From 6177bdd32d921553343c24e241bb38503746ccad Mon Sep 17 00:00:00 2001
From: "Jason A. Donenfeld" <Jason@zx2c4.com>
Date: Wed, 31 Jan 2018 16:53:59 +0100
Subject: curve25519: replace hacl64 with fiat64

For now, it's faster:

hacl64: 109782 cycles per call
fiat64: 108984 cycles per call

It's quite possible this commit will be reverted with nice changes from
INRIA, though.
---
 src/crypto/curve25519-fiat32.h  |  838 ---------------------------
 src/crypto/curve25519-generic.h | 1180 +++++++++++++++++++++++++++++++++++++++
 src/crypto/curve25519-hacl64.h  |  739 ------------------------
 src/crypto/curve25519.c         |    6 +-
 src/tests/qemu/Makefile         |    2 +-
 src/tools/curve25519.c          |   11 +-
 6 files changed, 1185 insertions(+), 1591 deletions(-)
 delete mode 100644 src/crypto/curve25519-fiat32.h
 create mode 100644 src/crypto/curve25519-generic.h
 delete mode 100644 src/crypto/curve25519-hacl64.h

(limited to 'src')

diff --git a/src/crypto/curve25519-fiat32.h b/src/crypto/curve25519-fiat32.h
deleted file mode 100644
index f1e21a4..0000000
--- a/src/crypto/curve25519-fiat32.h
+++ /dev/null
@@ -1,838 +0,0 @@
-/* SPDX-License-Identifier: GPL-2.0
- *
- * Copyright (C) 2015-2016 The fiat-crypto Authors.
- * Copyright (C) 2018 Jason A. Donenfeld <Jason@zx2c4.com>. All Rights Reserved.
- *
- * This is a machine-generated formally verified implementation of curve25519 DH from:
- * https://github.com/mit-plv/fiat-crypto
- */
-
-/* fe means field element. Here the field is \Z/(2^255-19). An element t,
- * entries t[0]...t[9], represents the integer t[0]+2^26 t[1]+2^51 t[2]+2^77
- * t[3]+2^102 t[4]+...+2^230 t[9].
- * fe limbs are bounded by 1.125*2^26,1.125*2^25,1.125*2^26,1.125*2^25,etc.
- * Multiplication and carrying produce fe from fe_loose.
- */
-typedef struct fe { u32 v[10]; } fe;
-
-/* fe_loose limbs are bounded by 3.375*2^26,3.375*2^25,3.375*2^26,3.375*2^25,etc.
- * Addition and subtraction produce fe_loose from (fe, fe).
- */
-typedef struct fe_loose { u32 v[10]; } fe_loose;
-
-static __always_inline void fe_frombytes_impl(u32 h[10], const u8 *s)
-{
-	/* Ignores top bit of s. */
-	u32 a0 = le32_to_cpup((__force __le32 *)(s));
-	u32 a1 = le32_to_cpup((__force __le32 *)(s+4));
-	u32 a2 = le32_to_cpup((__force __le32 *)(s+8));
-	u32 a3 = le32_to_cpup((__force __le32 *)(s+12));
-	u32 a4 = le32_to_cpup((__force __le32 *)(s+16));
-	u32 a5 = le32_to_cpup((__force __le32 *)(s+20));
-	u32 a6 = le32_to_cpup((__force __le32 *)(s+24));
-	u32 a7 = le32_to_cpup((__force __le32 *)(s+28));
-	h[0] = a0&((1<<26)-1);                    /* 26 used, 32-26 left.   26 */
-	h[1] = (a0>>26) | ((a1&((1<<19)-1))<< 6); /* (32-26) + 19 =  6+19 = 25 */
-	h[2] = (a1>>19) | ((a2&((1<<13)-1))<<13); /* (32-19) + 13 = 13+13 = 26 */
-	h[3] = (a2>>13) | ((a3&((1<< 6)-1))<<19); /* (32-13) +  6 = 19+ 6 = 25 */
-	h[4] = (a3>> 6);                          /* (32- 6)              = 26 */
-	h[5] = a4&((1<<25)-1);                    /*                        25 */
-	h[6] = (a4>>25) | ((a5&((1<<19)-1))<< 7); /* (32-25) + 19 =  7+19 = 26 */
-	h[7] = (a5>>19) | ((a6&((1<<12)-1))<<13); /* (32-19) + 12 = 13+12 = 25 */
-	h[8] = (a6>>12) | ((a7&((1<< 6)-1))<<20); /* (32-12) +  6 = 20+ 6 = 26 */
-	h[9] = (a7>> 6)&((1<<25)-1); /*                                     25 */
-}
-
-static __always_inline void fe_frombytes(fe *h, const u8 *s)
-{
-	fe_frombytes_impl(h->v, s);
-}
-
-static __always_inline u8 /*bool*/ addcarryx_u25(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
-{
-	/* This function extracts 25 bits of result and 1 bit of carry (26 total), so
-	 * a 32-bit intermediate is sufficient.
-	 */
-	u32 x = a + b + c;
-	*low = x & ((1 << 25) - 1);
-	return (x >> 25) & 1;
-}
-
-static __always_inline u8 /*bool*/ addcarryx_u26(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
-{
-	/* This function extracts 26 bits of result and 1 bit of carry (27 total), so
-	 * a 32-bit intermediate is sufficient.
-	 */
-	u32 x = a + b + c;
-	*low = x & ((1 << 26) - 1);
-	return (x >> 26) & 1;
-}
-
-static __always_inline u8 /*bool*/ subborrow_u25(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
-{
-	/* This function extracts 25 bits of result and 1 bit of borrow (26 total), so
-	 * a 32-bit intermediate is sufficient.
-	 */
-	u32 x = a - b - c;
-	*low = x & ((1 << 25) - 1);
-	return x >> 31;
-}
-
-static __always_inline u8 /*bool*/ subborrow_u26(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
-{
-	/* This function extracts 26 bits of result and 1 bit of borrow (27 total), so
-	 * a 32-bit intermediate is sufficient.
-	 */
-	u32 x = a - b - c;
-	*low = x & ((1 << 26) - 1);
-	return x >> 31;
-}
-
-static __always_inline u32 cmovznz32(u32 t, u32 z, u32 nz)
-{
-	t = -!!t; /* all set if nonzero, 0 if 0 */
-	return (t&nz) | ((~t)&z);
-}
-
-static __always_inline void fe_freeze(u32 out[10], const u32 in1[10])
-{
-	{ const u32 x17 = in1[9];
-	{ const u32 x18 = in1[8];
-	{ const u32 x16 = in1[7];
-	{ const u32 x14 = in1[6];
-	{ const u32 x12 = in1[5];
-	{ const u32 x10 = in1[4];
-	{ const u32 x8 = in1[3];
-	{ const u32 x6 = in1[2];
-	{ const u32 x4 = in1[1];
-	{ const u32 x2 = in1[0];
-	{ u32 x20; u8/*bool*/ x21 = subborrow_u26(0x0, x2, 0x3ffffed, &x20);
-	{ u32 x23; u8/*bool*/ x24 = subborrow_u25(x21, x4, 0x1ffffff, &x23);
-	{ u32 x26; u8/*bool*/ x27 = subborrow_u26(x24, x6, 0x3ffffff, &x26);
-	{ u32 x29; u8/*bool*/ x30 = subborrow_u25(x27, x8, 0x1ffffff, &x29);
-	{ u32 x32; u8/*bool*/ x33 = subborrow_u26(x30, x10, 0x3ffffff, &x32);
-	{ u32 x35; u8/*bool*/ x36 = subborrow_u25(x33, x12, 0x1ffffff, &x35);
-	{ u32 x38; u8/*bool*/ x39 = subborrow_u26(x36, x14, 0x3ffffff, &x38);
-	{ u32 x41; u8/*bool*/ x42 = subborrow_u25(x39, x16, 0x1ffffff, &x41);
-	{ u32 x44; u8/*bool*/ x45 = subborrow_u26(x42, x18, 0x3ffffff, &x44);
-	{ u32 x47; u8/*bool*/ x48 = subborrow_u25(x45, x17, 0x1ffffff, &x47);
-	{ u32 x49 = cmovznz32(x48, 0x0, 0xffffffff);
-	{ u32 x50 = (x49 & 0x3ffffed);
-	{ u32 x52; u8/*bool*/ x53 = addcarryx_u26(0x0, x20, x50, &x52);
-	{ u32 x54 = (x49 & 0x1ffffff);
-	{ u32 x56; u8/*bool*/ x57 = addcarryx_u25(x53, x23, x54, &x56);
-	{ u32 x58 = (x49 & 0x3ffffff);
-	{ u32 x60; u8/*bool*/ x61 = addcarryx_u26(x57, x26, x58, &x60);
-	{ u32 x62 = (x49 & 0x1ffffff);
-	{ u32 x64; u8/*bool*/ x65 = addcarryx_u25(x61, x29, x62, &x64);
-	{ u32 x66 = (x49 & 0x3ffffff);
-	{ u32 x68; u8/*bool*/ x69 = addcarryx_u26(x65, x32, x66, &x68);
-	{ u32 x70 = (x49 & 0x1ffffff);
-	{ u32 x72; u8/*bool*/ x73 = addcarryx_u25(x69, x35, x70, &x72);
-	{ u32 x74 = (x49 & 0x3ffffff);
-	{ u32 x76; u8/*bool*/ x77 = addcarryx_u26(x73, x38, x74, &x76);
-	{ u32 x78 = (x49 & 0x1ffffff);
-	{ u32 x80; u8/*bool*/ x81 = addcarryx_u25(x77, x41, x78, &x80);
-	{ u32 x82 = (x49 & 0x3ffffff);
-	{ u32 x84; u8/*bool*/ x85 = addcarryx_u26(x81, x44, x82, &x84);
-	{ u32 x86 = (x49 & 0x1ffffff);
-	{ u32 x88; addcarryx_u25(x85, x47, x86, &x88);
-	out[0] = x52;
-	out[1] = x56;
-	out[2] = x60;
-	out[3] = x64;
-	out[4] = x68;
-	out[5] = x72;
-	out[6] = x76;
-	out[7] = x80;
-	out[8] = x84;
-	out[9] = x88;
-	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
-}
-
-static __always_inline void fe_tobytes(u8 s[32], const fe *f)
-{
-	u32 h[10];
-	fe_freeze(h, f->v);
-	s[0] = h[0] >> 0;
-	s[1] = h[0] >> 8;
-	s[2] = h[0] >> 16;
-	s[3] = (h[0] >> 24) | (h[1] << 2);
-	s[4] = h[1] >> 6;
-	s[5] = h[1] >> 14;
-	s[6] = (h[1] >> 22) | (h[2] << 3);
-	s[7] = h[2] >> 5;
-	s[8] = h[2] >> 13;
-	s[9] = (h[2] >> 21) | (h[3] << 5);
-	s[10] = h[3] >> 3;
-	s[11] = h[3] >> 11;
-	s[12] = (h[3] >> 19) | (h[4] << 6);
-	s[13] = h[4] >> 2;
-	s[14] = h[4] >> 10;
-	s[15] = h[4] >> 18;
-	s[16] = h[5] >> 0;
-	s[17] = h[5] >> 8;
-	s[18] = h[5] >> 16;
-	s[19] = (h[5] >> 24) | (h[6] << 1);
-	s[20] = h[6] >> 7;
-	s[21] = h[6] >> 15;
-	s[22] = (h[6] >> 23) | (h[7] << 3);
-	s[23] = h[7] >> 5;
-	s[24] = h[7] >> 13;
-	s[25] = (h[7] >> 21) | (h[8] << 4);
-	s[26] = h[8] >> 4;
-	s[27] = h[8] >> 12;
-	s[28] = (h[8] >> 20) | (h[9] << 6);
-	s[29] = h[9] >> 2;
-	s[30] = h[9] >> 10;
-	s[31] = h[9] >> 18;
-}
-
-/* h = f */
-static __always_inline void fe_copy(fe *h, const fe *f)
-{
-	memmove(h, f, sizeof(u32) * 10);
-}
-
-static __always_inline void fe_copy_lt(fe_loose *h, const fe *f)
-{
-	memmove(h, f, sizeof(u32) * 10);
-}
-
-/* h = 0 */
-static __always_inline void fe_0(fe *h)
-{
-	memset(h, 0, sizeof(u32) * 10);
-}
-
-/* h = 1 */
-static __always_inline void fe_1(fe *h)
-{
-	memset(h, 0, sizeof(u32) * 10);
-	h->v[0] = 1;
-}
-
-static void fe_add_impl(u32 out[10], const u32 in1[10], const u32 in2[10])
-{
-	{ const u32 x20 = in1[9];
-	{ const u32 x21 = in1[8];
-	{ const u32 x19 = in1[7];
-	{ const u32 x17 = in1[6];
-	{ const u32 x15 = in1[5];
-	{ const u32 x13 = in1[4];
-	{ const u32 x11 = in1[3];
-	{ const u32 x9 = in1[2];
-	{ const u32 x7 = in1[1];
-	{ const u32 x5 = in1[0];
-	{ const u32 x38 = in2[9];
-	{ const u32 x39 = in2[8];
-	{ const u32 x37 = in2[7];
-	{ const u32 x35 = in2[6];
-	{ const u32 x33 = in2[5];
-	{ const u32 x31 = in2[4];
-	{ const u32 x29 = in2[3];
-	{ const u32 x27 = in2[2];
-	{ const u32 x25 = in2[1];
-	{ const u32 x23 = in2[0];
-	out[0] = (x5 + x23);
-	out[1] = (x7 + x25);
-	out[2] = (x9 + x27);
-	out[3] = (x11 + x29);
-	out[4] = (x13 + x31);
-	out[5] = (x15 + x33);
-	out[6] = (x17 + x35);
-	out[7] = (x19 + x37);
-	out[8] = (x21 + x39);
-	out[9] = (x20 + x38);
-	}}}}}}}}}}}}}}}}}}}}
-}
-
-/* h = f + g
- * Can overlap h with f or g.
- */
-static __always_inline void fe_add(fe_loose *h, const fe *f, const fe *g)
-{
-	fe_add_impl(h->v, f->v, g->v);
-}
-
-static void fe_sub_impl(u32 out[10], const u32 in1[10], const u32 in2[10])
-{
-	{ const u32 x20 = in1[9];
-	{ const u32 x21 = in1[8];
-	{ const u32 x19 = in1[7];
-	{ const u32 x17 = in1[6];
-	{ const u32 x15 = in1[5];
-	{ const u32 x13 = in1[4];
-	{ const u32 x11 = in1[3];
-	{ const u32 x9 = in1[2];
-	{ const u32 x7 = in1[1];
-	{ const u32 x5 = in1[0];
-	{ const u32 x38 = in2[9];
-	{ const u32 x39 = in2[8];
-	{ const u32 x37 = in2[7];
-	{ const u32 x35 = in2[6];
-	{ const u32 x33 = in2[5];
-	{ const u32 x31 = in2[4];
-	{ const u32 x29 = in2[3];
-	{ const u32 x27 = in2[2];
-	{ const u32 x25 = in2[1];
-	{ const u32 x23 = in2[0];
-	out[0] = ((0x7ffffda + x5) - x23);
-	out[1] = ((0x3fffffe + x7) - x25);
-	out[2] = ((0x7fffffe + x9) - x27);
-	out[3] = ((0x3fffffe + x11) - x29);
-	out[4] = ((0x7fffffe + x13) - x31);
-	out[5] = ((0x3fffffe + x15) - x33);
-	out[6] = ((0x7fffffe + x17) - x35);
-	out[7] = ((0x3fffffe + x19) - x37);
-	out[8] = ((0x7fffffe + x21) - x39);
-	out[9] = ((0x3fffffe + x20) - x38);
-	}}}}}}}}}}}}}}}}}}}}
-}
-
-/* h = f - g
- * Can overlap h with f or g.
- */
-static __always_inline void fe_sub(fe_loose *h, const fe *f, const fe *g)
-{
-	fe_sub_impl(h->v, f->v, g->v);
-}
-
-static void fe_mul_impl(u32 out[10], const u32 in1[10], const u32 in2[10])
-{
-	{ const u32 x20 = in1[9];
-	{ const u32 x21 = in1[8];
-	{ const u32 x19 = in1[7];
-	{ const u32 x17 = in1[6];
-	{ const u32 x15 = in1[5];
-	{ const u32 x13 = in1[4];
-	{ const u32 x11 = in1[3];
-	{ const u32 x9 = in1[2];
-	{ const u32 x7 = in1[1];
-	{ const u32 x5 = in1[0];
-	{ const u32 x38 = in2[9];
-	{ const u32 x39 = in2[8];
-	{ const u32 x37 = in2[7];
-	{ const u32 x35 = in2[6];
-	{ const u32 x33 = in2[5];
-	{ const u32 x31 = in2[4];
-	{ const u32 x29 = in2[3];
-	{ const u32 x27 = in2[2];
-	{ const u32 x25 = in2[1];
-	{ const u32 x23 = in2[0];
-	{ u64 x40 = ((u64)x23 * x5);
-	{ u64 x41 = (((u64)x23 * x7) + ((u64)x25 * x5));
-	{ u64 x42 = ((((u64)(0x2 * x25) * x7) + ((u64)x23 * x9)) + ((u64)x27 * x5));
-	{ u64 x43 = (((((u64)x25 * x9) + ((u64)x27 * x7)) + ((u64)x23 * x11)) + ((u64)x29 * x5));
-	{ u64 x44 = (((((u64)x27 * x9) + (0x2 * (((u64)x25 * x11) + ((u64)x29 * x7)))) + ((u64)x23 * x13)) + ((u64)x31 * x5));
-	{ u64 x45 = (((((((u64)x27 * x11) + ((u64)x29 * x9)) + ((u64)x25 * x13)) + ((u64)x31 * x7)) + ((u64)x23 * x15)) + ((u64)x33 * x5));
-	{ u64 x46 = (((((0x2 * ((((u64)x29 * x11) + ((u64)x25 * x15)) + ((u64)x33 * x7))) + ((u64)x27 * x13)) + ((u64)x31 * x9)) + ((u64)x23 * x17)) + ((u64)x35 * x5));
-	{ u64 x47 = (((((((((u64)x29 * x13) + ((u64)x31 * x11)) + ((u64)x27 * x15)) + ((u64)x33 * x9)) + ((u64)x25 * x17)) + ((u64)x35 * x7)) + ((u64)x23 * x19)) + ((u64)x37 * x5));
-	{ u64 x48 = (((((((u64)x31 * x13) + (0x2 * (((((u64)x29 * x15) + ((u64)x33 * x11)) + ((u64)x25 * x19)) + ((u64)x37 * x7)))) + ((u64)x27 * x17)) + ((u64)x35 * x9)) + ((u64)x23 * x21)) + ((u64)x39 * x5));
-	{ u64 x49 = (((((((((((u64)x31 * x15) + ((u64)x33 * x13)) + ((u64)x29 * x17)) + ((u64)x35 * x11)) + ((u64)x27 * x19)) + ((u64)x37 * x9)) + ((u64)x25 * x21)) + ((u64)x39 * x7)) + ((u64)x23 * x20)) + ((u64)x38 * x5));
-	{ u64 x50 = (((((0x2 * ((((((u64)x33 * x15) + ((u64)x29 * x19)) + ((u64)x37 * x11)) + ((u64)x25 * x20)) + ((u64)x38 * x7))) + ((u64)x31 * x17)) + ((u64)x35 * x13)) + ((u64)x27 * x21)) + ((u64)x39 * x9));
-	{ u64 x51 = (((((((((u64)x33 * x17) + ((u64)x35 * x15)) + ((u64)x31 * x19)) + ((u64)x37 * x13)) + ((u64)x29 * x21)) + ((u64)x39 * x11)) + ((u64)x27 * x20)) + ((u64)x38 * x9));
-	{ u64 x52 = (((((u64)x35 * x17) + (0x2 * (((((u64)x33 * x19) + ((u64)x37 * x15)) + ((u64)x29 * x20)) + ((u64)x38 * x11)))) + ((u64)x31 * x21)) + ((u64)x39 * x13));
-	{ u64 x53 = (((((((u64)x35 * x19) + ((u64)x37 * x17)) + ((u64)x33 * x21)) + ((u64)x39 * x15)) + ((u64)x31 * x20)) + ((u64)x38 * x13));
-	{ u64 x54 = (((0x2 * ((((u64)x37 * x19) + ((u64)x33 * x20)) + ((u64)x38 * x15))) + ((u64)x35 * x21)) + ((u64)x39 * x17));
-	{ u64 x55 = (((((u64)x37 * x21) + ((u64)x39 * x19)) + ((u64)x35 * x20)) + ((u64)x38 * x17));
-	{ u64 x56 = (((u64)x39 * x21) + (0x2 * (((u64)x37 * x20) + ((u64)x38 * x19))));
-	{ u64 x57 = (((u64)x39 * x20) + ((u64)x38 * x21));
-	{ u64 x58 = ((u64)(0x2 * x38) * x20);
-	{ u64 x59 = (x48 + (x58 << 0x4));
-	{ u64 x60 = (x59 + (x58 << 0x1));
-	{ u64 x61 = (x60 + x58);
-	{ u64 x62 = (x47 + (x57 << 0x4));
-	{ u64 x63 = (x62 + (x57 << 0x1));
-	{ u64 x64 = (x63 + x57);
-	{ u64 x65 = (x46 + (x56 << 0x4));
-	{ u64 x66 = (x65 + (x56 << 0x1));
-	{ u64 x67 = (x66 + x56);
-	{ u64 x68 = (x45 + (x55 << 0x4));
-	{ u64 x69 = (x68 + (x55 << 0x1));
-	{ u64 x70 = (x69 + x55);
-	{ u64 x71 = (x44 + (x54 << 0x4));
-	{ u64 x72 = (x71 + (x54 << 0x1));
-	{ u64 x73 = (x72 + x54);
-	{ u64 x74 = (x43 + (x53 << 0x4));
-	{ u64 x75 = (x74 + (x53 << 0x1));
-	{ u64 x76 = (x75 + x53);
-	{ u64 x77 = (x42 + (x52 << 0x4));
-	{ u64 x78 = (x77 + (x52 << 0x1));
-	{ u64 x79 = (x78 + x52);
-	{ u64 x80 = (x41 + (x51 << 0x4));
-	{ u64 x81 = (x80 + (x51 << 0x1));
-	{ u64 x82 = (x81 + x51);
-	{ u64 x83 = (x40 + (x50 << 0x4));
-	{ u64 x84 = (x83 + (x50 << 0x1));
-	{ u64 x85 = (x84 + x50);
-	{ u64 x86 = (x85 >> 0x1a);
-	{ u32 x87 = ((u32)x85 & 0x3ffffff);
-	{ u64 x88 = (x86 + x82);
-	{ u64 x89 = (x88 >> 0x19);
-	{ u32 x90 = ((u32)x88 & 0x1ffffff);
-	{ u64 x91 = (x89 + x79);
-	{ u64 x92 = (x91 >> 0x1a);
-	{ u32 x93 = ((u32)x91 & 0x3ffffff);
-	{ u64 x94 = (x92 + x76);
-	{ u64 x95 = (x94 >> 0x19);
-	{ u32 x96 = ((u32)x94 & 0x1ffffff);
-	{ u64 x97 = (x95 + x73);
-	{ u64 x98 = (x97 >> 0x1a);
-	{ u32 x99 = ((u32)x97 & 0x3ffffff);
-	{ u64 x100 = (x98 + x70);
-	{ u64 x101 = (x100 >> 0x19);
-	{ u32 x102 = ((u32)x100 & 0x1ffffff);
-	{ u64 x103 = (x101 + x67);
-	{ u64 x104 = (x103 >> 0x1a);
-	{ u32 x105 = ((u32)x103 & 0x3ffffff);
-	{ u64 x106 = (x104 + x64);
-	{ u64 x107 = (x106 >> 0x19);
-	{ u32 x108 = ((u32)x106 & 0x1ffffff);
-	{ u64 x109 = (x107 + x61);
-	{ u64 x110 = (x109 >> 0x1a);
-	{ u32 x111 = ((u32)x109 & 0x3ffffff);
-	{ u64 x112 = (x110 + x49);
-	{ u64 x113 = (x112 >> 0x19);
-	{ u32 x114 = ((u32)x112 & 0x1ffffff);
-	{ u64 x115 = (x87 + (0x13 * x113));
-	{ u32 x116 = (u32) (x115 >> 0x1a);
-	{ u32 x117 = ((u32)x115 & 0x3ffffff);
-	{ u32 x118 = (x116 + x90);
-	{ u32 x119 = (x118 >> 0x19);
-	{ u32 x120 = (x118 & 0x1ffffff);
-	out[0] = x117;
-	out[1] = x120;
-	out[2] = (x119 + x93);
-	out[3] = x96;
-	out[4] = x99;
-	out[5] = x102;
-	out[6] = x105;
-	out[7] = x108;
-	out[8] = x111;
-	out[9] = x114;
-	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
-}
-
-static __always_inline void fe_mul_ttt(fe *h, const fe *f, const fe *g)
-{
-	fe_mul_impl(h->v, f->v, g->v);
-}
-
-static __always_inline void fe_mul_tlt(fe *h, const fe_loose *f, const fe *g)
-{
-	fe_mul_impl(h->v, f->v, g->v);
-}
-
-static __always_inline void fe_mul_tll(fe *h, const fe_loose *f, const fe_loose *g)
-{
-	fe_mul_impl(h->v, f->v, g->v);
-}
-
-static void fe_sqr_impl(u32 out[10], const u32 in1[10])
-{
-	{ const u32 x17 = in1[9];
-	{ const u32 x18 = in1[8];
-	{ const u32 x16 = in1[7];
-	{ const u32 x14 = in1[6];
-	{ const u32 x12 = in1[5];
-	{ const u32 x10 = in1[4];
-	{ const u32 x8 = in1[3];
-	{ const u32 x6 = in1[2];
-	{ const u32 x4 = in1[1];
-	{ const u32 x2 = in1[0];
-	{ u64 x19 = ((u64)x2 * x2);
-	{ u64 x20 = ((u64)(0x2 * x2) * x4);
-	{ u64 x21 = (0x2 * (((u64)x4 * x4) + ((u64)x2 * x6)));
-	{ u64 x22 = (0x2 * (((u64)x4 * x6) + ((u64)x2 * x8)));
-	{ u64 x23 = ((((u64)x6 * x6) + ((u64)(0x4 * x4) * x8)) + ((u64)(0x2 * x2) * x10));
-	{ u64 x24 = (0x2 * ((((u64)x6 * x8) + ((u64)x4 * x10)) + ((u64)x2 * x12)));
-	{ u64 x25 = (0x2 * (((((u64)x8 * x8) + ((u64)x6 * x10)) + ((u64)x2 * x14)) + ((u64)(0x2 * x4) * x12)));
-	{ u64 x26 = (0x2 * (((((u64)x8 * x10) + ((u64)x6 * x12)) + ((u64)x4 * x14)) + ((u64)x2 * x16)));
-	{ u64 x27 = (((u64)x10 * x10) + (0x2 * ((((u64)x6 * x14) + ((u64)x2 * x18)) + (0x2 * (((u64)x4 * x16) + ((u64)x8 * x12))))));
-	{ u64 x28 = (0x2 * ((((((u64)x10 * x12) + ((u64)x8 * x14)) + ((u64)x6 * x16)) + ((u64)x4 * x18)) + ((u64)x2 * x17)));
-	{ u64 x29 = (0x2 * (((((u64)x12 * x12) + ((u64)x10 * x14)) + ((u64)x6 * x18)) + (0x2 * (((u64)x8 * x16) + ((u64)x4 * x17)))));
-	{ u64 x30 = (0x2 * (((((u64)x12 * x14) + ((u64)x10 * x16)) + ((u64)x8 * x18)) + ((u64)x6 * x17)));
-	{ u64 x31 = (((u64)x14 * x14) + (0x2 * (((u64)x10 * x18) + (0x2 * (((u64)x12 * x16) + ((u64)x8 * x17))))));
-	{ u64 x32 = (0x2 * ((((u64)x14 * x16) + ((u64)x12 * x18)) + ((u64)x10 * x17)));
-	{ u64 x33 = (0x2 * ((((u64)x16 * x16) + ((u64)x14 * x18)) + ((u64)(0x2 * x12) * x17)));
-	{ u64 x34 = (0x2 * (((u64)x16 * x18) + ((u64)x14 * x17)));
-	{ u64 x35 = (((u64)x18 * x18) + ((u64)(0x4 * x16) * x17));
-	{ u64 x36 = ((u64)(0x2 * x18) * x17);
-	{ u64 x37 = ((u64)(0x2 * x17) * x17);
-	{ u64 x38 = (x27 + (x37 << 0x4));
-	{ u64 x39 = (x38 + (x37 << 0x1));
-	{ u64 x40 = (x39 + x37);
-	{ u64 x41 = (x26 + (x36 << 0x4));
-	{ u64 x42 = (x41 + (x36 << 0x1));
-	{ u64 x43 = (x42 + x36);
-	{ u64 x44 = (x25 + (x35 << 0x4));
-	{ u64 x45 = (x44 + (x35 << 0x1));
-	{ u64 x46 = (x45 + x35);
-	{ u64 x47 = (x24 + (x34 << 0x4));
-	{ u64 x48 = (x47 + (x34 << 0x1));
-	{ u64 x49 = (x48 + x34);
-	{ u64 x50 = (x23 + (x33 << 0x4));
-	{ u64 x51 = (x50 + (x33 << 0x1));
-	{ u64 x52 = (x51 + x33);
-	{ u64 x53 = (x22 + (x32 << 0x4));
-	{ u64 x54 = (x53 + (x32 << 0x1));
-	{ u64 x55 = (x54 + x32);
-	{ u64 x56 = (x21 + (x31 << 0x4));
-	{ u64 x57 = (x56 + (x31 << 0x1));
-	{ u64 x58 = (x57 + x31);
-	{ u64 x59 = (x20 + (x30 << 0x4));
-	{ u64 x60 = (x59 + (x30 << 0x1));
-	{ u64 x61 = (x60 + x30);
-	{ u64 x62 = (x19 + (x29 << 0x4));
-	{ u64 x63 = (x62 + (x29 << 0x1));
-	{ u64 x64 = (x63 + x29);
-	{ u64 x65 = (x64 >> 0x1a);
-	{ u32 x66 = ((u32)x64 & 0x3ffffff);
-	{ u64 x67 = (x65 + x61);
-	{ u64 x68 = (x67 >> 0x19);
-	{ u32 x69 = ((u32)x67 & 0x1ffffff);
-	{ u64 x70 = (x68 + x58);
-	{ u64 x71 = (x70 >> 0x1a);
-	{ u32 x72 = ((u32)x70 & 0x3ffffff);
-	{ u64 x73 = (x71 + x55);
-	{ u64 x74 = (x73 >> 0x19);
-	{ u32 x75 = ((u32)x73 & 0x1ffffff);
-	{ u64 x76 = (x74 + x52);
-	{ u64 x77 = (x76 >> 0x1a);
-	{ u32 x78 = ((u32)x76 & 0x3ffffff);
-	{ u64 x79 = (x77 + x49);
-	{ u64 x80 = (x79 >> 0x19);
-	{ u32 x81 = ((u32)x79 & 0x1ffffff);
-	{ u64 x82 = (x80 + x46);
-	{ u64 x83 = (x82 >> 0x1a);
-	{ u32 x84 = ((u32)x82 & 0x3ffffff);
-	{ u64 x85 = (x83 + x43);
-	{ u64 x86 = (x85 >> 0x19);
-	{ u32 x87 = ((u32)x85 & 0x1ffffff);
-	{ u64 x88 = (x86 + x40);
-	{ u64 x89 = (x88 >> 0x1a);
-	{ u32 x90 = ((u32)x88 & 0x3ffffff);
-	{ u64 x91 = (x89 + x28);
-	{ u64 x92 = (x91 >> 0x19);
-	{ u32 x93 = ((u32)x91 & 0x1ffffff);
-	{ u64 x94 = (x66 + (0x13 * x92));
-	{ u32 x95 = (u32) (x94 >> 0x1a);
-	{ u32 x96 = ((u32)x94 & 0x3ffffff);
-	{ u32 x97 = (x95 + x69);
-	{ u32 x98 = (x97 >> 0x19);
-	{ u32 x99 = (x97 & 0x1ffffff);
-	out[0] = x96;
-	out[1] = x99;
-	out[2] = (x98 + x72);
-	out[3] = x75;
-	out[4] = x78;
-	out[5] = x81;
-	out[6] = x84;
-	out[7] = x87;
-	out[8] = x90;
-	out[9] = x93;
-	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
-}
-
-static __always_inline void fe_sq_tl(fe *h, const fe_loose *f)
-{
-	fe_sqr_impl(h->v, f->v);
-}
-
-static __always_inline void fe_sq_tt(fe *h, const fe *f)
-{
-	fe_sqr_impl(h->v, f->v);
-}
-
-static __always_inline void fe_loose_invert(fe *out, const fe_loose *z)
-{
-	fe t0;
-	fe t1;
-	fe t2;
-	fe t3;
-	int i;
-
-	fe_sq_tl(&t0, z);
-	fe_sq_tt(&t1, &t0);
-	for (i = 1; i < 2; ++i)
-		fe_sq_tt(&t1, &t1);
-	fe_mul_tlt(&t1, z, &t1);
-	fe_mul_ttt(&t0, &t0, &t1);
-	fe_sq_tt(&t2, &t0);
-	fe_mul_ttt(&t1, &t1, &t2);
-	fe_sq_tt(&t2, &t1);
-	for (i = 1; i < 5; ++i)
-		fe_sq_tt(&t2, &t2);
-	fe_mul_ttt(&t1, &t2, &t1);
-	fe_sq_tt(&t2, &t1);
-	for (i = 1; i < 10; ++i)
-		fe_sq_tt(&t2, &t2);
-	fe_mul_ttt(&t2, &t2, &t1);
-	fe_sq_tt(&t3, &t2);
-	for (i = 1; i < 20; ++i)
-		fe_sq_tt(&t3, &t3);
-	fe_mul_ttt(&t2, &t3, &t2);
-	fe_sq_tt(&t2, &t2);
-	for (i = 1; i < 10; ++i)
-		fe_sq_tt(&t2, &t2);
-	fe_mul_ttt(&t1, &t2, &t1);
-	fe_sq_tt(&t2, &t1);
-	for (i = 1; i < 50; ++i)
-		fe_sq_tt(&t2, &t2);
-	fe_mul_ttt(&t2, &t2, &t1);
-	fe_sq_tt(&t3, &t2);
-	for (i = 1; i < 100; ++i)
-		fe_sq_tt(&t3, &t3);
-	fe_mul_ttt(&t2, &t3, &t2);
-	fe_sq_tt(&t2, &t2);
-	for (i = 1; i < 50; ++i)
-		fe_sq_tt(&t2, &t2);
-	fe_mul_ttt(&t1, &t2, &t1);
-	fe_sq_tt(&t1, &t1);
-	for (i = 1; i < 5; ++i)
-		fe_sq_tt(&t1, &t1);
-	fe_mul_ttt(out, &t1, &t0);
-}
-
-static __always_inline void fe_invert(fe *out, const fe *z)
-{
-	fe_loose l;
-	fe_copy_lt(&l, z);
-	fe_loose_invert(out, &l);
-}
-
-/* Replace (f,g) with (g,f) if b == 1;
- * replace (f,g) with (f,g) if b == 0.
- *
- * Preconditions: b in {0,1}
- */
-static __always_inline void fe_cswap(fe *f, fe *g, unsigned int b)
-{
-	unsigned i;
-	b = 0-b;
-	for (i = 0; i < 10; i++) {
-		u32 x = f->v[i] ^ g->v[i];
-		x &= b;
-		f->v[i] ^= x;
-		g->v[i] ^= x;
-	}
-}
-
-/* NOTE: based on fiat-crypto fe_mul, edited for in2=121666, 0, 0.*/
-static __always_inline void fe_mul_121666_impl(u32 out[10], const u32 in1[10])
-{
-	{ const u32 x20 = in1[9];
-	{ const u32 x21 = in1[8];
-	{ const u32 x19 = in1[7];
-	{ const u32 x17 = in1[6];
-	{ const u32 x15 = in1[5];
-	{ const u32 x13 = in1[4];
-	{ const u32 x11 = in1[3];
-	{ const u32 x9 = in1[2];
-	{ const u32 x7 = in1[1];
-	{ const u32 x5 = in1[0];
-	{ const u32 x38 = 0;
-	{ const u32 x39 = 0;
-	{ const u32 x37 = 0;
-	{ const u32 x35 = 0;
-	{ const u32 x33 = 0;
-	{ const u32 x31 = 0;
-	{ const u32 x29 = 0;
-	{ const u32 x27 = 0;
-	{ const u32 x25 = 0;
-	{ const u32 x23 = 121666;
-	{ u64 x40 = ((u64)x23 * x5);
-	{ u64 x41 = (((u64)x23 * x7) + ((u64)x25 * x5));
-	{ u64 x42 = ((((u64)(0x2 * x25) * x7) + ((u64)x23 * x9)) + ((u64)x27 * x5));
-	{ u64 x43 = (((((u64)x25 * x9) + ((u64)x27 * x7)) + ((u64)x23 * x11)) + ((u64)x29 * x5));
-	{ u64 x44 = (((((u64)x27 * x9) + (0x2 * (((u64)x25 * x11) + ((u64)x29 * x7)))) + ((u64)x23 * x13)) + ((u64)x31 * x5));
-	{ u64 x45 = (((((((u64)x27 * x11) + ((u64)x29 * x9)) + ((u64)x25 * x13)) + ((u64)x31 * x7)) + ((u64)x23 * x15)) + ((u64)x33 * x5));
-	{ u64 x46 = (((((0x2 * ((((u64)x29 * x11) + ((u64)x25 * x15)) + ((u64)x33 * x7))) + ((u64)x27 * x13)) + ((u64)x31 * x9)) + ((u64)x23 * x17)) + ((u64)x35 * x5));
-	{ u64 x47 = (((((((((u64)x29 * x13) + ((u64)x31 * x11)) + ((u64)x27 * x15)) + ((u64)x33 * x9)) + ((u64)x25 * x17)) + ((u64)x35 * x7)) + ((u64)x23 * x19)) + ((u64)x37 * x5));
-	{ u64 x48 = (((((((u64)x31 * x13) + (0x2 * (((((u64)x29 * x15) + ((u64)x33 * x11)) + ((u64)x25 * x19)) + ((u64)x37 * x7)))) + ((u64)x27 * x17)) + ((u64)x35 * x9)) + ((u64)x23 * x21)) + ((u64)x39 * x5));
-	{ u64 x49 = (((((((((((u64)x31 * x15) + ((u64)x33 * x13)) + ((u64)x29 * x17)) + ((u64)x35 * x11)) + ((u64)x27 * x19)) + ((u64)x37 * x9)) + ((u64)x25 * x21)) + ((u64)x39 * x7)) + ((u64)x23 * x20)) + ((u64)x38 * x5));
-	{ u64 x50 = (((((0x2 * ((((((u64)x33 * x15) + ((u64)x29 * x19)) + ((u64)x37 * x11)) + ((u64)x25 * x20)) + ((u64)x38 * x7))) + ((u64)x31 * x17)) + ((u64)x35 * x13)) + ((u64)x27 * x21)) + ((u64)x39 * x9));
-	{ u64 x51 = (((((((((u64)x33 * x17) + ((u64)x35 * x15)) + ((u64)x31 * x19)) + ((u64)x37 * x13)) + ((u64)x29 * x21)) + ((u64)x39 * x11)) + ((u64)x27 * x20)) + ((u64)x38 * x9));
-	{ u64 x52 = (((((u64)x35 * x17) + (0x2 * (((((u64)x33 * x19) + ((u64)x37 * x15)) + ((u64)x29 * x20)) + ((u64)x38 * x11)))) + ((u64)x31 * x21)) + ((u64)x39 * x13));
-	{ u64 x53 = (((((((u64)x35 * x19) + ((u64)x37 * x17)) + ((u64)x33 * x21)) + ((u64)x39 * x15)) + ((u64)x31 * x20)) + ((u64)x38 * x13));
-	{ u64 x54 = (((0x2 * ((((u64)x37 * x19) + ((u64)x33 * x20)) + ((u64)x38 * x15))) + ((u64)x35 * x21)) + ((u64)x39 * x17));
-	{ u64 x55 = (((((u64)x37 * x21) + ((u64)x39 * x19)) + ((u64)x35 * x20)) + ((u64)x38 * x17));
-	{ u64 x56 = (((u64)x39 * x21) + (0x2 * (((u64)x37 * x20) + ((u64)x38 * x19))));
-	{ u64 x57 = (((u64)x39 * x20) + ((u64)x38 * x21));
-	{ u64 x58 = ((u64)(0x2 * x38) * x20);
-	{ u64 x59 = (x48 + (x58 << 0x4));
-	{ u64 x60 = (x59 + (x58 << 0x1));
-	{ u64 x61 = (x60 + x58);
-	{ u64 x62 = (x47 + (x57 << 0x4));
-	{ u64 x63 = (x62 + (x57 << 0x1));
-	{ u64 x64 = (x63 + x57);
-	{ u64 x65 = (x46 + (x56 << 0x4));
-	{ u64 x66 = (x65 + (x56 << 0x1));
-	{ u64 x67 = (x66 + x56);
-	{ u64 x68 = (x45 + (x55 << 0x4));
-	{ u64 x69 = (x68 + (x55 << 0x1));
-	{ u64 x70 = (x69 + x55);
-	{ u64 x71 = (x44 + (x54 << 0x4));
-	{ u64 x72 = (x71 + (x54 << 0x1));
-	{ u64 x73 = (x72 + x54);
-	{ u64 x74 = (x43 + (x53 << 0x4));
-	{ u64 x75 = (x74 + (x53 << 0x1));
-	{ u64 x76 = (x75 + x53);
-	{ u64 x77 = (x42 + (x52 << 0x4));
-	{ u64 x78 = (x77 + (x52 << 0x1));
-	{ u64 x79 = (x78 + x52);
-	{ u64 x80 = (x41 + (x51 << 0x4));
-	{ u64 x81 = (x80 + (x51 << 0x1));
-	{ u64 x82 = (x81 + x51);
-	{ u64 x83 = (x40 + (x50 << 0x4));
-	{ u64 x84 = (x83 + (x50 << 0x1));
-	{ u64 x85 = (x84 + x50);
-	{ u64 x86 = (x85 >> 0x1a);
-	{ u32 x87 = ((u32)x85 & 0x3ffffff);
-	{ u64 x88 = (x86 + x82);
-	{ u64 x89 = (x88 >> 0x19);
-	{ u32 x90 = ((u32)x88 & 0x1ffffff);
-	{ u64 x91 = (x89 + x79);
-	{ u64 x92 = (x91 >> 0x1a);
-	{ u32 x93 = ((u32)x91 & 0x3ffffff);
-	{ u64 x94 = (x92 + x76);
-	{ u64 x95 = (x94 >> 0x19);
-	{ u32 x96 = ((u32)x94 & 0x1ffffff);
-	{ u64 x97 = (x95 + x73);
-	{ u64 x98 = (x97 >> 0x1a);
-	{ u32 x99 = ((u32)x97 & 0x3ffffff);
-	{ u64 x100 = (x98 + x70);
-	{ u64 x101 = (x100 >> 0x19);
-	{ u32 x102 = ((u32)x100 & 0x1ffffff);
-	{ u64 x103 = (x101 + x67);
-	{ u64 x104 = (x103 >> 0x1a);
-	{ u32 x105 = ((u32)x103 & 0x3ffffff);
-	{ u64 x106 = (x104 + x64);
-	{ u64 x107 = (x106 >> 0x19);
-	{ u32 x108 = ((u32)x106 & 0x1ffffff);
-	{ u64 x109 = (x107 + x61);
-	{ u64 x110 = (x109 >> 0x1a);
-	{ u32 x111 = ((u32)x109 & 0x3ffffff);
-	{ u64 x112 = (x110 + x49);
-	{ u64 x113 = (x112 >> 0x19);
-	{ u32 x114 = ((u32)x112 & 0x1ffffff);
-	{ u64 x115 = (x87 + (0x13 * x113));
-	{ u32 x116 = (u32) (x115 >> 0x1a);
-	{ u32 x117 = ((u32)x115 & 0x3ffffff);
-	{ u32 x118 = (x116 + x90);
-	{ u32 x119 = (x118 >> 0x19);
-	{ u32 x120 = (x118 & 0x1ffffff);
-	out[0] = x117;
-	out[1] = x120;
-	out[2] = (x119 + x93);
-	out[3] = x96;
-	out[4] = x99;
-	out[5] = x102;
-	out[6] = x105;
-	out[7] = x108;
-	out[8] = x111;
-	out[9] = x114;
-	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
-}
-
-static __always_inline void fe_mul121666(fe *h, const fe_loose *f)
-{
-	fe_mul_121666_impl(h->v, f->v);
-}
-
-static void curve25519_generic(u8 out[CURVE25519_POINT_SIZE], const u8 scalar[CURVE25519_POINT_SIZE], const u8 point[CURVE25519_POINT_SIZE])
-{
-	fe x1, x2, z2, x3, z3, tmp0, tmp1;
-	fe_loose x2l, z2l, x3l, tmp0l, tmp1l;
-	unsigned swap = 0;
-	int pos;
-	u8 e[32];
-
-	memcpy(e, scalar, 32);
-	normalize_secret(e);
-
-	/* The following implementation was transcribed to Coq and proven to
-	 * correspond to unary scalar multiplication in affine coordinates given that
-	 * x1 != 0 is the x coordinate of some point on the curve. It was also checked
-	 * in Coq that doing a ladderstep with x1 = x3 = 0 gives z2' = z3' = 0, and z2
-	 * = z3 = 0 gives z2' = z3' = 0. The statement was quantified over the
-	 * underlying field, so it applies to Curve25519 itself and the quadratic
-	 * twist of Curve25519. It was not proven in Coq that prime-field arithmetic
-	 * correctly simulates extension-field arithmetic on prime-field values.
-	 * The decoding of the byte array representation of e was not considered.
-	 * Specification of Montgomery curves in affine coordinates:
-	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Spec/MontgomeryCurve.v#L27>
-	 * Proof that these form a group that is isomorphic to a Weierstrass curve:
-	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/AffineProofs.v#L35>
-	 * Coq transcription and correctness proof of the loop (where scalarbits=255):
-	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZ.v#L118>
-	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L278>
-	 * preconditions: 0 <= e < 2^255 (not necessarily e < order), fe_invert(0) = 0
-	 */
-	fe_frombytes(&x1, point);
-	fe_1(&x2);
-	fe_0(&z2);
-	fe_copy(&x3, &x1);
-	fe_1(&z3);
-
-	for (pos = 254; pos >= 0; --pos) {
-		/* loop invariant as of right before the test, for the case where x1 != 0:
-		 *   pos >= -1; if z2 = 0 then x2 is nonzero; if z3 = 0 then x3 is nonzero
-		 *   let r := e >> (pos+1) in the following equalities of projective points:
-		 *   to_xz (r*P)     === if swap then (x3, z3) else (x2, z2)
-		 *   to_xz ((r+1)*P) === if swap then (x2, z2) else (x3, z3)
-		 *   x1 is the nonzero x coordinate of the nonzero point (r*P-(r+1)*P)
-		 */
-		unsigned b = 1 & (e[pos / 8] >> (pos & 7));
-		swap ^= b;
-		fe_cswap(&x2, &x3, swap);
-		fe_cswap(&z2, &z3, swap);
-		swap = b;
-		/* Coq transcription of ladderstep formula (called from transcribed loop):
-		 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZ.v#L89>
-		 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L131>
-		 * x1 != 0 <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L217>
-		 * x1  = 0 <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L147>
-		 */
-		fe_sub(&tmp0l, &x3, &z3);
-		fe_sub(&tmp1l, &x2, &z2);
-		fe_add(&x2l, &x2, &z2);
-		fe_add(&z2l, &x3, &z3);
-		fe_mul_tll(&z3, &tmp0l, &x2l);
-		fe_mul_tll(&z2, &z2l, &tmp1l);
-		fe_sq_tl(&tmp0, &tmp1l);
-		fe_sq_tl(&tmp1, &x2l);
-		fe_add(&x3l, &z3, &z2);
-		fe_sub(&z2l, &z3, &z2);
-		fe_mul_ttt(&x2, &tmp1, &tmp0);
-		fe_sub(&tmp1l, &tmp1, &tmp0);
-		fe_sq_tl(&z2, &z2l);
-		fe_mul121666(&z3, &tmp1l);
-		fe_sq_tl(&x3, &x3l);
-		fe_add(&tmp0l, &tmp0, &z3);
-		fe_mul_ttt(&z3, &x1, &z2);
-		fe_mul_tll(&z2, &tmp1l, &tmp0l);
-	}
-	/* here pos=-1, so r=e, so to_xz (e*P) === if swap then (x3, z3) else (x2, z2) */
-	fe_cswap(&x2, &x3, swap);
-	fe_cswap(&z2, &z3, swap);
-
-	fe_invert(&z2, &z2);
-	fe_mul_ttt(&x2, &x2, &z2);
-	fe_tobytes(out, &x2);
-
-	memzero_explicit(&x1, sizeof(x1));
-	memzero_explicit(&x2, sizeof(x2));
-	memzero_explicit(&z2, sizeof(z2));
-	memzero_explicit(&x3, sizeof(x3));
-	memzero_explicit(&z3, sizeof(z3));
-	memzero_explicit(&tmp0, sizeof(tmp0));
-	memzero_explicit(&tmp1, sizeof(tmp1));
-	memzero_explicit(&x2l, sizeof(x2l));
-	memzero_explicit(&z2l, sizeof(z2l));
-	memzero_explicit(&x3l, sizeof(x3l));
-	memzero_explicit(&tmp0l, sizeof(tmp0l));
-	memzero_explicit(&tmp1l, sizeof(tmp1l));
-	memzero_explicit(&e, sizeof(e));
-}
diff --git a/src/crypto/curve25519-generic.h b/src/crypto/curve25519-generic.h
new file mode 100644
index 0000000..bbb19cb
--- /dev/null
+++ b/src/crypto/curve25519-generic.h
@@ -0,0 +1,1180 @@
+/* SPDX-License-Identifier: GPL-2.0
+ *
+ * Copyright (C) 2015-2016 The fiat-crypto Authors.
+ * Copyright (C) 2018 Jason A. Donenfeld <Jason@zx2c4.com>. All Rights Reserved.
+ *
+ * This is a machine-generated formally verified implementation of curve25519 DH from:
+ * https://github.com/mit-plv/fiat-crypto
+ */
+
+#if defined(CONFIG_ARCH_SUPPORTS_INT128) && defined(__SIZEOF_INT128__)
+typedef __uint128_t u128;
+
+/* fe means field element. Here the field is \Z/(2^255-19). An element t,
+ * entries t[0]...t[4], represents the integer t[0]+2^51 t[1]+2^102 t[2]+2^153
+ * t[3]+2^204 t[4].
+ * fe limbs are bounded by 1.125*2^51.
+ * Multiplication and carrying produce fe from fe_loose.
+ */
+typedef struct fe { u64 v[5]; } fe;
+
+/* fe_loose limbs are bounded by 3.375*2^51.
+ * Addition and subtraction produce fe_loose from (fe, fe).
+ */
+typedef struct fe_loose { u64 v[5]; } fe_loose;
+
+static __always_inline void fe_frombytes_impl(u64 h[5], const u8 *s)
+{
+	// Ignores top bit of s.
+	u64 a0 = le64_to_cpup((__force __le64 *)(s));
+	u64 a1 = le64_to_cpup((__force __le64 *)(s+8));
+	u64 a2 = le64_to_cpup((__force __le64 *)(s+16));
+	u64 a3 = le64_to_cpup((__force __le64 *)(s+24));
+	// Use 51 bits, 64-51 = 13 left.
+	h[0] = a0 & ((1ULL << 51) - 1);
+	// (64-51) + 38 = 13 + 38 = 51
+	h[1] = (a0 >> 51) | ((a1 & ((1ULL << 38) - 1)) << 13);
+	// (64-38) + 25 = 26 + 25 = 51
+	h[2] = (a1 >> 38) | ((a2 & ((1ULL << 25) - 1)) << 26);
+	// (64-25) + 12 = 39 + 12 = 51
+	h[3] = (a2 >> 25) | ((a3 & ((1ULL << 12) - 1)) << 39);
+	// (64-12) = 52, ignore top bit
+	h[4] = (a3 >> 12) & ((1ULL << 51) - 1);
+}
+
+static __always_inline u8 /*bool*/ addcarryx_u51(u8 /*bool*/ c, u64 a, u64 b, u64 *low)
+{
+	/* This function extracts 51 bits of result and 1 bit of carry (52 total), so
+	 *a 64-bit intermediate is sufficient.
+	 */
+	u64 x = a + b + c;
+	*low = x & ((1ULL << 51) - 1);
+	return (x >> 51) & 1;
+}
+
+static __always_inline u8 /*bool*/ subborrow_u51(u8 /*bool*/ c, u64 a, u64 b, u64 *low)
+{
+	/* This function extracts 51 bits of result and 1 bit of borrow (52 total), so
+	 * a 64-bit intermediate is sufficient.
+	 */
+	u64 x = a - b - c;
+	*low = x & ((1ULL << 51) - 1);
+	return x >> 63;
+}
+
+static __always_inline u64 cmovznz64(u64 t, u64 z, u64 nz)
+{
+	/* all set if nonzero, 0 if 0 */
+	t = -!!t;
+	return (t&nz) | ((~t)&z);
+}
+
+static __always_inline void fe_freeze(u64 out[5], const u64 in1[5])
+{
+	{ const u64 x7 = in1[4];
+	{ const u64 x8 = in1[3];
+	{ const u64 x6 = in1[2];
+	{ const u64 x4 = in1[1];
+	{ const u64 x2 = in1[0];
+	{ u64 x10; u8/*bool*/ x11 = subborrow_u51(0x0, x2, 0x7ffffffffffed, &x10);
+	{ u64 x13; u8/*bool*/ x14 = subborrow_u51(x11, x4, 0x7ffffffffffff, &x13);
+	{ u64 x16; u8/*bool*/ x17 = subborrow_u51(x14, x6, 0x7ffffffffffff, &x16);
+	{ u64 x19; u8/*bool*/ x20 = subborrow_u51(x17, x8, 0x7ffffffffffff, &x19);
+	{ u64 x22; u8/*bool*/ x23 = subborrow_u51(x20, x7, 0x7ffffffffffff, &x22);
+	{ u64 x24 = cmovznz64(x23, 0x0, 0xffffffffffffffffL);
+	{ u64 x25 = (x24 & 0x7ffffffffffed);
+	{ u64 x27; u8/*bool*/ x28 = addcarryx_u51(0x0, x10, x25, &x27);
+	{ u64 x29 = (x24 & 0x7ffffffffffff);
+	{ u64 x31; u8/*bool*/ x32 = addcarryx_u51(x28, x13, x29, &x31);
+	{ u64 x33 = (x24 & 0x7ffffffffffff);
+	{ u64 x35; u8/*bool*/ x36 = addcarryx_u51(x32, x16, x33, &x35);
+	{ u64 x37 = (x24 & 0x7ffffffffffff);
+	{ u64 x39; u8/*bool*/ x40 = addcarryx_u51(x36, x19, x37, &x39);
+	{ u64 x41 = (x24 & 0x7ffffffffffff);
+	{ u64 x43; addcarryx_u51(x40, x22, x41, &x43);
+	out[0] = x27;
+	out[1] = x31;
+	out[2] = x35;
+	out[3] = x39;
+	out[4] = x43;
+	}}}}}}}}}}}}}}}}}}}}}
+}
+
+static __always_inline void fe_tobytes(u8 s[32], const fe *f)
+{
+	u64 h[5];
+	fe_freeze(h, f->v);
+
+	s[0] = h[0] >> 0;
+	s[1] = h[0] >> 8;
+	s[2] = h[0] >> 16;
+	s[3] = h[0] >> 24;
+	s[4] = h[0] >> 32;
+	s[5] = h[0] >> 40;
+	s[6] = (h[0] >> 48) | (h[1] << 3);
+	s[7] = h[1] >> 5;
+	s[8] = h[1] >> 13;
+	s[9] = h[1] >> 21;
+	s[10] = h[1] >> 29;
+	s[11] = h[1] >> 37;
+	s[12] = (h[1] >> 45) | (h[2] << 6);
+	s[13] = h[2] >> 2;
+	s[14] = h[2] >> 10;
+	s[15] = h[2] >> 18;
+	s[16] = h[2] >> 26;
+	s[17] = h[2] >> 34;
+	s[18] = h[2] >> 42;
+	s[19] = (h[2] >> 50) | (h[3] << 1);
+	s[20] = h[3] >> 7;
+	s[21] = h[3] >> 15;
+	s[22] = h[3] >> 23;
+	s[23] = h[3] >> 31;
+	s[24] = h[3] >> 39;
+	s[25] = (h[3] >> 47) | (h[4] << 4);
+	s[26] = h[4] >> 4;
+	s[27] = h[4] >> 12;
+	s[28] = h[4] >> 20;
+	s[29] = h[4] >> 28;
+	s[30] = h[4] >> 36;
+	s[31] = h[4] >> 44;
+}
+
+static __always_inline void fe_add_impl(u64 out[5], const u64 in1[5], const u64 in2[5])
+{
+	{ const u64 x10 = in1[4];
+	{ const u64 x11 = in1[3];
+	{ const u64 x9 = in1[2];
+	{ const u64 x7 = in1[1];
+	{ const u64 x5 = in1[0];
+	{ const u64 x18 = in2[4];
+	{ const u64 x19 = in2[3];
+	{ const u64 x17 = in2[2];
+	{ const u64 x15 = in2[1];
+	{ const u64 x13 = in2[0];
+	out[0] = (x5 + x13);
+	out[1] = (x7 + x15);
+	out[2] = (x9 + x17);
+	out[3] = (x11 + x19);
+	out[4] = (x10 + x18);
+	}}}}}}}}}}
+}
+
+static __always_inline void fe_sub_impl(u64 out[5], const u64 in1[5], const u64 in2[5])
+{
+	{ const u64 x10 = in1[4];
+	{ const u64 x11 = in1[3];
+	{ const u64 x9 = in1[2];
+	{ const u64 x7 = in1[1];
+	{ const u64 x5 = in1[0];
+	{ const u64 x18 = in2[4];
+	{ const u64 x19 = in2[3];
+	{ const u64 x17 = in2[2];
+	{ const u64 x15 = in2[1];
+	{ const u64 x13 = in2[0];
+	out[0] = ((0xfffffffffffda + x5) - x13);
+	out[1] = ((0xffffffffffffe + x7) - x15);
+	out[2] = ((0xffffffffffffe + x9) - x17);
+	out[3] = ((0xffffffffffffe + x11) - x19);
+	out[4] = ((0xffffffffffffe + x10) - x18);
+	}}}}}}}}}}
+}
+
+static __always_inline void fe_mul_impl(u64 out[5], const u64 in1[5], const u64 in2[5])
+{
+	{ const u64 x10 = in1[4];
+	{ const u64 x11 = in1[3];
+	{ const u64 x9 = in1[2];
+	{ const u64 x7 = in1[1];
+	{ const u64 x5 = in1[0];
+	{ const u64 x18 = in2[4];
+	{ const u64 x19 = in2[3];
+	{ const u64 x17 = in2[2];
+	{ const u64 x15 = in2[1];
+	{ const u64 x13 = in2[0];
+	{ u128 x20 = ((u128)x5 * x13);
+	{ u128 x21 = (((u128)x5 * x15) + ((u128)x7 * x13));
+	{ u128 x22 = ((((u128)x5 * x17) + ((u128)x9 * x13)) + ((u128)x7 * x15));
+	{ u128 x23 = (((((u128)x5 * x19) + ((u128)x11 * x13)) + ((u128)x7 * x17)) + ((u128)x9 * x15));
+	{ u128 x24 = ((((((u128)x5 * x18) + ((u128)x10 * x13)) + ((u128)x11 * x15)) + ((u128)x7 * x19)) + ((u128)x9 * x17));
+	{ u64 x25 = (x10 * 0x13);
+	{ u64 x26 = (x7 * 0x13);
+	{ u64 x27 = (x9 * 0x13);
+	{ u64 x28 = (x11 * 0x13);
+	{ u128 x29 = ((((x20 + ((u128)x25 * x15)) + ((u128)x26 * x18)) + ((u128)x27 * x19)) + ((u128)x28 * x17));
+	{ u128 x30 = (((x21 + ((u128)x25 * x17)) + ((u128)x27 * x18)) + ((u128)x28 * x19));
+	{ u128 x31 = ((x22 + ((u128)x25 * x19)) + ((u128)x28 * x18));
+	{ u128 x32 = (x23 + ((u128)x25 * x18));
+	{ u64 x33 = (u64) (x29 >> 0x33);
+	{ u64 x34 = ((u64)x29 & 0x7ffffffffffff);
+	{ u128 x35 = (x33 + x30);
+	{ u64 x36 = (u64) (x35 >> 0x33);
+	{ u64 x37 = ((u64)x35 & 0x7ffffffffffff);
+	{ u128 x38 = (x36 + x31);
+	{ u64 x39 = (u64) (x38 >> 0x33);
+	{ u64 x40 = ((u64)x38 & 0x7ffffffffffff);
+	{ u128 x41 = (x39 + x32);
+	{ u64 x42 = (u64) (x41 >> 0x33);
+	{ u64 x43 = ((u64)x41 & 0x7ffffffffffff);
+	{ u128 x44 = (x42 + x24);
+	{ u64 x45 = (u64) (x44 >> 0x33);
+	{ u64 x46 = ((u64)x44 & 0x7ffffffffffff);
+	{ u64 x47 = (x34 + (0x13 * x45));
+	{ u64 x48 = (x47 >> 0x33);
+	{ u64 x49 = (x47 & 0x7ffffffffffff);
+	{ u64 x50 = (x48 + x37);
+	{ u64 x51 = (x50 >> 0x33);
+	{ u64 x52 = (x50 & 0x7ffffffffffff);
+	out[0] = x49;
+	out[1] = x52;
+	out[2] = (x51 + x40);
+	out[3] = x43;
+	out[4] = x46;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+
+static __always_inline void fe_sqr_impl(u64 out[5], const u64 in1[5])
+{
+	{ const u64 x7 = in1[4];
+	{ const u64 x8 = in1[3];
+	{ const u64 x6 = in1[2];
+	{ const u64 x4 = in1[1];
+	{ const u64 x2 = in1[0];
+	{ u64 x9 = (x2 * 0x2);
+	{ u64 x10 = (x4 * 0x2);
+	{ u64 x11 = ((x6 * 0x2) * 0x13);
+	{ u64 x12 = (x7 * 0x13);
+	{ u64 x13 = (x12 * 0x2);
+	{ u128 x14 = ((((u128)x2 * x2) + ((u128)x13 * x4)) + ((u128)x11 * x8));
+	{ u128 x15 = ((((u128)x9 * x4) + ((u128)x13 * x6)) + ((u128)x8 * (x8 * 0x13)));
+	{ u128 x16 = ((((u128)x9 * x6) + ((u128)x4 * x4)) + ((u128)x13 * x8));
+	{ u128 x17 = ((((u128)x9 * x8) + ((u128)x10 * x6)) + ((u128)x7 * x12));
+	{ u128 x18 = ((((u128)x9 * x7) + ((u128)x10 * x8)) + ((u128)x6 * x6));
+	{ u64 x19 = (u64) (x14 >> 0x33);
+	{ u64 x20 = ((u64)x14 & 0x7ffffffffffff);
+	{ u128 x21 = (x19 + x15);
+	{ u64 x22 = (u64) (x21 >> 0x33);
+	{ u64 x23 = ((u64)x21 & 0x7ffffffffffff);
+	{ u128 x24 = (x22 + x16);
+	{ u64 x25 = (u64) (x24 >> 0x33);
+	{ u64 x26 = ((u64)x24 & 0x7ffffffffffff);
+	{ u128 x27 = (x25 + x17);
+	{ u64 x28 = (u64) (x27 >> 0x33);
+	{ u64 x29 = ((u64)x27 & 0x7ffffffffffff);
+	{ u128 x30 = (x28 + x18);
+	{ u64 x31 = (u64) (x30 >> 0x33);
+	{ u64 x32 = ((u64)x30 & 0x7ffffffffffff);
+	{ u64 x33 = (x20 + (0x13 * x31));
+	{ u64 x34 = (x33 >> 0x33);
+	{ u64 x35 = (x33 & 0x7ffffffffffff);
+	{ u64 x36 = (x34 + x23);
+	{ u64 x37 = (x36 >> 0x33);
+	{ u64 x38 = (x36 & 0x7ffffffffffff);
+	out[0] = x35;
+	out[1] = x38;
+	out[2] = (x37 + x26);
+	out[3] = x29;
+	out[4] = x32;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+
+/* Replace (f,g) with (g,f) if b == 1;
+ * replace (f,g) with (f,g) if b == 0.
+ *
+ * Preconditions: b in {0,1}
+ */
+static __always_inline void fe_cswap(fe *f, fe *g, u64 b)
+{
+	unsigned i;
+	b = 0-b;
+	for (i = 0; i < 5; i++) {
+		u64 x = f->v[i] ^ g->v[i];
+		x &= b;
+		f->v[i] ^= x;
+		g->v[i] ^= x;
+	}
+}
+
+/* NOTE: based on fiat-crypto fe_mul, edited for in2=121666, 0, 0.*/
+static __always_inline void fe_mul_121666_impl(u64 out[5], const u64 in1[5])
+{
+	{ const u64 x10 = in1[4];
+	{ const u64 x11 = in1[3];
+	{ const u64 x9 = in1[2];
+	{ const u64 x7 = in1[1];
+	{ const u64 x5 = in1[0];
+	{ const u64 x18 = 0;
+	{ const u64 x19 = 0;
+	{ const u64 x17 = 0;
+	{ const u64 x15 = 0;
+	{ const u64 x13 = 121666;
+	{ u128 x20 = ((u128)x5 * x13);
+	{ u128 x21 = (((u128)x5 * x15) + ((u128)x7 * x13));
+	{ u128 x22 = ((((u128)x5 * x17) + ((u128)x9 * x13)) + ((u128)x7 * x15));
+	{ u128 x23 = (((((u128)x5 * x19) + ((u128)x11 * x13)) + ((u128)x7 * x17)) + ((u128)x9 * x15));
+	{ u128 x24 = ((((((u128)x5 * x18) + ((u128)x10 * x13)) + ((u128)x11 * x15)) + ((u128)x7 * x19)) + ((u128)x9 * x17));
+	{ u64 x25 = (x10 * 0x13);
+	{ u64 x26 = (x7 * 0x13);
+	{ u64 x27 = (x9 * 0x13);
+	{ u64 x28 = (x11 * 0x13);
+	{ u128 x29 = ((((x20 + ((u128)x25 * x15)) + ((u128)x26 * x18)) + ((u128)x27 * x19)) + ((u128)x28 * x17));
+	{ u128 x30 = (((x21 + ((u128)x25 * x17)) + ((u128)x27 * x18)) + ((u128)x28 * x19));
+	{ u128 x31 = ((x22 + ((u128)x25 * x19)) + ((u128)x28 * x18));
+	{ u128 x32 = (x23 + ((u128)x25 * x18));
+	{ u64 x33 = (u64) (x29 >> 0x33);
+	{ u64 x34 = ((u64)x29 & 0x7ffffffffffff);
+	{ u128 x35 = (x33 + x30);
+	{ u64 x36 = (u64) (x35 >> 0x33);
+	{ u64 x37 = ((u64)x35 & 0x7ffffffffffff);
+	{ u128 x38 = (x36 + x31);
+	{ u64 x39 = (u64) (x38 >> 0x33);
+	{ u64 x40 = ((u64)x38 & 0x7ffffffffffff);
+	{ u128 x41 = (x39 + x32);
+	{ u64 x42 = (u64) (x41 >> 0x33);
+	{ u64 x43 = ((u64)x41 & 0x7ffffffffffff);
+	{ u128 x44 = (x42 + x24);
+	{ u64 x45 = (u64) (x44 >> 0x33);
+	{ u64 x46 = ((u64)x44 & 0x7ffffffffffff);
+	{ u64 x47 = (x34 + (0x13 * x45));
+	{ u64 x48 = (x47 >> 0x33);
+	{ u64 x49 = (x47 & 0x7ffffffffffff);
+	{ u64 x50 = (x48 + x37);
+	{ u64 x51 = (x50 >> 0x33);
+	{ u64 x52 = (x50 & 0x7ffffffffffff);
+	out[0] = x49;
+	out[1] = x52;
+	out[2] = (x51 + x40);
+	out[3] = x43;
+	out[4] = x46;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+#else
+/* fe means field element. Here the field is \Z/(2^255-19). An element t,
+ * entries t[0]...t[9], represents the integer t[0]+2^26 t[1]+2^51 t[2]+2^77
+ * t[3]+2^102 t[4]+...+2^230 t[9].
+ * fe limbs are bounded by 1.125*2^26,1.125*2^25,1.125*2^26,1.125*2^25,etc.
+ * Multiplication and carrying produce fe from fe_loose.
+ */
+typedef struct fe { u32 v[10]; } fe;
+
+/* fe_loose limbs are bounded by 3.375*2^26,3.375*2^25,3.375*2^26,3.375*2^25,etc.
+ * Addition and subtraction produce fe_loose from (fe, fe).
+ */
+typedef struct fe_loose { u32 v[10]; } fe_loose;
+
+static __always_inline void fe_frombytes_impl(u32 h[10], const u8 *s)
+{
+	/* Ignores top bit of s. */
+	u32 a0 = le32_to_cpup((__force __le32 *)(s));
+	u32 a1 = le32_to_cpup((__force __le32 *)(s+4));
+	u32 a2 = le32_to_cpup((__force __le32 *)(s+8));
+	u32 a3 = le32_to_cpup((__force __le32 *)(s+12));
+	u32 a4 = le32_to_cpup((__force __le32 *)(s+16));
+	u32 a5 = le32_to_cpup((__force __le32 *)(s+20));
+	u32 a6 = le32_to_cpup((__force __le32 *)(s+24));
+	u32 a7 = le32_to_cpup((__force __le32 *)(s+28));
+	h[0] = a0&((1<<26)-1);                    /* 26 used, 32-26 left.   26 */
+	h[1] = (a0>>26) | ((a1&((1<<19)-1))<< 6); /* (32-26) + 19 =  6+19 = 25 */
+	h[2] = (a1>>19) | ((a2&((1<<13)-1))<<13); /* (32-19) + 13 = 13+13 = 26 */
+	h[3] = (a2>>13) | ((a3&((1<< 6)-1))<<19); /* (32-13) +  6 = 19+ 6 = 25 */
+	h[4] = (a3>> 6);                          /* (32- 6)              = 26 */
+	h[5] = a4&((1<<25)-1);                    /*                        25 */
+	h[6] = (a4>>25) | ((a5&((1<<19)-1))<< 7); /* (32-25) + 19 =  7+19 = 26 */
+	h[7] = (a5>>19) | ((a6&((1<<12)-1))<<13); /* (32-19) + 12 = 13+12 = 25 */
+	h[8] = (a6>>12) | ((a7&((1<< 6)-1))<<20); /* (32-12) +  6 = 20+ 6 = 26 */
+	h[9] = (a7>> 6)&((1<<25)-1); /*                                     25 */
+}
+
+static __always_inline u8 /*bool*/ addcarryx_u25(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
+{
+	/* This function extracts 25 bits of result and 1 bit of carry (26 total), so
+	 * a 32-bit intermediate is sufficient.
+	 */
+	u32 x = a + b + c;
+	*low = x & ((1 << 25) - 1);
+	return (x >> 25) & 1;
+}
+
+static __always_inline u8 /*bool*/ addcarryx_u26(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
+{
+	/* This function extracts 26 bits of result and 1 bit of carry (27 total), so
+	 * a 32-bit intermediate is sufficient.
+	 */
+	u32 x = a + b + c;
+	*low = x & ((1 << 26) - 1);
+	return (x >> 26) & 1;
+}
+
+static __always_inline u8 /*bool*/ subborrow_u25(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
+{
+	/* This function extracts 25 bits of result and 1 bit of borrow (26 total), so
+	 * a 32-bit intermediate is sufficient.
+	 */
+	u32 x = a - b - c;
+	*low = x & ((1 << 25) - 1);
+	return x >> 31;
+}
+
+static __always_inline u8 /*bool*/ subborrow_u26(u8 /*bool*/ c, u32 a, u32 b, u32 *low)
+{
+	/* This function extracts 26 bits of result and 1 bit of borrow (27 total), so
+	 * a 32-bit intermediate is sufficient.
+	 */
+	u32 x = a - b - c;
+	*low = x & ((1 << 26) - 1);
+	return x >> 31;
+}
+
+static __always_inline u32 cmovznz32(u32 t, u32 z, u32 nz)
+{
+	t = -!!t; /* all set if nonzero, 0 if 0 */
+	return (t&nz) | ((~t)&z);
+}
+
+static __always_inline void fe_freeze(u32 out[10], const u32 in1[10])
+{
+	{ const u32 x17 = in1[9];
+	{ const u32 x18 = in1[8];
+	{ const u32 x16 = in1[7];
+	{ const u32 x14 = in1[6];
+	{ const u32 x12 = in1[5];
+	{ const u32 x10 = in1[4];
+	{ const u32 x8 = in1[3];
+	{ const u32 x6 = in1[2];
+	{ const u32 x4 = in1[1];
+	{ const u32 x2 = in1[0];
+	{ u32 x20; u8/*bool*/ x21 = subborrow_u26(0x0, x2, 0x3ffffed, &x20);
+	{ u32 x23; u8/*bool*/ x24 = subborrow_u25(x21, x4, 0x1ffffff, &x23);
+	{ u32 x26; u8/*bool*/ x27 = subborrow_u26(x24, x6, 0x3ffffff, &x26);
+	{ u32 x29; u8/*bool*/ x30 = subborrow_u25(x27, x8, 0x1ffffff, &x29);
+	{ u32 x32; u8/*bool*/ x33 = subborrow_u26(x30, x10, 0x3ffffff, &x32);
+	{ u32 x35; u8/*bool*/ x36 = subborrow_u25(x33, x12, 0x1ffffff, &x35);
+	{ u32 x38; u8/*bool*/ x39 = subborrow_u26(x36, x14, 0x3ffffff, &x38);
+	{ u32 x41; u8/*bool*/ x42 = subborrow_u25(x39, x16, 0x1ffffff, &x41);
+	{ u32 x44; u8/*bool*/ x45 = subborrow_u26(x42, x18, 0x3ffffff, &x44);
+	{ u32 x47; u8/*bool*/ x48 = subborrow_u25(x45, x17, 0x1ffffff, &x47);
+	{ u32 x49 = cmovznz32(x48, 0x0, 0xffffffff);
+	{ u32 x50 = (x49 & 0x3ffffed);
+	{ u32 x52; u8/*bool*/ x53 = addcarryx_u26(0x0, x20, x50, &x52);
+	{ u32 x54 = (x49 & 0x1ffffff);
+	{ u32 x56; u8/*bool*/ x57 = addcarryx_u25(x53, x23, x54, &x56);
+	{ u32 x58 = (x49 & 0x3ffffff);
+	{ u32 x60; u8/*bool*/ x61 = addcarryx_u26(x57, x26, x58, &x60);
+	{ u32 x62 = (x49 & 0x1ffffff);
+	{ u32 x64; u8/*bool*/ x65 = addcarryx_u25(x61, x29, x62, &x64);
+	{ u32 x66 = (x49 & 0x3ffffff);
+	{ u32 x68; u8/*bool*/ x69 = addcarryx_u26(x65, x32, x66, &x68);
+	{ u32 x70 = (x49 & 0x1ffffff);
+	{ u32 x72; u8/*bool*/ x73 = addcarryx_u25(x69, x35, x70, &x72);
+	{ u32 x74 = (x49 & 0x3ffffff);
+	{ u32 x76; u8/*bool*/ x77 = addcarryx_u26(x73, x38, x74, &x76);
+	{ u32 x78 = (x49 & 0x1ffffff);
+	{ u32 x80; u8/*bool*/ x81 = addcarryx_u25(x77, x41, x78, &x80);
+	{ u32 x82 = (x49 & 0x3ffffff);
+	{ u32 x84; u8/*bool*/ x85 = addcarryx_u26(x81, x44, x82, &x84);
+	{ u32 x86 = (x49 & 0x1ffffff);
+	{ u32 x88; addcarryx_u25(x85, x47, x86, &x88);
+	out[0] = x52;
+	out[1] = x56;
+	out[2] = x60;
+	out[3] = x64;
+	out[4] = x68;
+	out[5] = x72;
+	out[6] = x76;
+	out[7] = x80;
+	out[8] = x84;
+	out[9] = x88;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+
+static __always_inline void fe_tobytes(u8 s[32], const fe *f)
+{
+	u32 h[10];
+	fe_freeze(h, f->v);
+	s[0] = h[0] >> 0;
+	s[1] = h[0] >> 8;
+	s[2] = h[0] >> 16;
+	s[3] = (h[0] >> 24) | (h[1] << 2);
+	s[4] = h[1] >> 6;
+	s[5] = h[1] >> 14;
+	s[6] = (h[1] >> 22) | (h[2] << 3);
+	s[7] = h[2] >> 5;
+	s[8] = h[2] >> 13;
+	s[9] = (h[2] >> 21) | (h[3] << 5);
+	s[10] = h[3] >> 3;
+	s[11] = h[3] >> 11;
+	s[12] = (h[3] >> 19) | (h[4] << 6);
+	s[13] = h[4] >> 2;
+	s[14] = h[4] >> 10;
+	s[15] = h[4] >> 18;
+	s[16] = h[5] >> 0;
+	s[17] = h[5] >> 8;
+	s[18] = h[5] >> 16;
+	s[19] = (h[5] >> 24) | (h[6] << 1);
+	s[20] = h[6] >> 7;
+	s[21] = h[6] >> 15;
+	s[22] = (h[6] >> 23) | (h[7] << 3);
+	s[23] = h[7] >> 5;
+	s[24] = h[7] >> 13;
+	s[25] = (h[7] >> 21) | (h[8] << 4);
+	s[26] = h[8] >> 4;
+	s[27] = h[8] >> 12;
+	s[28] = (h[8] >> 20) | (h[9] << 6);
+	s[29] = h[9] >> 2;
+	s[30] = h[9] >> 10;
+	s[31] = h[9] >> 18;
+}
+
+static void fe_add_impl(u32 out[10], const u32 in1[10], const u32 in2[10])
+{
+	{ const u32 x20 = in1[9];
+	{ const u32 x21 = in1[8];
+	{ const u32 x19 = in1[7];
+	{ const u32 x17 = in1[6];
+	{ const u32 x15 = in1[5];
+	{ const u32 x13 = in1[4];
+	{ const u32 x11 = in1[3];
+	{ const u32 x9 = in1[2];
+	{ const u32 x7 = in1[1];
+	{ const u32 x5 = in1[0];
+	{ const u32 x38 = in2[9];
+	{ const u32 x39 = in2[8];
+	{ const u32 x37 = in2[7];
+	{ const u32 x35 = in2[6];
+	{ const u32 x33 = in2[5];
+	{ const u32 x31 = in2[4];
+	{ const u32 x29 = in2[3];
+	{ const u32 x27 = in2[2];
+	{ const u32 x25 = in2[1];
+	{ const u32 x23 = in2[0];
+	out[0] = (x5 + x23);
+	out[1] = (x7 + x25);
+	out[2] = (x9 + x27);
+	out[3] = (x11 + x29);
+	out[4] = (x13 + x31);
+	out[5] = (x15 + x33);
+	out[6] = (x17 + x35);
+	out[7] = (x19 + x37);
+	out[8] = (x21 + x39);
+	out[9] = (x20 + x38);
+	}}}}}}}}}}}}}}}}}}}}
+}
+
+static void fe_sub_impl(u32 out[10], const u32 in1[10], const u32 in2[10])
+{
+	{ const u32 x20 = in1[9];
+	{ const u32 x21 = in1[8];
+	{ const u32 x19 = in1[7];
+	{ const u32 x17 = in1[6];
+	{ const u32 x15 = in1[5];
+	{ const u32 x13 = in1[4];
+	{ const u32 x11 = in1[3];
+	{ const u32 x9 = in1[2];
+	{ const u32 x7 = in1[1];
+	{ const u32 x5 = in1[0];
+	{ const u32 x38 = in2[9];
+	{ const u32 x39 = in2[8];
+	{ const u32 x37 = in2[7];
+	{ const u32 x35 = in2[6];
+	{ const u32 x33 = in2[5];
+	{ const u32 x31 = in2[4];
+	{ const u32 x29 = in2[3];
+	{ const u32 x27 = in2[2];
+	{ const u32 x25 = in2[1];
+	{ const u32 x23 = in2[0];
+	out[0] = ((0x7ffffda + x5) - x23);
+	out[1] = ((0x3fffffe + x7) - x25);
+	out[2] = ((0x7fffffe + x9) - x27);
+	out[3] = ((0x3fffffe + x11) - x29);
+	out[4] = ((0x7fffffe + x13) - x31);
+	out[5] = ((0x3fffffe + x15) - x33);
+	out[6] = ((0x7fffffe + x17) - x35);
+	out[7] = ((0x3fffffe + x19) - x37);
+	out[8] = ((0x7fffffe + x21) - x39);
+	out[9] = ((0x3fffffe + x20) - x38);
+	}}}}}}}}}}}}}}}}}}}}
+}
+
+static void fe_mul_impl(u32 out[10], const u32 in1[10], const u32 in2[10])
+{
+	{ const u32 x20 = in1[9];
+	{ const u32 x21 = in1[8];
+	{ const u32 x19 = in1[7];
+	{ const u32 x17 = in1[6];
+	{ const u32 x15 = in1[5];
+	{ const u32 x13 = in1[4];
+	{ const u32 x11 = in1[3];
+	{ const u32 x9 = in1[2];
+	{ const u32 x7 = in1[1];
+	{ const u32 x5 = in1[0];
+	{ const u32 x38 = in2[9];
+	{ const u32 x39 = in2[8];
+	{ const u32 x37 = in2[7];
+	{ const u32 x35 = in2[6];
+	{ const u32 x33 = in2[5];
+	{ const u32 x31 = in2[4];
+	{ const u32 x29 = in2[3];
+	{ const u32 x27 = in2[2];
+	{ const u32 x25 = in2[1];
+	{ const u32 x23 = in2[0];
+	{ u64 x40 = ((u64)x23 * x5);
+	{ u64 x41 = (((u64)x23 * x7) + ((u64)x25 * x5));
+	{ u64 x42 = ((((u64)(0x2 * x25) * x7) + ((u64)x23 * x9)) + ((u64)x27 * x5));
+	{ u64 x43 = (((((u64)x25 * x9) + ((u64)x27 * x7)) + ((u64)x23 * x11)) + ((u64)x29 * x5));
+	{ u64 x44 = (((((u64)x27 * x9) + (0x2 * (((u64)x25 * x11) + ((u64)x29 * x7)))) + ((u64)x23 * x13)) + ((u64)x31 * x5));
+	{ u64 x45 = (((((((u64)x27 * x11) + ((u64)x29 * x9)) + ((u64)x25 * x13)) + ((u64)x31 * x7)) + ((u64)x23 * x15)) + ((u64)x33 * x5));
+	{ u64 x46 = (((((0x2 * ((((u64)x29 * x11) + ((u64)x25 * x15)) + ((u64)x33 * x7))) + ((u64)x27 * x13)) + ((u64)x31 * x9)) + ((u64)x23 * x17)) + ((u64)x35 * x5));
+	{ u64 x47 = (((((((((u64)x29 * x13) + ((u64)x31 * x11)) + ((u64)x27 * x15)) + ((u64)x33 * x9)) + ((u64)x25 * x17)) + ((u64)x35 * x7)) + ((u64)x23 * x19)) + ((u64)x37 * x5));
+	{ u64 x48 = (((((((u64)x31 * x13) + (0x2 * (((((u64)x29 * x15) + ((u64)x33 * x11)) + ((u64)x25 * x19)) + ((u64)x37 * x7)))) + ((u64)x27 * x17)) + ((u64)x35 * x9)) + ((u64)x23 * x21)) + ((u64)x39 * x5));
+	{ u64 x49 = (((((((((((u64)x31 * x15) + ((u64)x33 * x13)) + ((u64)x29 * x17)) + ((u64)x35 * x11)) + ((u64)x27 * x19)) + ((u64)x37 * x9)) + ((u64)x25 * x21)) + ((u64)x39 * x7)) + ((u64)x23 * x20)) + ((u64)x38 * x5));
+	{ u64 x50 = (((((0x2 * ((((((u64)x33 * x15) + ((u64)x29 * x19)) + ((u64)x37 * x11)) + ((u64)x25 * x20)) + ((u64)x38 * x7))) + ((u64)x31 * x17)) + ((u64)x35 * x13)) + ((u64)x27 * x21)) + ((u64)x39 * x9));
+	{ u64 x51 = (((((((((u64)x33 * x17) + ((u64)x35 * x15)) + ((u64)x31 * x19)) + ((u64)x37 * x13)) + ((u64)x29 * x21)) + ((u64)x39 * x11)) + ((u64)x27 * x20)) + ((u64)x38 * x9));
+	{ u64 x52 = (((((u64)x35 * x17) + (0x2 * (((((u64)x33 * x19) + ((u64)x37 * x15)) + ((u64)x29 * x20)) + ((u64)x38 * x11)))) + ((u64)x31 * x21)) + ((u64)x39 * x13));
+	{ u64 x53 = (((((((u64)x35 * x19) + ((u64)x37 * x17)) + ((u64)x33 * x21)) + ((u64)x39 * x15)) + ((u64)x31 * x20)) + ((u64)x38 * x13));
+	{ u64 x54 = (((0x2 * ((((u64)x37 * x19) + ((u64)x33 * x20)) + ((u64)x38 * x15))) + ((u64)x35 * x21)) + ((u64)x39 * x17));
+	{ u64 x55 = (((((u64)x37 * x21) + ((u64)x39 * x19)) + ((u64)x35 * x20)) + ((u64)x38 * x17));
+	{ u64 x56 = (((u64)x39 * x21) + (0x2 * (((u64)x37 * x20) + ((u64)x38 * x19))));
+	{ u64 x57 = (((u64)x39 * x20) + ((u64)x38 * x21));
+	{ u64 x58 = ((u64)(0x2 * x38) * x20);
+	{ u64 x59 = (x48 + (x58 << 0x4));
+	{ u64 x60 = (x59 + (x58 << 0x1));
+	{ u64 x61 = (x60 + x58);
+	{ u64 x62 = (x47 + (x57 << 0x4));
+	{ u64 x63 = (x62 + (x57 << 0x1));
+	{ u64 x64 = (x63 + x57);
+	{ u64 x65 = (x46 + (x56 << 0x4));
+	{ u64 x66 = (x65 + (x56 << 0x1));
+	{ u64 x67 = (x66 + x56);
+	{ u64 x68 = (x45 + (x55 << 0x4));
+	{ u64 x69 = (x68 + (x55 << 0x1));
+	{ u64 x70 = (x69 + x55);
+	{ u64 x71 = (x44 + (x54 << 0x4));
+	{ u64 x72 = (x71 + (x54 << 0x1));
+	{ u64 x73 = (x72 + x54);
+	{ u64 x74 = (x43 + (x53 << 0x4));
+	{ u64 x75 = (x74 + (x53 << 0x1));
+	{ u64 x76 = (x75 + x53);
+	{ u64 x77 = (x42 + (x52 << 0x4));
+	{ u64 x78 = (x77 + (x52 << 0x1));
+	{ u64 x79 = (x78 + x52);
+	{ u64 x80 = (x41 + (x51 << 0x4));
+	{ u64 x81 = (x80 + (x51 << 0x1));
+	{ u64 x82 = (x81 + x51);
+	{ u64 x83 = (x40 + (x50 << 0x4));
+	{ u64 x84 = (x83 + (x50 << 0x1));
+	{ u64 x85 = (x84 + x50);
+	{ u64 x86 = (x85 >> 0x1a);
+	{ u32 x87 = ((u32)x85 & 0x3ffffff);
+	{ u64 x88 = (x86 + x82);
+	{ u64 x89 = (x88 >> 0x19);
+	{ u32 x90 = ((u32)x88 & 0x1ffffff);
+	{ u64 x91 = (x89 + x79);
+	{ u64 x92 = (x91 >> 0x1a);
+	{ u32 x93 = ((u32)x91 & 0x3ffffff);
+	{ u64 x94 = (x92 + x76);
+	{ u64 x95 = (x94 >> 0x19);
+	{ u32 x96 = ((u32)x94 & 0x1ffffff);
+	{ u64 x97 = (x95 + x73);
+	{ u64 x98 = (x97 >> 0x1a);
+	{ u32 x99 = ((u32)x97 & 0x3ffffff);
+	{ u64 x100 = (x98 + x70);
+	{ u64 x101 = (x100 >> 0x19);
+	{ u32 x102 = ((u32)x100 & 0x1ffffff);
+	{ u64 x103 = (x101 + x67);
+	{ u64 x104 = (x103 >> 0x1a);
+	{ u32 x105 = ((u32)x103 & 0x3ffffff);
+	{ u64 x106 = (x104 + x64);
+	{ u64 x107 = (x106 >> 0x19);
+	{ u32 x108 = ((u32)x106 & 0x1ffffff);
+	{ u64 x109 = (x107 + x61);
+	{ u64 x110 = (x109 >> 0x1a);
+	{ u32 x111 = ((u32)x109 & 0x3ffffff);
+	{ u64 x112 = (x110 + x49);
+	{ u64 x113 = (x112 >> 0x19);
+	{ u32 x114 = ((u32)x112 & 0x1ffffff);
+	{ u64 x115 = (x87 + (0x13 * x113));
+	{ u32 x116 = (u32) (x115 >> 0x1a);
+	{ u32 x117 = ((u32)x115 & 0x3ffffff);
+	{ u32 x118 = (x116 + x90);
+	{ u32 x119 = (x118 >> 0x19);
+	{ u32 x120 = (x118 & 0x1ffffff);
+	out[0] = x117;
+	out[1] = x120;
+	out[2] = (x119 + x93);
+	out[3] = x96;
+	out[4] = x99;
+	out[5] = x102;
+	out[6] = x105;
+	out[7] = x108;
+	out[8] = x111;
+	out[9] = x114;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+
+static void fe_sqr_impl(u32 out[10], const u32 in1[10])
+{
+	{ const u32 x17 = in1[9];
+	{ const u32 x18 = in1[8];
+	{ const u32 x16 = in1[7];
+	{ const u32 x14 = in1[6];
+	{ const u32 x12 = in1[5];
+	{ const u32 x10 = in1[4];
+	{ const u32 x8 = in1[3];
+	{ const u32 x6 = in1[2];
+	{ const u32 x4 = in1[1];
+	{ const u32 x2 = in1[0];
+	{ u64 x19 = ((u64)x2 * x2);
+	{ u64 x20 = ((u64)(0x2 * x2) * x4);
+	{ u64 x21 = (0x2 * (((u64)x4 * x4) + ((u64)x2 * x6)));
+	{ u64 x22 = (0x2 * (((u64)x4 * x6) + ((u64)x2 * x8)));
+	{ u64 x23 = ((((u64)x6 * x6) + ((u64)(0x4 * x4) * x8)) + ((u64)(0x2 * x2) * x10));
+	{ u64 x24 = (0x2 * ((((u64)x6 * x8) + ((u64)x4 * x10)) + ((u64)x2 * x12)));
+	{ u64 x25 = (0x2 * (((((u64)x8 * x8) + ((u64)x6 * x10)) + ((u64)x2 * x14)) + ((u64)(0x2 * x4) * x12)));
+	{ u64 x26 = (0x2 * (((((u64)x8 * x10) + ((u64)x6 * x12)) + ((u64)x4 * x14)) + ((u64)x2 * x16)));
+	{ u64 x27 = (((u64)x10 * x10) + (0x2 * ((((u64)x6 * x14) + ((u64)x2 * x18)) + (0x2 * (((u64)x4 * x16) + ((u64)x8 * x12))))));
+	{ u64 x28 = (0x2 * ((((((u64)x10 * x12) + ((u64)x8 * x14)) + ((u64)x6 * x16)) + ((u64)x4 * x18)) + ((u64)x2 * x17)));
+	{ u64 x29 = (0x2 * (((((u64)x12 * x12) + ((u64)x10 * x14)) + ((u64)x6 * x18)) + (0x2 * (((u64)x8 * x16) + ((u64)x4 * x17)))));
+	{ u64 x30 = (0x2 * (((((u64)x12 * x14) + ((u64)x10 * x16)) + ((u64)x8 * x18)) + ((u64)x6 * x17)));
+	{ u64 x31 = (((u64)x14 * x14) + (0x2 * (((u64)x10 * x18) + (0x2 * (((u64)x12 * x16) + ((u64)x8 * x17))))));
+	{ u64 x32 = (0x2 * ((((u64)x14 * x16) + ((u64)x12 * x18)) + ((u64)x10 * x17)));
+	{ u64 x33 = (0x2 * ((((u64)x16 * x16) + ((u64)x14 * x18)) + ((u64)(0x2 * x12) * x17)));
+	{ u64 x34 = (0x2 * (((u64)x16 * x18) + ((u64)x14 * x17)));
+	{ u64 x35 = (((u64)x18 * x18) + ((u64)(0x4 * x16) * x17));
+	{ u64 x36 = ((u64)(0x2 * x18) * x17);
+	{ u64 x37 = ((u64)(0x2 * x17) * x17);
+	{ u64 x38 = (x27 + (x37 << 0x4));
+	{ u64 x39 = (x38 + (x37 << 0x1));
+	{ u64 x40 = (x39 + x37);
+	{ u64 x41 = (x26 + (x36 << 0x4));
+	{ u64 x42 = (x41 + (x36 << 0x1));
+	{ u64 x43 = (x42 + x36);
+	{ u64 x44 = (x25 + (x35 << 0x4));
+	{ u64 x45 = (x44 + (x35 << 0x1));
+	{ u64 x46 = (x45 + x35);
+	{ u64 x47 = (x24 + (x34 << 0x4));
+	{ u64 x48 = (x47 + (x34 << 0x1));
+	{ u64 x49 = (x48 + x34);
+	{ u64 x50 = (x23 + (x33 << 0x4));
+	{ u64 x51 = (x50 + (x33 << 0x1));
+	{ u64 x52 = (x51 + x33);
+	{ u64 x53 = (x22 + (x32 << 0x4));
+	{ u64 x54 = (x53 + (x32 << 0x1));
+	{ u64 x55 = (x54 + x32);
+	{ u64 x56 = (x21 + (x31 << 0x4));
+	{ u64 x57 = (x56 + (x31 << 0x1));
+	{ u64 x58 = (x57 + x31);
+	{ u64 x59 = (x20 + (x30 << 0x4));
+	{ u64 x60 = (x59 + (x30 << 0x1));
+	{ u64 x61 = (x60 + x30);
+	{ u64 x62 = (x19 + (x29 << 0x4));
+	{ u64 x63 = (x62 + (x29 << 0x1));
+	{ u64 x64 = (x63 + x29);
+	{ u64 x65 = (x64 >> 0x1a);
+	{ u32 x66 = ((u32)x64 & 0x3ffffff);
+	{ u64 x67 = (x65 + x61);
+	{ u64 x68 = (x67 >> 0x19);
+	{ u32 x69 = ((u32)x67 & 0x1ffffff);
+	{ u64 x70 = (x68 + x58);
+	{ u64 x71 = (x70 >> 0x1a);
+	{ u32 x72 = ((u32)x70 & 0x3ffffff);
+	{ u64 x73 = (x71 + x55);
+	{ u64 x74 = (x73 >> 0x19);
+	{ u32 x75 = ((u32)x73 & 0x1ffffff);
+	{ u64 x76 = (x74 + x52);
+	{ u64 x77 = (x76 >> 0x1a);
+	{ u32 x78 = ((u32)x76 & 0x3ffffff);
+	{ u64 x79 = (x77 + x49);
+	{ u64 x80 = (x79 >> 0x19);
+	{ u32 x81 = ((u32)x79 & 0x1ffffff);
+	{ u64 x82 = (x80 + x46);
+	{ u64 x83 = (x82 >> 0x1a);
+	{ u32 x84 = ((u32)x82 & 0x3ffffff);
+	{ u64 x85 = (x83 + x43);
+	{ u64 x86 = (x85 >> 0x19);
+	{ u32 x87 = ((u32)x85 & 0x1ffffff);
+	{ u64 x88 = (x86 + x40);
+	{ u64 x89 = (x88 >> 0x1a);
+	{ u32 x90 = ((u32)x88 & 0x3ffffff);
+	{ u64 x91 = (x89 + x28);
+	{ u64 x92 = (x91 >> 0x19);
+	{ u32 x93 = ((u32)x91 & 0x1ffffff);
+	{ u64 x94 = (x66 + (0x13 * x92));
+	{ u32 x95 = (u32) (x94 >> 0x1a);
+	{ u32 x96 = ((u32)x94 & 0x3ffffff);
+	{ u32 x97 = (x95 + x69);
+	{ u32 x98 = (x97 >> 0x19);
+	{ u32 x99 = (x97 & 0x1ffffff);
+	out[0] = x96;
+	out[1] = x99;
+	out[2] = (x98 + x72);
+	out[3] = x75;
+	out[4] = x78;
+	out[5] = x81;
+	out[6] = x84;
+	out[7] = x87;
+	out[8] = x90;
+	out[9] = x93;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+
+/* Replace (f,g) with (g,f) if b == 1;
+ * replace (f,g) with (f,g) if b == 0.
+ *
+ * Preconditions: b in {0,1}
+ */
+static __always_inline void fe_cswap(fe *f, fe *g, unsigned int b)
+{
+	unsigned i;
+	b = 0-b;
+	for (i = 0; i < 10; i++) {
+		u32 x = f->v[i] ^ g->v[i];
+		x &= b;
+		f->v[i] ^= x;
+		g->v[i] ^= x;
+	}
+}
+
+/* NOTE: based on fiat-crypto fe_mul, edited for in2=121666, 0, 0.*/
+static __always_inline void fe_mul_121666_impl(u32 out[10], const u32 in1[10])
+{
+	{ const u32 x20 = in1[9];
+	{ const u32 x21 = in1[8];
+	{ const u32 x19 = in1[7];
+	{ const u32 x17 = in1[6];
+	{ const u32 x15 = in1[5];
+	{ const u32 x13 = in1[4];
+	{ const u32 x11 = in1[3];
+	{ const u32 x9 = in1[2];
+	{ const u32 x7 = in1[1];
+	{ const u32 x5 = in1[0];
+	{ const u32 x38 = 0;
+	{ const u32 x39 = 0;
+	{ const u32 x37 = 0;
+	{ const u32 x35 = 0;
+	{ const u32 x33 = 0;
+	{ const u32 x31 = 0;
+	{ const u32 x29 = 0;
+	{ const u32 x27 = 0;
+	{ const u32 x25 = 0;
+	{ const u32 x23 = 121666;
+	{ u64 x40 = ((u64)x23 * x5);
+	{ u64 x41 = (((u64)x23 * x7) + ((u64)x25 * x5));
+	{ u64 x42 = ((((u64)(0x2 * x25) * x7) + ((u64)x23 * x9)) + ((u64)x27 * x5));
+	{ u64 x43 = (((((u64)x25 * x9) + ((u64)x27 * x7)) + ((u64)x23 * x11)) + ((u64)x29 * x5));
+	{ u64 x44 = (((((u64)x27 * x9) + (0x2 * (((u64)x25 * x11) + ((u64)x29 * x7)))) + ((u64)x23 * x13)) + ((u64)x31 * x5));
+	{ u64 x45 = (((((((u64)x27 * x11) + ((u64)x29 * x9)) + ((u64)x25 * x13)) + ((u64)x31 * x7)) + ((u64)x23 * x15)) + ((u64)x33 * x5));
+	{ u64 x46 = (((((0x2 * ((((u64)x29 * x11) + ((u64)x25 * x15)) + ((u64)x33 * x7))) + ((u64)x27 * x13)) + ((u64)x31 * x9)) + ((u64)x23 * x17)) + ((u64)x35 * x5));
+	{ u64 x47 = (((((((((u64)x29 * x13) + ((u64)x31 * x11)) + ((u64)x27 * x15)) + ((u64)x33 * x9)) + ((u64)x25 * x17)) + ((u64)x35 * x7)) + ((u64)x23 * x19)) + ((u64)x37 * x5));
+	{ u64 x48 = (((((((u64)x31 * x13) + (0x2 * (((((u64)x29 * x15) + ((u64)x33 * x11)) + ((u64)x25 * x19)) + ((u64)x37 * x7)))) + ((u64)x27 * x17)) + ((u64)x35 * x9)) + ((u64)x23 * x21)) + ((u64)x39 * x5));
+	{ u64 x49 = (((((((((((u64)x31 * x15) + ((u64)x33 * x13)) + ((u64)x29 * x17)) + ((u64)x35 * x11)) + ((u64)x27 * x19)) + ((u64)x37 * x9)) + ((u64)x25 * x21)) + ((u64)x39 * x7)) + ((u64)x23 * x20)) + ((u64)x38 * x5));
+	{ u64 x50 = (((((0x2 * ((((((u64)x33 * x15) + ((u64)x29 * x19)) + ((u64)x37 * x11)) + ((u64)x25 * x20)) + ((u64)x38 * x7))) + ((u64)x31 * x17)) + ((u64)x35 * x13)) + ((u64)x27 * x21)) + ((u64)x39 * x9));
+	{ u64 x51 = (((((((((u64)x33 * x17) + ((u64)x35 * x15)) + ((u64)x31 * x19)) + ((u64)x37 * x13)) + ((u64)x29 * x21)) + ((u64)x39 * x11)) + ((u64)x27 * x20)) + ((u64)x38 * x9));
+	{ u64 x52 = (((((u64)x35 * x17) + (0x2 * (((((u64)x33 * x19) + ((u64)x37 * x15)) + ((u64)x29 * x20)) + ((u64)x38 * x11)))) + ((u64)x31 * x21)) + ((u64)x39 * x13));
+	{ u64 x53 = (((((((u64)x35 * x19) + ((u64)x37 * x17)) + ((u64)x33 * x21)) + ((u64)x39 * x15)) + ((u64)x31 * x20)) + ((u64)x38 * x13));
+	{ u64 x54 = (((0x2 * ((((u64)x37 * x19) + ((u64)x33 * x20)) + ((u64)x38 * x15))) + ((u64)x35 * x21)) + ((u64)x39 * x17));
+	{ u64 x55 = (((((u64)x37 * x21) + ((u64)x39 * x19)) + ((u64)x35 * x20)) + ((u64)x38 * x17));
+	{ u64 x56 = (((u64)x39 * x21) + (0x2 * (((u64)x37 * x20) + ((u64)x38 * x19))));
+	{ u64 x57 = (((u64)x39 * x20) + ((u64)x38 * x21));
+	{ u64 x58 = ((u64)(0x2 * x38) * x20);
+	{ u64 x59 = (x48 + (x58 << 0x4));
+	{ u64 x60 = (x59 + (x58 << 0x1));
+	{ u64 x61 = (x60 + x58);
+	{ u64 x62 = (x47 + (x57 << 0x4));
+	{ u64 x63 = (x62 + (x57 << 0x1));
+	{ u64 x64 = (x63 + x57);
+	{ u64 x65 = (x46 + (x56 << 0x4));
+	{ u64 x66 = (x65 + (x56 << 0x1));
+	{ u64 x67 = (x66 + x56);
+	{ u64 x68 = (x45 + (x55 << 0x4));
+	{ u64 x69 = (x68 + (x55 << 0x1));
+	{ u64 x70 = (x69 + x55);
+	{ u64 x71 = (x44 + (x54 << 0x4));
+	{ u64 x72 = (x71 + (x54 << 0x1));
+	{ u64 x73 = (x72 + x54);
+	{ u64 x74 = (x43 + (x53 << 0x4));
+	{ u64 x75 = (x74 + (x53 << 0x1));
+	{ u64 x76 = (x75 + x53);
+	{ u64 x77 = (x42 + (x52 << 0x4));
+	{ u64 x78 = (x77 + (x52 << 0x1));
+	{ u64 x79 = (x78 + x52);
+	{ u64 x80 = (x41 + (x51 << 0x4));
+	{ u64 x81 = (x80 + (x51 << 0x1));
+	{ u64 x82 = (x81 + x51);
+	{ u64 x83 = (x40 + (x50 << 0x4));
+	{ u64 x84 = (x83 + (x50 << 0x1));
+	{ u64 x85 = (x84 + x50);
+	{ u64 x86 = (x85 >> 0x1a);
+	{ u32 x87 = ((u32)x85 & 0x3ffffff);
+	{ u64 x88 = (x86 + x82);
+	{ u64 x89 = (x88 >> 0x19);
+	{ u32 x90 = ((u32)x88 & 0x1ffffff);
+	{ u64 x91 = (x89 + x79);
+	{ u64 x92 = (x91 >> 0x1a);
+	{ u32 x93 = ((u32)x91 & 0x3ffffff);
+	{ u64 x94 = (x92 + x76);
+	{ u64 x95 = (x94 >> 0x19);
+	{ u32 x96 = ((u32)x94 & 0x1ffffff);
+	{ u64 x97 = (x95 + x73);
+	{ u64 x98 = (x97 >> 0x1a);
+	{ u32 x99 = ((u32)x97 & 0x3ffffff);
+	{ u64 x100 = (x98 + x70);
+	{ u64 x101 = (x100 >> 0x19);
+	{ u32 x102 = ((u32)x100 & 0x1ffffff);
+	{ u64 x103 = (x101 + x67);
+	{ u64 x104 = (x103 >> 0x1a);
+	{ u32 x105 = ((u32)x103 & 0x3ffffff);
+	{ u64 x106 = (x104 + x64);
+	{ u64 x107 = (x106 >> 0x19);
+	{ u32 x108 = ((u32)x106 & 0x1ffffff);
+	{ u64 x109 = (x107 + x61);
+	{ u64 x110 = (x109 >> 0x1a);
+	{ u32 x111 = ((u32)x109 & 0x3ffffff);
+	{ u64 x112 = (x110 + x49);
+	{ u64 x113 = (x112 >> 0x19);
+	{ u32 x114 = ((u32)x112 & 0x1ffffff);
+	{ u64 x115 = (x87 + (0x13 * x113));
+	{ u32 x116 = (u32) (x115 >> 0x1a);
+	{ u32 x117 = ((u32)x115 & 0x3ffffff);
+	{ u32 x118 = (x116 + x90);
+	{ u32 x119 = (x118 >> 0x19);
+	{ u32 x120 = (x118 & 0x1ffffff);
+	out[0] = x117;
+	out[1] = x120;
+	out[2] = (x119 + x93);
+	out[3] = x96;
+	out[4] = x99;
+	out[5] = x102;
+	out[6] = x105;
+	out[7] = x108;
+	out[8] = x111;
+	out[9] = x114;
+	}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}
+}
+#endif
+
+static __always_inline void fe_frombytes(fe *h, const u8 *s)
+{
+	fe_frombytes_impl(h->v, s);
+}
+
+/* h = f */
+static __always_inline void fe_copy(fe *h, const fe *f)
+{
+	memmove(h, f, sizeof(fe));
+}
+
+static __always_inline void fe_copy_lt(fe_loose *h, const fe *f)
+{
+	memmove(h, f, sizeof(fe));
+}
+
+/* h = 0 */
+static __always_inline void fe_0(fe *h)
+{
+	memset(h, 0, sizeof(fe));
+}
+
+/* h = 1 */
+static __always_inline void fe_1(fe *h)
+{
+	memset(h, 0, sizeof(fe));
+	h->v[0] = 1;
+}
+
+/* h = f + g
+ * Can overlap h with f or g.
+ */
+static __always_inline void fe_add(fe_loose *h, const fe *f, const fe *g)
+{
+	fe_add_impl(h->v, f->v, g->v);
+}
+
+/* h = f - g
+ * Can overlap h with f or g.
+ */
+static __always_inline void fe_sub(fe_loose *h, const fe *f, const fe *g)
+{
+	fe_sub_impl(h->v, f->v, g->v);
+}
+
+static __always_inline void fe_mul_ttt(fe *h, const fe *f, const fe *g)
+{
+	fe_mul_impl(h->v, f->v, g->v);
+}
+
+static __always_inline void fe_mul_tlt(fe *h, const fe_loose *f, const fe *g)
+{
+	fe_mul_impl(h->v, f->v, g->v);
+}
+
+static __always_inline void fe_mul_tll(fe *h, const fe_loose *f, const fe_loose *g)
+{
+	fe_mul_impl(h->v, f->v, g->v);
+}
+
+static __always_inline void fe_sq_tl(fe *h, const fe_loose *f)
+{
+	fe_sqr_impl(h->v, f->v);
+}
+
+static __always_inline void fe_sq_tt(fe *h, const fe *f)
+{
+	fe_sqr_impl(h->v, f->v);
+}
+
+static __always_inline void fe_loose_invert(fe *out, const fe_loose *z)
+{
+	fe t0;
+	fe t1;
+	fe t2;
+	fe t3;
+	int i;
+
+	fe_sq_tl(&t0, z);
+	fe_sq_tt(&t1, &t0);
+	for (i = 1; i < 2; ++i)
+		fe_sq_tt(&t1, &t1);
+	fe_mul_tlt(&t1, z, &t1);
+	fe_mul_ttt(&t0, &t0, &t1);
+	fe_sq_tt(&t2, &t0);
+	fe_mul_ttt(&t1, &t1, &t2);
+	fe_sq_tt(&t2, &t1);
+	for (i = 1; i < 5; ++i)
+		fe_sq_tt(&t2, &t2);
+	fe_mul_ttt(&t1, &t2, &t1);
+	fe_sq_tt(&t2, &t1);
+	for (i = 1; i < 10; ++i)
+		fe_sq_tt(&t2, &t2);
+	fe_mul_ttt(&t2, &t2, &t1);
+	fe_sq_tt(&t3, &t2);
+	for (i = 1; i < 20; ++i)
+		fe_sq_tt(&t3, &t3);
+	fe_mul_ttt(&t2, &t3, &t2);
+	fe_sq_tt(&t2, &t2);
+	for (i = 1; i < 10; ++i)
+		fe_sq_tt(&t2, &t2);
+	fe_mul_ttt(&t1, &t2, &t1);
+	fe_sq_tt(&t2, &t1);
+	for (i = 1; i < 50; ++i)
+		fe_sq_tt(&t2, &t2);
+	fe_mul_ttt(&t2, &t2, &t1);
+	fe_sq_tt(&t3, &t2);
+	for (i = 1; i < 100; ++i)
+		fe_sq_tt(&t3, &t3);
+	fe_mul_ttt(&t2, &t3, &t2);
+	fe_sq_tt(&t2, &t2);
+	for (i = 1; i < 50; ++i)
+		fe_sq_tt(&t2, &t2);
+	fe_mul_ttt(&t1, &t2, &t1);
+	fe_sq_tt(&t1, &t1);
+	for (i = 1; i < 5; ++i)
+		fe_sq_tt(&t1, &t1);
+	fe_mul_ttt(out, &t1, &t0);
+}
+
+static __always_inline void fe_invert(fe *out, const fe *z)
+{
+	fe_loose l;
+	fe_copy_lt(&l, z);
+	fe_loose_invert(out, &l);
+}
+
+static __always_inline void fe_mul121666(fe *h, const fe_loose *f)
+{
+	fe_mul_121666_impl(h->v, f->v);
+}
+
+static void curve25519_generic(u8 out[CURVE25519_POINT_SIZE], const u8 scalar[CURVE25519_POINT_SIZE], const u8 point[CURVE25519_POINT_SIZE])
+{
+	fe x1, x2, z2, x3, z3, tmp0, tmp1;
+	fe_loose x2l, z2l, x3l, tmp0l, tmp1l;
+	unsigned swap = 0;
+	int pos;
+	u8 e[32];
+
+	memcpy(e, scalar, 32);
+	normalize_secret(e);
+
+	/* The following implementation was transcribed to Coq and proven to
+	 * correspond to unary scalar multiplication in affine coordinates given that
+	 * x1 != 0 is the x coordinate of some point on the curve. It was also checked
+	 * in Coq that doing a ladderstep with x1 = x3 = 0 gives z2' = z3' = 0, and z2
+	 * = z3 = 0 gives z2' = z3' = 0. The statement was quantified over the
+	 * underlying field, so it applies to Curve25519 itself and the quadratic
+	 * twist of Curve25519. It was not proven in Coq that prime-field arithmetic
+	 * correctly simulates extension-field arithmetic on prime-field values.
+	 * The decoding of the byte array representation of e was not considered.
+	 * Specification of Montgomery curves in affine coordinates:
+	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Spec/MontgomeryCurve.v#L27>
+	 * Proof that these form a group that is isomorphic to a Weierstrass curve:
+	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/AffineProofs.v#L35>
+	 * Coq transcription and correctness proof of the loop (where scalarbits=255):
+	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZ.v#L118>
+	 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L278>
+	 * preconditions: 0 <= e < 2^255 (not necessarily e < order), fe_invert(0) = 0
+	 */
+	fe_frombytes(&x1, point);
+	fe_1(&x2);
+	fe_0(&z2);
+	fe_copy(&x3, &x1);
+	fe_1(&z3);
+
+	for (pos = 254; pos >= 0; --pos) {
+		/* loop invariant as of right before the test, for the case where x1 != 0:
+		 *   pos >= -1; if z2 = 0 then x2 is nonzero; if z3 = 0 then x3 is nonzero
+		 *   let r := e >> (pos+1) in the following equalities of projective points:
+		 *   to_xz (r*P)     === if swap then (x3, z3) else (x2, z2)
+		 *   to_xz ((r+1)*P) === if swap then (x2, z2) else (x3, z3)
+		 *   x1 is the nonzero x coordinate of the nonzero point (r*P-(r+1)*P)
+		 */
+		unsigned b = 1 & (e[pos / 8] >> (pos & 7));
+		swap ^= b;
+		fe_cswap(&x2, &x3, swap);
+		fe_cswap(&z2, &z3, swap);
+		swap = b;
+		/* Coq transcription of ladderstep formula (called from transcribed loop):
+		 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZ.v#L89>
+		 * <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L131>
+		 * x1 != 0 <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L217>
+		 * x1  = 0 <https://github.com/mit-plv/fiat-crypto/blob/2456d821825521f7e03e65882cc3521795b0320f/src/Curves/Montgomery/XZProofs.v#L147>
+		 */
+		fe_sub(&tmp0l, &x3, &z3);
+		fe_sub(&tmp1l, &x2, &z2);
+		fe_add(&x2l, &x2, &z2);
+		fe_add(&z2l, &x3, &z3);
+		fe_mul_tll(&z3, &tmp0l, &x2l);
+		fe_mul_tll(&z2, &z2l, &tmp1l);
+		fe_sq_tl(&tmp0, &tmp1l);
+		fe_sq_tl(&tmp1, &x2l);
+		fe_add(&x3l, &z3, &z2);
+		fe_sub(&z2l, &z3, &z2);
+		fe_mul_ttt(&x2, &tmp1, &tmp0);
+		fe_sub(&tmp1l, &tmp1, &tmp0);
+		fe_sq_tl(&z2, &z2l);
+		fe_mul121666(&z3, &tmp1l);
+		fe_sq_tl(&x3, &x3l);
+		fe_add(&tmp0l, &tmp0, &z3);
+		fe_mul_ttt(&z3, &x1, &z2);
+		fe_mul_tll(&z2, &tmp1l, &tmp0l);
+	}
+	/* here pos=-1, so r=e, so to_xz (e*P) === if swap then (x3, z3) else (x2, z2) */
+	fe_cswap(&x2, &x3, swap);
+	fe_cswap(&z2, &z3, swap);
+
+	fe_invert(&z2, &z2);
+	fe_mul_ttt(&x2, &x2, &z2);
+	fe_tobytes(out, &x2);
+
+	memzero_explicit(&x1, sizeof(x1));
+	memzero_explicit(&x2, sizeof(x2));
+	memzero_explicit(&z2, sizeof(z2));
+	memzero_explicit(&x3, sizeof(x3));
+	memzero_explicit(&z3, sizeof(z3));
+	memzero_explicit(&tmp0, sizeof(tmp0));
+	memzero_explicit(&tmp1, sizeof(tmp1));
+	memzero_explicit(&x2l, sizeof(x2l));
+	memzero_explicit(&z2l, sizeof(z2l));
+	memzero_explicit(&x3l, sizeof(x3l));
+	memzero_explicit(&tmp0l, sizeof(tmp0l));
+	memzero_explicit(&tmp1l, sizeof(tmp1l));
+	memzero_explicit(&e, sizeof(e));
+}
diff --git a/src/crypto/curve25519-hacl64.h b/src/crypto/curve25519-hacl64.h
deleted file mode 100644
index e3ddea9..0000000
--- a/src/crypto/curve25519-hacl64.h
+++ /dev/null
@@ -1,739 +0,0 @@
-/* SPDX-License-Identifier: GPL-2.0
- *
- * Copyright (C) 2016-2017 INRIA and Microsoft Corporation.
- * Copyright (C) 2018 Jason A. Donenfeld <Jason@zx2c4.com>. All Rights Reserved.
- *
- * This is a machine-generated formally verified implementation of curve25519 DH from:
- * https://github.com/mitls/hacl-star
- */
-
-typedef __uint128_t u128;
-static __always_inline u64 u64_eq_mask(u64 x, u64 y)
-{
-	x = ~(x ^ y);
-	x &= x << 32;
-	x &= x << 16;
-	x &= x << 8;
-	x &= x << 4;
-	x &= x << 2;
-	x &= x << 1;
-	return ((s64)x) >> 63;
-}
-
-static __always_inline u64 u64_gte_mask(u64 x, u64 y)
-{
-	u64 low63 = ~((u64)((s64)((s64)(x & 0x7fffffffffffffffLLU) - (s64)(y & 0x7fffffffffffffffLLU)) >> 63));
-	u64 high_bit = ~((u64)((s64)((s64)(x & 0x8000000000000000LLU) - (s64)(y & 0x8000000000000000LLU)) >> 63));
-	return low63 & high_bit;
-}
-
-static __always_inline void modulo_carry_top(u64 *b)
-{
-	u64 b4 = b[4];
-	u64 b0 = b[0];
-	u64 b4_ = b4 & 0x7ffffffffffffLLU;
-	u64 b0_ = b0 + 19 * (b4 >> 51);
-	b[4] = b4_;
-	b[0] = b0_;
-}
-
-static __always_inline void fproduct_copy_from_wide_(u64 *output, u128 *input)
-{
-	{
-		u128 xi = input[0];
-		output[0] = ((u64)(xi));
-	}
-	{
-		u128 xi = input[1];
-		output[1] = ((u64)(xi));
-	}
-	{
-		u128 xi = input[2];
-		output[2] = ((u64)(xi));
-	}
-	{
-		u128 xi = input[3];
-		output[3] = ((u64)(xi));
-	}
-	{
-		u128 xi = input[4];
-		output[4] = ((u64)(xi));
-	}
-}
-
-static __always_inline void fproduct_sum_scalar_multiplication_(u128 *output, u64 *input, u64 s)
-{
-	u32 i;
-	for (i = 0; i < 5; ++i) {
-		u128 xi = output[i];
-		u64 yi = input[i];
-		output[i] = ((xi) + (((u128)(yi) * (s))));
-	}
-}
-
-static __always_inline void fproduct_carry_wide_(u128 *tmp)
-{
-	u32 i;
-	for (i = 0; i < 4; ++i) {
-		u32 ctr = i;
-		u128 tctr = tmp[ctr];
-		u128 tctrp1 = tmp[ctr + 1];
-		u64 r0 = ((u64)(tctr)) & 0x7ffffffffffffLLU;
-		u128 c = ((tctr) >> (51));
-		tmp[ctr] = ((u128)(r0));
-		tmp[ctr + 1] = ((tctrp1) + (c));
-	}
-}
-
-static __always_inline void fmul_shift_reduce(u64 *output)
-{
-	u64 tmp = output[4];
-	u64 b0;
-	{
-		u32 ctr = 5 - 0 - 1;
-		u64 z = output[ctr - 1];
-		output[ctr] = z;
-	}
-	{
-		u32 ctr = 5 - 1 - 1;
-		u64 z = output[ctr - 1];
-		output[ctr] = z;
-	}
-	{
-		u32 ctr = 5 - 2 - 1;
-		u64 z = output[ctr - 1];
-		output[ctr] = z;
-	}
-	{
-		u32 ctr = 5 - 3 - 1;
-		u64 z = output[ctr - 1];
-		output[ctr] = z;
-	}
-	output[0] = tmp;
-	b0 = output[0];
-	output[0] = 19 * b0;
-}
-
-static __always_inline void fmul_mul_shift_reduce_(u128 *output, u64 *input, u64 *input21)
-{
-	u32 i;
-	u64 input2i;
-	{
-		u64 input2i = input21[0];
-		fproduct_sum_scalar_multiplication_(output, input, input2i);
-		fmul_shift_reduce(input);
-	}
-	{
-		u64 input2i = input21[1];
-		fproduct_sum_scalar_multiplication_(output, input, input2i);
-		fmul_shift_reduce(input);
-	}
-	{
-		u64 input2i = input21[2];
-		fproduct_sum_scalar_multiplication_(output, input, input2i);
-		fmul_shift_reduce(input);
-	}
-	{
-		u64 input2i = input21[3];
-		fproduct_sum_scalar_multiplication_(output, input, input2i);
-		fmul_shift_reduce(input);
-	}
-	i = 4;
-	input2i = input21[i];
-	fproduct_sum_scalar_multiplication_(output, input, input2i);
-}
-
-static __always_inline void fmul_fmul(u64 *output, u64 *input, u64 *input21)
-{
-	u64 tmp[5];
-	memcpy(tmp, input, 5 * sizeof(*input));
-	{
-		u128 b4;
-		u128 b0;
-		u128 b4_;
-		u128 b0_;
-		u64 i0;
-		u64 i1;
-		u64 i0_;
-		u64 i1_;
-		u128 t[5];
-		{
-			u32 _i;
-			for (_i = 0; _i < 5; ++_i)
-				t[_i] = ((u128)(0));
-		}
-		fmul_mul_shift_reduce_(t, tmp, input21);
-		fproduct_carry_wide_(t);
-		b4 = t[4];
-		b0 = t[0];
-		b4_ = ((b4) & (((u128)(0x7ffffffffffffLLU))));
-		b0_ = ((b0) + (((u128)(19) * (((u64)(((b4) >> (51))))))));
-		t[4] = b4_;
-		t[0] = b0_;
-		fproduct_copy_from_wide_(output, t);
-		i0 = output[0];
-		i1 = output[1];
-		i0_ = i0 & 0x7ffffffffffffLLU;
-		i1_ = i1 + (i0 >> 51);
-		output[0] = i0_;
-		output[1] = i1_;
-	}
-}
-
-static __always_inline void fsquare_fsquare__(u128 *tmp, u64 *output)
-{
-	u64 r0 = output[0];
-	u64 r1 = output[1];
-	u64 r2 = output[2];
-	u64 r3 = output[3];
-	u64 r4 = output[4];
-	u64 d0 = r0 * 2;
-	u64 d1 = r1 * 2;
-	u64 d2 = r2 * 2 * 19;
-	u64 d419 = r4 * 19;
-	u64 d4 = d419 * 2;
-	u128 s0 = ((((((u128)(r0) * (r0))) + (((u128)(d4) * (r1))))) + (((u128)(d2) * (r3))));
-	u128 s1 = ((((((u128)(d0) * (r1))) + (((u128)(d4) * (r2))))) + (((u128)(r3 * 19) * (r3))));
-	u128 s2 = ((((((u128)(d0) * (r2))) + (((u128)(r1) * (r1))))) + (((u128)(d4) * (r3))));
-	u128 s3 = ((((((u128)(d0) * (r3))) + (((u128)(d1) * (r2))))) + (((u128)(r4) * (d419))));
-	u128 s4 = ((((((u128)(d0) * (r4))) + (((u128)(d1) * (r3))))) + (((u128)(r2) * (r2))));
-	tmp[0] = s0;
-	tmp[1] = s1;
-	tmp[2] = s2;
-	tmp[3] = s3;
-	tmp[4] = s4;
-}
-
-static __always_inline void fsquare_fsquare_(u128 *tmp, u64 *output)
-{
-	u128 b4;
-	u128 b0;
-	u128 b4_;
-	u128 b0_;
-	u64 i0;
-	u64 i1;
-	u64 i0_;
-	u64 i1_;
-	fsquare_fsquare__(tmp, output);
-	fproduct_carry_wide_(tmp);
-	b4 = tmp[4];
-	b0 = tmp[0];
-	b4_ = ((b4) & (((u128)(0x7ffffffffffffLLU))));
-	b0_ = ((b0) + (((u128)(19) * (((u64)(((b4) >> (51))))))));
-	tmp[4] = b4_;
-	tmp[0] = b0_;
-	fproduct_copy_from_wide_(output, tmp);
-	i0 = output[0];
-	i1 = output[1];
-	i0_ = i0 & 0x7ffffffffffffLLU;
-	i1_ = i1 + (i0 >> 51);
-	output[0] = i0_;
-	output[1] = i1_;
-}
-
-static __always_inline void fsquare_fsquare_times_(u64 *input, u128 *tmp, u32 count1)
-{
-	u32 i;
-	fsquare_fsquare_(tmp, input);
-	for (i = 1; i < count1; ++i)
-		fsquare_fsquare_(tmp, input);
-}
-
-static __always_inline void fsquare_fsquare_times(u64 *output, u64 *input, u32 count1)
-{
-	u128 t[5];
-	{
-		u32 _i;
-		for (_i = 0; _i < 5; ++_i)
-			t[_i] = ((u128)(0));
-	}
-	memcpy(output, input, 5 * sizeof(*input));
-	fsquare_fsquare_times_(output, t, count1);
-}
-
-static __always_inline void fsquare_fsquare_times_inplace(u64 *output, u32 count1)
-{
-	u128 t[5];
-	{
-		u32 _i;
-		for (_i = 0; _i < 5; ++_i)
-			t[_i] = ((u128)(0));
-	}
-	fsquare_fsquare_times_(output, t, count1);
-}
-
-static __always_inline void crecip_crecip(u64 *out, u64 *z)
-{
-	u64 buf[20] = { 0 };
-	u64 *a0 = buf;
-	u64 *t00 = buf + 5;
-	u64 *b0 = buf + 10;
-	u64 *t01;
-	u64 *b1;
-	u64 *c0;
-	u64 *a;
-	u64 *t0;
-	u64 *b;
-	u64 *c;
-	fsquare_fsquare_times(a0, z, 1);
-	fsquare_fsquare_times(t00, a0, 2);
-	fmul_fmul(b0, t00, z);
-	fmul_fmul(a0, b0, a0);
-	fsquare_fsquare_times(t00, a0, 1);
-	fmul_fmul(b0, t00, b0);
-	fsquare_fsquare_times(t00, b0, 5);
-	t01 = buf + 5;
-	b1 = buf + 10;
-	c0 = buf + 15;
-	fmul_fmul(b1, t01, b1);
-	fsquare_fsquare_times(t01, b1, 10);
-	fmul_fmul(c0, t01, b1);
-	fsquare_fsquare_times(t01, c0, 20);
-	fmul_fmul(t01, t01, c0);
-	fsquare_fsquare_times_inplace(t01, 10);
-	fmul_fmul(b1, t01, b1);
-	fsquare_fsquare_times(t01, b1, 50);
-	a = buf;
-	t0 = buf + 5;
-	b = buf + 10;
-	c = buf + 15;
-	fmul_fmul(c, t0, b);
-	fsquare_fsquare_times(t0, c, 100);
-	fmul_fmul(t0, t0, c);
-	fsquare_fsquare_times_inplace(t0, 50);
-	fmul_fmul(t0, t0, b);
-	fsquare_fsquare_times_inplace(t0, 5);
-	fmul_fmul(out, t0, a);
-}
-
-static __always_inline void fsum(u64 *a, u64 *b)
-{
-	u32 i;
-	for (i = 0; i < 5; ++i) {
-		u64 xi = a[i];
-		u64 yi = b[i];
-		a[i] = xi + yi;
-	}
-}
-
-static __always_inline void fdifference(u64 *a, u64 *b)
-{
-	u64 tmp[5] = { 0 };
-	u64 b0;
-	u64 b1;
-	u64 b2;
-	u64 b3;
-	u64 b4;
-	memcpy(tmp, b, 5 * sizeof(*b));
-	b0 = tmp[0];
-	b1 = tmp[1];
-	b2 = tmp[2];
-	b3 = tmp[3];
-	b4 = tmp[4];
-	tmp[0] = b0 + 0x3fffffffffff68LLU;
-	tmp[1] = b1 + 0x3ffffffffffff8LLU;
-	tmp[2] = b2 + 0x3ffffffffffff8LLU;
-	tmp[3] = b3 + 0x3ffffffffffff8LLU;
-	tmp[4] = b4 + 0x3ffffffffffff8LLU;
-	{
-		u64 xi = a[0];
-		u64 yi = tmp[0];
-		a[0] = yi - xi;
-	}
-	{
-		u64 xi = a[1];
-		u64 yi = tmp[1];
-		a[1] = yi - xi;
-	}
-	{
-		u64 xi = a[2];
-		u64 yi = tmp[2];
-		a[2] = yi - xi;
-	}
-	{
-		u64 xi = a[3];
-		u64 yi = tmp[3];
-		a[3] = yi - xi;
-	}
-	{
-		u64 xi = a[4];
-		u64 yi = tmp[4];
-		a[4] = yi - xi;
-	}
-}
-
-static __always_inline void fscalar(u64 *output, u64 *b, u64 s)
-{
-	u128 tmp[5];
-	u128 b4;
-	u128 b0;
-	u128 b4_;
-	u128 b0_;
-	{
-		u64 xi = b[0];
-		tmp[0] = ((u128)(xi) * (s));
-	}
-	{
-		u64 xi = b[1];
-		tmp[1] = ((u128)(xi) * (s));
-	}
-	{
-		u64 xi = b[2];
-		tmp[2] = ((u128)(xi) * (s));
-	}
-	{
-		u64 xi = b[3];
-		tmp[3] = ((u128)(xi) * (s));
-	}
-	{
-		u64 xi = b[4];
-		tmp[4] = ((u128)(xi) * (s));
-	}
-	fproduct_carry_wide_(tmp);
-	b4 = tmp[4];
-	b0 = tmp[0];
-	b4_ = ((b4) & (((u128)(0x7ffffffffffffLLU))));
-	b0_ = ((b0) + (((u128)(19) * (((u64)(((b4) >> (51))))))));
-	tmp[4] = b4_;
-	tmp[0] = b0_;
-	fproduct_copy_from_wide_(output, tmp);
-}
-
-static __always_inline void fmul(u64 *output, u64 *a, u64 *b)
-{
-	fmul_fmul(output, a, b);
-}
-
-static __always_inline void crecip(u64 *output, u64 *input)
-{
-	crecip_crecip(output, input);
-}
-
-static __always_inline void point_swap_conditional_step(u64 *a, u64 *b, u64 swap1, u32 ctr)
-{
-	u32 i = ctr - 1;
-	u64 ai = a[i];
-	u64 bi = b[i];
-	u64 x = swap1 & (ai ^ bi);
-	u64 ai1 = ai ^ x;
-	u64 bi1 = bi ^ x;
-	a[i] = ai1;
-	b[i] = bi1;
-}
-
-static __always_inline void point_swap_conditional_(u64 *a, u64 *b, u64 swap1, u32 ctr)
-{
-	u32 i;
-	for (i = ctr; i > 0; --i)
-		point_swap_conditional_step(a, b, swap1, i);
-}
-
-static __always_inline void point_swap_conditional(u64 *a, u64 *b, u64 iswap)
-{
-	u64 swap1 = 0 - iswap;
-	point_swap_conditional_(a, b, swap1, 5);
-	point_swap_conditional_(a + 5, b + 5, swap1, 5);
-}
-
-static __always_inline void point_copy(u64 *output, u64 *input)
-{
-	memcpy(output, input, 5 * sizeof(*input));
-	memcpy(output + 5, input + 5, 5 * sizeof(*input));
-}
-
-static __always_inline void addanddouble_fmonty(u64 *pp, u64 *ppq, u64 *p, u64 *pq, u64 *qmqp)
-{
-	u64 *qx = qmqp;
-	u64 *x2 = pp;
-	u64 *z2 = pp + 5;
-	u64 *x3 = ppq;
-	u64 *z3 = ppq + 5;
-	u64 *x = p;
-	u64 *z = p + 5;
-	u64 *xprime = pq;
-	u64 *zprime = pq + 5;
-	u64 buf[40] = { 0 };
-	u64 *origx = buf;
-	u64 *origxprime0 = buf + 5;
-	u64 *xxprime0;
-	u64 *zzprime0;
-	u64 *origxprime;
-	xxprime0 = buf + 25;
-	zzprime0 = buf + 30;
-	memcpy(origx, x, 5 * sizeof(*x));
-	fsum(x, z);
-	fdifference(z, origx);
-	memcpy(origxprime0, xprime, 5 * sizeof(*xprime));
-	fsum(xprime, zprime);
-	fdifference(zprime, origxprime0);
-	fmul(xxprime0, xprime, z);
-	fmul(zzprime0, x, zprime);
-	origxprime = buf + 5;
-	{
-		u64 *xx0;
-		u64 *zz0;
-		u64 *xxprime;
-		u64 *zzprime;
-		u64 *zzzprime;
-		xx0 = buf + 15;
-		zz0 = buf + 20;
-		xxprime = buf + 25;
-		zzprime = buf + 30;
-		zzzprime = buf + 35;
-		memcpy(origxprime, xxprime, 5 * sizeof(*xxprime));
-		fsum(xxprime, zzprime);
-		fdifference(zzprime, origxprime);
-		fsquare_fsquare_times(x3, xxprime, 1);
-		fsquare_fsquare_times(zzzprime, zzprime, 1);
-		fmul(z3, zzzprime, qx);
-		fsquare_fsquare_times(xx0, x, 1);
-		fsquare_fsquare_times(zz0, z, 1);
-		{
-			u64 *zzz;
-			u64 *xx;
-			u64 *zz;
-			u64 scalar;
-			zzz = buf + 10;
-			xx = buf + 15;
-			zz = buf + 20;
-			fmul(x2, xx, zz);
-			fdifference(zz, xx);
-			scalar = 121665;
-			fscalar(zzz, zz, scalar);
-			fsum(zzz, xx);
-			fmul(z2, zzz, zz);
-		}
-	}
-}
-
-static __always_inline void ladder_smallloop_cmult_small_loop_step(u64 *nq, u64 *nqpq, u64 *nq2, u64 *nqpq2, u64 *q, u8 byt)
-{
-	u64 bit0 = (u64)(byt >> 7);
-	u64 bit;
-	point_swap_conditional(nq, nqpq, bit0);
-	addanddouble_fmonty(nq2, nqpq2, nq, nqpq, q);
-	bit = (u64)(byt >> 7);
-	point_swap_conditional(nq2, nqpq2, bit);
-}
-
-static __always_inline void ladder_smallloop_cmult_small_loop_double_step(u64 *nq, u64 *nqpq, u64 *nq2, u64 *nqpq2, u64 *q, u8 byt)
-{
-	u8 byt1;
-	ladder_smallloop_cmult_small_loop_step(nq, nqpq, nq2, nqpq2, q, byt);
-	byt1 = byt << 1;
-	ladder_smallloop_cmult_small_loop_step(nq2, nqpq2, nq, nqpq, q, byt1);
-}
-
-static __always_inline void ladder_smallloop_cmult_small_loop(u64 *nq, u64 *nqpq, u64 *nq2, u64 *nqpq2, u64 *q, u8 byt, u32 i)
-{
-	while (i--) {
-		ladder_smallloop_cmult_small_loop_double_step(nq, nqpq, nq2, nqpq2, q, byt);
-		byt <<= 2;
-	}
-}
-
-static __always_inline void ladder_bigloop_cmult_big_loop(u8 *n1, u64 *nq, u64 *nqpq, u64 *nq2, u64 *nqpq2, u64 *q, u32 i)
-{
-	while (i--) {
-		u8 byte = n1[i];
-		ladder_smallloop_cmult_small_loop(nq, nqpq, nq2, nqpq2, q, byte, 4);
-	}
-}
-
-static __always_inline void ladder_cmult(u64 *result, u8 *n1, u64 *q)
-{
-	u64 point_buf[40] = { 0 };
-	u64 *nq = point_buf;
-	u64 *nqpq = point_buf + 10;
-	u64 *nq2 = point_buf + 20;
-	u64 *nqpq2 = point_buf + 30;
-	point_copy(nqpq, q);
-	nq[0] = 1;
-	ladder_bigloop_cmult_big_loop(n1, nq, nqpq, nq2, nqpq2, q, 32);
-	point_copy(result, nq);
-}
-
-static __always_inline void format_fexpand(u64 *output, const u8 *input)
-{
-	const u8 *x00 = input + 6;
-	const u8 *x01 = input + 12;
-	const u8 *x02 = input + 19;
-	const u8 *x0 = input + 24;
-	u64 i0, i1, i2, i3, i4, output0, output1, output2, output3, output4;
-	i0 = le64_to_cpup((__force __le64 *)input);
-	i1 = le64_to_cpup((__force __le64 *)x00);
-	i2 = le64_to_cpup((__force __le64 *)x01);
-	i3 = le64_to_cpup((__force __le64 *)x02);
-	i4 = le64_to_cpup((__force __le64 *)x0);
-	output0 = i0 & 0x7ffffffffffffLLU;
-	output1 = i1 >> 3 & 0x7ffffffffffffLLU;
-	output2 = i2 >> 6 & 0x7ffffffffffffLLU;
-	output3 = i3 >> 1 & 0x7ffffffffffffLLU;
-	output4 = i4 >> 12 & 0x7ffffffffffffLLU;
-	output[0] = output0;
-	output[1] = output1;
-	output[2] = output2;
-	output[3] = output3;
-	output[4] = output4;
-}
-
-static __always_inline void format_fcontract_first_carry_pass(u64 *input)
-{
-	u64 t0 = input[0];
-	u64 t1 = input[1];
-	u64 t2 = input[2];
-	u64 t3 = input[3];
-	u64 t4 = input[4];
-	u64 t1_ = t1 + (t0 >> 51);
-	u64 t0_ = t0 & 0x7ffffffffffffLLU;
-	u64 t2_ = t2 + (t1_ >> 51);
-	u64 t1__ = t1_ & 0x7ffffffffffffLLU;
-	u64 t3_ = t3 + (t2_ >> 51);
-	u64 t2__ = t2_ & 0x7ffffffffffffLLU;
-	u64 t4_ = t4 + (t3_ >> 51);
-	u64 t3__ = t3_ & 0x7ffffffffffffLLU;
-	input[0] = t0_;
-	input[1] = t1__;
-	input[2] = t2__;
-	input[3] = t3__;
-	input[4] = t4_;
-}
-
-static __always_inline void format_fcontract_first_carry_full(u64 *input)
-{
-	format_fcontract_first_carry_pass(input);
-	modulo_carry_top(input);
-}
-
-static __always_inline void format_fcontract_second_carry_pass(u64 *input)
-{
-	u64 t0 = input[0];
-	u64 t1 = input[1];
-	u64 t2 = input[2];
-	u64 t3 = input[3];
-	u64 t4 = input[4];
-	u64 t1_ = t1 + (t0 >> 51);
-	u64 t0_ = t0 & 0x7ffffffffffffLLU;
-	u64 t2_ = t2 + (t1_ >> 51);
-	u64 t1__ = t1_ & 0x7ffffffffffffLLU;
-	u64 t3_ = t3 + (t2_ >> 51);
-	u64 t2__ = t2_ & 0x7ffffffffffffLLU;
-	u64 t4_ = t4 + (t3_ >> 51);
-	u64 t3__ = t3_ & 0x7ffffffffffffLLU;
-	input[0] = t0_;
-	input[1] = t1__;
-	input[2] = t2__;
-	input[3] = t3__;
-	input[4] = t4_;
-}
-
-static __always_inline void format_fcontract_second_carry_full(u64 *input)
-{
-	u64 i0;
-	u64 i1;
-	u64 i0_;
-	u64 i1_;
-	format_fcontract_second_carry_pass(input);
-	modulo_carry_top(input);
-	i0 = input[0];
-	i1 = input[1];
-	i0_ = i0 & 0x7ffffffffffffLLU;
-	i1_ = i1 + (i0 >> 51);
-	input[0] = i0_;
-	input[1] = i1_;
-}
-
-static __always_inline void format_fcontract_trim(u64 *input)
-{
-	u64 a0 = input[0];
-	u64 a1 = input[1];
-	u64 a2 = input[2];
-	u64 a3 = input[3];
-	u64 a4 = input[4];
-	u64 mask0 = u64_gte_mask(a0, 0x7ffffffffffedLLU);
-	u64 mask1 = u64_eq_mask(a1, 0x7ffffffffffffLLU);
-	u64 mask2 = u64_eq_mask(a2, 0x7ffffffffffffLLU);
-	u64 mask3 = u64_eq_mask(a3, 0x7ffffffffffffLLU);
-	u64 mask4 = u64_eq_mask(a4, 0x7ffffffffffffLLU);
-	u64 mask = (((mask0 & mask1) & mask2) & mask3) & mask4;
-	u64 a0_ = a0 - (0x7ffffffffffedLLU & mask);
-	u64 a1_ = a1 - (0x7ffffffffffffLLU & mask);
-	u64 a2_ = a2 - (0x7ffffffffffffLLU & mask);
-	u64 a3_ = a3 - (0x7ffffffffffffLLU & mask);
-	u64 a4_ = a4 - (0x7ffffffffffffLLU & mask);
-	input[0] = a0_;
-	input[1] = a1_;
-	input[2] = a2_;
-	input[3] = a3_;
-	input[4] = a4_;
-}
-
-static __always_inline void format_fcontract_store(u8 *output, u64 *input)
-{
-	u64 t0 = input[0];
-	u64 t1 = input[1];
-	u64 t2 = input[2];
-	u64 t3 = input[3];
-	u64 t4 = input[4];
-	u64 o0 = t1 << 51 | t0;
-	u64 o1 = t2 << 38 | t1 >> 13;
-	u64 o2 = t3 << 25 | t2 >> 26;
-	u64 o3 = t4 << 12 | t3 >> 39;
-	u8 *b0 = output;
-	u8 *b1 = output + 8;
-	u8 *b2 = output + 16;
-	u8 *b3 = output + 24;
-	*(__force __le64 *)b0 = cpu_to_le64(o0);
-	*(__force __le64 *)b1 = cpu_to_le64(o1);
-	*(__force __le64 *)b2 = cpu_to_le64(o2);
-	*(__force __le64 *)b3 = cpu_to_le64(o3);
-}
-
-static __always_inline void format_fcontract(u8 *output, u64 *input)
-{
-	format_fcontract_first_carry_full(input);
-	format_fcontract_second_carry_full(input);
-	format_fcontract_trim(input);
-	format_fcontract_store(output, input);
-}
-
-static __always_inline void format_scalar_of_point(u8 *scalar, u64 *point)
-{
-	u64 *x = point;
-	u64 *z = point + 5;
-	u64 buf[10] __aligned(32) = { 0 };
-	u64 *zmone = buf;
-	u64 *sc = buf + 5;
-	crecip(zmone, z);
-	fmul(sc, x, zmone);
-	format_fcontract(scalar, sc);
-}
-
-static void curve25519_generic(u8 mypublic[CURVE25519_POINT_SIZE], const u8 secret[CURVE25519_POINT_SIZE], const u8 basepoint[CURVE25519_POINT_SIZE])
-{
-	u64 buf0[10] __aligned(32) = { 0 };
-	u64 *x0 = buf0;
-	u64 *z = buf0 + 5;
-	u64 *q;
-	format_fexpand(x0, basepoint);
-	z[0] = 1;
-	q = buf0;
-	{
-		u8 e[32] __aligned(32) = { 0 };
-		u8 *scalar;
-		memcpy(e, secret, 32);
-		normalize_secret(e);
-		scalar = e;
-		{
-			u64 buf[15] = { 0 };
-			u64 *nq = buf;
-			u64 *x = nq;
-			x[0] = 1;
-			ladder_cmult(nq, scalar, q);
-			format_scalar_of_point(mypublic, nq);
-			memzero_explicit(buf, sizeof(buf));
-		}
-		memzero_explicit(e, sizeof(e));
-	}
-	memzero_explicit(buf0, sizeof(buf0));
-}
diff --git a/src/crypto/curve25519.c b/src/crypto/curve25519.c
index eba94cd..38020be 100644
--- a/src/crypto/curve25519.c
+++ b/src/crypto/curve25519.c
@@ -25,11 +25,7 @@ static __always_inline void normalize_secret(u8 secret[CURVE25519_POINT_SIZE])
 void __init curve25519_fpu_init(void) { }
 #endif
 
-#if defined(CONFIG_ARCH_SUPPORTS_INT128) && defined(__SIZEOF_INT128__)
-#include "curve25519-hacl64.h"
-#else
-#include "curve25519-fiat32.h"
-#endif
+#include "curve25519-generic.h"
 
 static const u8 null_point[CURVE25519_POINT_SIZE] = { 0 };
 
diff --git a/src/tests/qemu/Makefile b/src/tests/qemu/Makefile
index 97cd80d..7c29955 100644
--- a/src/tests/qemu/Makefile
+++ b/src/tests/qemu/Makefile
@@ -25,7 +25,7 @@ DOWNLOAD := wget -O
 MIRROR := https://download.wireguard.com/qemu-test/distfiles/
 
 WIREGUARD_SOURCES := $(wildcard ../../*.c ../../*.h ../../selftest/*.h ../../crypto/*.c ../../crypto/*.h ../../crypto/*.S ../../compat/*.h)
-TOOLS_SOURCES := $(wildcard ../../tools/*.c ../../tools/*.h ../../uapi/*.h ../../crypto/curve25519-hacl64.h ../../crypto/curve25519-fiat32.h)
+TOOLS_SOURCES := $(wildcard ../../tools/*.c ../../tools/*.h ../../uapi/*.h ../../crypto/curve25519-generic.h)
 
 default: qemu
 
diff --git a/src/tools/curve25519.c b/src/tools/curve25519.c
index 0ed4977..50b95a9 100644
--- a/src/tools/curve25519.c
+++ b/src/tools/curve25519.c
@@ -1,11 +1,6 @@
 /* SPDX-License-Identifier: GPL-2.0
  *
- * Copyright (C) 2016-2017 INRIA and Microsoft Corporation.
- * Copyright (C) 2015-2016 The fiat-crypto Authors.
  * Copyright (C) 2018 Jason A. Donenfeld <Jason@zx2c4.com>. All Rights Reserved.
- *
- * This is a machine-generated formally verified implementation of curve25519 DH from:
- * https://github.com/mitls/hacl-star and https://github.com/mit-plv/fiat-crypto
  */
 
 #include "curve25519.h"
@@ -44,11 +39,11 @@ static noinline void memzero_explicit(void *s, size_t count)
 }
 
 #ifdef __SIZEOF_INT128__
-#include "../crypto/curve25519-hacl64.h"
-#else
-#include "../crypto/curve25519-fiat32.h"
+#define CONFIG_ARCH_SUPPORTS_INT128
 #endif
 
+#include "../crypto/curve25519-generic.h"
+
 void curve25519_generate_public(uint8_t pub[static CURVE25519_POINT_SIZE], const uint8_t secret[static CURVE25519_POINT_SIZE])
 {
 	static const uint8_t basepoint[CURVE25519_POINT_SIZE] = { 9 };
-- 
cgit v1.2.3-59-g8ed1b