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// SPDX-License-Identifier: GPL-3.0-or-later
#ifndef NETDATA_STORAGE_NUMBER_H
#define NETDATA_STORAGE_NUMBER_H 1
#include "../libnetdata.h"
#ifdef NETDATA_WITHOUT_LONG_DOUBLE
#define powl pow
#define modfl modf
#define llrintl llrint
#define roundl round
#define sqrtl sqrt
#define copysignl copysign
#define strtold strtod
typedef double calculated_number;
#define CALCULATED_NUMBER_FORMAT "%0.7f"
#define CALCULATED_NUMBER_FORMAT_ZERO "%0.0f"
#define CALCULATED_NUMBER_FORMAT_AUTO "%f"
#define LONG_DOUBLE_MODIFIER "f"
typedef double LONG_DOUBLE;
#else // NETDATA_WITHOUT_LONG_DOUBLE
typedef long double calculated_number;
#define CALCULATED_NUMBER_FORMAT "%0.7Lf"
#define CALCULATED_NUMBER_FORMAT_ZERO "%0.0Lf"
#define CALCULATED_NUMBER_FORMAT_AUTO "%Lf"
#define LONG_DOUBLE_MODIFIER "Lf"
typedef long double LONG_DOUBLE;
#endif // NETDATA_WITHOUT_LONG_DOUBLE
//typedef long long calculated_number;
//#define CALCULATED_NUMBER_FORMAT "%lld"
typedef long long collected_number;
#define COLLECTED_NUMBER_FORMAT "%lld"
/*
typedef long double collected_number;
#define COLLECTED_NUMBER_FORMAT "%0.7Lf"
*/
#define calculated_number_modf(x, y) modfl(x, y)
#define calculated_number_llrint(x) llrintl(x)
#define calculated_number_round(x) roundl(x)
#define calculated_number_fabs(x) fabsl(x)
#define calculated_number_pow(x, y) powl(x, y)
#define calculated_number_epsilon (calculated_number)0.0000001
#define calculated_number_equal(a, b) (calculated_number_fabs((a) - (b)) < calculated_number_epsilon)
#define calculated_number_isnumber(a) (!(fpclassify(a) & (FP_NAN|FP_INFINITE)))
typedef uint32_t storage_number;
#define STORAGE_NUMBER_FORMAT "%u"
#define SN_ANOMALY_BIT (1 << 24) // the anomaly bit of the value
#define SN_EXISTS_RESET (1 << 25) // the value has been overflown
#define SN_EXISTS_100 (1 << 26) // very large value (multiplier is 100 instead of 10)
#define SN_DEFAULT_FLAGS SN_ANOMALY_BIT
#define SN_EMPTY_SLOT 0x00000000
// When the calculated number is zero and the value is anomalous (ie. it's bit
// is zero) we want to return a storage_number representation that is
// different from the empty slot. We achieve this by mapping zero to
// SN_EXISTS_100. Unpacking the SN_EXISTS_100 value will return zero because
// its fraction field (as well as its exponent factor field) will be zero.
#define SN_ANOMALOUS_ZERO SN_EXISTS_100
// checks
#define does_storage_number_exist(value) (((storage_number) (value)) != SN_EMPTY_SLOT)
#define did_storage_number_reset(value) ((((storage_number) (value)) & SN_EXISTS_RESET) != 0)
storage_number pack_storage_number(calculated_number value, uint32_t flags);
calculated_number unpack_storage_number(storage_number value);
int print_calculated_number(char *str, calculated_number value);
// sign div/mul <--- multiplier / divider ---> 10/100 RESET EXISTS VALUE
#define STORAGE_NUMBER_POSITIVE_MAX_RAW (storage_number)( (0 << 31) | (1 << 30) | (1 << 29) | (1 << 28) | (1<<27) | (1 << 26) | (0 << 25) | (1 << 24) | 0x00ffffff )
#define STORAGE_NUMBER_POSITIVE_MIN_RAW (storage_number)( (0 << 31) | (0 << 30) | (1 << 29) | (1 << 28) | (1<<27) | (0 << 26) | (0 << 25) | (1 << 24) | 0x00000001 )
#define STORAGE_NUMBER_NEGATIVE_MAX_RAW (storage_number)( (1 << 31) | (0 << 30) | (1 << 29) | (1 << 28) | (1<<27) | (0 << 26) | (0 << 25) | (1 << 24) | 0x00000001 )
#define STORAGE_NUMBER_NEGATIVE_MIN_RAW (storage_number)( (1 << 31) | (1 << 30) | (1 << 29) | (1 << 28) | (1<<27) | (1 << 26) | (0 << 25) | (1 << 24) | 0x00ffffff )
// accepted accuracy loss
#define ACCURACY_LOSS_ACCEPTED_PERCENT 0.0001
#define accuracy_loss(t1, t2) (((t1) == (t2) || (t1) == 0.0 || (t2) == 0.0) ? 0.0 : (100.0 - (((t1) > (t2)) ? ((t2) * 100.0 / (t1) ) : ((t1) * 100.0 / (t2)))))
// Maximum acceptable rate of increase for counters. With a rate of 10% netdata can safely detect overflows with a
// period of at least every other 10 samples.
#define MAX_INCREMENTAL_PERCENT_RATE 10
#endif /* NETDATA_STORAGE_NUMBER_H */
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