In order to generate tests for the GLSL packing functions (packSnorm2x16
and friends), we must be able to simulate them. This patch adds
a C executable that does exactly that.

I originally tried to write this tool in Python, but manipulating 16-bit
unsigned integers is not one of Python's strengths.

Signed-off-by: Chad Versace <[email protected]>
---
 tests/util/CMakeLists.no_api.txt |   3 +
 tests/util/glsl-packing.c        | 799 +++++++++++++++++++++++++++++++++++++++
 2 files changed, 802 insertions(+)
 create mode 100644 tests/util/glsl-packing.c

diff --git a/tests/util/CMakeLists.no_api.txt b/tests/util/CMakeLists.no_api.txt
index c331368..f1ac407 100644
--- a/tests/util/CMakeLists.no_api.txt
+++ b/tests/util/CMakeLists.no_api.txt
@@ -6,8 +6,11 @@ piglit_add_library (piglitutil
        ${UTIL_SOURCES}
 )
 
+piglit_add_executable(glsl-packing glsl-packing.c)
+
 if(UNIX)
        target_link_libraries(piglitutil m)
+       target_link_libraries(glsl-packing m)
 endif(UNIX)
 
 # vim: ft=cmake:
diff --git a/tests/util/glsl-packing.c b/tests/util/glsl-packing.c
new file mode 100644
index 0000000..317f0d1
--- /dev/null
+++ b/tests/util/glsl-packing.c
@@ -0,0 +1,799 @@
+/*
+ * Copyright © 2012 Intel Corporation
+ *
+ * Permission is hereby granted, free of charge, to any person obtaining a
+ * copy of this software and associated documentation files (the "Software"),
+ * to deal in the Software without restriction, including without limitation
+ * the rights to use, copy, modify, merge, publish, distribute, sublicense,
+ * and/or sell copies of the Software, and to permit persons to whom the
+ * Software is furnished to do so, subject to the following conditions:
+ *
+ * The above copyright notice and this permission notice (including the next
+ * paragraph) shall be included in all copies or substantial portions of the
+ * Software.
+ *
+ * THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+ * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+ * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.  IN NO EVENT SHALL
+ * THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+ * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
+ * FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER
+ * DEALINGS IN THE SOFTWARE.
+ */
+
+#include <assert.h>
+#include <inttypes.h>
+#include <math.h>
+#include <stdarg.h>
+#include <stdbool.h>
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+/* TODO: Reject round options for pack/unpackHalf.
+ * TODO: Discuss choices in packHalf.
+ */
+
+#define PRIf32_PRECISION "24"
+#define PRIf32 "%." PRIf32_PRECISION "f"
+
+static const char *help_text =
+       "NAME\n"
+       "    glsl-packing - Print the result of a GLSL packing function\n"
+       "\n"
+       "SYNOPSIS\n"
+       "    glsl-packing PACK_FUNC X Y [FUNC_OPTS]\n"
+       "    glsl-packing UNPACK_FUNC U [FUNC_OPTS]\n"
+       "    glsl-packing print-float16-info\n"
+       "\n"
+       "COMMANDS\n"
+       "    All floats are printed with the printf specifier " PRIf32 ".\n"
+       "\n"
+       "    glsl-packing PACK_FUNC X Y [FUNC_OPTS]\n"
+       "        Print the result of calling PACK_FUNC on vec2(X, Y).\n"
+       "\n"
+       "        PACK_FUNC must be one of:\n"
+       "            packSnorm2x16\n"
+       "            packUnorm2x16\n"
+       "            packHalf2x16\n"
+       "\n"
+       "        X and Y must be floating point numbers in a format 
consumable\n"
+       "        by strof(3).\n"
+       "\n"
+       "    glsl-packing UNPACK_FUNC U [FUNC_OPTS]\n"
+       "        Print the result of calling UNPACK_FUNC on uint(U).\n"
+       "\n"
+       "        UNPACK_FUNC must be one of:\n"
+       "            unpackSnorm2x16\n"
+       "            unpackUnorm2x16\n"
+       "            unpackHalf2x16\n"
+       "\n"
+       "        U must be an unsigned integer in a format consumable by 
scanf(3).\n"
+       "\n"
+       "    glsl-packing print-float16-info\n"
+       "        Print the following special values of IEEE 754 16-bit 
floats:\n"
+       "            subnormal_min\n"
+       "            subnormal_max\n"
+       "            normal_min\n"
+       "            normal_max\n"
+       "            min_step\n"
+       "            max_step\n"
+       "\n"
+       "FUNC_OPTS\n"
+       "    flush_float16\n"
+       "    flush_float32\n"
+       "        All PACK_FUNC and UNPACK_FUNC commands accept the flush 
options.\n"
+       "\n"
+       "        The GLSL ES 3.00 and GLSL 4.10 specs allows implementations to 
truncate\n"
+       "        subnormal floats to zero. From section 4.5.1 \"Range and 
Precision\"\n"
+       "        of the two specs:\n"
+       "            Any subnormal (denormalized) value input into a shader 
or\n"
+       "            potentially generated by any operation in a shader can 
be\n"
+       "            flushed to 0.\n"
+       "\n"
+       "        If flush_float32 is specified, then glsl-packing will simulate 
the behavior\n"
+       "        of a GLSL implementation that flushes subnormal 32-bit 
floating-point values\n"
+       "        to 0. Likewise if flush_float16 is enabled.\n"
+       "\n"
+       "        Enabling flush_float16 implicitly enables flush_float32.\n"
+       "\n"
+       "    round_to_nearest\n"
+       "    round_to_even\n"
+       "        All PACK_FUNC and UNPACK_FUNC commands except 
pack/unpackHalf2x16 accept\n"
+       "        the rounding option. At most one rounding option may be 
specified.\n"
+       "\n"
+       "        For some packing functions, the GLSL ES 3.00 specification's\n"
+       "        definition of the function's behavior involves the `round()`\n"
+       "        function, whose behavior at 0.5 is not specified. From section 
\n"
+       "        8.3 of the spec:\n"
+       "            The fraction 0.5 will round in a direction chosen by the\n"
+       "            implementation, presumably the direction that is 
fastest.\n"
+       "\n"
+       "        If a rounding option is given, it determines the rounding 
behavior at 0.5.\n"
+       ;
+
+struct func_options;
+
+typedef uint16_t
+(*pack_1x16_func_t)(float, struct func_options*);
+
+typedef void
+(*unpack_1x16_func_t)(uint16_t, float*, struct func_options*);
+
+typedef float
+(*round_func_t)(float);
+
+struct func_options {
+       round_func_t round;
+       bool flush_float16;
+       bool flush_float32;
+};
+
+/**
+ * Flush subnormal 32-bit floating point numbers to ±0.0, preserving the
+ * sign bit.
+ */
+static float
+flush_float32(float f)
+{
+       if (fpclassify(f) == FP_SUBNORMAL) {
+               return copysign(0.0, f);
+       } else {
+               return f;
+       }
+}
+
+/**
+ * Flush subnormal 16-bit floating point numbers to to ±0.0, preserving the
+ * sign bit.
+ */
+static uint16_t
+flush_float16(uint16_t u)
+{
+       if (!(u & 0x7c00)) {
+               return u & 0x8000;
+       } else {
+               return u;
+       }
+}
+
+static float
+clampf(float x, float min, float max)
+{
+       if (x < min)
+               return min;
+       else if (x > max)
+               return max;
+       else
+               return x;
+}
+
+static float
+round_to_nearest(float x)
+{
+       float i;
+       float f;
+
+       f = modff(x, &i);
+
+       if (fabs(f) < 0.5f)
+               return i;
+       else
+               return i + copysignf(1.0f, x);
+}
+
+static float
+round_to_even(float x)
+{
+       float i;
+       float f;
+
+       f = modff(x, &i);
+
+       if (fabs(f) < 0.5f)
+               return i;
+       else if (fabs(f) == 0.5f)
+               return i + fmodf(i, copysignf(2.0f, x));
+       else
+               return i + copysignf(1.0f, x);
+}
+
+static void
+func_options_init(struct func_options *func_opts)
+{
+       memset(func_opts, 0, sizeof(*func_opts));
+}
+
+static uint32_t
+pack_2x16(pack_1x16_func_t pack_1x16,
+         float x, float y,
+         struct func_options *func_opts)
+{
+       uint16_t ux;
+       uint16_t uy;
+
+       if (func_opts->flush_float32) {
+               x = flush_float32(x);
+               y = flush_float32(y);
+       }
+
+       ux = pack_1x16(x, func_opts);
+       uy = pack_1x16(y, func_opts);
+
+       if (func_opts->flush_float16) {
+               ux = flush_float16(ux);
+               uy = flush_float16(uy);
+       }
+
+       return ((uint32_t) uy << 16) | ux;
+}
+
+static void
+unpack_2x16(unpack_1x16_func_t unpack_1x16,
+            uint32_t u,
+            float *x, float *y,
+            struct func_options *func_opts)
+
+{
+        uint16_t ux = u & 0xffff;
+        uint16_t uy = u >> 16;
+
+        if (func_opts->flush_float16) {
+                ux = flush_float16(ux);
+                uy = flush_float16(uy);
+        }
+
+        unpack_1x16(ux, x, func_opts);
+        unpack_1x16(uy, y, func_opts);
+
+        if (func_opts->flush_float32) {
+                *x = flush_float32(*x);
+                *y = flush_float32(*y);
+        }
+}
+
+static uint16_t
+pack_snorm_1x16(float x, struct func_options *func_opts)
+{
+       return (uint16_t) func_opts->round(clampf(x, -1.0f, +1.0f) * 32767.0f);
+}
+
+static void
+unpack_snorm_1x16(uint16_t u, float *f, struct func_options *func_opts)
+{
+        *f = clampf((int16_t) u / 32767.0f, -1.0f, +1.0f);
+}
+
+static uint16_t
+pack_unorm_1x16(float x, struct func_options *func_opts)
+{
+       return (uint16_t) func_opts->round(clampf(x, 0.0f, 1.0f) * 65535.0f);
+}
+
+static void
+unpack_unorm_1x16(uint16_t u, float *f, struct func_options *func_opts)
+{
+        *f = (float) u / 65535.0f;
+}
+
+static uint16_t
+pack_half_1x16(float x, struct func_options *func_opts)
+{
+       /* The bit layout of a float16 is:
+        *   sign: 15
+        *   exponent: 10:14
+        *   mantissa: 0:9
+        *
+        * The sign, exponent, and mantissa of a float16 determine its value
+        * thus:
+        *
+        *  if e = 0 and m = 0, then zero:       (-1)^s * 0
+        *  if e = 0 and m != 0, then subnormal: (-1)^s * 2^(e - 14) * m / 2^10
+        *  if 0 < e < 31, then normal:          (-1)^s * 2^(e - 15) * (1 + m / 
2^10)
+        *  if e = 31 and m = 0, then inf:       (-1)^s * inf
+        *  if e = 31 and m != 0, then nan
+        *
+        *  where 0 <= m < 2^10 .
+        */
+
+       /* Calculate the resultant float16's sign, exponent, and mantissa
+        * bits.
+        */
+       const int s = (copysignf(1.0f, x) < 0) ? 1 : 0;
+       int e;
+       int m;
+
+       switch (fpclassify(x)) {
+       case FP_NAN:
+               return 0xffffu;
+       case FP_INFINITE:
+               e = 31;
+               m = 0;
+               break;
+       case FP_SUBNORMAL:
+       case FP_ZERO:
+               e = 0;
+               m = 0;
+               break;
+       case FP_NORMAL: {
+               /* Recall that the form of subnormal and normal float16 values
+                * are
+                *
+                *   subnormal: 2^(e - 14) * m / 2^10 where e = 0
+                *   normal: 2^(e - 15) * (1 + m / 2^10) where 1 <= e <= 30
+                *
+                * where 0 <= m < 2^10. Therefore some key boundary values of
+                * float16 are:
+                *
+                *   min_subnormal = 2^(-14) * 1 / 2^10
+                *   max_subnormal = 2^(-14) * 1023 / 2^10
+                *   min_normal    = 2^(1-15) * (1 + 0 / 2^10)
+                *   max_normal    = 2^(30 - 15) * (1 + 1023 / 2^10)
+                *
+                * Representing the same boundary values in the form returned
+                * by frexpf(), 2^e * f where 0.5 <= f < 1, gives
+                *
+                *   min_subnormal = 2^(-14) * 1 / 2^10
+                *                 = 2^(-23) * 1 / 2
+                *                 = 2^(-23) * 0.5
+                *
+                *   max_subnormal = 2^(-14) * 1023 / 2^10
+                *                 = 2^(-14) * 0.9990234375
+                *
+                *   min_normal    = 2^(1 - 15) * (1 + 0 / 2^10)
+                *                 = 2^(-14)
+                *                 = 2^(-13) * 0.5
+                *
+                *   max_normal    = 2^(30 - 15) * (1 + 1023 / 2^10)
+                *                 = 2^15 * (2^10 + 1023) / 2^10
+                *                 = 2^16 * (2^10 + 1023) / 2^11
+                *                 = 2^16 * 0.99951171875
+                */
+
+               /* Represent the absolute value of the input in form 2^E * F
+                * where 0.5 <= F < 1.
+                */
+               int E;
+               float F;
+
+               F = frexpf(fabs(x), &E);
+
+               /* Now calculate the results's exponent and mantissa by
+                * comparing the input against the boundary values above.
+                */
+               if (E == -23 && F < 0.5f) {
+                       /* The float32 input is too small to be represented as
+                        * a float16. The result is zero.
+                        */
+                       e = 0;
+                       m = 0;
+               } else if (E < -13 || (E == -13 && F < 0.5f)) {
+                       /* The resultant float16 value is subnormal. Let's
+                        * calculate m.
+                        *
+                        *   2^E * F = 2^(-14) * m / 2^10
+                        *         m = 2^(E + 24) * F
+                        */
+                       e = 0;
+                       m = powf(2, E + 24) * F;
+               } else if (E < 16 || (E == 16 && F <= 0.99951171875f)) {
+                       /* The resultant float16 is normal. Let's calculate
+                        * e and m.
+                        *
+                        *   2^E * F = 2^(e - 15) * (1 + m / 2^10)          (1)
+                        *           = 2^(e - 15) * (2^10 + m) / 2^10       (2)
+                        *           = 2^(e - 14) * (2^10 + m) / 2^11       (3)
+                        *
+                        * Substituting
+                        *
+                        *   e1 := E                                        (4)
+                        *   f1 := F                                        (5)
+                        *   e2 := e - 14                                   (6)
+                        *   f2 := (2^10 + m) / 2^11                        (7)
+                        *
+                        * transforms the equation to
+                        *
+                        *   2^e1 * f1 = 2^e2 * f2                          (8)
+                        *
+                        * By definition, f1 lies in the range [0.5, 1). By
+                        * equation 7, f2 lies there also. This observation
+                        * combined with equation 8 implies f1 = f2, which in
+                        * turn implies e1 = e2. Therefore
+                        *
+                        *   e = E + 14
+                        *   m = 2^11 * F - 2^10
+                        */
+                       e = E + 14;
+                       m = powf(2, 11) * F - powf(2, 10);
+               } else {
+                       /* The float32 input is too large to represent as a
+                        * float16. The result is infinite.
+                        */
+                       e = 31;
+                       m = 0;
+               }
+               break;
+       }
+       default:
+               assert(0);
+               break;
+       }
+
+       assert(s == 0 || s == 1);
+       assert(0 <= e && e <= 31);
+       assert(0 <= m && m <= 1023);
+
+       return (s << 15) | (e << 10) | m;
+}
+
+static void
+unpack_half_1x16(uint16_t u, float *f, struct func_options *func_opts)
+{
+       /* The bit layout of a float16 is:
+        *   sign: 15
+        *   exponent: 10:14
+        *   mantissa: 0:9
+        *
+        * The sign, exponent, and mantissa of a float16 determine its value
+        * thus:
+        *
+        *  if e = 0 and m = 0, then zero:       (-1)^s * 0
+        *  if e = 0 and m != 0, then subnormal: (-1)^s * 2^(e - 14) * m / 2^10
+        *  if 0 < e < 31, then normal:          (-1)^s * 2^(e - 15) * (1 + m / 
2^10)
+        *  if e = 31 and m = 0, then inf:       (-1)^s * inf
+        *  if e = 31 and m != 0, then nan
+        *
+        *  where 0 <= m < 2^10 .
+        */
+
+       int s = (u >> 15) & 0x1;
+       int e = (u >> 10) & 0x1f;
+       int m = u & 0x3ff;
+
+       float sign = s ? -1 : 1;
+
+       if (e == 0) {
+               *f = sign * pow(2, -24) * m;
+       } else if (1 <= e && e <= 30) {
+               *f = sign * pow(2, e - 15) * (1.0 + m / 1024.0);
+       } else if (e == 31 && m == 0) {
+               *f = sign * INFINITY;
+       } else if (e == 31 && m != 0) {
+               *f = NAN;
+       } else {
+               assert(0);
+       }
+}
+
+struct round_func_key {
+       const char *name;
+       round_func_t func;
+};
+
+static struct round_func_key round_func_list[] = {
+       {"round_to_even",           round_to_even},
+       {"round_to_nearest",        round_to_nearest},
+       {0,                         0},
+};
+
+struct pack_func_2x16_key {
+       const char *name;
+       pack_1x16_func_t func;
+};
+
+static struct pack_func_2x16_key pack_func_2x16_list[] = {
+       {"packSnorm2x16",           pack_snorm_1x16},
+       {"packUnorm2x16",           pack_unorm_1x16},
+       {"packHalf2x16",            pack_half_1x16},
+       {0,                         0},
+};
+
+struct unpack_2x16_func_key {
+       const char *name;
+       unpack_1x16_func_t func;
+};
+
+static struct unpack_2x16_func_key unpack_2x16_func_list[] = {
+       {"unpackSnorm2x16",         unpack_snorm_1x16},
+       {"unpackUnorm2x16",         unpack_unorm_1x16},
+       {"unpackHalf2x16",          unpack_half_1x16},
+       {0,                         0},
+};
+
+struct pack_2x16_args {
+       pack_1x16_func_t pack_func;
+       float x;
+       float y;
+       struct func_options func_opts;
+};
+
+struct unpack_2x16_args {
+       unpack_1x16_func_t unpack_func;
+       uint32_t u;
+       struct func_options func_opts;
+};
+
+struct args {
+       enum {
+               ARG_HELP,
+               ARG_PACK_2x16,
+               ARG_UNPACK_2x16,
+               ARG_PRINT_FLOAT16_INFO,
+       } tag;
+
+       union {
+               struct pack_2x16_args pack_2x16;
+               struct unpack_2x16_args unpack_2x16;
+       };
+};
+
+static void
+usage_error(const char *fmt, ...)
+{
+       printf("usage error");
+       if (fmt && strcmp(fmt, "") != 0) {
+               va_list va;
+               va_start(va, fmt);
+               printf(": ");
+               vprintf(fmt, va);
+               va_end(va);
+       }
+       printf("\n");
+       printf("for help, call `glsl-packing -h`\n");
+       exit(1);
+}
+
+static void
+parse_func_opts(struct func_options *func_opts,
+                const char *command_name,
+                int argc, char **argv)
+{
+       int i;
+
+       assert(strcmp(command_name, "print-float16-info") != 0);
+
+       func_options_init(func_opts);
+
+       for (i = 0; i < argc; ++i) {
+               const char *arg = argv[i];
+
+               if (strcmp(arg, "flush_float16") == 0) {
+                       /* flush_float16 implies flush_float32. */
+                       func_opts->flush_float16 = true;
+                       func_opts->flush_float32 = true;
+                       continue;
+               } else if (strcmp(arg, "flush_float32") == 0) {
+                       func_opts->flush_float32 = true;
+                       continue;
+               } else {
+                       /* Assume the arg is a rounding options. */
+                       round_func_t round_func = NULL;
+                       int i;
+
+                       for (i = 0; round_func_list[i].name != NULL; ++i) {
+                               if (strcmp(arg, round_func_list[i].name) == 0) {
+                                       round_func = round_func_list[i].func;
+                                       break;
+                               }
+                       }
+
+                       if (round_func) {
+                               if (func_opts->round) {
+                                       usage_error("multiple rounding "
+                                                   "options were given");
+                               }
+
+                               func_opts->round = round_func;
+                               continue;
+                       }
+               }
+
+               usage_error("unrecognized option: %s", arg);
+       }
+
+       if (func_opts->round != NULL
+           && (strncmp(command_name, "packHalf", 8) == 0 ||
+               strncmp(command_name, "unpackHalf", 10) == 0)) {
+          usage_error("Half functions do not accept any rounding options");
+       }
+
+       if (!func_opts->round ) {
+               /* default */
+               func_opts->round = round_to_even;
+       }
+}
+
+static bool
+parse_pack_2x16_args(struct pack_2x16_args *args, int argc, char **argv)
+{
+       int i;
+       char *endptr;
+       const char *func_name = NULL;
+
+       memset(args, 0, sizeof(*args));
+
+       /* Parse function name. */
+       if (argc < 2)
+               return false;
+
+       for (i = 0; (func_name = pack_func_2x16_list[i].name) != NULL; ++i) {
+               if (strcmp(argv[1], func_name) == 0) {
+                       args->pack_func = pack_func_2x16_list[i].func;
+                       break;
+               }
+       }
+
+       if (args->pack_func == NULL) {
+               /* Failed to parse function name. */
+               return false;
+       }
+
+       /* Parse inputs to packing function. */
+       if (argc < 4)
+               usage_error("not enough inputs for pack function");
+
+       args->x = strtof(argv[2], &endptr);
+       if (endptr == argv[2])
+               usage_error("unable parse input to pack function: %s", argv[2]);
+
+       args->y = strtof(argv[3], &endptr);
+       if (endptr == argv[3])
+               usage_error("unable parse input to pack function: %s", argv[3]);
+
+       parse_func_opts(&args->func_opts, func_name, argc - 4, argv + 4);
+       return true;
+}
+
+static bool
+parse_unpack_2x16_args(struct unpack_2x16_args *args, int argc, char **argv)
+{
+       int i;
+        const char *func_name = NULL;
+
+       memset(args, 0, sizeof(*args));
+
+       /* Parse function name. */
+       if (argc < 2)
+               return false;
+
+       for (i = 0; (func_name = unpack_2x16_func_list[i].name) != NULL; ++i) {
+               if (strcmp(argv[1], func_name) == 0) {
+                       args->unpack_func = unpack_2x16_func_list[i].func;
+                       break;
+               }
+       }
+
+       if (args->unpack_func == NULL) {
+               /* Failed to parse function name. */
+               return false;
+       }
+
+       /* Parse inputs to unpacking function. */
+       if (argc < 3)
+               usage_error("not enough inputs for unpack function");
+       if (sscanf(argv[2],"%u", &args->u) != 1)
+               usage_error("unable to parse input to unpack function: %s", 
argv[2]);
+
+       parse_func_opts(&args->func_opts, func_name, argc - 3, argv + 3);
+       return true;
+}
+
+static void
+parse_args(struct args *args, int argc, char **argv)
+{
+       memset(args, 0, sizeof(*args));
+
+       if (argc < 2) {
+               usage_error("no command was given");
+       }
+
+       if (strcmp(argv[1], "-h") == 0 ||
+           strcmp(argv[1], "--help") == 0) {
+          args->tag = ARG_HELP;
+          return;
+       }
+
+       if (parse_pack_2x16_args(&args->pack_2x16, argc, argv)) {
+               args->tag = ARG_PACK_2x16;
+               return;
+       }
+
+       if (parse_unpack_2x16_args(&args->unpack_2x16, argc, argv)) {
+               args->tag = ARG_UNPACK_2x16;
+               return;
+       }
+
+       if (strcmp(argv[1], "print-float16-info") == 0) {
+               if (argc > 2) {
+                       usage_error("print-float16-info takes no args");
+               }
+               args->tag = ARG_PRINT_FLOAT16_INFO;
+               return;
+       };
+
+       usage_error("unrecognized command: %s", argv[1]);
+}
+
+static void
+cmd_pack_2x16(struct pack_2x16_args *args)
+{
+       uint32_t u = pack_2x16(args->pack_func,
+                              args->x, args->y,
+                              &args->func_opts);
+       printf("%u\n", u);
+}
+
+static void
+cmd_unpack_2x16(struct unpack_2x16_args *args)
+{
+       float x;
+       float y;
+
+       unpack_2x16(args->unpack_func,
+                   args->u, &x, &y,
+                   &args->func_opts);
+       printf(PRIf32 " " PRIf32 "\n", x, y);
+}
+
+static void
+print_float16_value(const char *name, int e, int m)
+{
+       struct func_options func_opts;
+       int s = 0;
+       float f;
+
+       func_options_init(&func_opts);
+       unpack_half_1x16((s << 15) | (e << 10) | m, &f, &func_opts);
+       printf("%s: " PRIf32 "\n", name, f);
+
+}
+
+static void
+print_float16_step(const char *name, int exp)
+{
+       printf("%s: " PRIf32 "\n", name, powf(2, exp));
+}
+
+static void
+cmd_print_float16_info(void)
+{
+       print_float16_value("subnormal_min", 0, 1);
+       print_float16_value("subnormal_max", 0, 1023);
+       print_float16_value("normal_min", 1, 0);
+       print_float16_value("normal_max", 30, 1023);
+       print_float16_step("min_step", -14 - 10);
+       print_float16_step("max_step", 15 - 10);
+}
+
+static void
+exec_args(struct args *args)
+{
+       switch (args->tag) {
+       case ARG_HELP:
+               printf("%s", help_text);
+               break;
+       case ARG_PACK_2x16:
+               cmd_pack_2x16(&args->pack_2x16);
+               break;
+       case ARG_UNPACK_2x16:
+               cmd_unpack_2x16(&args->unpack_2x16);
+               break;
+       case ARG_PRINT_FLOAT16_INFO:
+               cmd_print_float16_info();
+               break;
+       default:
+               assert(0);
+               break;
+       }
+}
+
+int
+main(int argc, char **argv)
+{
+       struct args args;
+
+       parse_args(&args, argc, argv);
+       exec_args(&args);
+
+       return 0;
+}
-- 
1.8.1

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