Given a moment, determine the moment that would be after a gigasecond has passed.
A gigasecond is 10^9 (1,000,000,000) seconds.
Refer to the Installing Elm page for information about installing elm.
The code you have to write is located inside the src/
directory of the exercise.
Elm automatically installs packages dependencies the first time you run the tests
so we can start by running the tests from the exercise directory with:
$ elm-test
To automatically run tests again when you save changes:
$ elm-test --watch
As you work your way through the tests suite in the file tests/Tests.elm
,
be sure to remove the skip <|
calls from each test until you get them all passing!
Chapter 9 in Chris Pine's online Learn to Program tutorial. http://pine.fm/LearnToProgram/?Chapter=09
It is possible to submit an incomplete solution so you can see how others have completed the exercise.
module Tests exposing (tests)
import Expect
import Gigasecond exposing (add)
import Iso8601
import Parser
import Test exposing (..)
import Time
tests : Test
tests =
describe "Gigasecond"
[ describe "add"
[ test "2011-04-25" <|
\() ->
Expect.equal "2043-01-01T01:46:40.000Z"
(gigasecond "2011-04-25")
, skip <|
test "1977-06-13" <|
\() ->
Expect.equal "2009-02-19T01:46:40.000Z"
(gigasecond "1977-06-13")
, skip <|
test "1959-07-19" <|
\() ->
Expect.equal "1991-03-27T01:46:40.000Z"
(gigasecond "1959-07-19")
, skip <|
test "full time specified" <|
\() ->
Expect.equal "2046-10-02T23:46:40.000Z"
(gigasecond "2015-01-24T22:00:00.000Z")
, skip <|
test "full time with day roll-over" <|
\() ->
Expect.equal "2046-10-03T01:46:39.000Z"
(gigasecond "2015-01-24T23:59:59.000Z")
]
]
gigasecond : String -> String
gigasecond date =
case Iso8601.toTime date of
Ok posix ->
posix
|> Gigasecond.add
|> Iso8601.fromTime
_ ->
""
module Gigasecond exposing (add)
import Time
add : Time.Posix -> Time.Posix
add timestamp =
(Time.posixToMillis
>> (+) gigasecondInMs
>> Time.millisToPosix
)
timestamp
gigasecondInMs : Int
gigasecondInMs =
10 ^ 12
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