Definition ox4530_0000 := Int.repr 1160773632.        (**r [0x4530_0000] *)

(* Specifications: *)
Lemma split_bits_or':
forall x,
split_bits 52 11 (Int64.unsigned (Int64.ofwords ox4530_0000 x)) = (false, Int.unsigned x, 1107).
Lemma from_words_value':
forall x,
B2R _ _ (from_words ox4530_0000 x) = (bpow radix2 84 + Z2R (Int.unsigned x * two_p 32))%R
/\ is_finite _ _ (from_words ox4530_0000 x) = true
/\ Bsign _ _ (from_words ox4530_0000 x) = false.
Lemma from_words_eq':
forall x, from_words ox4530_0000 x = BofZ 53 1024 __ __ (2^84 + Int.unsigned x * 2^32).
Theorem of_longu_from_words:
forall l,
of_longu l =
add (sub (from_words ox4530_0000 (Int64.hiword l))
(from_words ox4530_0000 (Int.repr (two_p 20))))
(from_words ox4330_0000 (Int64.loword l)).
Theorem of_long_from_words:
forall l,
of_long l =
add (sub (from_words ox4530_0000 (Int.add (Int64.hiword l) ox8000_0000))
(from_words ox4530_0000 (Int.repr (two_p 20+two_p 31))))
(from_words ox4330_0000 (Int64.loword l)).
Lemma split_bits_or':
forall x,
split_bits 52 11 (Int64.unsigned (Int64.ofwords ox4530_0000 x)) = (false, Int.unsigned x, 1107).
Lemma from_words_value':
forall x,
B2R _ _ (from_words ox4530_0000 x) = (bpow radix2 84 + Z2R (Int.unsigned x * two_p 32))%R
/\ is_finite _ _ (from_words ox4530_0000 x) = true
/\ Bsign _ _ (from_words ox4530_0000 x) = false.
Lemma from_words_eq':
forall x, from_words ox4530_0000 x = BofZ 53 1024 __ __ (2^84 + Int.unsigned x * 2^32).
Theorem of_longu_from_words:
forall l,
of_longu l =
add (sub (from_words ox4530_0000 (Int64.hiword l))
(from_words ox4530_0000 (Int.repr (two_p 20))))
(from_words ox4330_0000 (Int64.loword l)).
Theorem of_long_from_words:
forall l,
of_long l =
add (sub (from_words ox4530_0000 (Int.add (Int64.hiword l) ox8000_0000))
(from_words ox4530_0000 (Int.repr (two_p 20+two_p 31))))
(from_words ox4330_0000 (Int64.loword l)).