static void fill_area(void *p, size_t size, unsigned int cmdno)
{
unsigned int cpu;
for_each_possible_cpu(cpu) {
unsigned long v = seed_val(cmdno, cpu);
unsigned long *up = per_cpu_ptr(p, cpu);
size_t left = size;
while (left >= sizeof(unsigned long)) {
*up++ = v++;
left -= sizeof(unsigned long);
}
}
}
static void verify_area(void *p, size_t size, unsigned int cmdno)
{
unsigned int warns = 5;
unsigned int cpu;
for_each_possible_cpu(cpu) {
unsigned long v = seed_val(cmdno, cpu);
unsigned long *up = per_cpu_ptr(p, cpu);
size_t left = size;
while (left >= sizeof(unsigned long)) {
if (*up != v && warns-- > 0) {
printk("MISMATCH: cmdno=%u size=%zu cpu=%u off=%zu p=%p\n",
cmdno, size, cpu, size - left, p);
printk(" [%p]=%lx should be %lx\n",
up, *up, v);
}
up++; v++;
left -= sizeof(unsigned long);
}
}
}
/* Compare the two different implementations using random data. */
static svn_error_t *
utf_validate2(apr_pool_t *pool)
{
int i;
seed_val();
/* We want enough iterations so that most runs get both valid and invalid
strings. We also want enough iterations such that a deliberate error
in one of the implementations will trigger a failure. By experiment
the second requirement requires a much larger number of iterations
that the first. */
for (i = 0; i < 100000; ++i)
{
unsigned int j;
char str[64];
apr_size_t len;
/* A random string; experiment shows that it's occasionally (less
than 1%) valid but usually invalid. */
for (j = 0; j < sizeof(str) - 1; ++j)
str[j] = (char)range_rand(0, 255);
str[sizeof(str) - 1] = 0;
len = strlen(str);
if (svn_utf__last_valid(str, len) != svn_utf__last_valid2(str, len))
{
/* Duplicate calls for easy debugging */
svn_utf__last_valid(str, len);
svn_utf__last_valid2(str, len);
return svn_error_createf
(SVN_ERR_TEST_FAILED, NULL, "is_valid2 test %d failed", i);
}
}
return SVN_NO_ERROR;
}
