mirror of
https://github.com/cheat/cheat.git
synced 2024-11-25 15:31:36 +01:00
80c91cbdee
Integrate `go-git` into the application, and use it to `git clone` cheatsheets when the installer runs. Previously, the installer required that `git` be installed on the system `PATH`, so this change has to big advantages: 1. It removes that system dependency on `git` 2. It paves the way for implementing the `--update` command Additionally, `cheat` now performs a `--depth=1` clone when installing cheatsheets, which should at least somewhat improve installation times (especially on slow network connections).
101 lines
2.3 KiB
Go
101 lines
2.3 KiB
Go
package x448
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import (
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"encoding/binary"
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"math/bits"
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"github.com/cloudflare/circl/math/fp448"
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)
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func doubleGeneric(x, z *fp448.Elt) {
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t0, t1 := &fp448.Elt{}, &fp448.Elt{}
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fp448.AddSub(x, z)
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fp448.Sqr(x, x)
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fp448.Sqr(z, z)
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fp448.Sub(t0, x, z)
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mulA24Generic(t1, t0)
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fp448.Add(t1, t1, z)
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fp448.Mul(x, x, z)
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fp448.Mul(z, t0, t1)
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}
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func diffAddGeneric(w *[5]fp448.Elt, b uint) {
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mu, x1, z1, x2, z2 := &w[0], &w[1], &w[2], &w[3], &w[4]
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fp448.Cswap(x1, x2, b)
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fp448.Cswap(z1, z2, b)
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fp448.AddSub(x1, z1)
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fp448.Mul(z1, z1, mu)
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fp448.AddSub(x1, z1)
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fp448.Sqr(x1, x1)
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fp448.Sqr(z1, z1)
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fp448.Mul(x1, x1, z2)
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fp448.Mul(z1, z1, x2)
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}
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func ladderStepGeneric(w *[5]fp448.Elt, b uint) {
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x1, x2, z2, x3, z3 := &w[0], &w[1], &w[2], &w[3], &w[4]
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t0 := &fp448.Elt{}
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t1 := &fp448.Elt{}
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fp448.AddSub(x2, z2)
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fp448.AddSub(x3, z3)
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fp448.Mul(t0, x2, z3)
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fp448.Mul(t1, x3, z2)
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fp448.AddSub(t0, t1)
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fp448.Cmov(x2, x3, b)
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fp448.Cmov(z2, z3, b)
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fp448.Sqr(x3, t0)
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fp448.Sqr(z3, t1)
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fp448.Mul(z3, x1, z3)
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fp448.Sqr(x2, x2)
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fp448.Sqr(z2, z2)
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fp448.Sub(t0, x2, z2)
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mulA24Generic(t1, t0)
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fp448.Add(t1, t1, z2)
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fp448.Mul(x2, x2, z2)
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fp448.Mul(z2, t0, t1)
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}
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func mulA24Generic(z, x *fp448.Elt) {
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const A24 = 39082
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const n = 8
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var xx [7]uint64
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for i := range xx {
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xx[i] = binary.LittleEndian.Uint64(x[i*n : (i+1)*n])
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}
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h0, l0 := bits.Mul64(xx[0], A24)
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h1, l1 := bits.Mul64(xx[1], A24)
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h2, l2 := bits.Mul64(xx[2], A24)
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h3, l3 := bits.Mul64(xx[3], A24)
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h4, l4 := bits.Mul64(xx[4], A24)
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h5, l5 := bits.Mul64(xx[5], A24)
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h6, l6 := bits.Mul64(xx[6], A24)
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l1, c0 := bits.Add64(h0, l1, 0)
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l2, c1 := bits.Add64(h1, l2, c0)
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l3, c2 := bits.Add64(h2, l3, c1)
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l4, c3 := bits.Add64(h3, l4, c2)
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l5, c4 := bits.Add64(h4, l5, c3)
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l6, c5 := bits.Add64(h5, l6, c4)
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l7, _ := bits.Add64(h6, 0, c5)
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l0, c0 = bits.Add64(l0, l7, 0)
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l1, c1 = bits.Add64(l1, 0, c0)
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l2, c2 = bits.Add64(l2, 0, c1)
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l3, c3 = bits.Add64(l3, l7<<32, c2)
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l4, c4 = bits.Add64(l4, 0, c3)
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l5, c5 = bits.Add64(l5, 0, c4)
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l6, l7 = bits.Add64(l6, 0, c5)
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xx[0], c0 = bits.Add64(l0, l7, 0)
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xx[1], c1 = bits.Add64(l1, 0, c0)
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xx[2], c2 = bits.Add64(l2, 0, c1)
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xx[3], c3 = bits.Add64(l3, l7<<32, c2)
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xx[4], c4 = bits.Add64(l4, 0, c3)
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xx[5], c5 = bits.Add64(l5, 0, c4)
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xx[6], _ = bits.Add64(l6, 0, c5)
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for i := range xx {
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binary.LittleEndian.PutUint64(z[i*n:(i+1)*n], xx[i])
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}
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}
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