com/fasthttp/router v1.4.19
 	github.com/rs/zerolog v1.29.1
 	github.com/spf13/afero v1.9.5
diff --git a/go.sum b/go.sum
index 2005e39..20f9fc0 100644
--- a/go.sum
+++ b/go.sum
@@ -36,8 +36,8 @@ cloud.google.com/go/storage v1.8.0/go.mod h1:Wv1Oy7z6Yz3DshWRJFhqM/UCfaWIRTdp0RX
 cloud.google.com/go/storage v1.10.0/go.mod h1:FLPqc6j+Ki4BU591ie1oL6qBQGu2Bl/tZ9ullr3+Kg0=
 cloud.google.com/go/storage v1.14.0/go.mod h1:GrKmX003DSIwi9o29oFT7YDnHYwZoctc3fOKtUw0Xmo=
 dmitri.shuralyov.com/gpu/mtl v0.0.0-20190408044501-666a987793e9/go.mod h1:H6x//7gZCb22OMCxBHrMx7a5I7Hp++hsVxbQ4BYO7hU=
-git.tcp.direct/kayos/common v0.8.6 h1:lt8nv+PrgAcbiOnbKUt7diza5hifR5fV3un6uIp/YVc=
-git.tcp.direct/kayos/common v0.8.6/go.mod h1:QGGn7d2l4xBG7Cs/g84JzItPpHWjtfiyy+PSMnf6TzE=
+git.tcp.direct/kayos/common v0.8.7-0.20230527045934-71a95f9a2fa7 h1:hswpxHLDowscEQ0yZ2uKB2ww+2ke2pU/2ehtMw2JFgc=
+git.tcp.direct/kayos/common v0.8.7-0.20230527045934-71a95f9a2fa7/go.mod h1:QGGn7d2l4xBG7Cs/g84JzItPpHWjtfiyy+PSMnf6TzE=
 github.com/BurntSushi/toml v0.3.1/go.mod h1:xHWCNGjB5oqiDr8zfno3MHue2Ht5sIBksp03qcyfWMU=
 github.com/BurntSushi/xgb v0.0.0-20160522181843-27f122750802/go.mod h1:IVnqGOEym/WlBOVXweHU+Q+/VP0lqqI8lqeDx9IjBqo=
 github.com/andybalholm/brotli v1.0.5 h1:8uQZIdzKmjc/iuPu7O2ioW48L81FgatrcpfFmiq/cCs=

From d88ed900f8d89759d33915d5827f565471908302 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 19 Oct 2023 03:52:08 -0700
Subject: [PATCH 36/44] Feat[speedo]: flesh out speedo and add TCP transfer
 test

---
 internal/util/speedometer.go      | 110 ++++++++++++--------
 internal/util/speedometer_test.go | 163 ++++++++++++++++++++++++++++--
 2 files changed, 222 insertions(+), 51 deletions(-)

diff --git a/internal/util/speedometer.go b/internal/util/speedometer.go
index 8fbf090..e3cbbae 100644
--- a/internal/util/speedometer.go
+++ b/internal/util/speedometer.go
@@ -2,6 +2,7 @@ package util
 
 import (
 	"errors"
+	"fmt"
 	"io"
 	"sync"
 	"sync/atomic"
@@ -10,7 +11,7 @@ import (
 
 var ErrLimitReached = errors.New("limit reached")
 
-// Speedometer is a wrapper around an io.Writer that will limit the rate at which data is written to the underlying writer.
+// Speedometer is an io.Writer wrapper that will limit the rate at which data is written to the underlying target.
 //
 // It is safe for concurrent use, but writers will block when slowed down.
 //
@@ -20,16 +21,15 @@ var ErrLimitReached = errors.New("limit reached")
 //
 //   - a speed limit, causing slow downs of data written to the underlying writer if the speed limit is exceeded.
 type Speedometer struct {
-	cap        int64
+	ceiling    int64
 	speedLimit *SpeedLimit
 	internal   atomics
-	hardLock   *sync.RWMutex
 	w          io.Writer
 }
 
 type atomics struct {
+	count    *atomic.Int64
 	closed   *atomic.Bool
-	count    *int64
 	start    *sync.Once
 	stop     *sync.Once
 	birth    *atomic.Pointer[time.Time]
@@ -37,6 +37,22 @@ type atomics struct {
 	slow     *atomic.Bool
 }
 
+func newAtomics() atomics {
+	manhattan := atomics{
+		count:    new(atomic.Int64),
+		closed:   new(atomic.Bool),
+		start:    new(sync.Once),
+		stop:     new(sync.Once),
+		birth:    new(atomic.Pointer[time.Time]),
+		duration: new(atomic.Pointer[time.Duration]),
+		slow:     new(atomic.Bool),
+	}
+	manhattan.birth.Store(&time.Time{})
+	manhattan.closed.Store(false)
+	manhattan.count.Store(0)
+	return manhattan
+}
+
 // SpeedLimit is used to limit the rate at which data is written to the underlying writer.
 type SpeedLimit struct {
 	// Burst is the number of bytes that can be written to the underlying writer per Frame.
@@ -49,6 +65,8 @@ type SpeedLimit struct {
 	Delay time.Duration
 }
 
+const fallbackDelay = 100
+
 func regulateSpeedLimit(speedLimit *SpeedLimit) (*SpeedLimit, error) {
 	if speedLimit.Burst <= 0 || speedLimit.Frame <= 0 {
 		return nil, errors.New("invalid speed limit")
@@ -57,12 +75,12 @@ func regulateSpeedLimit(speedLimit *SpeedLimit) (*SpeedLimit, error) {
 		speedLimit.CheckEveryBytes = speedLimit.Burst
 	}
 	if speedLimit.Delay <= 0 {
-		speedLimit.Delay = 100 * time.Millisecond
+		speedLimit.Delay = fallbackDelay * time.Millisecond
 	}
 	return speedLimit, nil
 }
 
-func newSpeedometer(w io.Writer, speedLimit *SpeedLimit, cap int64) (*Speedometer, error) {
+func newSpeedometer(w io.Writer, speedLimit *SpeedLimit, ceiling int64) (*Speedometer, error) {
 	if w == nil {
 		return nil, errors.New("writer cannot be nil")
 	}
@@ -72,25 +90,13 @@ func newSpeedometer(w io.Writer, speedLimit *SpeedLimit, cap int64) (*Speedomete
 			return nil, err
 		}
 	}
-	z := int64(0)
-	speedo := &Speedometer{
+
+	return &Speedometer{
 		w:          w,
-		cap:        cap,
+		ceiling:    ceiling,
 		speedLimit: speedLimit,
-		hardLock:   &sync.RWMutex{},
-		internal: atomics{
-			count:    &z,
-			birth:    new(atomic.Pointer[time.Time]),
-			duration: new(atomic.Pointer[time.Duration]),
-			closed:   new(atomic.Bool),
-			stop:     new(sync.Once),
-			start:    new(sync.Once),
-			slow:     new(atomic.Bool),
-		},
-	}
-	speedo.internal.birth.Store(&time.Time{})
-	speedo.internal.closed.Store(false)
-	return speedo, nil
+		internal:   newAtomics(),
+	}, nil
 }
 
 // NewSpeedometer creates a new Speedometer that wraps the given io.Writer.
@@ -108,21 +114,27 @@ func NewLimitedSpeedometer(w io.Writer, speedLimit *SpeedLimit) (*Speedometer, e
 
 // NewCappedSpeedometer creates a new Speedometer that wraps the given io.Writer.
 // If len(written) bytes exceeds cap, writes to the underlying writer will be ceased permanently for the Speedometer.
-func NewCappedSpeedometer(w io.Writer, cap int64) (*Speedometer, error) {
-	return newSpeedometer(w, nil, cap)
+func NewCappedSpeedometer(w io.Writer, capacity int64) (*Speedometer, error) {
+	return newSpeedometer(w, nil, capacity)
+}
+
+// NewCappedLimitedSpeedometer creates a new Speedometer that wraps the given io.Writer.
+// It is a combination of NewLimitedSpeedometer and NewCappedSpeedometer.
+func NewCappedLimitedSpeedometer(w io.Writer, speedLimit *SpeedLimit, capacity int64) (*Speedometer, error) {
+	return newSpeedometer(w, speedLimit, capacity)
 }
 
 func (s *Speedometer) increment(inc int64) (int, error) {
-	if s.internal.closed.Load() || !s.hardLock.TryRLock() {
+	if s.internal.closed.Load() {
 		return 0, io.ErrClosedPipe
 	}
 	var err error
-	if s.cap > 0 && s.Total()+inc > s.cap {
+	if s.ceiling > 0 && s.Total()+inc > s.ceiling {
 		_ = s.Close()
 		err = ErrLimitReached
-		inc = s.cap - s.Total()
+		inc = s.ceiling - s.Total()
 	}
-	atomic.AddInt64(s.internal.count, inc)
+	s.internal.count.Add(inc)
 	return int(inc), err
 }
 
@@ -133,12 +145,11 @@ func (s *Speedometer) Running() bool {
 
 // Total returns the total number of bytes written to the underlying writer.
 func (s *Speedometer) Total() int64 {
-	return atomic.LoadInt64(s.internal.count)
+	return s.internal.count.Load()
 }
 
 // Close stops the Speedometer. No additional writes will be accepted.
 func (s *Speedometer) Close() error {
-	s.hardLock.TryLock()
 	if s.internal.closed.Load() {
 		return io.ErrClosedPipe
 	}
@@ -187,23 +198,40 @@ func (s *Speedometer) slowDown() error {
 
 // Write writes p to the underlying writer, following all defined speed limits.
 func (s *Speedometer) Write(p []byte) (n int, err error) {
-	if !s.hardLock.TryRLock() {
+	if s.internal.closed.Load() {
 		return 0, io.ErrClosedPipe
 	}
 	s.internal.start.Do(func() {
 		now := time.Now()
 		s.internal.birth.Store(&now)
 	})
-	accepted, err := s.increment(int64(len(p)))
-	if err != nil {
-		wn, innerErr := s.w.Write(p[:accepted])
-		if innerErr != nil {
-			err = innerErr
+
+	// if no speed limit, just write and record
+	if s.speedLimit == nil {
+		n, err = s.w.Write(p)
+		if err != nil {
+			return n, fmt.Errorf("error writing to underlying writer: %w", err)
 		}
-		return wn, err
+		return s.increment(int64(len(p)))
 	}
-	if err = s.slowDown(); err != nil {
-		return 0, err
+
+	var (
+		wErr     error
+		accepted int
+	)
+	accepted, wErr = s.increment(int64(len(p)))
+
+	if wErr != nil {
+		return 0, fmt.Errorf("error incrementing: %w", wErr)
 	}
-	return s.w.Write(p)
+
+	if sErr := s.slowDown(); sErr != nil {
+		return 0, fmt.Errorf("error slowing down: %w", sErr)
+	}
+
+	var iErr error
+	if n, iErr = s.w.Write(p[:accepted]); iErr != nil {
+		return n, fmt.Errorf("error writing to underlying writer: %w", iErr)
+	}
+	return
 }
diff --git a/internal/util/speedometer_test.go b/internal/util/speedometer_test.go
index 0a2959e..186f947 100644
--- a/internal/util/speedometer_test.go
+++ b/internal/util/speedometer_test.go
@@ -1,8 +1,11 @@
 package util
 
 import (
+	"bytes"
 	"errors"
+	"fmt"
 	"io"
+	"net"
 	"sync"
 	"sync/atomic"
 	"testing"
@@ -19,11 +22,12 @@ func (w *testWriter) Write(p []byte) (n int, err error) {
 	return len(p), nil
 }
 
-func writeStuff(target io.Writer, count int) error {
+func writeStuff(t *testing.T, target io.Writer, count int) error {
+	t.Helper()
 	write := func() error {
 		_, err := target.Write([]byte("a"))
 		if err != nil {
-			return err
+			return fmt.Errorf("error writing: %w", err)
 		}
 		return nil
 	}
@@ -52,6 +56,7 @@ func Test_Speedometer(t *testing.T) {
 	}
 
 	isIt := func(want, have results) {
+		t.Helper()
 		if have.total != want.total {
 			t.Errorf("total: want %d, have %d", want.total, have.total)
 		}
@@ -61,24 +66,27 @@ func Test_Speedometer(t *testing.T) {
 		if have.rate != want.rate {
 			t.Errorf("rate: want %f, have %f", want.rate, have.rate)
 		}
-		if have.err != want.err {
+		if !errors.Is(have.err, want.err) {
 			t.Errorf("wantErr: want %v, have %v", want.err, have.err)
 		}
 	}
 
 	var (
 		errChan = make(chan error, 10)
-		err     error
-		cnt     int
 	)
 
 	t.Run("EarlyClose", func(t *testing.T) {
+		var (
+			err error
+			cnt int
+		)
+		t.Parallel()
 		sp, nerr := NewSpeedometer(&testWriter{t: t})
 		if nerr != nil {
 			t.Errorf("unexpected error: %v", nerr)
 		}
 		go func() {
-			errChan <- writeStuff(sp, -1)
+			errChan <- writeStuff(t, sp, -1)
 		}()
 		time.Sleep(1 * time.Second)
 		if closeErr := sp.Close(); closeErr != nil {
@@ -93,6 +101,11 @@ func Test_Speedometer(t *testing.T) {
 	})
 
 	t.Run("Basic", func(t *testing.T) {
+		var (
+			err error
+			cnt int
+		)
+		t.Parallel()
 		sp, nerr := NewSpeedometer(&testWriter{t: t})
 		if nerr != nil {
 			t.Errorf("unexpected error: %v", nerr)
@@ -108,17 +121,20 @@ func Test_Speedometer(t *testing.T) {
 	})
 
 	t.Run("ConcurrentWrites", func(t *testing.T) {
+		var (
+			err error
+		)
+
 		count := int64(0)
 		sp, nerr := NewSpeedometer(&testWriter{t: t})
 		if nerr != nil {
 			t.Errorf("unexpected error: %v", nerr)
 		}
 		wg := &sync.WaitGroup{}
+		wg.Add(100)
 		for i := 0; i < 100; i++ {
-			wg.Add(1)
 			go func() {
 				var counted int
-				var err error
 				counted, err = sp.Write([]byte("a"))
 				if err != nil {
 					t.Errorf("unexpected error: %v", err)
@@ -128,16 +144,21 @@ func Test_Speedometer(t *testing.T) {
 			}()
 		}
 		wg.Wait()
-		isIt(results{err: nil, written: 1, total: 100}, results{err: err, written: cnt, total: sp.Total()})
+		isIt(results{err: nil, written: 100, total: 100},
+			results{err: err, written: int(atomic.LoadInt64(&count)), total: sp.Total()})
 	})
 
 	t.Run("GottaGoFast", func(t *testing.T) {
+		t.Parallel()
+		var (
+			err error
+		)
 		sp, nerr := NewSpeedometer(&testWriter{t: t})
 		if nerr != nil {
 			t.Errorf("unexpected error: %v", nerr)
 		}
 		go func() {
-			errChan <- writeStuff(sp, -1)
+			errChan <- writeStuff(t, sp, -1)
 		}()
 		var count = 0
 		for sp.Running() {
@@ -164,7 +185,12 @@ func Test_Speedometer(t *testing.T) {
 
 	// test limiter with speedlimit
 	t.Run("CantGoFast", func(t *testing.T) {
+		t.Parallel()
 		t.Run("10BytesASecond", func(t *testing.T) {
+			t.Parallel()
+			var (
+				err error
+			)
 			sp, nerr := NewLimitedSpeedometer(&testWriter{t: t}, &SpeedLimit{
 				Burst:           10,
 				Frame:           time.Second,
@@ -189,6 +215,10 @@ func Test_Speedometer(t *testing.T) {
 		})
 
 		t.Run("1000BytesPer5SecondsMeasuredEvery5000Bytes", func(t *testing.T) {
+			t.Parallel()
+			var (
+				err error
+			)
 			sp, nerr := NewLimitedSpeedometer(&testWriter{t: t}, &SpeedLimit{
 				Burst:           1000,
 				Frame:           2 * time.Second,
@@ -228,6 +258,10 @@ func Test_Speedometer(t *testing.T) {
 
 	// test capped speedometer
 	t.Run("OnlyALittle", func(t *testing.T) {
+		t.Parallel()
+		var (
+			err error
+		)
 		sp, nerr := NewCappedSpeedometer(&testWriter{t: t}, 1024)
 		if nerr != nil {
 			t.Errorf("unexpected error: %v", nerr)
@@ -245,4 +279,113 @@ func Test_Speedometer(t *testing.T) {
 		}
 	})
 
+	t.Run("SynSynAckAck", func(t *testing.T) {
+		t.Parallel()
+		var (
+			server net.Listener
+			err    error
+		)
+		//goland:noinspection GoCommentLeadingSpace
+		if server, err = net.Listen("tcp", ":8080"); err != nil { // #nosec G102 - this is a unit test.
+			t.Fatalf("Failed to start server: %v", err)
+		}
+		defer func(server net.Listener) {
+			if cErr := server.Close(); cErr != nil {
+				t.Errorf("Failed to close server: %v", err)
+			}
+		}(server)
+
+		go func() {
+			var (
+				conn net.Conn
+				aErr error
+			)
+			if conn, aErr = server.Accept(); aErr != nil {
+				t.Errorf("Failed to accept connection: %v", err)
+			}
+
+			t.Logf("Accepted connection from %s", conn.RemoteAddr().String())
+
+			defer func(conn net.Conn) {
+				if cErr := conn.Close(); cErr != nil {
+					t.Errorf("Failed to close connection: %v", err)
+				}
+			}(conn)
+
+			speedLimit := &SpeedLimit{
+				Burst:           512,
+				Frame:           time.Second,
+				CheckEveryBytes: 1,
+				Delay:           10 * time.Millisecond,
+			}
+
+			var (
+				speedometer *Speedometer
+				sErr        error
+			)
+			if speedometer, sErr = NewCappedLimitedSpeedometer(conn, speedLimit, 4096); sErr != nil {
+				t.Errorf("Failed to create speedometer: %v", sErr)
+			}
+
+			buf := make([]byte, 1024)
+			for i := range buf {
+				targ := byte('E')
+				if i%2 == 0 {
+					targ = byte('e')
+				}
+				buf[i] = targ
+			}
+			for {
+				n, wErr := speedometer.Write(buf)
+				switch {
+				case errors.Is(wErr, io.EOF), errors.Is(wErr, ErrLimitReached):
+					return
+				case wErr != nil:
+					t.Errorf("Failed to write: %v", wErr)
+				case n != len(buf):
+					t.Errorf("Failed to write all bytes: %d", n)
+				default:
+					t.Logf("Wrote %d bytes", n)
+				}
+			}
+		}()
+
+		var (
+			client net.Conn
+			aErr   error
+		)
+
+		if client, aErr = net.Dial("tcp", "localhost:8080"); aErr != nil {
+			t.Fatalf("Failed to connect to server: %v", err)
+		}
+
+		defer func(client net.Conn) {
+			if clErr := client.Close(); clErr != nil {
+				t.Errorf("Failed to close client: %v", err)
+			}
+		}(client)
+
+		buf := &bytes.Buffer{}
+		startTime := time.Now()
+		n, cpErr := io.Copy(buf, client)
+		if cpErr != nil {
+			t.Errorf("Failed to copy: %v", cpErr)
+		}
+
+		duration := time.Since(startTime)
+		if buf.Len() == 0 || n == 0 {
+			t.Fatalf("No data received")
+		}
+
+		rate := measureRate(t, n, duration)
+
+		if rate > 512.0 {
+			t.Fatalf("Rate exceeded: got %f, expected <= 100.0", rate)
+		}
+	})
+}
+
+func measureRate(t *testing.T, received int64, duration time.Duration) float64 {
+	t.Helper()
+	return float64(received) / duration.Seconds()
 }

From e3e05258e78d3fd26cadabc2c8c3759aed248400 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 19 Oct 2023 03:57:09 -0700
Subject: [PATCH 37/44] Fix[CI](SAST): gosec nosec

---
 internal/config/logger.go         | 8 ++++----
 internal/util/speedometer_test.go | 3 ++-
 2 files changed, 6 insertions(+), 5 deletions(-)

diff --git a/internal/config/logger.go b/internal/config/logger.go
index 40ca994..cde3410 100644
--- a/internal/config/logger.go
+++ b/internal/config/logger.go
@@ -18,7 +18,7 @@ var (
 )
 
 // StartLogger instantiates an instance of our zerolog loggger so we can hook it in our main package.
-// While this does return a logger, it should not be used for additional retrievals of the logger. Use GetLogger()
+// While this does return a logger, it should not be used for additional retrievals of the logger. Use GetLogger().
 func StartLogger() zerolog.Logger {
 	logDir = snek.GetString("logger.directory")
 	if !strings.HasSuffix(logDir, "/") {
@@ -41,8 +41,8 @@ func StartLogger() zerolog.Logger {
 
 	var err error
 
-	/* #nosec */
-	if logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0o666); err != nil {
+	logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0666) // #nosec G304 G302 -- we are not using user input to create the file
+	if err != nil {
 		println("cannot create log file: " + err.Error())
 		os.Exit(1)
 	}
@@ -52,7 +52,7 @@ func StartLogger() zerolog.Logger {
 	return logger
 }
 
-// GetLogger retrieves our global logger object
+// GetLogger retrieves our global logger object.
 func GetLogger() *zerolog.Logger {
 	// future logic here
 	return &logger
diff --git a/internal/util/speedometer_test.go b/internal/util/speedometer_test.go
index 186f947..df974a5 100644
--- a/internal/util/speedometer_test.go
+++ b/internal/util/speedometer_test.go
@@ -47,6 +47,7 @@ func writeStuff(t *testing.T, target io.Writer, count int) error {
 	return nil
 }
 
+//nolint:funlen
 func Test_Speedometer(t *testing.T) {
 	type results struct {
 		total   int64
@@ -286,7 +287,7 @@ func Test_Speedometer(t *testing.T) {
 			err    error
 		)
 		//goland:noinspection GoCommentLeadingSpace
-		if server, err = net.Listen("tcp", ":8080"); err != nil { // #nosec G102 - this is a unit test.
+		if server, err = net.Listen("tcp", ":8080"); err != nil { // #nosec:G102 - this is a unit test.
 			t.Fatalf("Failed to start server: %v", err)
 		}
 		defer func(server net.Listener) {

From 7c5cc6903863e48c73b9b406f8c5218300def074 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 19 Oct 2023 04:09:17 -0700
Subject: [PATCH 38/44] Chore: tidy up

---
 internal/config/logger.go | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/internal/config/logger.go b/internal/config/logger.go
index cde3410..3dd477a 100644
--- a/internal/config/logger.go
+++ b/internal/config/logger.go
@@ -41,7 +41,7 @@ func StartLogger() zerolog.Logger {
 
 	var err error
 
-	logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0666) // #nosec G304 G302 -- we are not using user input to create the file
+	logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0666) // #nosec G304 G302 -- we are not using user input to create the file. 	// nolint:lll
 	if err != nil {
 		println("cannot create log file: " + err.Error())
 		os.Exit(1)

From 7633aa3e79693d5b94b82ec01658a3340447c514 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 19 Oct 2023 04:11:39 -0700
Subject: [PATCH 39/44] Fix: remediate unit test race condition

---
 internal/util/speedometer_test.go | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/internal/util/speedometer_test.go b/internal/util/speedometer_test.go
index df974a5..20afaba 100644
--- a/internal/util/speedometer_test.go
+++ b/internal/util/speedometer_test.go
@@ -136,8 +136,9 @@ func Test_Speedometer(t *testing.T) {
 		for i := 0; i < 100; i++ {
 			go func() {
 				var counted int
-				counted, err = sp.Write([]byte("a"))
-				if err != nil {
+				var gerr error
+				counted, gerr = sp.Write([]byte("a"))
+				if gerr != nil {
 					t.Errorf("unexpected error: %v", err)
 				}
 				atomic.AddInt64(&count, int64(counted))

From 3c397206465eb98ae235cb68e5921d4358b9a3c1 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Thu, 19 Oct 2023 03:57:09 -0700
Subject: [PATCH 40/44] Chore: tidy up

---
 internal/config/logger.go | 9 ++++++---
 1 file changed, 6 insertions(+), 3 deletions(-)

diff --git a/internal/config/logger.go b/internal/config/logger.go
index bc0c00d..34f9bf7 100644
--- a/internal/config/logger.go
+++ b/internal/config/logger.go
@@ -18,9 +18,7 @@ var (
 	logger         zerolog.Logger
 )
 
-// StartLogger instantiates an instance of our zerolog loggger so we can hook it in our main package.
-// While this does return a logger, it should not be used for additional retrievals of the logger. Use GetLogger()
-func StartLogger(pretty bool, targets ...io.Writer) zerolog.Logger {
+func prepLogDir() {
 	logDir = snek.GetString("logger.directory")
 	if !strings.HasSuffix(logDir, "/") {
 		logDir += "/"
@@ -29,7 +27,11 @@ func StartLogger(pretty bool, targets ...io.Writer) zerolog.Logger {
 		println("cannot create log directory: " + logDir + "(" + err.Error() + ")")
 		os.Exit(1)
 	}
+}
 
+// StartLogger instantiates an instance of our zerolog loggger so we can hook it in our main package.
+// While this does return a logger, it should not be used for additional retrievals of the logger. Use GetLogger().
+func StartLogger(pretty bool, targets ...io.Writer) zerolog.Logger {
 	logFileName := "HellPot"
 
 	if snek.GetBool("logger.use_date_filename") {
@@ -44,6 +46,7 @@ func StartLogger(pretty bool, targets ...io.Writer) zerolog.Logger {
 	case len(targets) > 0:
 		logFile = io.MultiWriter(targets...)
 	default:
+		prepLogDir()
 		CurrentLogFile = path.Join(logDir, logFileName+".log")
 		/* #nosec */
 		if logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0o666); err != nil {

From add6bd55d7a07fab341953a83a5ccb6e1865d326 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Fri, 20 Oct 2023 01:07:13 -0700
Subject: [PATCH 41/44] Fix[CI]: gosec nosec (again)

---
 internal/config/logger.go | 5 +++--
 1 file changed, 3 insertions(+), 2 deletions(-)

diff --git a/internal/config/logger.go b/internal/config/logger.go
index 34f9bf7..a499ae3 100644
--- a/internal/config/logger.go
+++ b/internal/config/logger.go
@@ -48,8 +48,9 @@ func StartLogger(pretty bool, targets ...io.Writer) zerolog.Logger {
 	default:
 		prepLogDir()
 		CurrentLogFile = path.Join(logDir, logFileName+".log")
-		/* #nosec */
-		if logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0o666); err != nil {
+		//nolint:lll
+		logFile, err = os.OpenFile(CurrentLogFile, os.O_RDWR|os.O_CREATE|os.O_APPEND, 0o666) // #nosec G304 G302 -- we are not using user input to create the file
+		if err != nil {
 			println("cannot create log file: " + err.Error())
 			os.Exit(1)
 		}

From c58a3465aef6a56adfa23b76b4313f26997be4e3 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Wed, 15 Nov 2023 23:32:08 -0800
Subject: [PATCH 42/44] Fix[CI]: fix workflow branch name

---
 .github/workflows/go.yml | 6 +++---
 1 file changed, 3 insertions(+), 3 deletions(-)

diff --git a/.github/workflows/go.yml b/.github/workflows/go.yml
index a8c08f5..72dbc70 100644
--- a/.github/workflows/go.yml
+++ b/.github/workflows/go.yml
@@ -2,9 +2,9 @@ name: Vibe Check
 
 on:
   push:
-    branches: [ master, development ]
+    branches: [ main, development ]
   pull_request:
-    branches: [ master ]
+    branches: [ main ]
 
 jobs:
   build:
@@ -14,7 +14,7 @@ jobs:
       - name: Set up Go
         uses: actions/setup-go@v4
         with:
-          go-version: 1.19
+          go-version: 1.21
       - name: go vet -v ./...
         run: go vet -v ./...
       - name: gosec ./...

From 7e100317ab5c96eb8baa6e6cbb45911f235ba312 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Wed, 15 Nov 2023 23:39:45 -0800
Subject: [PATCH 43/44] Chore[CD]: Deprecate unused workflow

---
 .github/workflows/build.yml | 33 ---------------------------------
 1 file changed, 33 deletions(-)
 delete mode 100644 .github/workflows/build.yml

diff --git a/.github/workflows/build.yml b/.github/workflows/build.yml
deleted file mode 100644
index f265c9e..0000000
--- a/.github/workflows/build.yml
+++ /dev/null
@@ -1,33 +0,0 @@
-Name: Build and Release
-
-on:
-  push:
-    branches: [ master ]
-
-jobs:
-  releases-matrix:
-    name: Build and Release
-    runs-on: ubuntu-latest
-    strategy:
-      matrix:
-        goos: [linux, windows, darwin]
-        goarch: ["386", amd64, arm64]
-        exclude:
-          - goarch: "386"
-            goos: darwin
-          - goarch: arm64
-            goos: windows
-    steps:
-    - uses: actions/checkout@v3
-    - uses: wangyoucao577/go-release-action@v1.35
-      with:
-        github_token: ${{ secrets.GITHUB_TOKEN }}
-        goos: ${{ matrix.goos }}
-        goarch: ${{ matrix.goarch }}
-        goversion: "https://dl.google.com/go/go1.19.5.linux-amd64.tar.gz"
-        project_path: "./cmd/HellPot"
-        binary_name: "HellPot"
-        extra_files: LICENSE README.md
-        build_flags: -trimpath
-        pre_command: export CGO_ENABLED=0
-        ldflags: -s -w

From fb999514f5af51a58bc42ef848a13ef95fc34c09 Mon Sep 17 00:00:00 2001
From: "kayos@tcp.direct" <kayos@tcp.direct>
Date: Sun, 14 Apr 2024 16:44:01 -0700
Subject: [PATCH 44/44] Chore: deprecate internal speedometer in favor of Rate5
 implementation

---
 internal/util/speedometer.go      | 237 ------------------
 internal/util/speedometer_test.go | 393 ------------------------------
 2 files changed, 630 deletions(-)
 delete mode 100644 internal/util/speedometer.go
 delete mode 100644 internal/util/speedometer_test.go

diff --git a/internal/util/speedometer.go b/internal/util/speedometer.go
deleted file mode 100644
index e3cbbae..0000000
--- a/internal/util/speedometer.go
+++ /dev/null
@@ -1,237 +0,0 @@
-package util
-
-import (
-	"errors"
-	"fmt"
-	"io"
-	"sync"
-	"sync/atomic"
-	"time"
-)
-
-var ErrLimitReached = errors.New("limit reached")
-
-// Speedometer is an io.Writer wrapper that will limit the rate at which data is written to the underlying target.
-//
-// It is safe for concurrent use, but writers will block when slowed down.
-//
-// Optionally, it can be given;
-//
-//   - a capacity, which will cause it to return an error if the capacity is exceeded.
-//
-//   - a speed limit, causing slow downs of data written to the underlying writer if the speed limit is exceeded.
-type Speedometer struct {
-	ceiling    int64
-	speedLimit *SpeedLimit
-	internal   atomics
-	w          io.Writer
-}
-
-type atomics struct {
-	count    *atomic.Int64
-	closed   *atomic.Bool
-	start    *sync.Once
-	stop     *sync.Once
-	birth    *atomic.Pointer[time.Time]
-	duration *atomic.Pointer[time.Duration]
-	slow     *atomic.Bool
-}
-
-func newAtomics() atomics {
-	manhattan := atomics{
-		count:    new(atomic.Int64),
-		closed:   new(atomic.Bool),
-		start:    new(sync.Once),
-		stop:     new(sync.Once),
-		birth:    new(atomic.Pointer[time.Time]),
-		duration: new(atomic.Pointer[time.Duration]),
-		slow:     new(atomic.Bool),
-	}
-	manhattan.birth.Store(&time.Time{})
-	manhattan.closed.Store(false)
-	manhattan.count.Store(0)
-	return manhattan
-}
-
-// SpeedLimit is used to limit the rate at which data is written to the underlying writer.
-type SpeedLimit struct {
-	// Burst is the number of bytes that can be written to the underlying writer per Frame.
-	Burst int
-	// Frame is the duration of the frame in which Burst can be written to the underlying writer.
-	Frame time.Duration
-	// CheckEveryBytes is the number of bytes written before checking if the speed limit has been exceeded.
-	CheckEveryBytes int
-	// Delay is the duration to delay writing if the speed limit has been exceeded during a Write call. (blocking)
-	Delay time.Duration
-}
-
-const fallbackDelay = 100
-
-func regulateSpeedLimit(speedLimit *SpeedLimit) (*SpeedLimit, error) {
-	if speedLimit.Burst <= 0 || speedLimit.Frame <= 0 {
-		return nil, errors.New("invalid speed limit")
-	}
-	if speedLimit.CheckEveryBytes <= 0 {
-		speedLimit.CheckEveryBytes = speedLimit.Burst
-	}
-	if speedLimit.Delay <= 0 {
-		speedLimit.Delay = fallbackDelay * time.Millisecond
-	}
-	return speedLimit, nil
-}
-
-func newSpeedometer(w io.Writer, speedLimit *SpeedLimit, ceiling int64) (*Speedometer, error) {
-	if w == nil {
-		return nil, errors.New("writer cannot be nil")
-	}
-	var err error
-	if speedLimit != nil {
-		if speedLimit, err = regulateSpeedLimit(speedLimit); err != nil {
-			return nil, err
-		}
-	}
-
-	return &Speedometer{
-		w:          w,
-		ceiling:    ceiling,
-		speedLimit: speedLimit,
-		internal:   newAtomics(),
-	}, nil
-}
-
-// NewSpeedometer creates a new Speedometer that wraps the given io.Writer.
-// It will not limit the rate at which data is written to the underlying writer, it only measures it.
-func NewSpeedometer(w io.Writer) (*Speedometer, error) {
-	return newSpeedometer(w, nil, -1)
-}
-
-// NewLimitedSpeedometer creates a new Speedometer that wraps the given io.Writer.
-// If the speed limit is exceeded, writes to the underlying writer will be limited.
-// See SpeedLimit for more information.
-func NewLimitedSpeedometer(w io.Writer, speedLimit *SpeedLimit) (*Speedometer, error) {
-	return newSpeedometer(w, speedLimit, -1)
-}
-
-// NewCappedSpeedometer creates a new Speedometer that wraps the given io.Writer.
-// If len(written) bytes exceeds cap, writes to the underlying writer will be ceased permanently for the Speedometer.
-func NewCappedSpeedometer(w io.Writer, capacity int64) (*Speedometer, error) {
-	return newSpeedometer(w, nil, capacity)
-}
-
-// NewCappedLimitedSpeedometer creates a new Speedometer that wraps the given io.Writer.
-// It is a combination of NewLimitedSpeedometer and NewCappedSpeedometer.
-func NewCappedLimitedSpeedometer(w io.Writer, speedLimit *SpeedLimit, capacity int64) (*Speedometer, error) {
-	return newSpeedometer(w, speedLimit, capacity)
-}
-
-func (s *Speedometer) increment(inc int64) (int, error) {
-	if s.internal.closed.Load() {
-		return 0, io.ErrClosedPipe
-	}
-	var err error
-	if s.ceiling > 0 && s.Total()+inc > s.ceiling {
-		_ = s.Close()
-		err = ErrLimitReached
-		inc = s.ceiling - s.Total()
-	}
-	s.internal.count.Add(inc)
-	return int(inc), err
-}
-
-// Running returns true if the Speedometer is still running.
-func (s *Speedometer) Running() bool {
-	return !s.internal.closed.Load()
-}
-
-// Total returns the total number of bytes written to the underlying writer.
-func (s *Speedometer) Total() int64 {
-	return s.internal.count.Load()
-}
-
-// Close stops the Speedometer. No additional writes will be accepted.
-func (s *Speedometer) Close() error {
-	if s.internal.closed.Load() {
-		return io.ErrClosedPipe
-	}
-	s.internal.stop.Do(func() {
-		s.internal.closed.Store(true)
-		stopped := time.Now()
-		birth := s.internal.birth.Load()
-		duration := stopped.Sub(*birth)
-		s.internal.duration.Store(&duration)
-	})
-	return nil
-}
-
-/*func (s *Speedometer) IsSlow() bool {
-	return s.internal.slow.Load()
-}*/
-
-// Rate returns the rate at which data is being written to the underlying writer per second.
-func (s *Speedometer) Rate() float64 {
-	if s.internal.closed.Load() {
-		return float64(s.Total()) / s.internal.duration.Load().Seconds()
-	}
-	return float64(s.Total()) / time.Since(*s.internal.birth.Load()).Seconds()
-}
-
-func (s *Speedometer) slowDown() error {
-	switch {
-	case s.speedLimit == nil:
-		return nil
-	case s.speedLimit.Burst <= 0 || s.speedLimit.Frame <= 0,
-		s.speedLimit.CheckEveryBytes <= 0, s.speedLimit.Delay <= 0:
-		return errors.New("invalid speed limit")
-	default:
-		//
-	}
-	if s.Total()%int64(s.speedLimit.CheckEveryBytes) != 0 {
-		return nil
-	}
-	s.internal.slow.Store(true)
-	for s.Rate() > float64(s.speedLimit.Burst)/s.speedLimit.Frame.Seconds() {
-		time.Sleep(s.speedLimit.Delay)
-	}
-	s.internal.slow.Store(false)
-	return nil
-}
-
-// Write writes p to the underlying writer, following all defined speed limits.
-func (s *Speedometer) Write(p []byte) (n int, err error) {
-	if s.internal.closed.Load() {
-		return 0, io.ErrClosedPipe
-	}
-	s.internal.start.Do(func() {
-		now := time.Now()
-		s.internal.birth.Store(&now)
-	})
-
-	// if no speed limit, just write and record
-	if s.speedLimit == nil {
-		n, err = s.w.Write(p)
-		if err != nil {
-			return n, fmt.Errorf("error writing to underlying writer: %w", err)
-		}
-		return s.increment(int64(len(p)))
-	}
-
-	var (
-		wErr     error
-		accepted int
-	)
-	accepted, wErr = s.increment(int64(len(p)))
-
-	if wErr != nil {
-		return 0, fmt.Errorf("error incrementing: %w", wErr)
-	}
-
-	if sErr := s.slowDown(); sErr != nil {
-		return 0, fmt.Errorf("error slowing down: %w", sErr)
-	}
-
-	var iErr error
-	if n, iErr = s.w.Write(p[:accepted]); iErr != nil {
-		return n, fmt.Errorf("error writing to underlying writer: %w", iErr)
-	}
-	return
-}
diff --git a/internal/util/speedometer_test.go b/internal/util/speedometer_test.go
deleted file mode 100644
index 20afaba..0000000
--- a/internal/util/speedometer_test.go
+++ /dev/null
@@ -1,393 +0,0 @@
-package util
-
-import (
-	"bytes"
-	"errors"
-	"fmt"
-	"io"
-	"net"
-	"sync"
-	"sync/atomic"
-	"testing"
-	"time"
-)
-
-type testWriter struct {
-	t     *testing.T
-	total int64
-}
-
-func (w *testWriter) Write(p []byte) (n int, err error) {
-	atomic.AddInt64(&w.total, int64(len(p)))
-	return len(p), nil
-}
-
-func writeStuff(t *testing.T, target io.Writer, count int) error {
-	t.Helper()
-	write := func() error {
-		_, err := target.Write([]byte("a"))
-		if err != nil {
-			return fmt.Errorf("error writing: %w", err)
-		}
-		return nil
-	}
-
-	if count < 0 {
-		var err error
-		for err = write(); err == nil; err = write() {
-			time.Sleep(5 * time.Millisecond)
-		}
-		return err
-	}
-	for i := 0; i < count; i++ {
-		if err := write(); err != nil {
-			return err
-		}
-	}
-	return nil
-}
-
-//nolint:funlen
-func Test_Speedometer(t *testing.T) {
-	type results struct {
-		total   int64
-		written int
-		rate    float64
-		err     error
-	}
-
-	isIt := func(want, have results) {
-		t.Helper()
-		if have.total != want.total {
-			t.Errorf("total: want %d, have %d", want.total, have.total)
-		}
-		if have.written != want.written {
-			t.Errorf("written: want %d, have %d", want.written, have.written)
-		}
-		if have.rate != want.rate {
-			t.Errorf("rate: want %f, have %f", want.rate, have.rate)
-		}
-		if !errors.Is(have.err, want.err) {
-			t.Errorf("wantErr: want %v, have %v", want.err, have.err)
-		}
-	}
-
-	var (
-		errChan = make(chan error, 10)
-	)
-
-	t.Run("EarlyClose", func(t *testing.T) {
-		var (
-			err error
-			cnt int
-		)
-		t.Parallel()
-		sp, nerr := NewSpeedometer(&testWriter{t: t})
-		if nerr != nil {
-			t.Errorf("unexpected error: %v", nerr)
-		}
-		go func() {
-			errChan <- writeStuff(t, sp, -1)
-		}()
-		time.Sleep(1 * time.Second)
-		if closeErr := sp.Close(); closeErr != nil {
-			t.Errorf("wantErr: want %v, have %v", nil, closeErr)
-		}
-		err = <-errChan
-		if !errors.Is(err, io.ErrClosedPipe) {
-			t.Errorf("wantErr: want %v, have %v", io.ErrClosedPipe, err)
-		}
-		cnt, err = sp.Write([]byte("a"))
-		isIt(results{err: io.ErrClosedPipe, written: 0}, results{err: err, written: cnt})
-	})
-
-	t.Run("Basic", func(t *testing.T) {
-		var (
-			err error
-			cnt int
-		)
-		t.Parallel()
-		sp, nerr := NewSpeedometer(&testWriter{t: t})
-		if nerr != nil {
-			t.Errorf("unexpected error: %v", nerr)
-		}
-		cnt, err = sp.Write([]byte("a"))
-		isIt(results{err: nil, written: 1, total: 1}, results{err: err, written: cnt, total: sp.Total()})
-		cnt, err = sp.Write([]byte("aa"))
-		isIt(results{err: nil, written: 2, total: 3}, results{err: err, written: cnt, total: sp.Total()})
-		cnt, err = sp.Write([]byte("a"))
-		isIt(results{err: nil, written: 1, total: 4}, results{err: err, written: cnt, total: sp.Total()})
-		cnt, err = sp.Write([]byte("a"))
-		isIt(results{err: nil, written: 1, total: 5}, results{err: err, written: cnt, total: sp.Total()})
-	})
-
-	t.Run("ConcurrentWrites", func(t *testing.T) {
-		var (
-			err error
-		)
-
-		count := int64(0)
-		sp, nerr := NewSpeedometer(&testWriter{t: t})
-		if nerr != nil {
-			t.Errorf("unexpected error: %v", nerr)
-		}
-		wg := &sync.WaitGroup{}
-		wg.Add(100)
-		for i := 0; i < 100; i++ {
-			go func() {
-				var counted int
-				var gerr error
-				counted, gerr = sp.Write([]byte("a"))
-				if gerr != nil {
-					t.Errorf("unexpected error: %v", err)
-				}
-				atomic.AddInt64(&count, int64(counted))
-				wg.Done()
-			}()
-		}
-		wg.Wait()
-		isIt(results{err: nil, written: 100, total: 100},
-			results{err: err, written: int(atomic.LoadInt64(&count)), total: sp.Total()})
-	})
-
-	t.Run("GottaGoFast", func(t *testing.T) {
-		t.Parallel()
-		var (
-			err error
-		)
-		sp, nerr := NewSpeedometer(&testWriter{t: t})
-		if nerr != nil {
-			t.Errorf("unexpected error: %v", nerr)
-		}
-		go func() {
-			errChan <- writeStuff(t, sp, -1)
-		}()
-		var count = 0
-		for sp.Running() {
-			select {
-			case err = <-errChan:
-				if !errors.Is(err, io.ErrClosedPipe) {
-					t.Errorf("unexpected error: %v", err)
-				} else {
-					if count < 5 {
-						t.Errorf("too few iterations: %d", count)
-					}
-					t.Logf("final rate: %v per second", sp.Rate())
-				}
-			default:
-				if count > 5 {
-					_ = sp.Close()
-				}
-				time.Sleep(100 * time.Millisecond)
-				t.Logf("rate: %v per second", sp.Rate())
-				count++
-			}
-		}
-	})
-
-	// test limiter with speedlimit
-	t.Run("CantGoFast", func(t *testing.T) {
-		t.Parallel()
-		t.Run("10BytesASecond", func(t *testing.T) {
-			t.Parallel()
-			var (
-				err error
-			)
-			sp, nerr := NewLimitedSpeedometer(&testWriter{t: t}, &SpeedLimit{
-				Burst:           10,
-				Frame:           time.Second,
-				CheckEveryBytes: 1,
-				Delay:           100 * time.Millisecond,
-			})
-			if nerr != nil {
-				t.Errorf("unexpected error: %v", nerr)
-			}
-			for i := 0; i < 15; i++ {
-				if _, err = sp.Write([]byte("a")); err != nil {
-					t.Errorf("unexpected error: %v", err)
-				}
-				/*if sp.IsSlow() {
-					t.Errorf("unexpected slow state")
-				}*/
-				t.Logf("rate: %v per second", sp.Rate())
-				if sp.Rate() > 10 {
-					t.Errorf("speeding in a school zone (expected under %d): %v", sp.speedLimit.Burst, sp.Rate())
-				}
-			}
-		})
-
-		t.Run("1000BytesPer5SecondsMeasuredEvery5000Bytes", func(t *testing.T) {
-			t.Parallel()
-			var (
-				err error
-			)
-			sp, nerr := NewLimitedSpeedometer(&testWriter{t: t}, &SpeedLimit{
-				Burst:           1000,
-				Frame:           2 * time.Second,
-				CheckEveryBytes: 5000,
-				Delay:           500 * time.Millisecond,
-			})
-
-			if nerr != nil {
-				t.Errorf("unexpected error: %v", nerr)
-			}
-
-			for i := 0; i < 4999; i++ {
-				if _, err = sp.Write([]byte("a")); err != nil {
-					t.Errorf("unexpected error: %v", err)
-				}
-				if i%1000 == 0 {
-					t.Logf("rate: %v per second", sp.Rate())
-				}
-				if sp.Rate() < 1000 {
-					t.Errorf("shouldn't have slowed down yet (expected over %d): %v", sp.speedLimit.Burst, sp.Rate())
-				}
-			}
-			if _, err = sp.Write([]byte("a")); err != nil {
-				t.Errorf("unexpected error: %v", err)
-			}
-			for i := 0; i < 10; i++ {
-				if _, err = sp.Write([]byte("a")); err != nil {
-					t.Errorf("unexpected error: %v", err)
-				}
-				t.Logf("rate: %v per second", sp.Rate())
-				if sp.Rate() > 1000 {
-					t.Errorf("speeding in a school zone (expected under %d): %v", sp.speedLimit.Burst, sp.Rate())
-				}
-			}
-		})
-	})
-
-	// test capped speedometer
-	t.Run("OnlyALittle", func(t *testing.T) {
-		t.Parallel()
-		var (
-			err error
-		)
-		sp, nerr := NewCappedSpeedometer(&testWriter{t: t}, 1024)
-		if nerr != nil {
-			t.Errorf("unexpected error: %v", nerr)
-		}
-		for i := 0; i < 1024; i++ {
-			if _, err = sp.Write([]byte("a")); err != nil {
-				t.Errorf("unexpected error: %v", err)
-			}
-			if sp.Total() > 1024 {
-				t.Errorf("shouldn't have written more than 1024 bytes")
-			}
-		}
-		if _, err = sp.Write([]byte("a")); err == nil {
-			t.Errorf("expected error when writing over capacity")
-		}
-	})
-
-	t.Run("SynSynAckAck", func(t *testing.T) {
-		t.Parallel()
-		var (
-			server net.Listener
-			err    error
-		)
-		//goland:noinspection GoCommentLeadingSpace
-		if server, err = net.Listen("tcp", ":8080"); err != nil { // #nosec:G102 - this is a unit test.
-			t.Fatalf("Failed to start server: %v", err)
-		}
-		defer func(server net.Listener) {
-			if cErr := server.Close(); cErr != nil {
-				t.Errorf("Failed to close server: %v", err)
-			}
-		}(server)
-
-		go func() {
-			var (
-				conn net.Conn
-				aErr error
-			)
-			if conn, aErr = server.Accept(); aErr != nil {
-				t.Errorf("Failed to accept connection: %v", err)
-			}
-
-			t.Logf("Accepted connection from %s", conn.RemoteAddr().String())
-
-			defer func(conn net.Conn) {
-				if cErr := conn.Close(); cErr != nil {
-					t.Errorf("Failed to close connection: %v", err)
-				}
-			}(conn)
-
-			speedLimit := &SpeedLimit{
-				Burst:           512,
-				Frame:           time.Second,
-				CheckEveryBytes: 1,
-				Delay:           10 * time.Millisecond,
-			}
-
-			var (
-				speedometer *Speedometer
-				sErr        error
-			)
-			if speedometer, sErr = NewCappedLimitedSpeedometer(conn, speedLimit, 4096); sErr != nil {
-				t.Errorf("Failed to create speedometer: %v", sErr)
-			}
-
-			buf := make([]byte, 1024)
-			for i := range buf {
-				targ := byte('E')
-				if i%2 == 0 {
-					targ = byte('e')
-				}
-				buf[i] = targ
-			}
-			for {
-				n, wErr := speedometer.Write(buf)
-				switch {
-				case errors.Is(wErr, io.EOF), errors.Is(wErr, ErrLimitReached):
-					return
-				case wErr != nil:
-					t.Errorf("Failed to write: %v", wErr)
-				case n != len(buf):
-					t.Errorf("Failed to write all bytes: %d", n)
-				default:
-					t.Logf("Wrote %d bytes", n)
-				}
-			}
-		}()
-
-		var (
-			client net.Conn
-			aErr   error
-		)
-
-		if client, aErr = net.Dial("tcp", "localhost:8080"); aErr != nil {
-			t.Fatalf("Failed to connect to server: %v", err)
-		}
-
-		defer func(client net.Conn) {
-			if clErr := client.Close(); clErr != nil {
-				t.Errorf("Failed to close client: %v", err)
-			}
-		}(client)
-
-		buf := &bytes.Buffer{}
-		startTime := time.Now()
-		n, cpErr := io.Copy(buf, client)
-		if cpErr != nil {
-			t.Errorf("Failed to copy: %v", cpErr)
-		}
-
-		duration := time.Since(startTime)
-		if buf.Len() == 0 || n == 0 {
-			t.Fatalf("No data received")
-		}
-
-		rate := measureRate(t, n, duration)
-
-		if rate > 512.0 {
-			t.Fatalf("Rate exceeded: got %f, expected <= 100.0", rate)
-		}
-	})
-}
-
-func measureRate(t *testing.T, received int64, duration time.Duration) float64 {
-	t.Helper()
-	return float64(received) / duration.Seconds()
-}