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package main
import (
"aphopkins/radix_info/factors"
"fmt"
"io"
"strconv"
"strings"
)
func writeDigitMap(w io.Writer, digitMap []factors.DigitType) {
if len(digitMap) < 2 {
panic("Radices cannot be less than 2!")
} else if len(digitMap) <= 36 {
writeDigitMapSmall(w, digitMap)
}
}
// Prints a digit map suitable for small bases (≤36).
func writeDigitMapSmall(w io.Writer, digitMap []factors.DigitType) {
radix := uint(len(digitMap))
digitsString := strings.Builder{}
digitsString.Grow(int(3*radix + 6))
digitsString.WriteString("Digit:")
typesString := strings.Builder{}
typesString.WriteString("Class:")
for digit, digitType := range digitMap {
digitString := fmt.Sprintf("%2s", strings.ToUpper(
strconv.FormatUint(uint64(digit), int(radix))))
typeString := digitType.String()
fmt.Fprintf(&digitsString, " %s", colourString(digitString, digitType))
fmt.Fprintf(&typesString, " %s", colourString(typeString, digitType))
}
fmt.Fprintln(w, digitsString.String())
fmt.Fprintln(w, typesString.String())
}
func colourString(s string, digitType factors.DigitType) string {
var colourBegin string
switch digitType.TotativeType() {
case factors.Regular:
switch digitType.Regularity() {
case 0:
colourBegin = "\x1B[48;5;5m" // special cases (1)
case 1:
colourBegin = "\x1B[48;5;4m" // factors
case 2:
colourBegin = "\x1B[48;5;6m" // 2-regulars
default:
colourBegin = "\x1B[48;5;2m" // other regulars
}
case factors.Neighbour:
if digitType.Regularity() == 0 {
colourBegin = "\x1B[48;5;198m" // neighbourly totatives
} else {
colourBegin = "\x1B[48;5;136m" // neighbourly semitotatives
}
case factors.Opaque:
if digitType.Regularity() == 0 {
colourBegin = "\x1B[48;5;1m" // opaque totatives
} else {
colourBegin = "\x1B[48;5;130m" // opaque semitotatives
}
default:
colourBegin = "\x1B[48;5;5m" // special cases (0)
}
return colourBegin + "\x1B[38;5;15m" + s + "\x1B[0m"
}
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