// +build ignore package main import ( "fmt" "os" "text/template" ) var roundc [24]uint64 var rotc [5][5]int func main() { // Round constants rc := uint8(1) for i := 0; i < 24; i++ { for j := 0; j <= 6; j++ { roundc[i] |= uint64(rc&1) << (1<>7) } } // Rotation constants x, y := 1, 0 for i := 1; i < 25; i++ { rotc[x][y] = (i * (i + 1) / 2) % 64 x, y = y, (2*x+3*y)%5 } err := tmpl.Execute(os.Stdout, nil) if err != nil { fmt.Fprintln(os.Stderr, err) } } func count(n int) []int { var out = make([]int, n) for i := 0; i < n; i++ { out[i] = i } return out } func add(a, b int) int { return a + b } func sub(a, b int) int { return a - b } func mul(a, b int) int { return a * b } func mod(a int) int { return a % 5 } func afunc(x, y int) string { return fmt.Sprintf("a[%d]", y%5*5+x%5) } func bfunc(x, y int) string { return fmt.Sprintf("b%d%d", x%5, y%5) } func rotcfunc(x, y int) int { return rotc[x%5][y%5] } var funcs = template.FuncMap{ "count": count, "add": add, "sub": sub, "mul": mul, "mod": mod, "a": afunc, "b": bfunc, "rotc": rotcfunc, } var tmpl = template.Must(template.New("keccak").Funcs(funcs).Parse(` // Generated from go run gen.go // DO NOT EDIT package keccak // round implements one round of the keccak-f[1600] permutation. func roundGo(a *[25]uint64) { {{ range $x := count 5 }} var b{{$x}}0, b{{$x}}1, b{{$x}}2, b{{$x}}3, b{{$x}}4 uint64 {{ end }} // Theta var c0, c1, c2, c3, c4 uint64 {{ range $x := count 5 }} c{{$x}} = {{a $x 0}} ^ {{a $x 1}} ^ {{a $x 2}} ^ {{a $x 3}} ^ {{a $x 4}} {{ end }} var d uint64 {{ range $x := count 5 }} {{ $x4 := add $x 4 | mod }} {{ $x1 := add $x 1 | mod }} d = c{{$x4}} ^ (c{{$x1}}<<1 | c{{$x1}}>>63) {{ range $y := count 5 }} {{b $x $y}} = {{a $x $y}} ^ d {{ end }} {{ end }} {{ range $y := count 5 }} // Rho / Pi {{ range $x := count 5 }} {{ $x0 := add $x (mul $y 3) }} {{ $y0 := $x }} {{ $b := b $x0 $y0 }} {{ $r := rotc $x0 $y0 }} c{{$x}} = {{$b}}<<{{$r}} | {{$b}}>>{{sub 64 $r}} {{ end }} // Chi {{ range $x := count 5 }} {{ $x1 := add $x 1 | mod }} {{ $x2 := add $x 2 | mod }} {{a $x $y}} = c{{$x}} ^ (c{{$x2}} &^ c{{$x1}}) {{ end }} {{ end }} } `))