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abdullh.alsoleman
Front-End
Commits
1a3379d5
Commit
1a3379d5
authored
Jan 28, 2020
by
Greg Spencer
Committed by
Flutter GitHub Bot
Jan 28, 2020
Browse files
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Plain Diff
Fix semantic sort name (#48920)
parent
8b299333
Changes
2
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2 changed files
with
74 additions
and
45 deletions
+74
-45
semantics.dart
packages/flutter/lib/src/semantics/semantics.dart
+47
-32
semantics_test.dart
packages/flutter/test/semantics/semantics_test.dart
+27
-13
No files found.
packages/flutter/lib/src/semantics/semantics.dart
View file @
1a3379d5
...
@@ -3981,30 +3981,18 @@ String _concatStrings({
...
@@ -3981,30 +3981,18 @@ String _concatStrings({
return
'
$thisString
\n
$nestedLabel
'
;
return
'
$thisString
\n
$nestedLabel
'
;
}
}
/// Base class for all sort keys for [Semantics
] accessibility traversal order
/// Base class for all sort keys for [Semantics
Properties.sortKey] accessibility
/// sorting.
///
traversal order
sorting.
///
///
/// Only keys of the same type and having matching [name]s are compared. If a
/// Sort keys are sorted by [name], then by the comparison that the subclass
/// list of sibling [SemanticsNode]s contains keys that are not comparable with
/// implements. If [SemanticsProperties.sortKey] is specified, sort keys within
/// each other the list is first sorted using the default sorting algorithm.
/// the same semantic group must all be of the same type.
/// Then the nodes are broken down into groups by moving comparable nodes
/// towards the _earliest_ node in the group. Finally each group is sorted by
/// sort key and the resulting list is made by concatenating the sorted groups
/// back.
///
///
/// For example, let's take nodes (C, D, B, E, A, F). Let's assign node A key 1,
/// Keys with no [name] are compared to other keys with no [name], and will
/// node B key 2, node C key 3. Let's also assume that the default sort order
/// be traversed before those with a [name].
/// leaves the original list intact. Because nodes A, B, and C, have comparable
/// sort key, they will form a group by pulling all nodes towards the earliest
/// node, which is C. The result is group (C, B, A). The remaining nodes D, E,
/// F, form a second group with sort key being `null`. The first group is sorted
/// using their sort keys becoming (A, B, C). The second group is left as is
/// because it does not specify sort keys. Then we concatenate the two groups -
/// (A, B, C) and (D, E, F) - into the final (A, B, C, D, E, F).
///
///
/// Because of the complexity introduced by incomparable sort keys among sibling
/// If no sort key is applied to a semantics node, then it will be ordered using
/// nodes, it is recommended to either use comparable keys for all nodes, or
/// a platform dependent default algorithm.
/// use null for all of them, leaving the sort order to the default algorithm.
///
///
/// See also:
/// See also:
///
///
...
@@ -4014,17 +4002,35 @@ abstract class SemanticsSortKey extends Diagnosticable implements Comparable<Sem
...
@@ -4014,17 +4002,35 @@ abstract class SemanticsSortKey extends Diagnosticable implements Comparable<Sem
/// const constructors so that they can be used in const expressions.
/// const constructors so that they can be used in const expressions.
const
SemanticsSortKey
({
this
.
name
});
const
SemanticsSortKey
({
this
.
name
});
/// An optional name that will make this sort key only order itself
/// An optional name that will group this sort key with other sort keys of the
/// with respect to other sort keys of the same [name], as long as
/// same [name].
/// they are of the same [runtimeType].
///
/// Sort keys must have the same `runtimeType` when compared.
///
/// Keys with no [name] are compared to other keys with no [name], and will
/// be traversed before those with a [name].
final
String
name
;
final
String
name
;
@override
@override
int
compareTo
(
SemanticsSortKey
other
)
{
int
compareTo
(
SemanticsSortKey
other
)
{
// The sorting algorithm must not compare incomparable keys.
// Sort by name first and then subclass ordering.
assert
(
runtimeType
==
other
.
runtimeType
);
assert
(
runtimeType
==
other
.
runtimeType
,
'Semantics sort keys can only be compared to other sort keys of the same type.'
);
assert
(
name
==
other
.
name
);
return
doCompare
(
other
);
// Defer to the subclass implementation for ordering only if the names are
// identical (or both null).
if
(
name
==
other
.
name
)
{
return
doCompare
(
other
);
}
// Keys that don't have a name are sorted together and come before those with
// a name.
if
(
name
==
null
&&
other
.
name
!=
null
)
{
return
-
1
;
}
else
if
(
name
!=
null
&&
other
.
name
==
null
)
{
return
1
;
}
return
name
.
compareTo
(
other
.
name
);
}
}
/// The implementation of [compareTo].
/// The implementation of [compareTo].
...
@@ -4052,14 +4058,22 @@ abstract class SemanticsSortKey extends Diagnosticable implements Comparable<Sem
...
@@ -4052,14 +4058,22 @@ abstract class SemanticsSortKey extends Diagnosticable implements Comparable<Sem
/// The [OrdinalSortKey] compares itself with other [OrdinalSortKey]s
/// The [OrdinalSortKey] compares itself with other [OrdinalSortKey]s
/// to sort based on the order it is given.
/// to sort based on the order it is given.
///
///
/// The ordinal value `order` is typically a whole number, though it can be
/// [OrdinalSortKey]s are sorted by the optional [name], then by their [order].
/// If [SemanticsProperties.sortKey] is a [OrdinalSortKey], then all the other
/// speficied sort keys in the same semantics group must also be
/// [OrdinalSortKey]s.
///
/// Keys with no [name] are compared to other keys with no [name], and will
/// be traversed before those with a [name].
///
/// The ordinal value [order] is typically a whole number, though it can be
/// fractional, e.g. in order to fit between two other consecutive whole
/// fractional, e.g. in order to fit between two other consecutive whole
/// numbers. The value must be finite (it cannot be [double.nan],
/// numbers. The value must be finite (it cannot be [double.nan],
/// [double.infinity], or [double.negativeInfinity]).
/// [double.infinity], or [double.negativeInfinity]).
class
OrdinalSortKey
extends
SemanticsSortKey
{
class
OrdinalSortKey
extends
SemanticsSortKey
{
/// Creates a semantics sort key that uses a [double] as its key value.
/// Creates a
const
semantics sort key that uses a [double] as its key value.
///
///
/// The [order] must be a finite number.
/// The [order] must be a finite number
, and must not be null
.
const
OrdinalSortKey
(
const
OrdinalSortKey
(
this
.
order
,
{
this
.
order
,
{
String
name
,
String
name
,
...
@@ -4073,7 +4087,8 @@ class OrdinalSortKey extends SemanticsSortKey {
...
@@ -4073,7 +4087,8 @@ class OrdinalSortKey extends SemanticsSortKey {
/// the order in which this node is traversed by the platform's accessibility
/// the order in which this node is traversed by the platform's accessibility
/// services.
/// services.
///
///
/// Lower values will be traversed first.
/// Lower values will be traversed first. Keys with the same [name] will be
/// grouped together and sorted by name first, and then sorted by [order].
final
double
order
;
final
double
order
;
@override
@override
...
...
packages/flutter/test/semantics/semantics_test.dart
View file @
1a3379d5
...
@@ -247,36 +247,50 @@ void main() {
...
@@ -247,36 +247,50 @@ void main() {
expect
(()
{
expect
(()
{
const
OrdinalSortKey
(
0.0
).
compareTo
(
const
CustomSortKey
(
0.0
));
const
OrdinalSortKey
(
0.0
).
compareTo
(
const
CustomSortKey
(
0.0
));
},
throwsAssertionError
);
},
throwsAssertionError
);
// Different names.
expect
(()
{
const
OrdinalSortKey
(
0.0
,
name:
'a'
).
compareTo
(
const
OrdinalSortKey
(
0.0
,
name:
'b'
));
},
throwsAssertionError
);
});
});
test
(
'OrdinalSortKey compares correctly'
,
()
{
test
(
'OrdinalSortKey compares correctly
when names are the same
'
,
()
{
const
List
<
List
<
SemanticsSortKey
>>
tests
=
<
List
<
SemanticsSortKey
>>[
const
List
<
List
<
SemanticsSortKey
>>
tests
=
<
List
<
SemanticsSortKey
>>[
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'a'
),
OrdinalSortKey
(
0.0
,
name:
'a'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'a'
),
OrdinalSortKey
(
1.0
,
name:
'a'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'a'
),
OrdinalSortKey
(
0.0
,
name:
'a'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'a'
),
OrdinalSortKey
(
1.0
,
name:
'a'
)],
];
];
final
List
<
int
>
expectedResults
=
<
int
>[
0
,
-
1
,
1
,
0
];
final
List
<
int
>
expectedResults
=
<
int
>[
0
,
-
1
,
1
,
0
,
0
,
-
1
,
1
,
0
];
assert
(
tests
.
length
==
expectedResults
.
length
);
assert
(
tests
.
length
==
expectedResults
.
length
);
final
List
<
int
>
results
=
<
int
>[
final
List
<
int
>
results
=
<
int
>[
for
(
final
List
<
SemanticsSortKey
>
tuple
in
tests
)
tuple
[
0
].
compareTo
(
tuple
[
1
]),
for
(
final
List
<
SemanticsSortKey
>
tuple
in
tests
)
tuple
[
0
].
compareTo
(
tuple
[
1
]),
];
];
expect
(
results
,
orderedEquals
(
expectedResults
));
expect
(
results
,
orderedEquals
(
expectedResults
));
// Differing types should throw an assertion.
expect
(()
=>
const
OrdinalSortKey
(
0.0
).
compareTo
(
const
CustomSortKey
(
0.0
)),
throwsAssertionError
);
});
});
test
(
'OrdinalSortKey compares correctly'
,
()
{
test
(
'OrdinalSortKey compares correctly
when the names are different
'
,
()
{
const
List
<
List
<
SemanticsSortKey
>>
tests
=
<
List
<
SemanticsSortKey
>>[
const
List
<
List
<
SemanticsSortKey
>>
tests
=
<
List
<
SemanticsSortKey
>>[
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
0.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
),
OrdinalSortKey
(
1.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
0.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
),
OrdinalSortKey
(
1.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'foo'
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'foo'
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'foo'
),
OrdinalSortKey
(
0.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'foo'
),
OrdinalSortKey
(
1.0
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'foo'
),
OrdinalSortKey
(
0.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'foo'
),
OrdinalSortKey
(
1.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'foo'
),
OrdinalSortKey
(
0.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'foo'
),
OrdinalSortKey
(
1.0
,
name:
'bar'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'bar'
),
OrdinalSortKey
(
0.0
,
name:
'foo'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
0.0
,
name:
'bar'
),
OrdinalSortKey
(
1.0
,
name:
'foo'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'bar'
),
OrdinalSortKey
(
0.0
,
name:
'foo'
)],
<
SemanticsSortKey
>[
OrdinalSortKey
(
1.0
,
name:
'bar'
),
OrdinalSortKey
(
1.0
,
name:
'foo'
)],
];
];
final
List
<
int
>
expectedResults
=
<
int
>[
0
,
-
1
,
1
,
0
];
final
List
<
int
>
expectedResults
=
<
int
>[
-
1
,
-
1
,
-
1
,
-
1
,
1
,
1
,
1
,
1
,
1
,
1
,
1
,
1
,
-
1
,
-
1
,
-
1
,
-
1
];
assert
(
tests
.
length
==
expectedResults
.
length
);
assert
(
tests
.
length
==
expectedResults
.
length
);
final
List
<
int
>
results
=
<
int
>[
final
List
<
int
>
results
=
<
int
>[
for
(
final
List
<
SemanticsSortKey
>
tuple
in
tests
)
tuple
[
0
].
compareTo
(
tuple
[
1
]),
for
(
final
List
<
SemanticsSortKey
>
tuple
in
tests
)
tuple
[
0
].
compareTo
(
tuple
[
1
]),
...
...
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