@private * This converts a signed integer into a character sequence. * The caller is responsible for providing enough memory (at least * 20 charact

Note ** this may end up making `tokenVal` be a *shallow copy* that points into `raw`

Note: pos must be within the txHashes array, otherwise a BadArgs exception will be thrown. Input txHashes should be in bitcoind memory order. Output i

Thread-safe. Gets an existing shared object, or atomically creates a new one if one does not already exist. The object's table entry will be removed

HAVE_BUILTIN_BSWAP

Returns the number of times contains() returned true. This value is not reset across resets.

Thread-safe, lock-free, returns true for BCH. Note: also returns true for "Unknown" coins since we "prefer" BCH if we happen to have a regression wher

control frames always have high bit in low order nibble set. */

returns true if lastGoodAge() has_value and if lastGoodAge() is sufficiently old so as to need a refresh

Thread-safe, lock-free, returns true for LTC

Thread-safe, lock-free, returns true for BTC and LTC

Returns the largest tx num we have ever inserted into the db, or -1 if no txnums were inserted

Returns the number of times contains() returned false. This value is not reset across resets.

Thread-safe. Returns the current network that storage and bitcoind are connected to. Note in very unlikely cases where for some reason bitcoind has re

Despite this method being const, it takes an exclusive lock because the cache LRU list is modified implicitly. The returned optional will be empty if

HeaderVerifier helper

Utility -- compare any uint256 with a QByteArray for equality

assumption: `hist` is not empty!

Generate a random 64-bit integer. */

Setup blinding values for secp256k1_ecmult_gen. */

Fill a table 'prej' with precomputed odd multiples of a. Prej will contain * the values [1*a,3*a,...,(2*n-1)*a], so it space for n values. zr[0] wil

Fill a table 'pre' with precomputed odd multiples of a. * * There are two versions of this function: * - secp256k1_ecmult_odd_multiples_table_glo