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250 lines
7.3 KiB
250 lines
7.3 KiB
/* file: pack_ieee_t.c */
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/*
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**
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** COPYRIGHT (c) 1989 BY
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** DIGITAL EQUIPMENT CORPORATION, MAYNARD, MASSACHUSETTS.
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** ALL RIGHTS RESERVED.
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**
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** THIS SOFTWARE IS FURNISHED UNDER A LICENSE AND MAY BE USED AND COPIED
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** ONLY IN ACCORDANCE WITH THE TERMS OF SUCH LICENSE AND WITH THE
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** INCLUSION OF THE ABOVE COPYRIGHT NOTICE. THIS SOFTWARE OR ANY OTHER
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** COPIES THEREOF MAY NOT BE PROVIDED OR OTHERWISE MADE AVAILABLE TO ANY
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** OTHER PERSON. NO TITLE TO AND OWNERSHIP OF THE SOFTWARE IS HEREBY
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** TRANSFERRED.
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**
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** THE INFORMATION IN THIS SOFTWARE IS SUBJECT TO CHANGE WITHOUT NOTICE
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** AND SHOULD NOT BE CONSTRUED AS A COMMITMENT BY DIGITAL EQUIPMENT
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** CORPORATION.
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**
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** DIGITAL ASSUMES NO RESPONSIBILITY FOR THE USE OR RELIABILITY OF ITS
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** SOFTWARE ON EQUIPMENT WHICH IS NOT SUPPLIED BY DIGITAL.
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**
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*/
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/*
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**++
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** Facility:
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**
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** CVT Run-Time Library
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**
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** Abstract:
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**
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** This module contains code to extract information from an
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** UNPACKED_REAL structure and to create an IEEE double floating number
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** with those bits.
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**
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** This module is meant to be used as an include file.
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**
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** Author: Math RTL
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**
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** Creation Date: November 24, 1989.
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**
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** Modification History:
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**
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**--
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*/
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/*
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**++
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** Functional Description:
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**
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** This module contains code to extract information from an
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** UNPACKED_REAL structure and to create an IEEE double floating number
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** with those bits.
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**
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** See the header files for a description of the UNPACKED_REAL
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** structure.
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**
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** A normalized IEEE double precision floating number looks like:
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**
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** [0]: 32 low order fraction bits
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** [1]: Sign bit, 11 exp bits (bias 1023), 20 fraction bits
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**
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** 1.0 <= fraction < 2.0, MSB implicit
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**
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** For more details see "Mips R2000 Risc Architecture"
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** by Gerry Kane, page 6-8 or ANSI/IEEE Std 754-1985.
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**
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**
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** Implicit parameters:
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**
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** options: a word of flags, see include files.
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**
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** output_value: a pointer to the input parameter.
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**
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** r: an UNPACKED_REAL structure.
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**
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** i: a temporary integer variable
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**
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**--
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*/
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if (r[U_R_FLAGS] & U_R_UNUSUAL) {
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if (r[U_R_FLAGS] & U_R_ZERO)
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if (r[U_R_FLAGS] & U_R_NEGATIVE)
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RpcpMemoryCopy(output_value, IEEE_T_NEG_ZERO, 8);
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else
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RpcpMemoryCopy(output_value, IEEE_T_POS_ZERO, 8);
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else if (r[U_R_FLAGS] & U_R_INFINITY) {
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if (r[U_R_FLAGS] & U_R_NEGATIVE)
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RpcpMemoryCopy(output_value, IEEE_T_NEG_INFINITY, 8);
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else
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RpcpMemoryCopy(output_value, IEEE_T_POS_INFINITY, 8);
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} else if (r[U_R_FLAGS] & U_R_INVALID) {
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RpcpMemoryCopy(output_value, IEEE_T_INVALID, 8);
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RAISE(cvt__invalid_value);
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}
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} else {
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/* Precision varies if value will be a denorm */
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/* So, figure out where to round (0 <= i <= 53). */
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round_bit_position = r[U_R_EXP] - ((U_R_BIAS - 1022) - 52);
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if (round_bit_position < 0)
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round_bit_position = 0;
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else if (round_bit_position > 53)
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round_bit_position = 53;
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#include "round.c"
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if (r[U_R_EXP] < (U_R_BIAS - 1021)) {
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/* Denorm or underflow */
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if (r[U_R_EXP] < ((U_R_BIAS - 1021) - 52)) {
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/* Value is too small for a denorm, so underflow */
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if (r[U_R_FLAGS] & U_R_NEGATIVE)
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RpcpMemoryCopy(output_value, IEEE_T_NEG_ZERO, 8);
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else
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RpcpMemoryCopy(output_value, IEEE_T_POS_ZERO, 8);
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if (options & CVT_C_ERR_UNDERFLOW) {
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RAISE(cvt__underflow);
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}
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} else {
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/* Figure leading zeros for denorm and right-justify fraction */
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i = 64 - (r[U_R_EXP] - ((U_R_BIAS - 1022) - 52));
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if (i > 31) {
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i -= 32;
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r[2] = (r[1] >> i);
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r[1] = 0;
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} else {
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r[2] >>= i;
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r[2] |= (r[1] << 32 - i);
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r[1] >>= i;
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}
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/* OR in sign bit */
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r[1] |= (r[U_R_FLAGS] << 31);
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if (options & CVT_C_BIG_ENDIAN) {
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r[0] = ((r[1] << 24) | (r[1] >> 24));
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r[0] |= ((r[1] << 8) & 0x00FF0000L);
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r[0] |= ((r[1] >> 8) & 0x0000FF00L);
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r[1] = ((r[2] << 24) | (r[2] >> 24));
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r[1] |= ((r[2] << 8) & 0x00FF0000L);
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r[1] |= ((r[2] >> 8) & 0x0000FF00L);
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} else {
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r[0] = r[2];
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}
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RpcpMemoryCopy(output_value, r, 8);
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}
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} else if (r[U_R_EXP] > (U_R_BIAS + 1024)) {
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/* Overflow */
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if (options & CVT_C_TRUNCATE) {
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if (r[U_R_FLAGS] & U_R_NEGATIVE)
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RpcpMemoryCopy(output_value, IEEE_T_NEG_HUGE, 8);
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else
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RpcpMemoryCopy(output_value, IEEE_T_POS_HUGE, 8);
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} else if ((options & CVT_C_ROUND_TO_POS)
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&& (r[U_R_FLAGS] & U_R_NEGATIVE)) {
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RpcpMemoryCopy(output_value, IEEE_T_NEG_HUGE, 8);
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} else if ((options & CVT_C_ROUND_TO_NEG)
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&& !(r[U_R_FLAGS] & U_R_NEGATIVE)) {
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RpcpMemoryCopy(output_value, IEEE_T_POS_HUGE, 8);
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} else {
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if (r[U_R_FLAGS] & U_R_NEGATIVE)
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RpcpMemoryCopy(output_value, IEEE_T_NEG_INFINITY, 8);
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else
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RpcpMemoryCopy(output_value, IEEE_T_POS_INFINITY, 8);
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}
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RAISE(cvt__overflow);
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} else {
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/* Adjust bias of exponent */
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r[U_R_EXP] -= (U_R_BIAS - 1022);
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/* Make room for exponent and sign bit */
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r[2] >>= 11;
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r[2] |= (r[1] << 21);
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r[1] >>= 11;
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/* Clear implicit bit */
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r[1] &= 0x000FFFFFL;
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/* OR in exponent and sign bit */
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r[1] |= (r[U_R_EXP] << 20);
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r[1] |= (r[U_R_FLAGS] << 31);
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if (options & CVT_C_BIG_ENDIAN) {
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r[0] = ((r[1] << 24) | (r[1] >> 24));
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r[0] |= ((r[1] << 8) & 0x00FF0000L);
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r[0] |= ((r[1] >> 8) & 0x0000FF00L);
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r[1] = ((r[2] << 24) | (r[2] >> 24));
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r[1] |= ((r[2] << 8) & 0x00FF0000L);
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r[1] |= ((r[2] >> 8) & 0x0000FF00L);
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} else {
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r[0] = r[2];
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}
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RpcpMemoryCopy(output_value, r, 8);
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}
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}
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