func TestEarth2(t *testing.T) {
// p. 274
v, err := pp.LoadPlanet(pp.Earth)
if err != nil {
t.Fatal(err)
}
for _, d := range ep {
yf := float64(d.y) + (float64(d.m)-.5)/12
u, r := pa.Perihelion2(pa.Earth, yf, .0004, v)
y, m, df := julian.JDToCalendar(u)
dd, f := math.Modf(df)
if y != d.y || m != d.m || int(dd) != d.d ||
math.Abs(f*24-d.h) > .01 ||
math.Abs(r-d.r) > .000001 {
t.Log(d)
t.Fatal(y, m, int(dd), f*24, r)
}
}
for _, d := range ea {
yf := float64(d.y) + (float64(d.m)-.5)/12
u, r := pa.Aphelion2(pa.Earth, yf, .0004, v)
y, m, df := julian.JDToCalendar(u)
dd, f := math.Modf(df)
if y != d.y || m != d.m || int(dd) != d.d ||
math.Abs(f*24-d.h) > .01 ||
math.Abs(r-d.r) > .000001 {
t.Log(d)
t.Fatal(y, m, int(dd), f*24, r)
}
}
}
/*
Medium returns a map of New Zealand at medium resolution. The underlying longitude latitude grid is in 0.1
increments. Linear interpolation is used between grid points to estimate the location of each Point on the map.
*/
func (pts Points) Medium(b *bytes.Buffer) {
b.WriteString(nzMedium)
// the long/lat grid is accurate to 0.1 degree below that use a linear approximation between
// the grid values. This removes liniations in the plot
var p, pp pt
for i, v := range pts {
if v.Longitude < 0 {
v.Longitude = v.Longitude + 360.0
}
xi, xf := math.Modf(v.Longitude*10 - 1650.0)
x := int(xi)
yi, yf := math.Modf(v.Latitude*10 + 480.0)
y := int(yi)
if x >= 0 && x <= 150 && y >= 0 && y <= 140 {
p = nzMediumPts[int(x)][y]
pp = nzMediumPts[x+1][y+1]
pts[i].x = p.x + int(float64(pp.x-p.x)*xf)
pts[i].y = p.y + int(float64(pp.y-p.y)*yf)
pts[i].visible = true
} else {
pts[i].x = -1000
pts[i].y = -1000
}
}
return
}
func (g *stereoSine) processAudio(out [][]float32) {
for i := range out[0] {
val1 := g.volume * math.Sin(2*math.Pi*g.phase1)
val2 := g.volume * math.Sin(2*math.Pi*g.phase2)
val1l := math.Max(val1*g.pan1, 0) * 0.5
val2l := math.Max(val2*g.pan2, 0) * 0.5
val1r := math.Max(val1*-g.pan1, 0) * 0.5
val2r := math.Max(val2*-g.pan2, 0) * 0.5
out[0][i] = float32(val1l + val2l)
out[1][i] = float32(val1r + val2r)
_, g.phase1 = math.Modf(g.phase1 + g.step1)
_, g.phase2 = math.Modf(g.phase2 + g.step2)
g.volume += g.fade
if g.volume < 0 {
g.volume = 0
g.fade = 0
g.control <- true
}
if g.volume > 1 {
g.volume = 1
g.fade = 0
g.control <- true
}
}
}
func generateRandomNetwork(address *net.IPNet) string {
tick := float64(time.Now().UnixNano() / 1000000)
ones, bits := address.Mask.Size()
zeros := bits - ones
uniqIPsAmount := math.Pow(2.0, float64(zeros))
rawIP := math.Mod(tick, uniqIPsAmount)
remainder := rawIP
remainder, octet4 := math.Modf(remainder / 255.0)
remainder, octet3 := math.Modf(remainder / 255.0)
remainder, octet2 := math.Modf(remainder / 255.0)
base := address.IP
address.IP = net.IPv4(
byte(remainder)|base[0],
byte(octet2*255)|base[1],
byte(octet3*255)|base[2],
byte(octet4*255)|base[3],
)
address.IP.Mask(address.Mask)
return address.String()
}
func LatLongToString(pc *PolarCoord, format LatLongFormat) (string, string) {
var lat, long, latrem, longrem, latmin, longmin, latsec, longsec float64
var latitude, longitude string
switch format {
case LLFdeg:
latitude = f64toa(pc.Latitude, 6)
longitude = f64toa(pc.Longitude, 6)
case LLFdms:
lat, latrem = math.Modf(pc.Latitude)
if lat < 0 {
lat *= -1
latrem *= -1
}
long, longrem = math.Modf(pc.Longitude)
if long < 0 {
long *= -1
longrem *= -1
}
latmin, latrem = math.Modf(latrem / 100 * 6000)
longmin, longrem = math.Modf(longrem / 100 * 6000)
latsec = latrem / 100 * 6000
longsec = longrem / 100 * 6000
if pc.Latitude < 0 {
latitude = "S "
} else {
latitude = "N "
}
latitude += fmt.Sprintf("%d°", int(lat))
if latmin != 0.0 || latsec != 0.0 {
latitude += fmt.Sprintf("%d'", int(latmin))
}
if latsec != 0.0 {
latitude += fmt.Sprintf("%s''", f64toa(latsec, 2))
}
if pc.Longitude < 0 {
longitude = "W "
} else {
longitude = "E "
}
longitude += fmt.Sprintf("%d°", int(long))
if longmin != 0.0 || longsec != 0.0 {
longitude += fmt.Sprintf("%d'", int(longmin))
}
if longsec != 0.0 {
longitude += fmt.Sprintf("%s''", f64toa(longsec, 2))
}
}
return latitude, longitude
}
// ProcessAudio processes the audio
func (sine *Sine) ProcessAudio(out [][2]float32) {
for i := range out {
out[i][0] = float32(math.Sin(2 * math.Pi * sine.phaseL))
_, sine.phaseL = math.Modf(sine.phaseL + sine.stepL)
out[i][1] = float32(math.Sin(2 * math.Pi * sine.phaseR))
_, sine.phaseR = math.Modf(sine.phaseR + sine.stepR)
}
}
func (g *stereoSine) processAudio(out [][]float32) {
for i := range out[0] {
out[0][i] = float32(math.Sin(2 * math.Pi * g.phaseL))
_, g.phaseL = math.Modf(g.phaseL + g.stepL)
out[1][i] = float32(math.Sin(2 * math.Pi * g.phaseR))
_, g.phaseR = math.Modf(g.phaseR + g.stepR)
}
}
func GetChunkCoords(x float32, y float32) (float32, float32) {
chunkSize := float64(100)
xRoot, _ := math.Modf(float64(x) / chunkSize)
yRoot, _ := math.Modf(float64(y) / chunkSize)
return float32(xRoot * chunkSize), float32(yRoot * chunkSize)
}
func julianDateToGregorianTime(part1, part2 float64) time.Time {
part1I, part1F := math.Modf(part1)
part2I, part2F := math.Modf(part2)
julianDays := part1I + part2I
julianFraction := part1F + part2F
julianDays, julianFraction = shiftJulianToNoon(julianDays, julianFraction)
day, month, year := doTheFliegelAndVanFlandernAlgorithm(int(julianDays))
hours, minutes, seconds, nanoseconds := fractionOfADay(julianFraction)
return time.Date(year, time.Month(month), day, hours, minutes, seconds, nanoseconds, time.UTC)
}
// durationToSQL converts a time.Duration to ISO standard SQL syntax,
// e.g. "1 2:3:4" for one day, two hours, three minutes, and four seconds.
func durationToSQL(d time.Duration) []byte {
dSeconds := d.Seconds()
dMinutes, fSeconds := math.Modf(dSeconds / 60)
seconds := fSeconds * 60
dHours, fMinutes := math.Modf(dMinutes / 60)
minutes := fMinutes * 60
days, fHours := math.Modf(dHours / 24)
hours := fHours * 24
sql := fmt.Sprintf("%.0f %.0f:%.0f:%f", days, hours, minutes, seconds)
return []byte(sql)
}
func (g *stereoSine) processAudio(out [][]float32) {
var t float64 = 0
for i := range out[0] {
out[0][i] = float32(math.Sin(2*math.Pi*g.phaseL*(t/float64(bpm)))) / 2
//out[0][i] = float32(math.Sin(2 * math.Pi * float64(tcp%400) * (t / float64(bpm))))
_, g.phaseL = math.Modf(g.phaseL + g.stepL)
out[1][i] = float32(math.Sin(2*math.Pi*g.phaseR*(t/float64(bpm)))) / 2
//out[1][i] = float32(math.Sin(2 * math.Pi * float64(tcp%400) * (t / float64(bpm))))
_, g.phaseR = math.Modf(g.phaseR + g.stepR)
t++
}
}
// NumberFormat convert float or int to string (like PHP number_format() )
// in local format, for example:
// NumberFormat( 123456.12, 4, ",", " " )
// >> 123 456,1200
//
// Special cases are:
// NumberFormat(±Inf) = formatted 0.0
// NumberFormat(NaN) = formatted 0.0
func NumberFormat(number float64, decimals int, decPoint, thousandsSep string) string {
if math.IsNaN(number) || math.IsInf(number, 0) {
number = 0
}
var ret string
var negative bool
if number < 0 {
number *= -1
negative = true
}
d, fract := math.Modf(number)
if decimals <= 0 {
fract = 0
} else {
pow := math.Pow(10, float64(decimals))
fract = RoundPrec(fract*pow, 0)
}
if thousandsSep == "" {
ret = strconv.FormatFloat(d, 'f', 0, 64)
} else if d >= 1 {
var x float64
for d >= 1 {
d, x = math.Modf(d / 1000)
x = x * 1000
ret = strconv.FormatFloat(x, 'f', 0, 64) + ret
if d >= 1 {
ret = thousandsSep + ret
}
}
} else {
ret = "0"
}
fracts := strconv.FormatFloat(fract, 'f', 0, 64)
// "0" pad left
for i := len(fracts); i < decimals; i++ {
fracts = "0" + fracts
}
ret += decPoint + fracts
if negative {
ret = "-" + ret
}
return ret
}
// 范围随机数 float64
// 只随机精度的值,随机精度范围[0.x... -- 0.x...]
func RandBetweenFloat(s, n float64) float64 {
if s > n {
s, n = n, s
}
_, sFrac := math.Modf(s)
_, nFrac := math.Modf(n)
mathrand.Seed(time.Now().UnixNano())
rf := float64(mathrand.Int63()) / (1 << 63)
rf = sFrac + rf*(nFrac-sFrac)
return rf
}
func (me *renderTile) CastRay(x, y int, col *color.RGBA) {
me.fx, me.fy = float64(x), float64(y)
col.R, col.G, col.B, col.A = 0, 0, 0, 0
me.rayPos.X, me.rayPos.Y, me.rayPos.Z = ((me.fx / width) - 0.5), ((me.fy / height) - 0.5), 0
me.rayPos.MultMat(cmat1)
me.rayTmp.X, me.rayTmp.Y, me.rayTmp.Z = 0, 0, planeDist
me.rayTmp.MultMat(cmat1)
// if (CamRot.Y != 0) && ((x == 0) || (x == 39) || (x == 79) || (x == 119) || (x == 159)) && ((y == 0) || (y == 44) || (y == 89)) { log.Printf("[%v,%v] 0,0,%v ==> %+v (for %+v)", x, y, planeDist, me.rayTmp, me.rayDir) }
me.rayDir.X, me.rayDir.Y, me.rayDir.Z = me.rayPos.X, me.rayPos.Y, me.rayPos.Z-me.rayTmp.Z
me.rayDir.Normalize()
me.rayDir.MultMat(pmat)
me.rayPos.Add(CamPos)
// me.rayDir.X, me.rayDir.Y, me.rayDir.Z = -((me.fx / width) - 0.5), -((me.fy / height) - 0.5), planeDist
if true {
// if ((x == 0) || (x == 159)) && ((y == 0) || (y == 89)) { log.Printf("RAYPOS[%v,%v]=%+v", x, y, me.rayPos) }
me.numSteps = 0
for (col.A < 255) && me.rayPos.AllInRange(vmin, vmax) && (me.numSteps <= (vboth)) {
me.numSteps++
if me.rayPos.AllInRange(0, fs) {
if col.A == 0 {
if (int(me.rayPos.X) == 0) || (int(me.rayPos.X) == (SceneSize - 1)) {
col.R, col.G, col.B, col.A = 0, 0, 64, 64
} else if (int(me.rayPos.Y) == 0) || (int(me.rayPos.Y) == (SceneSize - 1)) {
col.R, col.G, col.B, col.A = 0, 64, 0, 64
} else {
col.R, col.G, col.B, col.A = 32, 32, 32, 48
}
}
if samples {
_, me.fracx = math.Modf(me.rayPos.X)
_, me.fracy = math.Modf(me.rayPos.Y)
_, me.fracz = math.Modf(me.rayPos.Z)
me.rayIntX, me.rayIntY, me.rayIntZ = int(me.rayPos.X), int(me.rayPos.Y), int(me.rayPos.Z)
me.lrayIntX, me.lrayIntY, me.lrayIntZ = int(me.rayPos.X+1), int(me.rayPos.Y+1), int(me.rayPos.Z+1)
me.getSample(me.rayIntX, me.rayIntY, me.rayIntZ, col)
me.getSample(me.lrayIntX, me.rayIntY, me.rayIntZ, &me.colx)
me.getSample(me.rayIntX, me.lrayIntY, me.rayIntZ, &me.coly)
me.getSample(me.rayIntX, me.rayIntY, me.lrayIntZ, &me.colz)
//me.mixAll()
} else {
me.rayIntX, me.rayIntY, me.rayIntZ = int(me.rayPos.X), int(me.rayPos.Y), int(me.rayPos.Z)
me.getSample(me.rayIntX, me.rayIntY, me.rayIntZ, col)
}
}
me.rayPos.Add(me.rayDir)
}
}
}
func preComputeFilter(scale float64,
outSize, srcSize int,
scaleBpp float64) []filter {
ret := make([]filter, outSize)
// The minimum worthwhile fraction of a pixel. This value is also used
// to avoid direct floating-point comparisons; instead of comparing two
// values for equality, we test if their difference is smaller than this
// value.
const minFrac = 1.0 / 256.0
for i := 0; i < outSize; i++ {
// compute the address and first weight
addr, invw := math.Modf(float64(i) * scale)
ret[i].idx = int(addr)
frstw := 1.0 - invw
if frstw < minFrac {
ret[i].idx++
frstw = 0.0
} else {
ret[i].n = 1
}
// compute the number of pixels
count, frac := math.Modf(scale - frstw)
ret[i].n = ret[i].n + int(count)
if frac >= minFrac {
ret[i].n++
} else {
frac = 0.0
}
// allocate the slice of weights
ret[i].weights = make([]float64, ret[i].n)
var windx int
if frstw > 0.0 {
ret[i].weights[windx] = frstw / scale * scaleBpp
windx++
}
for j := 0; j < int(count); j++ {
ret[i].weights[windx] = 1.0 / scale * scaleBpp
windx++
}
if frac > 0.0 {
ret[i].weights[windx] = frac / scale * scaleBpp
}
}
return ret
}
// Round return rounded version of x with prec precision.
//
// Special cases are:
// Round(±0) = ±0
// Round(±Inf) = ±Inf
// Round(NaN) = NaN
func Round(x float64, prec int, method string) float64 {
var rounder float64
maxPrec := 7 // define a max precison to cut float errors
if maxPrec < prec {
maxPrec = prec
}
pow := math.Pow(10, float64(prec))
intermed := x * pow
_, frac := math.Modf(intermed)
switch method {
case ROUNDING_UP:
if frac >= math.Pow10(-maxPrec) { // Max precision we go, rest is float chaos
rounder = math.Ceil(intermed)
} else {
rounder = math.Floor(intermed)
}
case ROUNDING_DOWN:
rounder = math.Floor(intermed)
case ROUNDING_MIDDLE:
if frac >= 0.5 {
rounder = math.Ceil(intermed)
} else {
rounder = math.Floor(intermed)
}
default:
rounder = intermed
}
return rounder / pow
}
func ExampleTime() {
// Example 19.a, p. 121.
// convert degree data to radians
r1 := 113.56833 * math.Pi / 180
d1 := 31.89756 * math.Pi / 180
r2 := 116.25042 * math.Pi / 180
d2 := 28.03681 * math.Pi / 180
r3 := make([]float64, 5)
for i, ri := range []float64{
118.98067, 119.59396, 120.20413, 120.81108, 121.41475} {
r3[i] = ri * math.Pi / 180
}
d3 := make([]float64, 5)
for i, di := range []float64{
21.68417, 21.58983, 21.49394, 21.39653, 21.29761} {
d3[i] = di * math.Pi / 180
}
// use JD as time to handle month boundary
jd, err := line.Time(r1, d1, r2, d2, r3, d3,
julian.CalendarGregorianToJD(1994, 9, 29),
julian.CalendarGregorianToJD(1994, 10, 3))
if err != nil {
fmt.Println(err)
return
}
y, m, d := julian.JDToCalendar(jd)
dInt, dFrac := math.Modf(d)
fmt.Printf("%d %s %.4f\n", y, time.Month(m), d)
fmt.Printf("%d %s %d, at %h TD(UT)\n", y, time.Month(m), int(dInt),
sexa.NewFmtTime(dFrac*24*3600))
// Output:
// 1994 October 1.2233
// 1994 October 1, at 5ʰ TD(UT)
}
func Round(v float64) float64 {
var frac float64
if _, frac = math.Modf(v); frac >= 0.5 {
return math.Ceil(v)
}
return math.Floor(v)
}
// Validate validates and normalize integer based value
func (v Integer) Validate(value interface{}) (interface{}, error) {
if f, ok := value.(float64); ok {
// JSON unmarshaling treat all numbers as float64, try to convert it to int if not fraction
i, frac := math.Modf(f)
if frac == 0.0 {
v := int(i)
value = &v
}
}
i, ok := value.(*int)
if !ok {
return nil, errors.New("not an integer")
}
if v.Min != nil && *i < *v.Min {
return nil, fmt.Errorf("is lower than %d", *v.Min)
}
if v.Max != nil && *i > *v.Max {
return nil, fmt.Errorf("is greater than %d", *v.Max)
}
if len(v.Allowed) > 0 {
found := false
for _, allowed := range v.Allowed {
if *i == allowed {
found = true
break
}
}
if !found {
// TODO: build the list of allowed values
return nil, fmt.Errorf("not one of the allowed values")
}
}
return i, nil
}
// Round a float to a specific decimal place or precision
func Round(input float64, places int) (rounded float64, err error) {
// If the float is not a number
if math.IsNaN(input) {
return 0.0, errors.New("Not a number")
}
// Find out the actual sign and correct the input for later
sign := 1.0
if input < 0 {
sign = -1
input *= -1
}
// Use the places arg to get the amount of precision wanted
precision := math.Pow(10, float64(places))
// Find the decimal place we are looking to round
digit := input * precision
// Get the actual decimal number as a fraction to be compared
_, decimal := math.Modf(digit)
// If the decimal is less than .5 we round down otherwise up
if decimal >= 0.5 {
rounded = math.Ceil(digit)
} else {
rounded = math.Floor(digit)
}
// Finally we do the math to actually create a rounded number
return rounded / precision * sign, nil
}
func (p Palette) Color(x float64) color.Color {
n := x * float64(len(p))
c1 := p[int(math.Floor(n))]
c2 := p[int(math.Min(math.Ceil(n), float64(len(p)-1)))]
_, t := math.Modf(n)
return blendRGBA(c1, c2, t)
}
func Round32(x float32) float32 {
i, f := math.Modf(float64(x))
if f >= 0.5 {
return float32(i) + 1.0
}
return float32(i)
}
func reqlTimeToNativeTime(timestamp float64, timezone string) (time.Time, error) {
sec, ms := math.Modf(timestamp)
// Convert to native time rounding to milliseconds
t := time.Unix(int64(sec), int64(math.Floor(ms*1000+0.5))*1000*1000)
// Caclulate the timezone
if timezone != "" {
hours, err := strconv.Atoi(timezone[1:3])
if err != nil {
return time.Time{}, err
}
minutes, err := strconv.Atoi(timezone[4:6])
if err != nil {
return time.Time{}, err
}
tzOffset := ((hours * 60) + minutes) * 60
if timezone[:1] == "-" {
tzOffset = 0 - tzOffset
}
t = t.In(time.FixedZone(timezone, tzOffset))
}
return t, nil
}
func (c *FanMetrics) GetPercentile(p float64) time.Duration {
var percentile float64
r := (float64(len(c.Results)) + 1.0) * p
ir, fr := math.Modf(r)
if len(c.Results) == 0 {
return 0
}
var v1 float64
if ir >= float64(len(c.Results)) {
v1 = float64(c.Results[len(c.Results)-1])
} else {
v1 = float64(c.Results[int(ir)-1])
}
if fr > 0.0 && ir < float64(len(c.Results)) {
v2 := float64(c.Results[int(ir)])
percentile = (v2-v1)*fr + v1
} else {
percentile = v1
}
return time.Duration(percentile)
}
func Round64(x float64) float64 {
i, f := math.Modf(x)
if f >= 0.5 {
return i + 1.0
}
return i
}
func ExampleLen3_Extremum() {
// Example 3.b, p. 26.
d3, err := interp.NewLen3(12, 20, []float64{
1.3814294,
1.3812213,
1.3812453,
})
if err != nil {
fmt.Println(err)
return
}
x, y, err := d3.Extremum()
if err != nil {
fmt.Println(err)
return
}
fmt.Printf("distance: %.7f AU\n", y)
fmt.Printf("date: %.4f\n", x)
i, frac := math.Modf(x)
fmt.Printf("1992 May %d, at %.64s TD",
int(i), base.NewFmtTime(frac*24*3600))
// Output:
// distance: 1.3812030 AU
// date: 17.5864
// 1992 May 17, at 14ʰ TD
}
func ExampleLen3_Zero() {
// Example 3.c, p. 26.
x1 := 26.
x3 := 28.
// the y unit doesn't matter. working in degrees is fine
yTable := []float64{
base.DMSToDeg(true, 0, 28, 13.4),
base.DMSToDeg(false, 0, 6, 46.3),
base.DMSToDeg(false, 0, 38, 23.2),
}
d3, err := interp.NewLen3(x1, x3, yTable)
if err != nil {
fmt.Println(err)
return
}
x, err := d3.Zero(false)
if err != nil {
fmt.Println(err)
return
}
fmt.Printf("February %.5f\n", x)
i, frac := math.Modf(x)
fmt.Printf("February %d, at %.62s TD",
int(i), base.NewFmtTime(frac*24*3600))
// Output:
// February 26.79873
// February 26, at 19ʰ10ᵐ TD
}
// FormatFloat converts a float64 to a formatted string. The float is rounded
// to the given precision and formatted using a comma separator for thousands.
func FormatFloat(x float64, precision int) string {
// Round the float and get the decimal and fractional parts
r := RoundFloat(x, precision)
i, f := math.Modf(r)
is := FormatThousands(int64(i))
// If precision is less than one return the formatted integer part
if precision <= 0 {
return is
}
// Otherwise convert the fractional part to a string
fs := strconv.FormatFloat(f, 'f', precision, 64)
// And get the digits after the decimal point
if x < 0 {
fs = fs[3:]
} else {
fs = fs[2:]
}
// Concatenate the decimal and fractional parts and return
return is + "." + fs
}
/*
getBestReadSize returns the best guess as to how much data should be read to reach the target message count.
Logic used:
1 - If the target count is 1 message, recommend double the average message size of the segment, or 1k if empty.
2 - Find the largest number that will align the read to the sparse array of offsets.
*/
func (seg *Segment) getBestReadSize(msgIndex int64, msgPosition int64, targetCount int) (bestSize int) {
if targetCount == 1 {
if seg.msgCount == 0 {
return 1024
}
return int(2 * seg.fileSize / int64(seg.msgCount))
}
localIndex := msgIndex - seg.firstIndex
nearestIndexf, _ := math.Modf(float64(localIndex) / float64(default_index_offset_density))
nearestIndex := int(nearestIndexf)
// If nearest sparse index is already at the end of the file, just return end of file information.
if nearestIndex == len(seg.sparseIndexOffsetList)-1 {
return int(seg.fileSize - msgPosition)
}
// Is there an offset between the end and where we are that makes more sense?
for i, offset := range seg.sparseIndexOffsetList[nearestIndex:] {
if (i+nearestIndex)*default_index_offset_density-int(localIndex) >= targetCount {
// Use this offset.
return int(offset - msgPosition)
}
}
// If our maximum is so big that we hit the end - just send the whole file.
return int(seg.fileSize - msgPosition)
}
// IntoWords convert numbers (float64) to words
func IntoWords(number float64) string {
if number == 0 {
return zero
}
words := []string{}
// Minus
if number < 0 {
words = append(words, minus)
}
number = math.Abs(number)
integer, fractional := math.Modf(number)
if integer != 0 || fractional == 0 {
numberIntoWords := writeOutNumbersInWords(integer)
words = append(words, numberIntoWords...)
}
if fractional > 0 {
words = append(words, point)
fractional := round(math.Abs(fractional) * 100)
fracIntoWords := writeOutNumbersInWords(fractional)
words = append(words, fracIntoWords...)
}
return sanitize(words)
}
