If the option value is successfully modified to the new value, the function
returns \fBTCL_OK\fR.
It should call \fBTcl_BadChannelOption\fR which itself returns
\fBTCL_ERROR\fR if the \fIoptionName\fR is
unrecognized.
If \fInewValue\fR specifies a value for the option that
is not supported or if a system call error occurs,
the function should leave an error message in the
\fIresult\fR field of \fIinterp\fR if \fIinterp\fR is not NULL. The
function should also call \fBTcl_SetErrno\fR to store an appropriate POSIX
error code.
.PP
This value can be retrieved with \fBTcl_ChannelSetOptionProc\fR, which returns
a pointer to the function.
.SS GETOPTIONPROC
.PP

If the option value is successfully modified to the new value, the function
returns \fBTCL_OK\fR.
It should call \fBTcl_BadChannelOption\fR which itself returns
\fBTCL_ERROR\fR if the \fIoptionName\fR is
unrecognized.
If \fInewValue\fR specifies a value for the option that
is not supported or if a system call error occurs,
the function should leave an error message in the result
of \fIinterp\fR if \fIinterp\fR is not NULL. The
function should also call \fBTcl_SetErrno\fR to store an appropriate POSIX
error code.
.PP
This value can be retrieved with \fBTcl_ChannelSetOptionProc\fR, which returns
a pointer to the function.
.SS GETOPTIONPROC
.PP

.PP
These procedures are intended for access to the multiple interpreter
facility from inside C programs. They enable managing multiple interpreters
in a hierarchical relationship, and the management of aliases, commands
that when invoked in one interpreter execute a command in another
interpreter. The return value for those procedures that return an \fBint\fR
is either \fBTCL_OK\fR or \fBTCL_ERROR\fR. If \fBTCL_ERROR\fR is returned
then the \fBresult\fR field of the interpreter contains an error message.
.PP
\fBTcl_CreateSlave\fR creates a new interpreter as a slave of \fIinterp\fR.
It also creates a slave command named \fIslaveName\fR in \fIinterp\fR which
allows \fIinterp\fR to manipulate the new slave.
If \fIisSafe\fR is zero, the command creates a trusted slave in which Tcl
code has access to all the Tcl commands.
If it is \fB1\fR, the command creates a
................................................................................
\fIinterp\fR. The slave interpreter is identified by \fIslaveName\fR.
If no such slave interpreter exists, \fBNULL\fR is returned.
.PP
\fBTcl_GetMaster\fR returns a pointer to the master interpreter of
\fIinterp\fR. If \fIinterp\fR has no master (it is a
top-level interpreter) then \fBNULL\fR is returned.
.PP
\fBTcl_GetInterpPath\fR sets the \fIresult\fR field in \fIaskingInterp\fR
to the relative path between \fIaskingInterp\fR and \fIslaveInterp\fR;
\fIslaveInterp\fR must be a slave of \fIaskingInterp\fR. If the computation
of the relative path succeeds, \fBTCL_OK\fR is returned, else
\fBTCL_ERROR\fR is returned and the \fIresult\fR field in
\fIaskingInterp\fR contains the error message.
.PP
\fBTcl_CreateAlias\fR creates a command named \fIslaveCmd\fR in
\fIslaveInterp\fR that when invoked, will cause the command \fItargetCmd\fR
to be invoked in \fItargetInterp\fR. The arguments specified by the strings
contained in \fIargv\fR are always prepended to any arguments supplied in the
invocation of \fIslaveCmd\fR and passed to \fItargetCmd\fR.
This operation returns \fBTCL_OK\fR if it succeeds, or \fBTCL_ERROR\fR if
................................................................................
strings.
.PP
\fBTcl_ExposeCommand\fR moves the command named \fIhiddenCmdName\fR from
the set of hidden commands to the set of exposed commands, putting
it under the name
\fIcmdName\fR.
\fIHiddenCmdName\fR must be the name of an existing hidden
command, or the operation will return \fBTCL_ERROR\fR and leave an error
message in the \fIresult\fR field in \fIinterp\fR.
If an exposed command named \fIcmdName\fR already exists,
the operation returns \fBTCL_ERROR\fR and leaves an error message in the
value result of \fIinterp\fR.
If the operation succeeds, it returns \fBTCL_OK\fR.
After executing this command, attempts to use \fIcmdName\fR in a call to
\fBTcl_Eval\fR or with the Tcl \fBeval\fR command will again succeed.
.PP
\fBTcl_HideCommand\fR moves the command named \fIcmdName\fR from the set of
exposed commands to the set of hidden commands, under the name
\fIhiddenCmdName\fR.
\fICmdName\fR must be the name of an existing exposed
command, or the operation will return \fBTCL_ERROR\fR and leave an error
message in the value result of \fIinterp\fR.
Currently both \fIcmdName\fR and \fIhiddenCmdName\fR must not contain
namespace qualifiers, or the operation will return \fBTCL_ERROR\fR and
leave an error message in the value result of \fIinterp\fR.
The \fICmdName\fR will be looked up in the global namespace, and not
relative to the current namespace, even if the current namespace is not the
global one.
If a hidden command whose name is \fIhiddenCmdName\fR already
exists, the operation also returns \fBTCL_ERROR\fR and the \fIresult\fR
field in \fIinterp\fR contains an error message.
If the operation succeeds, it returns \fBTCL_OK\fR.
After executing this command, attempts to use \fIcmdName\fR in a call to
\fBTcl_Eval\fR or with the Tcl \fBeval\fR command will fail.
.PP
For a description of the Tcl interface to multiple interpreters, see
\fIinterp(n)\fR.
.SH "SEE ALSO"
interp

.SH KEYWORDS
alias, command, exposed commands, hidden commands, interpreter, invoke,
master, slave

.PP
These procedures are intended for access to the multiple interpreter
facility from inside C programs. They enable managing multiple interpreters
in a hierarchical relationship, and the management of aliases, commands
that when invoked in one interpreter execute a command in another
interpreter. The return value for those procedures that return an \fBint\fR
is either \fBTCL_OK\fR or \fBTCL_ERROR\fR. If \fBTCL_ERROR\fR is returned
then the interpreter's result contains an error message.
.PP
\fBTcl_CreateSlave\fR creates a new interpreter as a slave of \fIinterp\fR.
It also creates a slave command named \fIslaveName\fR in \fIinterp\fR which
allows \fIinterp\fR to manipulate the new slave.
If \fIisSafe\fR is zero, the command creates a trusted slave in which Tcl
code has access to all the Tcl commands.
If it is \fB1\fR, the command creates a
................................................................................
\fIinterp\fR. The slave interpreter is identified by \fIslaveName\fR.
If no such slave interpreter exists, \fBNULL\fR is returned.
.PP
\fBTcl_GetMaster\fR returns a pointer to the master interpreter of
\fIinterp\fR. If \fIinterp\fR has no master (it is a
top-level interpreter) then \fBNULL\fR is returned.
.PP
\fBTcl_GetInterpPath\fR stores in the result of \fIaskingInterp\fR
the relative path between \fIaskingInterp\fR and \fIslaveInterp\fR;
\fIslaveInterp\fR must be a slave of \fIaskingInterp\fR. If the computation
of the relative path succeeds, \fBTCL_OK\fR is returned, else
\fBTCL_ERROR\fR is returned and an error message is stored as the
result of \fIaskingInterp\fR.
.PP
\fBTcl_CreateAlias\fR creates a command named \fIslaveCmd\fR in
\fIslaveInterp\fR that when invoked, will cause the command \fItargetCmd\fR
to be invoked in \fItargetInterp\fR. The arguments specified by the strings
contained in \fIargv\fR are always prepended to any arguments supplied in the
invocation of \fIslaveCmd\fR and passed to \fItargetCmd\fR.
This operation returns \fBTCL_OK\fR if it succeeds, or \fBTCL_ERROR\fR if
................................................................................
strings.
.PP
\fBTcl_ExposeCommand\fR moves the command named \fIhiddenCmdName\fR from
the set of hidden commands to the set of exposed commands, putting
it under the name
\fIcmdName\fR.
\fIHiddenCmdName\fR must be the name of an existing hidden
command, or the operation will return \fBTCL_ERROR\fR and
leave an error message as the result of \fIinterp\fR.
If an exposed command named \fIcmdName\fR already exists,
the operation returns \fBTCL_ERROR\fR and leaves an error message as
the result of \fIinterp\fR.
If the operation succeeds, it returns \fBTCL_OK\fR.
After executing this command, attempts to use \fIcmdName\fR in any
script evaluation mechanism will again succeed.
.PP
\fBTcl_HideCommand\fR moves the command named \fIcmdName\fR from the set of
exposed commands to the set of hidden commands, under the name
\fIhiddenCmdName\fR.
\fICmdName\fR must be the name of an existing exposed
command, or the operation will return \fBTCL_ERROR\fR and leave an error
message as the result of \fIinterp\fR.
Currently both \fIcmdName\fR and \fIhiddenCmdName\fR must not contain
namespace qualifiers, or the operation will return \fBTCL_ERROR\fR and
leave an error message as the result of \fIinterp\fR.
The \fICmdName\fR will be looked up in the global namespace, and not
relative to the current namespace, even if the current namespace is not the
global one.
If a hidden command whose name is \fIhiddenCmdName\fR already
exists, the operation also returns \fBTCL_ERROR\fR and an error
message is left as the result of \fIinterp\fR.
If the operation succeeds, it returns \fBTCL_OK\fR.
After executing this command, attempts to use \fIcmdName\fR in
any script evaluation mechanism will fail.
.PP
For a description of the Tcl interface to multiple interpreters, see
\fIinterp(n)\fR.
.SH "SEE ALSO"
interp

.SH KEYWORDS
alias, command, exposed commands, hidden commands, interpreter, invoke,
master, slave

same formatting rules are also used by the built-in Tcl command
\fBformat\fR.
.PP
In a freshly loaded Tcl library, \fBTcl_Panic\fR prints the formatted
error message to the standard error file of the process, and then
calls \fBabort\fR to terminate the process.  \fBTcl_Panic\fR does not
return. On Windows, when a debugger is running, the formatted error
message is sent to the debugger in stead. If the windows executable
does not have a stderr channel (e.g. \fBwish.exe\fR), then a
system dialog box is used to display the panic message.
.PP
\fBTcl_SetPanicProc\fR may be used to modify the behavior of
\fBTcl_Panic\fR.  The \fIpanicProc\fR argument should match the
type \fBTcl_PanicProc\fR:
.PP

same formatting rules are also used by the built-in Tcl command
\fBformat\fR.
.PP
In a freshly loaded Tcl library, \fBTcl_Panic\fR prints the formatted
error message to the standard error file of the process, and then
calls \fBabort\fR to terminate the process.  \fBTcl_Panic\fR does not
return. On Windows, when a debugger is running, the formatted error
message is sent to the debugger instead. If the windows executable
does not have a stderr channel (e.g. \fBwish.exe\fR), then a
system dialog box is used to display the panic message.
.PP
\fBTcl_SetPanicProc\fR may be used to modify the behavior of
\fBTcl_Panic\fR.  The \fIpanicProc\fR argument should match the
type \fBTcl_PanicProc\fR:
.PP

	    oddExponent = (int) (w2 & (Tcl_WideInt)1);
	    break;
#endif
	case TCL_NUMBER_BIG:
	    Tcl_TakeBignumFromObj(NULL, value2Ptr, &big2);
	    negativeExponent = (mp_cmp_d(&big2, 0) == MP_LT);
	    mp_mod_2d(&big2, 1, &big2);
	    oddExponent = big2.used != 0;
	    mp_clear(&big2);
	    break;
	}

	switch (type1) {
	case TCL_NUMBER_LONG:
	    l1 = *((const long *)ptr1);
................................................................................
	case INST_SUB:
	    mp_sub(&big1, &big2, &bigResult);
	    break;
	case INST_MULT:
	    mp_mul(&big1, &big2, &bigResult);
	    break;
	case INST_DIV:
	    if (big2.used == 0) {
		mp_clear(&big1);
		mp_clear(&big2);
		mp_clear(&bigResult);
		return DIVIDED_BY_ZERO;
	    }
	    mp_init(&bigRemainder);
	    mp_div(&big1, &big2, &bigResult, &bigRemainder);
	    /* TODO: internals intrusion */
	    if (bigRemainder.used != 0
		    && (bigRemainder.sign != big2.sign)) {
		/*
		 * Convert to Tcl's integer division rules.
		 */

		mp_sub_d(&bigResult, 1, &bigResult);
		mp_add(&bigRemainder, &big2, &bigRemainder);

	    oddExponent = (int) (w2 & (Tcl_WideInt)1);
	    break;
#endif
	case TCL_NUMBER_BIG:
	    Tcl_TakeBignumFromObj(NULL, value2Ptr, &big2);
	    negativeExponent = (mp_cmp_d(&big2, 0) == MP_LT);
	    mp_mod_2d(&big2, 1, &big2);
	    oddExponent = !mp_iszero(&big2);
	    mp_clear(&big2);
	    break;
	}

	switch (type1) {
	case TCL_NUMBER_LONG:
	    l1 = *((const long *)ptr1);
................................................................................
	case INST_SUB:
	    mp_sub(&big1, &big2, &bigResult);
	    break;
	case INST_MULT:
	    mp_mul(&big1, &big2, &bigResult);
	    break;
	case INST_DIV:
	    if (mp_iszero(&big2)) {
		mp_clear(&big1);
		mp_clear(&big2);
		mp_clear(&bigResult);
		return DIVIDED_BY_ZERO;
	    }
	    mp_init(&bigRemainder);
	    mp_div(&big1, &big2, &bigResult, &bigRemainder);
	    /* TODO: internals intrusion */
	    if (!mp_iszero(&bigRemainder)
		    && (bigRemainder.sign != big2.sign)) {
		/*
		 * Convert to Tcl's integer division rules.
		 */

		mp_sub_d(&bigResult, 1, &bigResult);
		mp_add(&bigRemainder, &big2, &bigRemainder);

void
Tcl_TransferResult(
    Tcl_Interp *sourceInterp,	/* Interp whose result and return options
				 * should be moved to the target interp.
				 * After moving result, this interp's result
				 * is reset. */
    int code,			/* The return code value active in 
				 * sourceInterp. Controls how the return options
				 * dictionary is retrieved from sourceInterp,
				 * same as in Tcl_GetReturnOptions, to then be
				 * transferred to targetInterp. */
    Tcl_Interp *targetInterp)	/* Interp where result and return options 
				 * should be stored. If source and target are
				 * the same, nothing is done. */
{
    Interp *tiPtr = (Interp *) targetInterp;
    Interp *siPtr = (Interp *) sourceInterp;

    if (sourceInterp == targetInterp) {

void
Tcl_TransferResult(
    Tcl_Interp *sourceInterp,	/* Interp whose result and return options
				 * should be moved to the target interp.
				 * After moving result, this interp's result
				 * is reset. */
    int code,			/* The return code value active in
				 * sourceInterp. Controls how the return options
				 * dictionary is retrieved from sourceInterp,
				 * same as in Tcl_GetReturnOptions, to then be
				 * transferred to targetInterp. */
    Tcl_Interp *targetInterp)	/* Interp where result and return options
				 * should be stored. If source and target are
				 * the same, nothing is done. */
{
    Interp *tiPtr = (Interp *) targetInterp;
    Interp *siPtr = (Interp *) sourceInterp;

    if (sourceInterp == targetInterp) {

 *
 * See the file "license.terms" for information on usage and redistribution of
 * this file, and for a DISCLAIMER OF ALL WARRANTIES.
 */

#include "tclInt.h"
#include "tommath.h"

#include <math.h>

/*
 * Older MSVC has no copysign function, but it's available at least since
 * MSVC++ 12.0 (that is Visual Studio 2013).
 */

#if (defined(_MSC_VER) && (_MSC_VER < 1800))
inline static double
copysign(double a, double b) {
    return _copysign(a, b);
}
#endif

/*
 * Define KILL_OCTAL to suppress interpretation of numbers with leading zero
 * as octal. (Ceterum censeo: numeros octonarios delendos esse.)
 */

................................................................................
	    }
	    break;

	case ZERO:
	case DECIMAL:
	    significandOverflow = AccumulateDecimalDigit(0, numTrailZeros-1,
		    &significandWide, &significandBig, significandOverflow);
	    if (!significandOverflow && (significandWide > MOST_BITS+signum)){
		significandOverflow = 1;
		TclBNInitBignumFromWideUInt(&significandBig, significandWide);
	    }
	returnInteger:
	    if (!significandOverflow) {
		if (significandWide >
			(Tcl_WideUInt)(((~(unsigned long)0) >> 1) + signum)) {
................................................................................
	     * to whether 'significandOverflow' is set. The desired floating
	     * point value is significand * 10**k, where
	     * k = numTrailZeros+exponent-numDigitsAfterDp.
	     */

	    objPtr->typePtr = &tclDoubleType;
	    if (exponentSignum) {
		/* 
		 * At this point exponent>=0, so the following calculation
		 * cannot underflow. 
		 */
		exponent = -exponent;
	    }

	    /*
	     * Adjust the exponent for the number of trailing zeros that
	     * have not been accumulated, and the number of digits after
................................................................................
		if (exponent + numTrailZeros < LONG_MIN + numDigitsAfterDp) {
		    exponent = LONG_MIN;
		} else {
		    exponent = exponent + numTrailZeros - numDigitsAfterDp;
		}
	    }

	    /* 
	     * The desired number is now significandWide * 10**exponent
	     * or significandBig * 10**exponent, depending on whether
	     * the significand has overflowed a wide int.
	     */
	    if (!significandOverflow) {
		objPtr->internalRep.doubleValue = MakeLowPrecisionDouble(
			signum, significandWide, numSigDigs, exponent);
................................................................................
	    }
	    objPtr->typePtr = &tclDoubleType;
	    break;

#ifdef IEEE_FLOATING_POINT
	case sNAN:
	case sNANFINISH:
	    objPtr->internalRep.doubleValue = MakeNaN(signum,significandWide);
	    objPtr->typePtr = &tclDoubleType;
	    break;
#endif
	case INITIAL:
	    /* This case only to silence compiler warning. */
	    Tcl_Panic("TclParseNumber: state INITIAL can't happen here");
	}
................................................................................
	if (M5 - 1 > M2) {
	    M2 = M5 - 1;
	}
    }

    /*
     * Compute twoMv as 2*M*v, where v is the approximate value.
     * This is done by bit-whacking to calculate 2**(M2+1)*significand, 
     * and then multiplying by 5**M5.
     */

    msb = binExponent + M2;	/* 1008 */
    nDigits = msb / MP_DIGIT_BIT + 1;
    mp_init_size(&twoMv, nDigits);
    i = (msb % MP_DIGIT_BIT + 1);
................................................................................
    for (i=0; i<=8; ++i) {
	if ((M5 + exponent) & (1 << i)) {
	    mp_mul(&twoMd, pow5+i, &twoMd);
	}
    }
    mp_mul_2d(&twoMd, M2+exponent+1, &twoMd);

    /* 
     * Now let twoMd = twoMd - twoMv, the difference between the exact and
     * approximate values.
     */

    mp_sub(&twoMd, &twoMv, &twoMd);

    /*
................................................................................
	if ((rteSigWide & 1) == 0) {
	    mp_clear(&twoMd);
	    mp_clear(&twoMv);
	    return approxResult;
	}
    }

    /* 
     * Reduce the numerator and denominator of the corrector term so that
     * they will fit in the floating point precision.
     */
    shift = mp_count_bits(&twoMv) - FP_PRECISION - 1;
    if (shift > 0) {
	mp_div_2d(&twoMv, shift, &twoMv, NULL);
	mp_div_2d(&twoMd, shift, &twoMd, NULL);
................................................................................

    /*
     * Initialize table of powers of 10 expressed as wide integers.
     */

    maxpow10_wide = (int)
	    floor(sizeof(Tcl_WideUInt) * CHAR_BIT * log(2.) / log(10.));

    pow10_wide = ckalloc((maxpow10_wide + 1) * sizeof(Tcl_WideUInt));
    u = 1;
    for (i = 0; i < maxpow10_wide; ++i) {
	pow10_wide[i] = u;
	u *= 10;
    }
    pow10_wide[i] = u;

................................................................................

	    if (shift > 0) {
		mp_mul_2d(a, shift, &b);
	    } else if (shift < 0) {
		mp_int d;
		mp_init(&d);
		mp_div_2d(a, -shift, &b, &d);
		exact = d.used == 0;
		mp_clear(&d);
	    } else {
		mp_copy(a, &b);
	    }
	    if (!exact) {
		mp_add_d(&b, 1, &b);
	    }

 *
 * See the file "license.terms" for information on usage and redistribution of
 * this file, and for a DISCLAIMER OF ALL WARRANTIES.
 */

#include "tclInt.h"
#include "tommath.h"
#include <float.h>
#include <math.h>


#ifdef _WIN32






#define copysign _copysign

#endif

/*
 * Define KILL_OCTAL to suppress interpretation of numbers with leading zero
 * as octal. (Ceterum censeo: numeros octonarios delendos esse.)
 */

................................................................................
	    }
	    break;

	case ZERO:
	case DECIMAL:
	    significandOverflow = AccumulateDecimalDigit(0, numTrailZeros-1,
		    &significandWide, &significandBig, significandOverflow);
	    if (!significandOverflow && (significandWide > MOST_BITS+signum)) {
		significandOverflow = 1;
		TclBNInitBignumFromWideUInt(&significandBig, significandWide);
	    }
	returnInteger:
	    if (!significandOverflow) {
		if (significandWide >
			(Tcl_WideUInt)(((~(unsigned long)0) >> 1) + signum)) {
................................................................................
	     * to whether 'significandOverflow' is set. The desired floating
	     * point value is significand * 10**k, where
	     * k = numTrailZeros+exponent-numDigitsAfterDp.
	     */

	    objPtr->typePtr = &tclDoubleType;
	    if (exponentSignum) {
		/*
		 * At this point exponent>=0, so the following calculation
		 * cannot underflow.
		 */
		exponent = -exponent;
	    }

	    /*
	     * Adjust the exponent for the number of trailing zeros that
	     * have not been accumulated, and the number of digits after
................................................................................
		if (exponent + numTrailZeros < LONG_MIN + numDigitsAfterDp) {
		    exponent = LONG_MIN;
		} else {
		    exponent = exponent + numTrailZeros - numDigitsAfterDp;
		}
	    }

	    /*
	     * The desired number is now significandWide * 10**exponent
	     * or significandBig * 10**exponent, depending on whether
	     * the significand has overflowed a wide int.
	     */
	    if (!significandOverflow) {
		objPtr->internalRep.doubleValue = MakeLowPrecisionDouble(
			signum, significandWide, numSigDigs, exponent);
................................................................................
	    }
	    objPtr->typePtr = &tclDoubleType;
	    break;

#ifdef IEEE_FLOATING_POINT
	case sNAN:
	case sNANFINISH:
	    objPtr->internalRep.doubleValue = MakeNaN(signum, significandWide);
	    objPtr->typePtr = &tclDoubleType;
	    break;
#endif
	case INITIAL:
	    /* This case only to silence compiler warning. */
	    Tcl_Panic("TclParseNumber: state INITIAL can't happen here");
	}
................................................................................
	if (M5 - 1 > M2) {
	    M2 = M5 - 1;
	}
    }

    /*
     * Compute twoMv as 2*M*v, where v is the approximate value.
     * This is done by bit-whacking to calculate 2**(M2+1)*significand,
     * and then multiplying by 5**M5.
     */

    msb = binExponent + M2;	/* 1008 */
    nDigits = msb / MP_DIGIT_BIT + 1;
    mp_init_size(&twoMv, nDigits);
    i = (msb % MP_DIGIT_BIT + 1);
................................................................................
    for (i=0; i<=8; ++i) {
	if ((M5 + exponent) & (1 << i)) {
	    mp_mul(&twoMd, pow5+i, &twoMd);
	}
    }
    mp_mul_2d(&twoMd, M2+exponent+1, &twoMd);

    /*
     * Now let twoMd = twoMd - twoMv, the difference between the exact and
     * approximate values.
     */

    mp_sub(&twoMd, &twoMv, &twoMd);

    /*
................................................................................
	if ((rteSigWide & 1) == 0) {
	    mp_clear(&twoMd);
	    mp_clear(&twoMv);
	    return approxResult;
	}
    }

    /*
     * Reduce the numerator and denominator of the corrector term so that
     * they will fit in the floating point precision.
     */
    shift = mp_count_bits(&twoMv) - FP_PRECISION - 1;
    if (shift > 0) {
	mp_div_2d(&twoMv, shift, &twoMv, NULL);
	mp_div_2d(&twoMd, shift, &twoMd, NULL);
................................................................................

    /*
     * Initialize table of powers of 10 expressed as wide integers.
     */

    maxpow10_wide = (int)
	    floor(sizeof(Tcl_WideUInt) * CHAR_BIT * log(2.) / log(10.));
    pow10_wide = (Tcl_WideUInt *)
	    ckalloc((maxpow10_wide + 1) * sizeof(Tcl_WideUInt));
    u = 1;
    for (i = 0; i < maxpow10_wide; ++i) {
	pow10_wide[i] = u;
	u *= 10;
    }
    pow10_wide[i] = u;

................................................................................

	    if (shift > 0) {
		mp_mul_2d(a, shift, &b);
	    } else if (shift < 0) {
		mp_int d;
		mp_init(&d);
		mp_div_2d(a, -shift, &b, &d);
		exact = mp_iszero(&d);
		mp_clear(&d);
	    } else {
		mp_copy(a, &b);
	    }
	    if (!exact) {
		mp_add_d(&b, 1, &b);
	    }