package tezos-protocol-011-PtHangz2
Install
Dune Dependency
Authors
Maintainers
Sources
sha256=ad9e08819871c75ba6f4530b125f7d157799398e4d77a1e6bfea9d91ff37ff55
sha512=c5dc4d40cc09bc6980fbbdb5c2e105bf4252cf9cfcb2b49660b0ebe4dc789f6709ec3b3bf2f87d81580d3eed9521eeb1c960f24d9b14eb0285aaba1f84d10a9b
doc/tezos-protocol-011-PtHangz2.raw/Tezos_raw_protocol_011_PtHangz2/Tez_repr/index.html
Module Tezos_raw_protocol_011_PtHangz2.Tez_repr
Source
Internal representation of the Tez currency. Behaves mostly like a natural number where number 1 represents 1/1,000,000 Tez (1 micro-Tez or mutez). It's protected from ever becoming negative and overflowing by special arithmetic functions, which fail in case something undesired would happen. When divided, it's always rounded down to 1 mutez.
Internally encoded as int64
, which may be relevant to guard against overflow errors.
Tez subtraction.
a -? b
is the difference between a
and b
given that b
is greater or equal to a
. Otherwise an error (Subtraction underflow
) is returned.
Tez addition.
a +? b
is the sum of a
and b
or an Addition overflow
error in case of overflow.
Tez multiplication by an integral factor.
a *? m
is a
multiplied by m
(which must be non-negative) or a Multiplication_overflow
error.
Tez division by an integral divisor.
a /? d
is a
divided by d
(which must be positive). Given that d
is positive, this function is safe. The result is rounded down to 1 mutez.
of_mutez_exn n
fails if n is negative. It should only be used at toplevel for constants.