Searched refs:ideal (Results 1 - 9 of 9) sorted by relevance

/external/quake/quake/src/QW/client/
H A Dcl_cam.c395 static float adjustang(float current, float ideal, float speed)
400 ideal = anglemod(ideal);
402 if (current == ideal)
405 move = ideal - current;
406 if (ideal > current)
427 //Con_Printf("c/i: %4.2f/%4.2f move: %4.2f\n", current, ideal, move);
/external/quake/quake/src/WinQuake/
H A Dpr_cmds.cpp1415 float ideal, current, move, speed; local
1419 ideal = ent->u.v.ideal_yaw;
1422 if (current == ideal)
1424 move = ideal - current;
1425 if (ideal > current)
1458 float ideal, current, move, speed; local
1462 ideal = ent->u.v.idealpitch;
1465 if (current == ideal)
1467 move = ideal - current;
1468 if (ideal > curren
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/external/quake/quake/src/QW/server/
H A Dpr_cmds.c1253 float ideal, current, move, speed; local
1257 ideal = ent->v.ideal_yaw;
1260 if (current == ideal)
1262 move = ideal - current;
1263 if (ideal > current)
/external/dropbear/libtommath/
H A Dbn.tex407 When you are finished with an mp\_int it is ideal to return the heap it used back to the system. The following function
441 Certain algorithms require more than one large integer. In these instances it is ideal to initialize all of the mp\_int
558 will require heap operations which can be slow. It is not ideal to shrink mp\_int variables that you will further
1226 algorithms all which can be called from mp\_sqr(). It is ideal to use mp\_sqr over mp\_mul when squaring terms because
1577 ideal for values of $b$ greater than three. It will work but become very slow. So unless you are working with very small
1583 the algorithm requires raising $a$ to the power of $b$ it is not ideal to attempt to find roots for large
/external/qemu/distrib/libpng-1.2.19/
H A Dpng.h2815 ideal-delta..ideal+delta. Each argument is evaluated twice.
2816 "ideal" and "delta" should be constants, normally simple
2818 #define PNG_OUT_OF_RANGE(value, ideal, delta) \
2819 ( (value) < (ideal)-(delta) || (value) > (ideal)+(delta) )
/external/libpng/
H A Dpng.h3099 * ideal-delta..ideal+delta. Each argument is evaluated twice.
3100 * "ideal" and "delta" should be constants, normally simple
3103 #define PNG_OUT_OF_RANGE(value, ideal, delta) \
3104 ( (value) < (ideal)-(delta) || (value) > (ideal)+(delta) )
/external/icu4c/i18n/
H A DdecNumber.c2813 Int ideal; /* ideal (preferred) exponent */ local
2865 /* calculate the ideal (preferred) exponent [floor(exp/2)] */
2866 /* [It would be nicer to write: ideal=rhs->exponent>>1, but this */
2868 ideal=(rhs->exponent&~1)/2; /* target */
2873 res->exponent=ideal; /* use the ideal [safe] */
3078 /* use closest exponent to ideal... */
3079 Int todrop=ideal-a->exponent; /* most that can be dropped */
4348 exponent=lhs->exponent-rhs->exponent; /* ideal exponen
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/external/dropbear/libtomcrypt/
H A Dcrypt.tex1574 Note: the GCM protocols provides a \textit{shortcut} for 12--byte IVs where no pre-processing is to be done. If you want to minimize per packet latency it is ideal
2740 import function and go on your way. It is ideal that (as soon as possible) after start up you export a
2913 Since SOBER-128 has a fixed keying scheme, and is very fast (faster than RC4) the ideal usage of SOBER-128 is to
2914 key it from the output of Fortuna (or Yarrow), and use it to encrypt messages. It is also ideal for
4334 It is ideal that you cast the \textit{size} values to unsigned long to ensure that the proper data type is passed to the function. Constants such as \textit{1} without
/external/grub/docs/
H A Dtexinfo.tex539 % The general wording of \badenverr may not be ideal, but... --kasal, 06nov03

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