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p x
GeelyHMIWeb
Commits
e505aeea
Commit
e505aeea
authored
Jun 10, 2025
by
p x
Browse files
first
parent
fa2ef5ce
Pipeline
#3097
canceled with stages
Changes
700
Pipelines
2
Show whitespace changes
Inline
Side-by-side
Too many changes to show.
To preserve performance only
700 of 700+
files are displayed.
Plain diff
Email patch
app/src/main/assets/dist/lib/Cesium-1.91/Workers/ArcType-fc72c06c.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
],(
function
(
e
){
"
use strict
"
;
var
r
=
Object
.
freeze
({
NONE
:
0
,
GEODESIC
:
1
,
RHUMB
:
2
});
e
.
ArcType
=
r
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/AttributeCompression-f7a901f9.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
],(
function
(
t
,
e
,
n
,
o
,
a
){
"
use strict
"
;
const
r
=
{
SCALAR
:
"
SCALAR
"
,
VEC2
:
"
VEC2
"
,
VEC3
:
"
VEC3
"
,
VEC4
:
"
VEC4
"
,
MAT2
:
"
MAT2
"
,
MAT3
:
"
MAT3
"
,
MAT4
:
"
MAT4
"
,
getMathType
:
function
(
t
){
switch
(
t
){
case
r
.
SCALAR
:
return
Number
;
case
r
.
VEC2
:
return
e
.
Cartesian2
;
case
r
.
VEC3
:
return
e
.
Cartesian3
;
case
r
.
VEC4
:
return
e
.
Cartesian4
;
case
r
.
MAT2
:
return
e
.
Matrix2
;
case
r
.
MAT3
:
return
e
.
Matrix3
;
case
r
.
MAT4
:
return
e
.
Matrix4
}},
getNumberOfComponents
:
function
(
t
){
switch
(
t
){
case
r
.
SCALAR
:
return
1
;
case
r
.
VEC2
:
return
2
;
case
r
.
VEC3
:
return
3
;
case
r
.
VEC4
:
case
r
.
MAT2
:
return
4
;
case
r
.
MAT3
:
return
9
;
case
r
.
MAT4
:
return
16
}},
getGlslType
:
function
(
t
){
switch
(
t
){
case
r
.
SCALAR
:
return
"
float
"
;
case
r
.
VEC2
:
return
"
vec2
"
;
case
r
.
VEC3
:
return
"
vec3
"
;
case
r
.
VEC4
:
return
"
vec4
"
;
case
r
.
MAT2
:
return
"
mat2
"
;
case
r
.
MAT3
:
return
"
mat3
"
;
case
r
.
MAT4
:
return
"
mat4
"
}}};
var
c
=
Object
.
freeze
(
r
);
const
s
=
1
/
256
,
u
=
{
octEncodeInRange
:
function
(
t
,
e
,
o
){
if
(
o
.
x
=
t
.
x
/
(
Math
.
abs
(
t
.
x
)
+
Math
.
abs
(
t
.
y
)
+
Math
.
abs
(
t
.
z
)),
o
.
y
=
t
.
y
/
(
Math
.
abs
(
t
.
x
)
+
Math
.
abs
(
t
.
y
)
+
Math
.
abs
(
t
.
z
)),
t
.
z
<
0
){
const
t
=
o
.
x
,
e
=
o
.
y
;
o
.
x
=
(
1
-
Math
.
abs
(
e
))
*
n
.
CesiumMath
.
signNotZero
(
t
),
o
.
y
=
(
1
-
Math
.
abs
(
t
))
*
n
.
CesiumMath
.
signNotZero
(
e
)}
return
o
.
x
=
n
.
CesiumMath
.
toSNorm
(
o
.
x
,
e
),
o
.
y
=
n
.
CesiumMath
.
toSNorm
(
o
.
y
,
e
),
o
},
octEncode
:
function
(
t
,
e
){
return
u
.
octEncodeInRange
(
t
,
255
,
e
)}},
i
=
new
e
.
Cartesian2
,
C
=
new
Uint8Array
(
1
);
function
M
(
t
){
return
C
[
0
]
=
t
,
C
[
0
]}
u
.
octEncodeToCartesian4
=
function
(
t
,
e
){
return
u
.
octEncodeInRange
(
t
,
65535
,
i
),
e
.
x
=
M
(
i
.
x
*
s
),
e
.
y
=
M
(
i
.
x
),
e
.
z
=
M
(
i
.
y
*
s
),
e
.
w
=
M
(
i
.
y
),
e
},
u
.
octDecodeInRange
=
function
(
t
,
o
,
a
,
r
){
if
(
r
.
x
=
n
.
CesiumMath
.
fromSNorm
(
t
,
a
),
r
.
y
=
n
.
CesiumMath
.
fromSNorm
(
o
,
a
),
r
.
z
=
1
-
(
Math
.
abs
(
r
.
x
)
+
Math
.
abs
(
r
.
y
)),
r
.
z
<
0
){
const
t
=
r
.
x
;
r
.
x
=
(
1
-
Math
.
abs
(
r
.
y
))
*
n
.
CesiumMath
.
signNotZero
(
t
),
r
.
y
=
(
1
-
Math
.
abs
(
t
))
*
n
.
CesiumMath
.
signNotZero
(
r
.
y
)}
return
e
.
Cartesian3
.
normalize
(
r
,
r
)},
u
.
octDecode
=
function
(
t
,
e
,
n
){
return
u
.
octDecodeInRange
(
t
,
e
,
255
,
n
)},
u
.
octDecodeFromCartesian4
=
function
(
t
,
e
){
const
n
=
256
*
t
.
x
+
t
.
y
,
o
=
256
*
t
.
z
+
t
.
w
;
return
u
.
octDecodeInRange
(
n
,
o
,
65535
,
e
)},
u
.
octPackFloat
=
function
(
t
){
return
256
*
t
.
x
+
t
.
y
};
const
f
=
new
e
.
Cartesian2
;
function
m
(
t
){
return
t
>>
1
^-
(
1
&
t
)}
u
.
octEncodeFloat
=
function
(
t
){
return
u
.
octEncode
(
t
,
f
),
u
.
octPackFloat
(
f
)},
u
.
octDecodeFloat
=
function
(
t
,
e
){
const
n
=
t
/
256
,
o
=
Math
.
floor
(
n
),
a
=
256
*
(
n
-
o
);
return
u
.
octDecode
(
o
,
a
,
e
)},
u
.
octPack
=
function
(
t
,
e
,
n
,
o
){
const
a
=
u
.
octEncodeFloat
(
t
),
r
=
u
.
octEncodeFloat
(
e
),
c
=
u
.
octEncode
(
n
,
f
);
return
o
.
x
=
65536
*
c
.
x
+
a
,
o
.
y
=
65536
*
c
.
y
+
r
,
o
},
u
.
octUnpack
=
function
(
t
,
e
,
n
,
o
){
let
a
=
t
.
x
/
65536
;
const
r
=
Math
.
floor
(
a
),
c
=
65536
*
(
a
-
r
);
a
=
t
.
y
/
65536
;
const
s
=
Math
.
floor
(
a
),
i
=
65536
*
(
a
-
s
);
u
.
octDecodeFloat
(
c
,
e
),
u
.
octDecodeFloat
(
i
,
n
),
u
.
octDecode
(
r
,
s
,
o
)},
u
.
compressTextureCoordinates
=
function
(
t
){
return
4096
*
(
4095
*
t
.
x
|
0
)
+
(
4095
*
t
.
y
|
0
)},
u
.
decompressTextureCoordinates
=
function
(
t
,
e
){
const
n
=
t
/
4096
,
o
=
Math
.
floor
(
n
);
return
e
.
x
=
o
/
4095
,
e
.
y
=
(
t
-
4096
*
o
)
/
4095
,
e
},
u
.
zigZagDeltaDecode
=
function
(
t
,
e
,
n
){
const
o
=
t
.
length
;
let
r
=
0
,
c
=
0
,
s
=
0
;
for
(
let
u
=
0
;
u
<
o
;
++
u
)
r
+=
m
(
t
[
u
]),
c
+=
m
(
e
[
u
]),
t
[
u
]
=
r
,
e
[
u
]
=
c
,
a
.
defined
(
n
)
&&
(
s
+=
m
(
n
[
u
]),
n
[
u
]
=
s
)},
u
.
dequantize
=
function
(
t
,
e
,
o
,
a
){
const
r
=
c
.
getNumberOfComponents
(
o
);
let
s
;
switch
(
e
){
case
n
.
ComponentDatatype
.
BYTE
:
s
=
127
;
break
;
case
n
.
ComponentDatatype
.
UNSIGNED_BYTE
:
s
=
255
;
break
;
case
n
.
ComponentDatatype
.
SHORT
:
s
=
32767
;
break
;
case
n
.
ComponentDatatype
.
UNSIGNED_SHORT
:
s
=
65535
;
break
;
case
n
.
ComponentDatatype
.
INT
:
s
=
2147483647
;
break
;
case
n
.
ComponentDatatype
.
UNSIGNED_INT
:
s
=
4294967295
}
const
u
=
new
Float32Array
(
a
*
r
);
for
(
let
e
=
0
;
e
<
a
;
e
++
)
for
(
let
n
=
0
;
n
<
r
;
n
++
){
const
o
=
e
*
r
+
n
;
u
[
o
]
=
Math
.
max
(
t
[
o
]
/
s
,
-
1
)}
return
u
},
u
.
decodeRGB565
=
function
(
t
,
e
){
const
n
=
t
.
length
;
a
.
defined
(
e
)
||
(
e
=
new
Float32Array
(
3
*
n
));
const
o
=
1
/
31
;
for
(
let
a
=
0
;
a
<
n
;
a
++
){
const
n
=
t
[
a
],
r
=
n
>>
11
,
c
=
n
>>
5
&
63
,
s
=
31
&
n
,
u
=
3
*
a
;
e
[
u
]
=
r
*
o
,
e
[
u
+
1
]
=
.
015873015873015872
*
c
,
e
[
u
+
2
]
=
s
*
o
}
return
e
},
t
.
AttributeCompression
=
u
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/AxisAlignedBoundingBox-a572809f.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./Transforms-f15de320
"
],(
function
(
n
,
e
,
t
,
i
,
a
){
"
use strict
"
;
function
m
(
n
,
t
,
a
){
this
.
minimum
=
e
.
Cartesian3
.
clone
(
i
.
defaultValue
(
n
,
e
.
Cartesian3
.
ZERO
)),
this
.
maximum
=
e
.
Cartesian3
.
clone
(
i
.
defaultValue
(
t
,
e
.
Cartesian3
.
ZERO
)),
a
=
i
.
defined
(
a
)?
e
.
Cartesian3
.
clone
(
a
):
e
.
Cartesian3
.
midpoint
(
this
.
minimum
,
this
.
maximum
,
new
e
.
Cartesian3
),
this
.
center
=
a
}
m
.
fromCorners
=
function
(
n
,
t
,
a
){
return
i
.
defined
(
a
)
||
(
a
=
new
m
),
a
.
minimum
=
e
.
Cartesian3
.
clone
(
n
,
a
.
minimum
),
a
.
maximum
=
e
.
Cartesian3
.
clone
(
t
,
a
.
maximum
),
a
.
center
=
e
.
Cartesian3
.
midpoint
(
n
,
t
,
a
.
center
),
a
},
m
.
fromPoints
=
function
(
n
,
t
){
if
(
i
.
defined
(
t
)
||
(
t
=
new
m
),
!
i
.
defined
(
n
)
||
0
===
n
.
length
)
return
t
.
minimum
=
e
.
Cartesian3
.
clone
(
e
.
Cartesian3
.
ZERO
,
t
.
minimum
),
t
.
maximum
=
e
.
Cartesian3
.
clone
(
e
.
Cartesian3
.
ZERO
,
t
.
maximum
),
t
.
center
=
e
.
Cartesian3
.
clone
(
e
.
Cartesian3
.
ZERO
,
t
.
center
),
t
;
let
a
=
n
[
0
].
x
,
r
=
n
[
0
].
y
,
s
=
n
[
0
].
z
,
u
=
n
[
0
].
x
,
c
=
n
[
0
].
y
,
o
=
n
[
0
].
z
;
const
l
=
n
.
length
;
for
(
let
e
=
1
;
e
<
l
;
e
++
){
const
t
=
n
[
e
],
i
=
t
.
x
,
m
=
t
.
y
,
l
=
t
.
z
;
a
=
Math
.
min
(
i
,
a
),
u
=
Math
.
max
(
i
,
u
),
r
=
Math
.
min
(
m
,
r
),
c
=
Math
.
max
(
m
,
c
),
s
=
Math
.
min
(
l
,
s
),
o
=
Math
.
max
(
l
,
o
)}
const
f
=
t
.
minimum
;
f
.
x
=
a
,
f
.
y
=
r
,
f
.
z
=
s
;
const
C
=
t
.
maximum
;
return
C
.
x
=
u
,
C
.
y
=
c
,
C
.
z
=
o
,
t
.
center
=
e
.
Cartesian3
.
midpoint
(
f
,
C
,
t
.
center
),
t
},
m
.
clone
=
function
(
n
,
t
){
if
(
i
.
defined
(
n
))
return
i
.
defined
(
t
)?(
t
.
minimum
=
e
.
Cartesian3
.
clone
(
n
.
minimum
,
t
.
minimum
),
t
.
maximum
=
e
.
Cartesian3
.
clone
(
n
.
maximum
,
t
.
maximum
),
t
.
center
=
e
.
Cartesian3
.
clone
(
n
.
center
,
t
.
center
),
t
):
new
m
(
n
.
minimum
,
n
.
maximum
,
n
.
center
)},
m
.
equals
=
function
(
n
,
t
){
return
n
===
t
||
i
.
defined
(
n
)
&&
i
.
defined
(
t
)
&&
e
.
Cartesian3
.
equals
(
n
.
center
,
t
.
center
)
&&
e
.
Cartesian3
.
equals
(
n
.
minimum
,
t
.
minimum
)
&&
e
.
Cartesian3
.
equals
(
n
.
maximum
,
t
.
maximum
)};
let
r
=
new
e
.
Cartesian3
;
m
.
intersectPlane
=
function
(
n
,
t
){
r
=
e
.
Cartesian3
.
subtract
(
n
.
maximum
,
n
.
minimum
,
r
);
const
i
=
e
.
Cartesian3
.
multiplyByScalar
(
r
,.
5
,
r
),
m
=
t
.
normal
,
s
=
i
.
x
*
Math
.
abs
(
m
.
x
)
+
i
.
y
*
Math
.
abs
(
m
.
y
)
+
i
.
z
*
Math
.
abs
(
m
.
z
),
u
=
e
.
Cartesian3
.
dot
(
n
.
center
,
m
)
+
t
.
distance
;
return
u
-
s
>
0
?
a
.
Intersect
.
INSIDE
:
u
+
s
<
0
?
a
.
Intersect
.
OUTSIDE
:
a
.
Intersect
.
INTERSECTING
},
m
.
prototype
.
clone
=
function
(
n
){
return
m
.
clone
(
this
,
n
)},
m
.
prototype
.
intersectPlane
=
function
(
n
){
return
m
.
intersectPlane
(
this
,
n
)},
m
.
prototype
.
equals
=
function
(
n
){
return
m
.
equals
(
this
,
n
)},
n
.
AxisAlignedBoundingBox
=
m
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/BoundingRectangle-a97789b6.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./Transforms-f15de320
"
],(
function
(
t
,
e
,
n
,
i
,
h
){
"
use strict
"
;
function
r
(
t
,
e
,
n
,
h
){
this
.
x
=
i
.
defaultValue
(
t
,
0
),
this
.
y
=
i
.
defaultValue
(
e
,
0
),
this
.
width
=
i
.
defaultValue
(
n
,
0
),
this
.
height
=
i
.
defaultValue
(
h
,
0
)}
r
.
packedLength
=
4
,
r
.
pack
=
function
(
t
,
e
,
n
){
return
n
=
i
.
defaultValue
(
n
,
0
),
e
[
n
++
]
=
t
.
x
,
e
[
n
++
]
=
t
.
y
,
e
[
n
++
]
=
t
.
width
,
e
[
n
]
=
t
.
height
,
e
},
r
.
unpack
=
function
(
t
,
e
,
n
){
return
e
=
i
.
defaultValue
(
e
,
0
),
i
.
defined
(
n
)
||
(
n
=
new
r
),
n
.
x
=
t
[
e
++
],
n
.
y
=
t
[
e
++
],
n
.
width
=
t
[
e
++
],
n
.
height
=
t
[
e
],
n
},
r
.
fromPoints
=
function
(
t
,
e
){
if
(
i
.
defined
(
e
)
||
(
e
=
new
r
),
!
i
.
defined
(
t
)
||
0
===
t
.
length
)
return
e
.
x
=
0
,
e
.
y
=
0
,
e
.
width
=
0
,
e
.
height
=
0
,
e
;
const
n
=
t
.
length
;
let
h
=
t
[
0
].
x
,
d
=
t
[
0
].
y
,
u
=
t
[
0
].
x
,
o
=
t
[
0
].
y
;
for
(
let
e
=
1
;
e
<
n
;
e
++
){
const
n
=
t
[
e
],
i
=
n
.
x
,
r
=
n
.
y
;
h
=
Math
.
min
(
i
,
h
),
u
=
Math
.
max
(
i
,
u
),
d
=
Math
.
min
(
r
,
d
),
o
=
Math
.
max
(
r
,
o
)}
return
e
.
x
=
h
,
e
.
y
=
d
,
e
.
width
=
u
-
h
,
e
.
height
=
o
-
d
,
e
};
const
d
=
new
h
.
GeographicProjection
,
u
=
new
e
.
Cartographic
,
o
=
new
e
.
Cartographic
;
r
.
fromRectangle
=
function
(
t
,
n
,
h
){
if
(
i
.
defined
(
h
)
||
(
h
=
new
r
),
!
i
.
defined
(
t
))
return
h
.
x
=
0
,
h
.
y
=
0
,
h
.
width
=
0
,
h
.
height
=
0
,
h
;
const
a
=
(
n
=
i
.
defaultValue
(
n
,
d
)).
project
(
e
.
Rectangle
.
southwest
(
t
,
u
)),
c
=
n
.
project
(
e
.
Rectangle
.
northeast
(
t
,
o
));
return
e
.
Cartesian2
.
subtract
(
c
,
a
,
c
),
h
.
x
=
a
.
x
,
h
.
y
=
a
.
y
,
h
.
width
=
c
.
x
,
h
.
height
=
c
.
y
,
h
},
r
.
clone
=
function
(
t
,
e
){
if
(
i
.
defined
(
t
))
return
i
.
defined
(
e
)?(
e
.
x
=
t
.
x
,
e
.
y
=
t
.
y
,
e
.
width
=
t
.
width
,
e
.
height
=
t
.
height
,
e
):
new
r
(
t
.
x
,
t
.
y
,
t
.
width
,
t
.
height
)},
r
.
union
=
function
(
t
,
e
,
n
){
i
.
defined
(
n
)
||
(
n
=
new
r
);
const
h
=
Math
.
min
(
t
.
x
,
e
.
x
),
d
=
Math
.
min
(
t
.
y
,
e
.
y
),
u
=
Math
.
max
(
t
.
x
+
t
.
width
,
e
.
x
+
e
.
width
),
o
=
Math
.
max
(
t
.
y
+
t
.
height
,
e
.
y
+
e
.
height
);
return
n
.
x
=
h
,
n
.
y
=
d
,
n
.
width
=
u
-
h
,
n
.
height
=
o
-
d
,
n
},
r
.
expand
=
function
(
t
,
e
,
n
){
n
=
r
.
clone
(
t
,
n
);
const
i
=
e
.
x
-
n
.
x
,
h
=
e
.
y
-
n
.
y
;
return
i
>
n
.
width
?
n
.
width
=
i
:
i
<
0
&&
(
n
.
width
-=
i
,
n
.
x
=
e
.
x
),
h
>
n
.
height
?
n
.
height
=
h
:
h
<
0
&&
(
n
.
height
-=
h
,
n
.
y
=
e
.
y
),
n
},
r
.
intersect
=
function
(
t
,
e
){
const
n
=
t
.
x
,
i
=
t
.
y
,
r
=
e
.
x
,
d
=
e
.
y
;
return
n
>
r
+
e
.
width
||
n
+
t
.
width
<
r
||
i
+
t
.
height
<
d
||
i
>
d
+
e
.
height
?
h
.
Intersect
.
OUTSIDE
:
h
.
Intersect
.
INTERSECTING
},
r
.
equals
=
function
(
t
,
e
){
return
t
===
e
||
i
.
defined
(
t
)
&&
i
.
defined
(
e
)
&&
t
.
x
===
e
.
x
&&
t
.
y
===
e
.
y
&&
t
.
width
===
e
.
width
&&
t
.
height
===
e
.
height
},
r
.
prototype
.
clone
=
function
(
t
){
return
r
.
clone
(
this
,
t
)},
r
.
prototype
.
intersect
=
function
(
t
){
return
r
.
intersect
(
this
,
t
)},
r
.
prototype
.
equals
=
function
(
t
){
return
r
.
equals
(
this
,
t
)},
t
.
BoundingRectangle
=
r
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/BoxGeometry-e49f89a6.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./GeometryOffsetAttribute-821af768
"
,
"
./Transforms-f15de320
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./when-4bbc8319
"
,
"
./GeometryAttribute-8350368e
"
,
"
./GeometryAttributes-7827a6c2
"
,
"
./VertexFormat-7b982b01
"
],(
function
(
t
,
e
,
n
,
a
,
r
,
i
,
o
,
m
,
u
,
s
){
"
use strict
"
;
const
y
=
new
a
.
Cartesian3
;
function
c
(
t
){
const
e
=
(
t
=
o
.
defaultValue
(
t
,
o
.
defaultValue
.
EMPTY_OBJECT
)).
minimum
,
n
=
t
.
maximum
,
r
=
o
.
defaultValue
(
t
.
vertexFormat
,
s
.
VertexFormat
.
DEFAULT
);
this
.
_minimum
=
a
.
Cartesian3
.
clone
(
e
),
this
.
_maximum
=
a
.
Cartesian3
.
clone
(
n
),
this
.
_vertexFormat
=
r
,
this
.
_offsetAttribute
=
t
.
offsetAttribute
,
this
.
_workerName
=
"
createBoxGeometry
"
}
c
.
fromDimensions
=
function
(
t
){
const
e
=
(
t
=
o
.
defaultValue
(
t
,
o
.
defaultValue
.
EMPTY_OBJECT
)).
dimensions
,
n
=
a
.
Cartesian3
.
multiplyByScalar
(
e
,.
5
,
new
a
.
Cartesian3
);
return
new
c
({
minimum
:
a
.
Cartesian3
.
negate
(
n
,
new
a
.
Cartesian3
),
maximum
:
n
,
vertexFormat
:
t
.
vertexFormat
,
offsetAttribute
:
t
.
offsetAttribute
})},
c
.
fromAxisAlignedBoundingBox
=
function
(
t
){
return
new
c
({
minimum
:
t
.
minimum
,
maximum
:
t
.
maximum
})},
c
.
packedLength
=
2
*
a
.
Cartesian3
.
packedLength
+
s
.
VertexFormat
.
packedLength
+
1
,
c
.
pack
=
function
(
t
,
e
,
n
){
return
n
=
o
.
defaultValue
(
n
,
0
),
a
.
Cartesian3
.
pack
(
t
.
_minimum
,
e
,
n
),
a
.
Cartesian3
.
pack
(
t
.
_maximum
,
e
,
n
+
a
.
Cartesian3
.
packedLength
),
s
.
VertexFormat
.
pack
(
t
.
_vertexFormat
,
e
,
n
+
2
*
a
.
Cartesian3
.
packedLength
),
e
[
n
+
2
*
a
.
Cartesian3
.
packedLength
+
s
.
VertexFormat
.
packedLength
]
=
o
.
defaultValue
(
t
.
_offsetAttribute
,
-
1
),
e
};
const
p
=
new
a
.
Cartesian3
,
x
=
new
a
.
Cartesian3
,
f
=
new
s
.
VertexFormat
,
l
=
{
minimum
:
p
,
maximum
:
x
,
vertexFormat
:
f
,
offsetAttribute
:
void
0
};
let
A
;
c
.
unpack
=
function
(
t
,
e
,
n
){
e
=
o
.
defaultValue
(
e
,
0
);
const
r
=
a
.
Cartesian3
.
unpack
(
t
,
e
,
p
),
i
=
a
.
Cartesian3
.
unpack
(
t
,
e
+
a
.
Cartesian3
.
packedLength
,
x
),
m
=
s
.
VertexFormat
.
unpack
(
t
,
e
+
2
*
a
.
Cartesian3
.
packedLength
,
f
),
u
=
t
[
e
+
2
*
a
.
Cartesian3
.
packedLength
+
s
.
VertexFormat
.
packedLength
];
return
o
.
defined
(
n
)?(
n
.
_minimum
=
a
.
Cartesian3
.
clone
(
r
,
n
.
_minimum
),
n
.
_maximum
=
a
.
Cartesian3
.
clone
(
i
,
n
.
_maximum
),
n
.
_vertexFormat
=
s
.
VertexFormat
.
clone
(
m
,
n
.
_vertexFormat
),
n
.
_offsetAttribute
=-
1
===
u
?
void
0
:
u
,
n
):(
l
.
offsetAttribute
=-
1
===
u
?
void
0
:
u
,
new
c
(
l
))},
c
.
createGeometry
=
function
(
t
){
const
r
=
t
.
_minimum
,
s
=
t
.
_maximum
,
c
=
t
.
_vertexFormat
;
if
(
a
.
Cartesian3
.
equals
(
r
,
s
))
return
;
const
p
=
new
u
.
GeometryAttributes
;
let
x
,
f
;
if
(
c
.
position
&&
(
c
.
st
||
c
.
normal
||
c
.
tangent
||
c
.
bitangent
)){
if
(
c
.
position
&&
(
f
=
new
Float64Array
(
72
),
f
[
0
]
=
r
.
x
,
f
[
1
]
=
r
.
y
,
f
[
2
]
=
s
.
z
,
f
[
3
]
=
s
.
x
,
f
[
4
]
=
r
.
y
,
f
[
5
]
=
s
.
z
,
f
[
6
]
=
s
.
x
,
f
[
7
]
=
s
.
y
,
f
[
8
]
=
s
.
z
,
f
[
9
]
=
r
.
x
,
f
[
10
]
=
s
.
y
,
f
[
11
]
=
s
.
z
,
f
[
12
]
=
r
.
x
,
f
[
13
]
=
r
.
y
,
f
[
14
]
=
r
.
z
,
f
[
15
]
=
s
.
x
,
f
[
16
]
=
r
.
y
,
f
[
17
]
=
r
.
z
,
f
[
18
]
=
s
.
x
,
f
[
19
]
=
s
.
y
,
f
[
20
]
=
r
.
z
,
f
[
21
]
=
r
.
x
,
f
[
22
]
=
s
.
y
,
f
[
23
]
=
r
.
z
,
f
[
24
]
=
s
.
x
,
f
[
25
]
=
r
.
y
,
f
[
26
]
=
r
.
z
,
f
[
27
]
=
s
.
x
,
f
[
28
]
=
s
.
y
,
f
[
29
]
=
r
.
z
,
f
[
30
]
=
s
.
x
,
f
[
31
]
=
s
.
y
,
f
[
32
]
=
s
.
z
,
f
[
33
]
=
s
.
x
,
f
[
34
]
=
r
.
y
,
f
[
35
]
=
s
.
z
,
f
[
36
]
=
r
.
x
,
f
[
37
]
=
r
.
y
,
f
[
38
]
=
r
.
z
,
f
[
39
]
=
r
.
x
,
f
[
40
]
=
s
.
y
,
f
[
41
]
=
r
.
z
,
f
[
42
]
=
r
.
x
,
f
[
43
]
=
s
.
y
,
f
[
44
]
=
s
.
z
,
f
[
45
]
=
r
.
x
,
f
[
46
]
=
r
.
y
,
f
[
47
]
=
s
.
z
,
f
[
48
]
=
r
.
x
,
f
[
49
]
=
s
.
y
,
f
[
50
]
=
r
.
z
,
f
[
51
]
=
s
.
x
,
f
[
52
]
=
s
.
y
,
f
[
53
]
=
r
.
z
,
f
[
54
]
=
s
.
x
,
f
[
55
]
=
s
.
y
,
f
[
56
]
=
s
.
z
,
f
[
57
]
=
r
.
x
,
f
[
58
]
=
s
.
y
,
f
[
59
]
=
s
.
z
,
f
[
60
]
=
r
.
x
,
f
[
61
]
=
r
.
y
,
f
[
62
]
=
r
.
z
,
f
[
63
]
=
s
.
x
,
f
[
64
]
=
r
.
y
,
f
[
65
]
=
r
.
z
,
f
[
66
]
=
s
.
x
,
f
[
67
]
=
r
.
y
,
f
[
68
]
=
s
.
z
,
f
[
69
]
=
r
.
x
,
f
[
70
]
=
r
.
y
,
f
[
71
]
=
s
.
z
,
p
.
position
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
f
})),
c
.
normal
){
const
t
=
new
Float32Array
(
72
);
t
[
0
]
=
0
,
t
[
1
]
=
0
,
t
[
2
]
=
1
,
t
[
3
]
=
0
,
t
[
4
]
=
0
,
t
[
5
]
=
1
,
t
[
6
]
=
0
,
t
[
7
]
=
0
,
t
[
8
]
=
1
,
t
[
9
]
=
0
,
t
[
10
]
=
0
,
t
[
11
]
=
1
,
t
[
12
]
=
0
,
t
[
13
]
=
0
,
t
[
14
]
=-
1
,
t
[
15
]
=
0
,
t
[
16
]
=
0
,
t
[
17
]
=-
1
,
t
[
18
]
=
0
,
t
[
19
]
=
0
,
t
[
20
]
=-
1
,
t
[
21
]
=
0
,
t
[
22
]
=
0
,
t
[
23
]
=-
1
,
t
[
24
]
=
1
,
t
[
25
]
=
0
,
t
[
26
]
=
0
,
t
[
27
]
=
1
,
t
[
28
]
=
0
,
t
[
29
]
=
0
,
t
[
30
]
=
1
,
t
[
31
]
=
0
,
t
[
32
]
=
0
,
t
[
33
]
=
1
,
t
[
34
]
=
0
,
t
[
35
]
=
0
,
t
[
36
]
=-
1
,
t
[
37
]
=
0
,
t
[
38
]
=
0
,
t
[
39
]
=-
1
,
t
[
40
]
=
0
,
t
[
41
]
=
0
,
t
[
42
]
=-
1
,
t
[
43
]
=
0
,
t
[
44
]
=
0
,
t
[
45
]
=-
1
,
t
[
46
]
=
0
,
t
[
47
]
=
0
,
t
[
48
]
=
0
,
t
[
49
]
=
1
,
t
[
50
]
=
0
,
t
[
51
]
=
0
,
t
[
52
]
=
1
,
t
[
53
]
=
0
,
t
[
54
]
=
0
,
t
[
55
]
=
1
,
t
[
56
]
=
0
,
t
[
57
]
=
0
,
t
[
58
]
=
1
,
t
[
59
]
=
0
,
t
[
60
]
=
0
,
t
[
61
]
=-
1
,
t
[
62
]
=
0
,
t
[
63
]
=
0
,
t
[
64
]
=-
1
,
t
[
65
]
=
0
,
t
[
66
]
=
0
,
t
[
67
]
=-
1
,
t
[
68
]
=
0
,
t
[
69
]
=
0
,
t
[
70
]
=-
1
,
t
[
71
]
=
0
,
p
.
normal
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
t
})}
if
(
c
.
st
){
const
t
=
new
Float32Array
(
48
);
t
[
0
]
=
0
,
t
[
1
]
=
0
,
t
[
2
]
=
1
,
t
[
3
]
=
0
,
t
[
4
]
=
1
,
t
[
5
]
=
1
,
t
[
6
]
=
0
,
t
[
7
]
=
1
,
t
[
8
]
=
1
,
t
[
9
]
=
0
,
t
[
10
]
=
0
,
t
[
11
]
=
0
,
t
[
12
]
=
0
,
t
[
13
]
=
1
,
t
[
14
]
=
1
,
t
[
15
]
=
1
,
t
[
16
]
=
0
,
t
[
17
]
=
0
,
t
[
18
]
=
1
,
t
[
19
]
=
0
,
t
[
20
]
=
1
,
t
[
21
]
=
1
,
t
[
22
]
=
0
,
t
[
23
]
=
1
,
t
[
24
]
=
1
,
t
[
25
]
=
0
,
t
[
26
]
=
0
,
t
[
27
]
=
0
,
t
[
28
]
=
0
,
t
[
29
]
=
1
,
t
[
30
]
=
1
,
t
[
31
]
=
1
,
t
[
32
]
=
1
,
t
[
33
]
=
0
,
t
[
34
]
=
0
,
t
[
35
]
=
0
,
t
[
36
]
=
0
,
t
[
37
]
=
1
,
t
[
38
]
=
1
,
t
[
39
]
=
1
,
t
[
40
]
=
0
,
t
[
41
]
=
0
,
t
[
42
]
=
1
,
t
[
43
]
=
0
,
t
[
44
]
=
1
,
t
[
45
]
=
1
,
t
[
46
]
=
0
,
t
[
47
]
=
1
,
p
.
st
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
2
,
values
:
t
})}
if
(
c
.
tangent
){
const
t
=
new
Float32Array
(
72
);
t
[
0
]
=
1
,
t
[
1
]
=
0
,
t
[
2
]
=
0
,
t
[
3
]
=
1
,
t
[
4
]
=
0
,
t
[
5
]
=
0
,
t
[
6
]
=
1
,
t
[
7
]
=
0
,
t
[
8
]
=
0
,
t
[
9
]
=
1
,
t
[
10
]
=
0
,
t
[
11
]
=
0
,
t
[
12
]
=-
1
,
t
[
13
]
=
0
,
t
[
14
]
=
0
,
t
[
15
]
=-
1
,
t
[
16
]
=
0
,
t
[
17
]
=
0
,
t
[
18
]
=-
1
,
t
[
19
]
=
0
,
t
[
20
]
=
0
,
t
[
21
]
=-
1
,
t
[
22
]
=
0
,
t
[
23
]
=
0
,
t
[
24
]
=
0
,
t
[
25
]
=
1
,
t
[
26
]
=
0
,
t
[
27
]
=
0
,
t
[
28
]
=
1
,
t
[
29
]
=
0
,
t
[
30
]
=
0
,
t
[
31
]
=
1
,
t
[
32
]
=
0
,
t
[
33
]
=
0
,
t
[
34
]
=
1
,
t
[
35
]
=
0
,
t
[
36
]
=
0
,
t
[
37
]
=-
1
,
t
[
38
]
=
0
,
t
[
39
]
=
0
,
t
[
40
]
=-
1
,
t
[
41
]
=
0
,
t
[
42
]
=
0
,
t
[
43
]
=-
1
,
t
[
44
]
=
0
,
t
[
45
]
=
0
,
t
[
46
]
=-
1
,
t
[
47
]
=
0
,
t
[
48
]
=-
1
,
t
[
49
]
=
0
,
t
[
50
]
=
0
,
t
[
51
]
=-
1
,
t
[
52
]
=
0
,
t
[
53
]
=
0
,
t
[
54
]
=-
1
,
t
[
55
]
=
0
,
t
[
56
]
=
0
,
t
[
57
]
=-
1
,
t
[
58
]
=
0
,
t
[
59
]
=
0
,
t
[
60
]
=
1
,
t
[
61
]
=
0
,
t
[
62
]
=
0
,
t
[
63
]
=
1
,
t
[
64
]
=
0
,
t
[
65
]
=
0
,
t
[
66
]
=
1
,
t
[
67
]
=
0
,
t
[
68
]
=
0
,
t
[
69
]
=
1
,
t
[
70
]
=
0
,
t
[
71
]
=
0
,
p
.
tangent
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
t
})}
if
(
c
.
bitangent
){
const
t
=
new
Float32Array
(
72
);
t
[
0
]
=
0
,
t
[
1
]
=
1
,
t
[
2
]
=
0
,
t
[
3
]
=
0
,
t
[
4
]
=
1
,
t
[
5
]
=
0
,
t
[
6
]
=
0
,
t
[
7
]
=
1
,
t
[
8
]
=
0
,
t
[
9
]
=
0
,
t
[
10
]
=
1
,
t
[
11
]
=
0
,
t
[
12
]
=
0
,
t
[
13
]
=
1
,
t
[
14
]
=
0
,
t
[
15
]
=
0
,
t
[
16
]
=
1
,
t
[
17
]
=
0
,
t
[
18
]
=
0
,
t
[
19
]
=
1
,
t
[
20
]
=
0
,
t
[
21
]
=
0
,
t
[
22
]
=
1
,
t
[
23
]
=
0
,
t
[
24
]
=
0
,
t
[
25
]
=
0
,
t
[
26
]
=
1
,
t
[
27
]
=
0
,
t
[
28
]
=
0
,
t
[
29
]
=
1
,
t
[
30
]
=
0
,
t
[
31
]
=
0
,
t
[
32
]
=
1
,
t
[
33
]
=
0
,
t
[
34
]
=
0
,
t
[
35
]
=
1
,
t
[
36
]
=
0
,
t
[
37
]
=
0
,
t
[
38
]
=
1
,
t
[
39
]
=
0
,
t
[
40
]
=
0
,
t
[
41
]
=
1
,
t
[
42
]
=
0
,
t
[
43
]
=
0
,
t
[
44
]
=
1
,
t
[
45
]
=
0
,
t
[
46
]
=
0
,
t
[
47
]
=
1
,
t
[
48
]
=
0
,
t
[
49
]
=
0
,
t
[
50
]
=
1
,
t
[
51
]
=
0
,
t
[
52
]
=
0
,
t
[
53
]
=
1
,
t
[
54
]
=
0
,
t
[
55
]
=
0
,
t
[
56
]
=
1
,
t
[
57
]
=
0
,
t
[
58
]
=
0
,
t
[
59
]
=
1
,
t
[
60
]
=
0
,
t
[
61
]
=
0
,
t
[
62
]
=
1
,
t
[
63
]
=
0
,
t
[
64
]
=
0
,
t
[
65
]
=
1
,
t
[
66
]
=
0
,
t
[
67
]
=
0
,
t
[
68
]
=
1
,
t
[
69
]
=
0
,
t
[
70
]
=
0
,
t
[
71
]
=
1
,
p
.
bitangent
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
t
})}
x
=
new
Uint16Array
(
36
),
x
[
0
]
=
0
,
x
[
1
]
=
1
,
x
[
2
]
=
2
,
x
[
3
]
=
0
,
x
[
4
]
=
2
,
x
[
5
]
=
3
,
x
[
6
]
=
6
,
x
[
7
]
=
5
,
x
[
8
]
=
4
,
x
[
9
]
=
7
,
x
[
10
]
=
6
,
x
[
11
]
=
4
,
x
[
12
]
=
8
,
x
[
13
]
=
9
,
x
[
14
]
=
10
,
x
[
15
]
=
8
,
x
[
16
]
=
10
,
x
[
17
]
=
11
,
x
[
18
]
=
14
,
x
[
19
]
=
13
,
x
[
20
]
=
12
,
x
[
21
]
=
15
,
x
[
22
]
=
14
,
x
[
23
]
=
12
,
x
[
24
]
=
18
,
x
[
25
]
=
17
,
x
[
26
]
=
16
,
x
[
27
]
=
19
,
x
[
28
]
=
18
,
x
[
29
]
=
16
,
x
[
30
]
=
20
,
x
[
31
]
=
21
,
x
[
32
]
=
22
,
x
[
33
]
=
20
,
x
[
34
]
=
22
,
x
[
35
]
=
23
}
else
f
=
new
Float64Array
(
24
),
f
[
0
]
=
r
.
x
,
f
[
1
]
=
r
.
y
,
f
[
2
]
=
r
.
z
,
f
[
3
]
=
s
.
x
,
f
[
4
]
=
r
.
y
,
f
[
5
]
=
r
.
z
,
f
[
6
]
=
s
.
x
,
f
[
7
]
=
s
.
y
,
f
[
8
]
=
r
.
z
,
f
[
9
]
=
r
.
x
,
f
[
10
]
=
s
.
y
,
f
[
11
]
=
r
.
z
,
f
[
12
]
=
r
.
x
,
f
[
13
]
=
r
.
y
,
f
[
14
]
=
s
.
z
,
f
[
15
]
=
s
.
x
,
f
[
16
]
=
r
.
y
,
f
[
17
]
=
s
.
z
,
f
[
18
]
=
s
.
x
,
f
[
19
]
=
s
.
y
,
f
[
20
]
=
s
.
z
,
f
[
21
]
=
r
.
x
,
f
[
22
]
=
s
.
y
,
f
[
23
]
=
s
.
z
,
p
.
position
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
f
}),
x
=
new
Uint16Array
(
36
),
x
[
0
]
=
4
,
x
[
1
]
=
5
,
x
[
2
]
=
6
,
x
[
3
]
=
4
,
x
[
4
]
=
6
,
x
[
5
]
=
7
,
x
[
6
]
=
1
,
x
[
7
]
=
0
,
x
[
8
]
=
3
,
x
[
9
]
=
1
,
x
[
10
]
=
3
,
x
[
11
]
=
2
,
x
[
12
]
=
1
,
x
[
13
]
=
6
,
x
[
14
]
=
5
,
x
[
15
]
=
1
,
x
[
16
]
=
2
,
x
[
17
]
=
6
,
x
[
18
]
=
2
,
x
[
19
]
=
3
,
x
[
20
]
=
7
,
x
[
21
]
=
2
,
x
[
22
]
=
7
,
x
[
23
]
=
6
,
x
[
24
]
=
3
,
x
[
25
]
=
0
,
x
[
26
]
=
4
,
x
[
27
]
=
3
,
x
[
28
]
=
4
,
x
[
29
]
=
7
,
x
[
30
]
=
0
,
x
[
31
]
=
1
,
x
[
32
]
=
5
,
x
[
33
]
=
0
,
x
[
34
]
=
5
,
x
[
35
]
=
4
;
const
l
=
a
.
Cartesian3
.
subtract
(
s
,
r
,
y
),
A
=
.
5
*
a
.
Cartesian3
.
magnitude
(
l
);
if
(
o
.
defined
(
t
.
_offsetAttribute
)){
const
n
=
f
.
length
,
a
=
new
Uint8Array
(
n
/
3
),
r
=
t
.
_offsetAttribute
===
e
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
e
.
arrayFill
(
a
,
r
),
p
.
applyOffset
=
new
m
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
a
})}
return
new
m
.
Geometry
({
attributes
:
p
,
indices
:
x
,
primitiveType
:
m
.
PrimitiveType
.
TRIANGLES
,
boundingSphere
:
new
n
.
BoundingSphere
(
a
.
Cartesian3
.
ZERO
,
A
),
offsetAttribute
:
t
.
_offsetAttribute
})},
c
.
getUnitBox
=
function
(){
return
o
.
defined
(
A
)
||
(
A
=
c
.
createGeometry
(
c
.
fromDimensions
({
dimensions
:
new
a
.
Cartesian3
(
1
,
1
,
1
),
vertexFormat
:
s
.
VertexFormat
.
POSITION_ONLY
}))),
A
},
t
.
BoxGeometry
=
c
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/Color-b12fd141.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./Transforms-f15de320
"
,
"
./ComponentDatatype-3d0a0aac
"
],(
function
(
e
,
r
,
t
,
o
,
f
){
"
use strict
"
;
function
s
(
e
,
r
,
t
){
return
t
<
0
&&
(
t
+=
1
),
t
>
1
&&
(
t
-=
1
),
6
*
t
<
1
?
e
+
6
*
(
r
-
e
)
*
t
:
2
*
t
<
1
?
r
:
3
*
t
<
2
?
e
+
(
r
-
e
)
*
(
2
/
3
-
t
)
*
6
:
e
}
function
n
(
e
,
r
,
o
,
f
){
this
.
red
=
t
.
defaultValue
(
e
,
1
),
this
.
green
=
t
.
defaultValue
(
r
,
1
),
this
.
blue
=
t
.
defaultValue
(
o
,
1
),
this
.
alpha
=
t
.
defaultValue
(
f
,
1
)}
let
l
,
C
,
i
;
n
.
fromCartesian4
=
function
(
e
,
r
){
return
t
.
defined
(
r
)?(
r
.
red
=
e
.
x
,
r
.
green
=
e
.
y
,
r
.
blue
=
e
.
z
,
r
.
alpha
=
e
.
w
,
r
):
new
n
(
e
.
x
,
e
.
y
,
e
.
z
,
e
.
w
)},
n
.
fromBytes
=
function
(
e
,
r
,
o
,
f
,
s
){
return
e
=
n
.
byteToFloat
(
t
.
defaultValue
(
e
,
255
)),
r
=
n
.
byteToFloat
(
t
.
defaultValue
(
r
,
255
)),
o
=
n
.
byteToFloat
(
t
.
defaultValue
(
o
,
255
)),
f
=
n
.
byteToFloat
(
t
.
defaultValue
(
f
,
255
)),
t
.
defined
(
s
)?(
s
.
red
=
e
,
s
.
green
=
r
,
s
.
blue
=
o
,
s
.
alpha
=
f
,
s
):
new
n
(
e
,
r
,
o
,
f
)},
n
.
fromAlpha
=
function
(
e
,
r
,
o
){
return
t
.
defined
(
o
)?(
o
.
red
=
e
.
red
,
o
.
green
=
e
.
green
,
o
.
blue
=
e
.
blue
,
o
.
alpha
=
r
,
o
):
new
n
(
e
.
red
,
e
.
green
,
e
.
blue
,
r
)},
o
.
FeatureDetection
.
supportsTypedArrays
()
&&
(
l
=
new
ArrayBuffer
(
4
),
C
=
new
Uint32Array
(
l
),
i
=
new
Uint8Array
(
l
)),
n
.
fromRgba
=
function
(
e
,
r
){
return
C
[
0
]
=
e
,
n
.
fromBytes
(
i
[
0
],
i
[
1
],
i
[
2
],
i
[
3
],
r
)},
n
.
fromHsl
=
function
(
e
,
r
,
o
,
f
,
l
){
e
=
t
.
defaultValue
(
e
,
0
)
%
1
,
r
=
t
.
defaultValue
(
r
,
0
),
o
=
t
.
defaultValue
(
o
,
0
),
f
=
t
.
defaultValue
(
f
,
1
);
let
C
=
o
,
i
=
o
,
a
=
o
;
if
(
0
!==
r
){
let
t
;
t
=
o
<
.
5
?
o
*
(
1
+
r
):
o
+
r
-
o
*
r
;
const
f
=
2
*
o
-
t
;
C
=
s
(
f
,
t
,
e
+
1
/
3
),
i
=
s
(
f
,
t
,
e
),
a
=
s
(
f
,
t
,
e
-
1
/
3
)}
return
t
.
defined
(
l
)?(
l
.
red
=
C
,
l
.
green
=
i
,
l
.
blue
=
a
,
l
.
alpha
=
f
,
l
):
new
n
(
C
,
i
,
a
,
f
)},
n
.
fromRandom
=
function
(
e
,
r
){
let
o
=
(
e
=
t
.
defaultValue
(
e
,
t
.
defaultValue
.
EMPTY_OBJECT
)).
red
;
if
(
!
t
.
defined
(
o
)){
const
r
=
t
.
defaultValue
(
e
.
minimumRed
,
0
),
s
=
t
.
defaultValue
(
e
.
maximumRed
,
1
);
o
=
r
+
f
.
CesiumMath
.
nextRandomNumber
()
*
(
s
-
r
)}
let
s
=
e
.
green
;
if
(
!
t
.
defined
(
s
)){
const
r
=
t
.
defaultValue
(
e
.
minimumGreen
,
0
),
o
=
t
.
defaultValue
(
e
.
maximumGreen
,
1
);
s
=
r
+
f
.
CesiumMath
.
nextRandomNumber
()
*
(
o
-
r
)}
let
l
=
e
.
blue
;
if
(
!
t
.
defined
(
l
)){
const
r
=
t
.
defaultValue
(
e
.
minimumBlue
,
0
),
o
=
t
.
defaultValue
(
e
.
maximumBlue
,
1
);
l
=
r
+
f
.
CesiumMath
.
nextRandomNumber
()
*
(
o
-
r
)}
let
C
=
e
.
alpha
;
if
(
!
t
.
defined
(
C
)){
const
r
=
t
.
defaultValue
(
e
.
minimumAlpha
,
0
),
o
=
t
.
defaultValue
(
e
.
maximumAlpha
,
1
);
C
=
r
+
f
.
CesiumMath
.
nextRandomNumber
()
*
(
o
-
r
)}
return
t
.
defined
(
r
)?(
r
.
red
=
o
,
r
.
green
=
s
,
r
.
blue
=
l
,
r
.
alpha
=
C
,
r
):
new
n
(
o
,
s
,
l
,
C
)};
const
a
=
/^#
([
0-9a-f
])([
0-9a-f
])([
0-9a-f
])([
0-9a-f
])?
$/i
,
E
=
/^#
([
0-9a-f
]{2})([
0-9a-f
]{2})([
0-9a-f
]{2})([
0-9a-f
]{2})?
$/i
,
u
=
/^rgba
?\(\s
*
([
0-9.
]
+%
?)\s
*,
\s
*
([
0-9.
]
+%
?)\s
*,
\s
*
([
0-9.
]
+%
?)(?:\s
*,
\s
*
([
0-9.
]
+
))?\s
*
\)
$/i
,
b
=
/^hsla
?\(\s
*
([
0-9.
]
+
)\s
*,
\s
*
([
0-9.
]
+%
)\s
*,
\s
*
([
0-9.
]
+%
)(?:\s
*,
\s
*
([
0-9.
]
+
))?\s
*
\)
$/i
;
n
.
fromCssColorString
=
function
(
e
,
r
){
t
.
defined
(
r
)
||
(
r
=
new
n
);
const
o
=
n
[(
e
=
e
.
replace
(
/
\s
/g
,
""
)).
toUpperCase
()];
if
(
t
.
defined
(
o
))
return
n
.
clone
(
o
,
r
),
r
;
let
f
=
a
.
exec
(
e
);
return
null
!==
f
?(
r
.
red
=
parseInt
(
f
[
1
],
16
)
/
15
,
r
.
green
=
parseInt
(
f
[
2
],
16
)
/
15
,
r
.
blue
=
parseInt
(
f
[
3
],
16
)
/
15
,
r
.
alpha
=
parseInt
(
t
.
defaultValue
(
f
[
4
],
"
f
"
),
16
)
/
15
,
r
):(
f
=
E
.
exec
(
e
),
null
!==
f
?(
r
.
red
=
parseInt
(
f
[
1
],
16
)
/
255
,
r
.
green
=
parseInt
(
f
[
2
],
16
)
/
255
,
r
.
blue
=
parseInt
(
f
[
3
],
16
)
/
255
,
r
.
alpha
=
parseInt
(
t
.
defaultValue
(
f
[
4
],
"
ff
"
),
16
)
/
255
,
r
):(
f
=
u
.
exec
(
e
),
null
!==
f
?(
r
.
red
=
parseFloat
(
f
[
1
])
/
(
"
%
"
===
f
[
1
].
substr
(
-
1
)?
100
:
255
),
r
.
green
=
parseFloat
(
f
[
2
])
/
(
"
%
"
===
f
[
2
].
substr
(
-
1
)?
100
:
255
),
r
.
blue
=
parseFloat
(
f
[
3
])
/
(
"
%
"
===
f
[
3
].
substr
(
-
1
)?
100
:
255
),
r
.
alpha
=
parseFloat
(
t
.
defaultValue
(
f
[
4
],
"
1.0
"
)),
r
):(
f
=
b
.
exec
(
e
),
null
!==
f
?
n
.
fromHsl
(
parseFloat
(
f
[
1
])
/
360
,
parseFloat
(
f
[
2
])
/
100
,
parseFloat
(
f
[
3
])
/
100
,
parseFloat
(
t
.
defaultValue
(
f
[
4
],
"
1.0
"
)),
r
):
r
=
void
0
)))},
n
.
packedLength
=
4
,
n
.
pack
=
function
(
e
,
r
,
o
){
return
o
=
t
.
defaultValue
(
o
,
0
),
r
[
o
++
]
=
e
.
red
,
r
[
o
++
]
=
e
.
green
,
r
[
o
++
]
=
e
.
blue
,
r
[
o
]
=
e
.
alpha
,
r
},
n
.
unpack
=
function
(
e
,
r
,
o
){
return
r
=
t
.
defaultValue
(
r
,
0
),
t
.
defined
(
o
)
||
(
o
=
new
n
),
o
.
red
=
e
[
r
++
],
o
.
green
=
e
[
r
++
],
o
.
blue
=
e
[
r
++
],
o
.
alpha
=
e
[
r
],
o
},
n
.
byteToFloat
=
function
(
e
){
return
e
/
255
},
n
.
floatToByte
=
function
(
e
){
return
1
===
e
?
255
:
256
*
e
|
0
},
n
.
clone
=
function
(
e
,
r
){
if
(
t
.
defined
(
e
))
return
t
.
defined
(
r
)?(
r
.
red
=
e
.
red
,
r
.
green
=
e
.
green
,
r
.
blue
=
e
.
blue
,
r
.
alpha
=
e
.
alpha
,
r
):
new
n
(
e
.
red
,
e
.
green
,
e
.
blue
,
e
.
alpha
)},
n
.
equals
=
function
(
e
,
r
){
return
e
===
r
||
t
.
defined
(
e
)
&&
t
.
defined
(
r
)
&&
e
.
red
===
r
.
red
&&
e
.
green
===
r
.
green
&&
e
.
blue
===
r
.
blue
&&
e
.
alpha
===
r
.
alpha
},
n
.
equalsArray
=
function
(
e
,
r
,
t
){
return
e
.
red
===
r
[
t
]
&&
e
.
green
===
r
[
t
+
1
]
&&
e
.
blue
===
r
[
t
+
2
]
&&
e
.
alpha
===
r
[
t
+
3
]},
n
.
prototype
.
clone
=
function
(
e
){
return
n
.
clone
(
this
,
e
)},
n
.
prototype
.
equals
=
function
(
e
){
return
n
.
equals
(
this
,
e
)},
n
.
prototype
.
equalsEpsilon
=
function
(
e
,
r
){
return
this
===
e
||
t
.
defined
(
e
)
&&
Math
.
abs
(
this
.
red
-
e
.
red
)
<=
r
&&
Math
.
abs
(
this
.
green
-
e
.
green
)
<=
r
&&
Math
.
abs
(
this
.
blue
-
e
.
blue
)
<=
r
&&
Math
.
abs
(
this
.
alpha
-
e
.
alpha
)
<=
r
},
n
.
prototype
.
toString
=
function
(){
return
`(
${
this
.
red
}
,
${
this
.
green
}
,
${
this
.
blue
}
,
${
this
.
alpha
}
)`
},
n
.
prototype
.
toCssColorString
=
function
(){
const
e
=
n
.
floatToByte
(
this
.
red
),
r
=
n
.
floatToByte
(
this
.
green
),
t
=
n
.
floatToByte
(
this
.
blue
);
return
1
===
this
.
alpha
?
`rgb(
${
e
}
,
${
r
}
,
${
t
}
)`
:
`rgba(
${
e
}
,
${
r
}
,
${
t
}
,
${
this
.
alpha
}
)`
},
n
.
prototype
.
toCssHexString
=
function
(){
let
e
=
n
.
floatToByte
(
this
.
red
).
toString
(
16
);
e
.
length
<
2
&&
(
e
=
`0
${
e
}
`
);
let
r
=
n
.
floatToByte
(
this
.
green
).
toString
(
16
);
r
.
length
<
2
&&
(
r
=
`0
${
r
}
`
);
let
t
=
n
.
floatToByte
(
this
.
blue
).
toString
(
16
);
if
(
t
.
length
<
2
&&
(
t
=
`0
${
t
}
`
),
this
.
alpha
<
1
){
let
o
=
n
.
floatToByte
(
this
.
alpha
).
toString
(
16
);
return
o
.
length
<
2
&&
(
o
=
`0
${
o
}
`
),
`#
${
e
}${
r
}${
t
}${
o
}
`
}
return
`#
${
e
}${
r
}${
t
}
`
},
n
.
prototype
.
toBytes
=
function
(
e
){
const
r
=
n
.
floatToByte
(
this
.
red
),
o
=
n
.
floatToByte
(
this
.
green
),
f
=
n
.
floatToByte
(
this
.
blue
),
s
=
n
.
floatToByte
(
this
.
alpha
);
return
t
.
defined
(
e
)?(
e
[
0
]
=
r
,
e
[
1
]
=
o
,
e
[
2
]
=
f
,
e
[
3
]
=
s
,
e
):[
r
,
o
,
f
,
s
]},
n
.
prototype
.
toRgba
=
function
(){
return
i
[
0
]
=
n
.
floatToByte
(
this
.
red
),
i
[
1
]
=
n
.
floatToByte
(
this
.
green
),
i
[
2
]
=
n
.
floatToByte
(
this
.
blue
),
i
[
3
]
=
n
.
floatToByte
(
this
.
alpha
),
C
[
0
]},
n
.
prototype
.
brighten
=
function
(
e
,
r
){
return
e
=
1
-
e
,
r
.
red
=
1
-
(
1
-
this
.
red
)
*
e
,
r
.
green
=
1
-
(
1
-
this
.
green
)
*
e
,
r
.
blue
=
1
-
(
1
-
this
.
blue
)
*
e
,
r
.
alpha
=
this
.
alpha
,
r
},
n
.
prototype
.
darken
=
function
(
e
,
r
){
return
e
=
1
-
e
,
r
.
red
=
this
.
red
*
e
,
r
.
green
=
this
.
green
*
e
,
r
.
blue
=
this
.
blue
*
e
,
r
.
alpha
=
this
.
alpha
,
r
},
n
.
prototype
.
withAlpha
=
function
(
e
,
r
){
return
n
.
fromAlpha
(
this
,
e
,
r
)},
n
.
add
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
+
r
.
red
,
t
.
green
=
e
.
green
+
r
.
green
,
t
.
blue
=
e
.
blue
+
r
.
blue
,
t
.
alpha
=
e
.
alpha
+
r
.
alpha
,
t
},
n
.
subtract
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
-
r
.
red
,
t
.
green
=
e
.
green
-
r
.
green
,
t
.
blue
=
e
.
blue
-
r
.
blue
,
t
.
alpha
=
e
.
alpha
-
r
.
alpha
,
t
},
n
.
multiply
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
*
r
.
red
,
t
.
green
=
e
.
green
*
r
.
green
,
t
.
blue
=
e
.
blue
*
r
.
blue
,
t
.
alpha
=
e
.
alpha
*
r
.
alpha
,
t
},
n
.
divide
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
/
r
.
red
,
t
.
green
=
e
.
green
/
r
.
green
,
t
.
blue
=
e
.
blue
/
r
.
blue
,
t
.
alpha
=
e
.
alpha
/
r
.
alpha
,
t
},
n
.
mod
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
%
r
.
red
,
t
.
green
=
e
.
green
%
r
.
green
,
t
.
blue
=
e
.
blue
%
r
.
blue
,
t
.
alpha
=
e
.
alpha
%
r
.
alpha
,
t
},
n
.
lerp
=
function
(
e
,
r
,
t
,
o
){
return
o
.
red
=
f
.
CesiumMath
.
lerp
(
e
.
red
,
r
.
red
,
t
),
o
.
green
=
f
.
CesiumMath
.
lerp
(
e
.
green
,
r
.
green
,
t
),
o
.
blue
=
f
.
CesiumMath
.
lerp
(
e
.
blue
,
r
.
blue
,
t
),
o
.
alpha
=
f
.
CesiumMath
.
lerp
(
e
.
alpha
,
r
.
alpha
,
t
),
o
},
n
.
multiplyByScalar
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
*
r
,
t
.
green
=
e
.
green
*
r
,
t
.
blue
=
e
.
blue
*
r
,
t
.
alpha
=
e
.
alpha
*
r
,
t
},
n
.
divideByScalar
=
function
(
e
,
r
,
t
){
return
t
.
red
=
e
.
red
/
r
,
t
.
green
=
e
.
green
/
r
,
t
.
blue
=
e
.
blue
/
r
,
t
.
alpha
=
e
.
alpha
/
r
,
t
},
n
.
ALICEBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F0F8FF
"
)),
n
.
ANTIQUEWHITE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FAEBD7
"
)),
n
.
AQUA
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00FFFF
"
)),
n
.
AQUAMARINE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#7FFFD4
"
)),
n
.
AZURE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F0FFFF
"
)),
n
.
BEIGE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F5F5DC
"
)),
n
.
BISQUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFE4C4
"
)),
n
.
BLACK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#000000
"
)),
n
.
BLANCHEDALMOND
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFEBCD
"
)),
n
.
BLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#0000FF
"
)),
n
.
BLUEVIOLET
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#8A2BE2
"
)),
n
.
BROWN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#A52A2A
"
)),
n
.
BURLYWOOD
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DEB887
"
)),
n
.
CADETBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#5F9EA0
"
)),
n
.
CHARTREUSE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#7FFF00
"
)),
n
.
CHOCOLATE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#D2691E
"
)),
n
.
CORAL
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF7F50
"
)),
n
.
CORNFLOWERBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#6495ED
"
)),
n
.
CORNSILK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFF8DC
"
)),
n
.
CRIMSON
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DC143C
"
)),
n
.
CYAN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00FFFF
"
)),
n
.
DARKBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00008B
"
)),
n
.
DARKCYAN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#008B8B
"
)),
n
.
DARKGOLDENROD
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#B8860B
"
)),
n
.
DARKGRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#A9A9A9
"
)),
n
.
DARKGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#006400
"
)),
n
.
DARKGREY
=
n
.
DARKGRAY
,
n
.
DARKKHAKI
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#BDB76B
"
)),
n
.
DARKMAGENTA
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#8B008B
"
)),
n
.
DARKOLIVEGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#556B2F
"
)),
n
.
DARKORANGE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF8C00
"
)),
n
.
DARKORCHID
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#9932CC
"
)),
n
.
DARKRED
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#8B0000
"
)),
n
.
DARKSALMON
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#E9967A
"
)),
n
.
DARKSEAGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#8FBC8F
"
)),
n
.
DARKSLATEBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#483D8B
"
)),
n
.
DARKSLATEGRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#2F4F4F
"
)),
n
.
DARKSLATEGREY
=
n
.
DARKSLATEGRAY
,
n
.
DARKTURQUOISE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00CED1
"
)),
n
.
DARKVIOLET
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#9400D3
"
)),
n
.
DEEPPINK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF1493
"
)),
n
.
DEEPSKYBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00BFFF
"
)),
n
.
DIMGRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#696969
"
)),
n
.
DIMGREY
=
n
.
DIMGRAY
,
n
.
DODGERBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#1E90FF
"
)),
n
.
FIREBRICK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#B22222
"
)),
n
.
FLORALWHITE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFAF0
"
)),
n
.
FORESTGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#228B22
"
)),
n
.
FUCHSIA
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF00FF
"
)),
n
.
GAINSBORO
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DCDCDC
"
)),
n
.
GHOSTWHITE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F8F8FF
"
)),
n
.
GOLD
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFD700
"
)),
n
.
GOLDENROD
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DAA520
"
)),
n
.
GRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#808080
"
)),
n
.
GREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#008000
"
)),
n
.
GREENYELLOW
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#ADFF2F
"
)),
n
.
GREY
=
n
.
GRAY
,
n
.
HONEYDEW
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F0FFF0
"
)),
n
.
HOTPINK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF69B4
"
)),
n
.
INDIANRED
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#CD5C5C
"
)),
n
.
INDIGO
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#4B0082
"
)),
n
.
IVORY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFFF0
"
)),
n
.
KHAKI
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F0E68C
"
)),
n
.
LAVENDER
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#E6E6FA
"
)),
n
.
LAVENDAR_BLUSH
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFF0F5
"
)),
n
.
LAWNGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#7CFC00
"
)),
n
.
LEMONCHIFFON
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFACD
"
)),
n
.
LIGHTBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#ADD8E6
"
)),
n
.
LIGHTCORAL
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F08080
"
)),
n
.
LIGHTCYAN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#E0FFFF
"
)),
n
.
LIGHTGOLDENRODYELLOW
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FAFAD2
"
)),
n
.
LIGHTGRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#D3D3D3
"
)),
n
.
LIGHTGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#90EE90
"
)),
n
.
LIGHTGREY
=
n
.
LIGHTGRAY
,
n
.
LIGHTPINK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFB6C1
"
)),
n
.
LIGHTSEAGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#20B2AA
"
)),
n
.
LIGHTSKYBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#87CEFA
"
)),
n
.
LIGHTSLATEGRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#778899
"
)),
n
.
LIGHTSLATEGREY
=
n
.
LIGHTSLATEGRAY
,
n
.
LIGHTSTEELBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#B0C4DE
"
)),
n
.
LIGHTYELLOW
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFFE0
"
)),
n
.
LIME
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00FF00
"
)),
n
.
LIMEGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#32CD32
"
)),
n
.
LINEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FAF0E6
"
)),
n
.
MAGENTA
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF00FF
"
)),
n
.
MAROON
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#800000
"
)),
n
.
MEDIUMAQUAMARINE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#66CDAA
"
)),
n
.
MEDIUMBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#0000CD
"
)),
n
.
MEDIUMORCHID
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#BA55D3
"
)),
n
.
MEDIUMPURPLE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#9370DB
"
)),
n
.
MEDIUMSEAGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#3CB371
"
)),
n
.
MEDIUMSLATEBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#7B68EE
"
)),
n
.
MEDIUMSPRINGGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00FA9A
"
)),
n
.
MEDIUMTURQUOISE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#48D1CC
"
)),
n
.
MEDIUMVIOLETRED
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#C71585
"
)),
n
.
MIDNIGHTBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#191970
"
)),
n
.
MINTCREAM
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F5FFFA
"
)),
n
.
MISTYROSE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFE4E1
"
)),
n
.
MOCCASIN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFE4B5
"
)),
n
.
NAVAJOWHITE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFDEAD
"
)),
n
.
NAVY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#000080
"
)),
n
.
OLDLACE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FDF5E6
"
)),
n
.
OLIVE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#808000
"
)),
n
.
OLIVEDRAB
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#6B8E23
"
)),
n
.
ORANGE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFA500
"
)),
n
.
ORANGERED
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF4500
"
)),
n
.
ORCHID
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DA70D6
"
)),
n
.
PALEGOLDENROD
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#EEE8AA
"
)),
n
.
PALEGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#98FB98
"
)),
n
.
PALETURQUOISE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#AFEEEE
"
)),
n
.
PALEVIOLETRED
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DB7093
"
)),
n
.
PAPAYAWHIP
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFEFD5
"
)),
n
.
PEACHPUFF
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFDAB9
"
)),
n
.
PERU
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#CD853F
"
)),
n
.
PINK
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFC0CB
"
)),
n
.
PLUM
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#DDA0DD
"
)),
n
.
POWDERBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#B0E0E6
"
)),
n
.
PURPLE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#800080
"
)),
n
.
RED
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF0000
"
)),
n
.
ROSYBROWN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#BC8F8F
"
)),
n
.
ROYALBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#4169E1
"
)),
n
.
SADDLEBROWN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#8B4513
"
)),
n
.
SALMON
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FA8072
"
)),
n
.
SANDYBROWN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F4A460
"
)),
n
.
SEAGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#2E8B57
"
)),
n
.
SEASHELL
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFF5EE
"
)),
n
.
SIENNA
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#A0522D
"
)),
n
.
SILVER
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#C0C0C0
"
)),
n
.
SKYBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#87CEEB
"
)),
n
.
SLATEBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#6A5ACD
"
)),
n
.
SLATEGRAY
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#708090
"
)),
n
.
SLATEGREY
=
n
.
SLATEGRAY
,
n
.
SNOW
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFAFA
"
)),
n
.
SPRINGGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#00FF7F
"
)),
n
.
STEELBLUE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#4682B4
"
)),
n
.
TAN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#D2B48C
"
)),
n
.
TEAL
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#008080
"
)),
n
.
THISTLE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#D8BFD8
"
)),
n
.
TOMATO
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FF6347
"
)),
n
.
TURQUOISE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#40E0D0
"
)),
n
.
VIOLET
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#EE82EE
"
)),
n
.
WHEAT
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F5DEB3
"
)),
n
.
WHITE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFFFF
"
)),
n
.
WHITESMOKE
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#F5F5F5
"
)),
n
.
YELLOW
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#FFFF00
"
)),
n
.
YELLOWGREEN
=
Object
.
freeze
(
n
.
fromCssColorString
(
"
#9ACD32
"
)),
n
.
TRANSPARENT
=
Object
.
freeze
(
new
n
(
0
,
0
,
0
,
0
)),
e
.
Color
=
n
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/ComponentDatatype-3d0a0aac.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./WebGLConstants-508b9636
"
],(
function
(
t
,
n
,
r
,
e
){
"
use strict
"
;
var
a
=
function
(
t
){
null
==
t
&&
(
t
=
(
new
Date
).
getTime
()),
this
.
N
=
624
,
this
.
M
=
397
,
this
.
MATRIX_A
=
2567483615
,
this
.
UPPER_MASK
=
2147483648
,
this
.
LOWER_MASK
=
2147483647
,
this
.
mt
=
new
Array
(
this
.
N
),
this
.
mti
=
this
.
N
+
1
,
t
.
constructor
==
Array
?
this
.
init_by_array
(
t
,
t
.
length
):
this
.
init_seed
(
t
)};
a
.
prototype
.
init_seed
=
function
(
t
){
for
(
this
.
mt
[
0
]
=
t
>>>
0
,
this
.
mti
=
1
;
this
.
mti
<
this
.
N
;
this
.
mti
++
){
t
=
this
.
mt
[
this
.
mti
-
1
]
^
this
.
mt
[
this
.
mti
-
1
]
>>>
30
;
this
.
mt
[
this
.
mti
]
=
(
1812433253
*
((
4294901760
&
t
)
>>>
16
)
<<
16
)
+
1812433253
*
(
65535
&
t
)
+
this
.
mti
,
this
.
mt
[
this
.
mti
]
>>>=
0
}},
a
.
prototype
.
init_by_array
=
function
(
t
,
n
){
var
r
,
e
,
a
;
for
(
this
.
init_seed
(
19650218
),
r
=
1
,
e
=
0
,
a
=
this
.
N
>
n
?
this
.
N
:
n
;
a
;
a
--
){
var
i
=
this
.
mt
[
r
-
1
]
^
this
.
mt
[
r
-
1
]
>>>
30
;
this
.
mt
[
r
]
=
(
this
.
mt
[
r
]
^
(
1664525
*
((
4294901760
&
i
)
>>>
16
)
<<
16
)
+
1664525
*
(
65535
&
i
))
+
t
[
e
]
+
e
,
this
.
mt
[
r
]
>>>=
0
,
e
++
,
++
r
>=
this
.
N
&&
(
this
.
mt
[
0
]
=
this
.
mt
[
this
.
N
-
1
],
r
=
1
),
e
>=
n
&&
(
e
=
0
)}
for
(
a
=
this
.
N
-
1
;
a
;
a
--
){
i
=
this
.
mt
[
r
-
1
]
^
this
.
mt
[
r
-
1
]
>>>
30
;
this
.
mt
[
r
]
=
(
this
.
mt
[
r
]
^
(
1566083941
*
((
4294901760
&
i
)
>>>
16
)
<<
16
)
+
1566083941
*
(
65535
&
i
))
-
r
,
this
.
mt
[
r
]
>>>=
0
,
++
r
>=
this
.
N
&&
(
this
.
mt
[
0
]
=
this
.
mt
[
this
.
N
-
1
],
r
=
1
)}
this
.
mt
[
0
]
=
2147483648
},
a
.
prototype
.
random_int
=
function
(){
var
t
,
n
=
new
Array
(
0
,
this
.
MATRIX_A
);
if
(
this
.
mti
>=
this
.
N
){
var
r
;
for
(
this
.
mti
==
this
.
N
+
1
&&
this
.
init_seed
(
5489
),
r
=
0
;
r
<
this
.
N
-
this
.
M
;
r
++
)
t
=
this
.
mt
[
r
]
&
this
.
UPPER_MASK
|
this
.
mt
[
r
+
1
]
&
this
.
LOWER_MASK
,
this
.
mt
[
r
]
=
this
.
mt
[
r
+
this
.
M
]
^
t
>>>
1
^
n
[
1
&
t
];
for
(;
r
<
this
.
N
-
1
;
r
++
)
t
=
this
.
mt
[
r
]
&
this
.
UPPER_MASK
|
this
.
mt
[
r
+
1
]
&
this
.
LOWER_MASK
,
this
.
mt
[
r
]
=
this
.
mt
[
r
+
(
this
.
M
-
this
.
N
)]
^
t
>>>
1
^
n
[
1
&
t
];
t
=
this
.
mt
[
this
.
N
-
1
]
&
this
.
UPPER_MASK
|
this
.
mt
[
0
]
&
this
.
LOWER_MASK
,
this
.
mt
[
this
.
N
-
1
]
=
this
.
mt
[
this
.
M
-
1
]
^
t
>>>
1
^
n
[
1
&
t
],
this
.
mti
=
0
}
return
t
=
this
.
mt
[
this
.
mti
++
],
t
^=
t
>>>
11
,
t
^=
t
<<
7
&
2636928640
,
t
^=
t
<<
15
&
4022730752
,(
t
^=
t
>>>
18
)
>>>
0
},
a
.
prototype
.
random_int31
=
function
(){
return
this
.
random_int
()
>>>
1
},
a
.
prototype
.
random_incl
=
function
(){
return
this
.
random_int
()
*
(
1
/
4294967295
)},
a
.
prototype
.
random
=
function
(){
return
this
.
random_int
()
*
(
1
/
4294967296
)},
a
.
prototype
.
random_excl
=
function
(){
return
(
this
.
random_int
()
+
.
5
)
*
(
1
/
4294967296
)},
a
.
prototype
.
random_long
=
function
(){
return
(
67108864
*
(
this
.
random_int
()
>>>
5
)
+
(
this
.
random_int
()
>>>
6
))
*
(
1
/
9007199254740992
)};
var
i
=
a
;
const
s
=
{
EPSILON1
:.
1
,
EPSILON2
:.
01
,
EPSILON3
:.
001
,
EPSILON4
:
1
e
-
4
,
EPSILON5
:
1
e
-
5
,
EPSILON6
:
1
e
-
6
,
EPSILON7
:
1
e
-
7
,
EPSILON8
:
1
e
-
8
,
EPSILON9
:
1
e
-
9
,
EPSILON10
:
1
e
-
10
,
EPSILON11
:
1
e
-
11
,
EPSILON12
:
1
e
-
12
,
EPSILON13
:
1
e
-
13
,
EPSILON14
:
1
e
-
14
,
EPSILON15
:
1
e
-
15
,
EPSILON16
:
1
e
-
16
,
EPSILON17
:
1
e
-
17
,
EPSILON18
:
1
e
-
18
,
EPSILON19
:
1
e
-
19
,
EPSILON20
:
1
e
-
20
,
EPSILON21
:
1
e
-
21
,
GRAVITATIONALPARAMETER
:
3986004418
e5
,
SOLAR_RADIUS
:
6955
e5
,
LUNAR_RADIUS
:
1737400
,
SIXTY_FOUR_KILOBYTES
:
65536
,
FOUR_GIGABYTES
:
4294967296
};
s
.
sign
=
r
.
defaultValue
(
Math
.
sign
,(
function
(
t
){
return
0
===
(
t
=+
t
)
||
t
!=
t
?
t
:
t
>
0
?
1
:
-
1
})),
s
.
signNotZero
=
function
(
t
){
return
t
<
0
?
-
1
:
1
},
s
.
toSNorm
=
function
(
t
,
n
){
return
n
=
r
.
defaultValue
(
n
,
255
),
Math
.
round
((.
5
*
s
.
clamp
(
t
,
-
1
,
1
)
+
.
5
)
*
n
)},
s
.
fromSNorm
=
function
(
t
,
n
){
return
n
=
r
.
defaultValue
(
n
,
255
),
s
.
clamp
(
t
,
0
,
n
)
/
n
*
2
-
1
},
s
.
normalize
=
function
(
t
,
n
,
r
){
return
0
===
(
r
=
Math
.
max
(
r
-
n
,
0
))?
0
:
s
.
clamp
((
t
-
n
)
/
r
,
0
,
1
)},
s
.
sinh
=
r
.
defaultValue
(
Math
.
sinh
,(
function
(
t
){
return
(
Math
.
exp
(
t
)
-
Math
.
exp
(
-
t
))
/
2
})),
s
.
cosh
=
r
.
defaultValue
(
Math
.
cosh
,(
function
(
t
){
return
(
Math
.
exp
(
t
)
+
Math
.
exp
(
-
t
))
/
2
})),
s
.
lerp
=
function
(
t
,
n
,
r
){
return
(
1
-
r
)
*
t
+
r
*
n
},
s
.
PI
=
Math
.
PI
,
s
.
ONE_OVER_PI
=
1
/
Math
.
PI
,
s
.
PI_OVER_TWO
=
Math
.
PI
/
2
,
s
.
PI_OVER_THREE
=
Math
.
PI
/
3
,
s
.
PI_OVER_FOUR
=
Math
.
PI
/
4
,
s
.
PI_OVER_SIX
=
Math
.
PI
/
6
,
s
.
THREE_PI_OVER_TWO
=
3
*
Math
.
PI
/
2
,
s
.
TWO_PI
=
2
*
Math
.
PI
,
s
.
ONE_OVER_TWO_PI
=
1
/
(
2
*
Math
.
PI
),
s
.
RADIANS_PER_DEGREE
=
Math
.
PI
/
180
,
s
.
DEGREES_PER_RADIAN
=
180
/
Math
.
PI
,
s
.
RADIANS_PER_ARCSECOND
=
s
.
RADIANS_PER_DEGREE
/
3600
,
s
.
toRadians
=
function
(
t
){
return
t
*
s
.
RADIANS_PER_DEGREE
},
s
.
toDegrees
=
function
(
t
){
return
t
*
s
.
DEGREES_PER_RADIAN
},
s
.
convertLongitudeRange
=
function
(
t
){
const
n
=
s
.
TWO_PI
,
r
=
t
-
Math
.
floor
(
t
/
n
)
*
n
;
return
r
<-
Math
.
PI
?
r
+
n
:
r
>=
Math
.
PI
?
r
-
n
:
r
},
s
.
clampToLatitudeRange
=
function
(
t
){
return
s
.
clamp
(
t
,
-
1
*
s
.
PI_OVER_TWO
,
s
.
PI_OVER_TWO
)},
s
.
negativePiToPi
=
function
(
t
){
return
t
>=-
s
.
PI
&&
t
<=
s
.
PI
?
t
:
s
.
zeroToTwoPi
(
t
+
s
.
PI
)
-
s
.
PI
},
s
.
zeroToTwoPi
=
function
(
t
){
if
(
t
>=
0
&&
t
<=
s
.
TWO_PI
)
return
t
;
const
n
=
s
.
mod
(
t
,
s
.
TWO_PI
);
return
Math
.
abs
(
n
)
<
s
.
EPSILON14
&&
Math
.
abs
(
t
)
>
s
.
EPSILON14
?
s
.
TWO_PI
:
n
},
s
.
mod
=
function
(
t
,
n
){
return
s
.
sign
(
t
)
===
s
.
sign
(
n
)
&&
Math
.
abs
(
t
)
<
Math
.
abs
(
n
)?
t
:(
t
%
n
+
n
)
%
n
},
s
.
equalsEpsilon
=
function
(
t
,
n
,
e
,
a
){
e
=
r
.
defaultValue
(
e
,
0
),
a
=
r
.
defaultValue
(
a
,
e
);
const
i
=
Math
.
abs
(
t
-
n
);
return
i
<=
a
||
i
<=
e
*
Math
.
max
(
Math
.
abs
(
t
),
Math
.
abs
(
n
))},
s
.
lessThan
=
function
(
t
,
n
,
r
){
return
t
-
n
<-
r
},
s
.
lessThanOrEquals
=
function
(
t
,
n
,
r
){
return
t
-
n
<
r
},
s
.
greaterThan
=
function
(
t
,
n
,
r
){
return
t
-
n
>
r
},
s
.
greaterThanOrEquals
=
function
(
t
,
n
,
r
){
return
t
-
n
>-
r
};
const
o
=
[
1
];
s
.
factorial
=
function
(
t
){
const
n
=
o
.
length
;
if
(
t
>=
n
){
let
r
=
o
[
n
-
1
];
for
(
let
e
=
n
;
e
<=
t
;
e
++
){
const
t
=
r
*
e
;
o
.
push
(
t
),
r
=
t
}}
return
o
[
t
]},
s
.
incrementWrap
=
function
(
t
,
n
,
e
){
return
e
=
r
.
defaultValue
(
e
,
0
),
++
t
>
n
&&
(
t
=
e
),
t
},
s
.
isPowerOfTwo
=
function
(
t
){
return
0
!==
t
&&
0
==
(
t
&
t
-
1
)},
s
.
nextPowerOfTwo
=
function
(
t
){
return
--
t
,
t
|=
t
>>
1
,
t
|=
t
>>
2
,
t
|=
t
>>
4
,
t
|=
t
>>
8
,
t
|=
t
>>
16
,
++
t
},
s
.
previousPowerOfTwo
=
function
(
t
){
return
t
|=
t
>>
1
,
t
|=
t
>>
2
,
t
|=
t
>>
4
,
t
|=
t
>>
8
,
t
|=
t
>>
16
,
t
=
((
t
|=
t
>>
32
)
>>>
0
)
-
(
t
>>>
1
)},
s
.
clamp
=
function
(
t
,
n
,
r
){
return
t
<
n
?
n
:
t
>
r
?
r
:
t
};
let
u
=
new
i
;
s
.
setRandomNumberSeed
=
function
(
t
){
u
=
new
i
(
t
)},
s
.
nextRandomNumber
=
function
(){
return
u
.
random
()},
s
.
randomBetween
=
function
(
t
,
n
){
return
s
.
nextRandomNumber
()
*
(
n
-
t
)
+
t
},
s
.
acosClamped
=
function
(
t
){
return
Math
.
acos
(
s
.
clamp
(
t
,
-
1
,
1
))},
s
.
asinClamped
=
function
(
t
){
return
Math
.
asin
(
s
.
clamp
(
t
,
-
1
,
1
))},
s
.
chordLength
=
function
(
t
,
n
){
return
2
*
n
*
Math
.
sin
(.
5
*
t
)},
s
.
logBase
=
function
(
t
,
n
){
return
Math
.
log
(
t
)
/
Math
.
log
(
n
)},
s
.
cbrt
=
r
.
defaultValue
(
Math
.
cbrt
,(
function
(
t
){
const
n
=
Math
.
pow
(
Math
.
abs
(
t
),
1
/
3
);
return
t
<
0
?
-
n
:
n
})),
s
.
log2
=
r
.
defaultValue
(
Math
.
log2
,(
function
(
t
){
return
Math
.
log
(
t
)
*
Math
.
LOG2E
})),
s
.
fog
=
function
(
t
,
n
){
const
r
=
t
*
n
;
return
1
-
Math
.
exp
(
-
r
*
r
)},
s
.
fastApproximateAtan
=
function
(
t
){
return
t
*
(
-
.
1784
*
Math
.
abs
(
t
)
-
.
0663
*
t
*
t
+
1.0301
)},
s
.
fastApproximateAtan2
=
function
(
t
,
n
){
let
r
,
e
=
Math
.
abs
(
t
);
r
=
Math
.
abs
(
n
);
const
a
=
Math
.
max
(
e
,
r
);
r
=
Math
.
min
(
e
,
r
);
const
i
=
r
/
a
;
return
e
=
s
.
fastApproximateAtan
(
i
),
e
=
Math
.
abs
(
n
)
>
Math
.
abs
(
t
)?
s
.
PI_OVER_TWO
-
e
:
e
,
e
=
t
<
0
?
s
.
PI
-
e
:
e
,
e
=
n
<
0
?
-
e
:
e
,
e
};
const
E
=
{
BYTE
:
e
.
WebGLConstants
.
BYTE
,
UNSIGNED_BYTE
:
e
.
WebGLConstants
.
UNSIGNED_BYTE
,
SHORT
:
e
.
WebGLConstants
.
SHORT
,
UNSIGNED_SHORT
:
e
.
WebGLConstants
.
UNSIGNED_SHORT
,
INT
:
e
.
WebGLConstants
.
INT
,
UNSIGNED_INT
:
e
.
WebGLConstants
.
UNSIGNED_INT
,
FLOAT
:
e
.
WebGLConstants
.
FLOAT
,
DOUBLE
:
e
.
WebGLConstants
.
DOUBLE
,
getSizeInBytes
:
function
(
t
){
switch
(
t
){
case
E
.
BYTE
:
return
Int8Array
.
BYTES_PER_ELEMENT
;
case
E
.
UNSIGNED_BYTE
:
return
Uint8Array
.
BYTES_PER_ELEMENT
;
case
E
.
SHORT
:
return
Int16Array
.
BYTES_PER_ELEMENT
;
case
E
.
UNSIGNED_SHORT
:
return
Uint16Array
.
BYTES_PER_ELEMENT
;
case
E
.
INT
:
return
Int32Array
.
BYTES_PER_ELEMENT
;
case
E
.
UNSIGNED_INT
:
return
Uint32Array
.
BYTES_PER_ELEMENT
;
case
E
.
FLOAT
:
return
Float32Array
.
BYTES_PER_ELEMENT
;
case
E
.
DOUBLE
:
return
Float64Array
.
BYTES_PER_ELEMENT
}},
fromTypedArray
:
function
(
t
){
return
t
instanceof
Int8Array
?
E
.
BYTE
:
t
instanceof
Uint8Array
?
E
.
UNSIGNED_BYTE
:
t
instanceof
Int16Array
?
E
.
SHORT
:
t
instanceof
Uint16Array
?
E
.
UNSIGNED_SHORT
:
t
instanceof
Int32Array
?
E
.
INT
:
t
instanceof
Uint32Array
?
E
.
UNSIGNED_INT
:
t
instanceof
Float32Array
?
E
.
FLOAT
:
t
instanceof
Float64Array
?
E
.
DOUBLE
:
void
0
},
validate
:
function
(
t
){
return
r
.
defined
(
t
)
&&
(
t
===
E
.
BYTE
||
t
===
E
.
UNSIGNED_BYTE
||
t
===
E
.
SHORT
||
t
===
E
.
UNSIGNED_SHORT
||
t
===
E
.
INT
||
t
===
E
.
UNSIGNED_INT
||
t
===
E
.
FLOAT
||
t
===
E
.
DOUBLE
)},
createTypedArray
:
function
(
t
,
n
){
switch
(
t
){
case
E
.
BYTE
:
return
new
Int8Array
(
n
);
case
E
.
UNSIGNED_BYTE
:
return
new
Uint8Array
(
n
);
case
E
.
SHORT
:
return
new
Int16Array
(
n
);
case
E
.
UNSIGNED_SHORT
:
return
new
Uint16Array
(
n
);
case
E
.
INT
:
return
new
Int32Array
(
n
);
case
E
.
UNSIGNED_INT
:
return
new
Uint32Array
(
n
);
case
E
.
FLOAT
:
return
new
Float32Array
(
n
);
case
E
.
DOUBLE
:
return
new
Float64Array
(
n
)}},
createArrayBufferView
:
function
(
t
,
n
,
e
,
a
){
switch
(
e
=
r
.
defaultValue
(
e
,
0
),
a
=
r
.
defaultValue
(
a
,(
n
.
byteLength
-
e
)
/
E
.
getSizeInBytes
(
t
)),
t
){
case
E
.
BYTE
:
return
new
Int8Array
(
n
,
e
,
a
);
case
E
.
UNSIGNED_BYTE
:
return
new
Uint8Array
(
n
,
e
,
a
);
case
E
.
SHORT
:
return
new
Int16Array
(
n
,
e
,
a
);
case
E
.
UNSIGNED_SHORT
:
return
new
Uint16Array
(
n
,
e
,
a
);
case
E
.
INT
:
return
new
Int32Array
(
n
,
e
,
a
);
case
E
.
UNSIGNED_INT
:
return
new
Uint32Array
(
n
,
e
,
a
);
case
E
.
FLOAT
:
return
new
Float32Array
(
n
,
e
,
a
);
case
E
.
DOUBLE
:
return
new
Float64Array
(
n
,
e
,
a
)}},
fromName
:
function
(
t
){
switch
(
t
){
case
"
BYTE
"
:
return
E
.
BYTE
;
case
"
UNSIGNED_BYTE
"
:
return
E
.
UNSIGNED_BYTE
;
case
"
SHORT
"
:
return
E
.
SHORT
;
case
"
UNSIGNED_SHORT
"
:
return
E
.
UNSIGNED_SHORT
;
case
"
INT
"
:
return
E
.
INT
;
case
"
UNSIGNED_INT
"
:
return
E
.
UNSIGNED_INT
;
case
"
FLOAT
"
:
return
E
.
FLOAT
;
case
"
DOUBLE
"
:
return
E
.
DOUBLE
}}};
var
h
=
Object
.
freeze
(
E
);
t
.
CesiumMath
=
s
,
t
.
ComponentDatatype
=
h
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/CoplanarPolygonGeometryLibrary-0078be3d.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./OrientedBoundingBox-f3d80bd4
"
],(
function
(
n
,
t
,
e
,
r
){
"
use strict
"
;
const
i
=
{},
a
=
new
t
.
Cartesian3
,
o
=
new
t
.
Cartesian3
,
u
=
new
t
.
Cartesian3
,
s
=
new
t
.
Cartesian3
,
c
=
new
r
.
OrientedBoundingBox
;
function
C
(
n
,
e
,
r
,
i
,
o
){
const
u
=
t
.
Cartesian3
.
subtract
(
n
,
e
,
a
),
s
=
t
.
Cartesian3
.
dot
(
r
,
u
),
c
=
t
.
Cartesian3
.
dot
(
i
,
u
);
return
t
.
Cartesian2
.
fromElements
(
s
,
c
,
o
)}
i
.
validOutline
=
function
(
n
){
const
e
=
r
.
OrientedBoundingBox
.
fromPoints
(
n
,
c
).
halfAxes
,
i
=
t
.
Matrix3
.
getColumn
(
e
,
0
,
o
),
a
=
t
.
Matrix3
.
getColumn
(
e
,
1
,
u
),
C
=
t
.
Matrix3
.
getColumn
(
e
,
2
,
s
),
m
=
t
.
Cartesian3
.
magnitude
(
i
),
d
=
t
.
Cartesian3
.
magnitude
(
a
),
g
=
t
.
Cartesian3
.
magnitude
(
C
);
return
!
(
0
===
m
&&
(
0
===
d
||
0
===
g
)
||
0
===
d
&&
0
===
g
)},
i
.
computeProjectTo2DArguments
=
function
(
n
,
e
,
i
,
a
){
const
C
=
r
.
OrientedBoundingBox
.
fromPoints
(
n
,
c
),
m
=
C
.
halfAxes
,
d
=
t
.
Matrix3
.
getColumn
(
m
,
0
,
o
),
g
=
t
.
Matrix3
.
getColumn
(
m
,
1
,
u
),
l
=
t
.
Matrix3
.
getColumn
(
m
,
2
,
s
),
f
=
t
.
Cartesian3
.
magnitude
(
d
),
x
=
t
.
Cartesian3
.
magnitude
(
g
),
B
=
t
.
Cartesian3
.
magnitude
(
l
),
M
=
Math
.
min
(
f
,
x
,
B
);
if
(
0
===
f
&&
(
0
===
x
||
0
===
B
)
||
0
===
x
&&
0
===
B
)
return
!
1
;
let
P
,
w
;
return
M
!==
x
&&
M
!==
B
||
(
P
=
d
),
M
===
f
?
P
=
g
:
M
===
B
&&
(
w
=
g
),
M
!==
f
&&
M
!==
x
||
(
w
=
l
),
t
.
Cartesian3
.
normalize
(
P
,
i
),
t
.
Cartesian3
.
normalize
(
w
,
a
),
t
.
Cartesian3
.
clone
(
C
.
center
,
e
),
!
0
},
i
.
createProjectPointsTo2DFunction
=
function
(
n
,
t
,
e
){
return
function
(
r
){
const
i
=
new
Array
(
r
.
length
);
for
(
let
a
=
0
;
a
<
r
.
length
;
a
++
)
i
[
a
]
=
C
(
r
[
a
],
n
,
t
,
e
);
return
i
}},
i
.
createProjectPointTo2DFunction
=
function
(
n
,
t
,
e
){
return
function
(
r
,
i
){
return
C
(
r
,
n
,
t
,
e
,
i
)}},
n
.
CoplanarPolygonGeometryLibrary
=
i
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/CorridorGeometryLibrary-230b9c04.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./PolylineVolumeGeometryLibrary-87e70ef0
"
,
"
./when-4bbc8319
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./PolylinePipeline-013902ec
"
,
"
./Transforms-f15de320
"
],(
function
(
a
,
e
,
n
,
t
,
r
,
i
,
s
){
"
use strict
"
;
const
o
=
{},
l
=
new
e
.
Cartesian3
,
C
=
new
e
.
Cartesian3
,
c
=
new
e
.
Cartesian3
,
y
=
new
e
.
Cartesian3
,
u
=
[
new
e
.
Cartesian3
,
new
e
.
Cartesian3
],
d
=
new
e
.
Cartesian3
,
p
=
new
e
.
Cartesian3
,
m
=
new
e
.
Cartesian3
,
g
=
new
e
.
Cartesian3
,
f
=
new
e
.
Cartesian3
,
h
=
new
e
.
Cartesian3
,
w
=
new
e
.
Cartesian3
,
x
=
new
e
.
Cartesian3
,
z
=
new
e
.
Cartesian3
,
P
=
new
e
.
Cartesian3
,
A
=
new
s
.
Quaternion
,
B
=
new
e
.
Matrix3
;
function
E
(
a
,
t
,
i
,
o
,
c
){
const
y
=
e
.
Cartesian3
.
angleBetween
(
e
.
Cartesian3
.
subtract
(
t
,
a
,
l
),
e
.
Cartesian3
.
subtract
(
i
,
a
,
C
)),
u
=
o
===
n
.
CornerType
.
BEVELED
?
1
:
Math
.
ceil
(
y
/
r
.
CesiumMath
.
toRadians
(
5
))
+
1
,
d
=
3
*
u
,
p
=
new
Array
(
d
);
let
m
;
p
[
d
-
3
]
=
i
.
x
,
p
[
d
-
2
]
=
i
.
y
,
p
[
d
-
1
]
=
i
.
z
,
m
=
c
?
e
.
Matrix3
.
fromQuaternion
(
s
.
Quaternion
.
fromAxisAngle
(
e
.
Cartesian3
.
negate
(
a
,
l
),
y
/
u
,
A
),
B
):
e
.
Matrix3
.
fromQuaternion
(
s
.
Quaternion
.
fromAxisAngle
(
a
,
y
/
u
,
A
),
B
);
let
g
=
0
;
t
=
e
.
Cartesian3
.
clone
(
t
,
l
);
for
(
let
a
=
0
;
a
<
u
;
a
++
)
t
=
e
.
Matrix3
.
multiplyByVector
(
m
,
t
,
t
),
p
[
g
++
]
=
t
.
x
,
p
[
g
++
]
=
t
.
y
,
p
[
g
++
]
=
t
.
z
;
return
p
}
function
S
(
a
,
n
,
t
,
r
){
let
i
=
l
;
return
r
||
(
n
=
e
.
Cartesian3
.
negate
(
n
,
n
)),
i
=
e
.
Cartesian3
.
add
(
a
,
n
,
i
),[
i
.
x
,
i
.
y
,
i
.
z
,
t
.
x
,
t
.
y
,
t
.
z
]}
function
b
(
a
,
n
,
t
,
r
){
const
i
=
new
Array
(
a
.
length
),
s
=
new
Array
(
a
.
length
),
o
=
e
.
Cartesian3
.
multiplyByScalar
(
n
,
t
,
l
),
u
=
e
.
Cartesian3
.
negate
(
o
,
C
);
let
d
=
0
,
p
=
a
.
length
-
1
;
for
(
let
n
=
0
;
n
<
a
.
length
;
n
+=
3
){
const
t
=
e
.
Cartesian3
.
fromArray
(
a
,
n
,
c
),
r
=
e
.
Cartesian3
.
add
(
t
,
u
,
y
);
i
[
d
++
]
=
r
.
x
,
i
[
d
++
]
=
r
.
y
,
i
[
d
++
]
=
r
.
z
;
const
l
=
e
.
Cartesian3
.
add
(
t
,
o
,
y
);
s
[
p
--
]
=
l
.
z
,
s
[
p
--
]
=
l
.
y
,
s
[
p
--
]
=
l
.
x
}
return
r
.
push
(
i
,
s
),
r
}
o
.
addAttribute
=
function
(
a
,
e
,
n
,
r
){
const
i
=
e
.
x
,
s
=
e
.
y
,
o
=
e
.
z
;
t
.
defined
(
n
)
&&
(
a
[
n
]
=
i
,
a
[
n
+
1
]
=
s
,
a
[
n
+
2
]
=
o
),
t
.
defined
(
r
)
&&
(
a
[
r
]
=
o
,
a
[
r
-
1
]
=
s
,
a
[
r
-
2
]
=
i
)};
const
D
=
new
e
.
Cartesian3
,
M
=
new
e
.
Cartesian3
;
o
.
computePositions
=
function
(
a
){
const
t
=
a
.
granularity
,
s
=
a
.
positions
,
o
=
a
.
ellipsoid
,
C
=
a
.
width
/
2
,
c
=
a
.
cornerType
,
y
=
a
.
saveAttributes
;
let
A
=
d
,
B
=
p
,
T
=
m
,
N
=
g
,
L
=
f
,
O
=
h
,
R
=
w
,
V
=
x
,
Q
=
z
,
U
=
P
,
G
=
[];
const
v
=
y
?[]:
void
0
,
I
=
y
?[]:
void
0
;
let
q
,
j
=
s
[
0
],
k
=
s
[
1
];
B
=
e
.
Cartesian3
.
normalize
(
e
.
Cartesian3
.
subtract
(
k
,
j
,
B
),
B
),
A
=
o
.
geodeticSurfaceNormal
(
j
,
A
),
N
=
e
.
Cartesian3
.
normalize
(
e
.
Cartesian3
.
cross
(
A
,
B
,
N
),
N
),
y
&&
(
v
.
push
(
N
.
x
,
N
.
y
,
N
.
z
),
I
.
push
(
A
.
x
,
A
.
y
,
A
.
z
)),
R
=
e
.
Cartesian3
.
clone
(
j
,
R
),
j
=
k
,
T
=
e
.
Cartesian3
.
negate
(
B
,
T
);
const
F
=
[];
let
H
;
const
J
=
s
.
length
;
for
(
H
=
1
;
H
<
J
-
1
;
H
++
){
A
=
o
.
geodeticSurfaceNormal
(
j
,
A
),
k
=
s
[
H
+
1
],
B
=
e
.
Cartesian3
.
normalize
(
e
.
Cartesian3
.
subtract
(
k
,
j
,
B
),
B
),
L
=
e
.
Cartesian3
.
normalize
(
e
.
Cartesian3
.
add
(
B
,
T
,
L
),
L
);
const
a
=
e
.
Cartesian3
.
multiplyByScalar
(
A
,
e
.
Cartesian3
.
dot
(
B
,
A
),
D
);
e
.
Cartesian3
.
subtract
(
B
,
a
,
a
),
e
.
Cartesian3
.
normalize
(
a
,
a
);
const
d
=
e
.
Cartesian3
.
multiplyByScalar
(
A
,
e
.
Cartesian3
.
dot
(
T
,
A
),
M
);
e
.
Cartesian3
.
subtract
(
T
,
d
,
d
),
e
.
Cartesian3
.
normalize
(
d
,
d
);
if
(
!
r
.
CesiumMath
.
equalsEpsilon
(
Math
.
abs
(
e
.
Cartesian3
.
dot
(
a
,
d
)),
1
,
r
.
CesiumMath
.
EPSILON7
)){
L
=
e
.
Cartesian3
.
cross
(
L
,
A
,
L
),
L
=
e
.
Cartesian3
.
cross
(
A
,
L
,
L
),
L
=
e
.
Cartesian3
.
normalize
(
L
,
L
);
const
a
=
C
/
Math
.
max
(.
25
,
e
.
Cartesian3
.
magnitude
(
e
.
Cartesian3
.
cross
(
L
,
T
,
l
))),
r
=
n
.
PolylineVolumeGeometryLibrary
.
angleIsGreaterThanPi
(
B
,
T
,
j
,
o
);
L
=
e
.
Cartesian3
.
multiplyByScalar
(
L
,
a
,
L
),
r
?(
V
=
e
.
Cartesian3
.
add
(
j
,
L
,
V
),
U
=
e
.
Cartesian3
.
add
(
V
,
e
.
Cartesian3
.
multiplyByScalar
(
N
,
C
,
U
),
U
),
Q
=
e
.
Cartesian3
.
add
(
V
,
e
.
Cartesian3
.
multiplyByScalar
(
N
,
2
*
C
,
Q
),
Q
),
u
[
0
]
=
e
.
Cartesian3
.
clone
(
R
,
u
[
0
]),
u
[
1
]
=
e
.
Cartesian3
.
clone
(
U
,
u
[
1
]),
q
=
i
.
PolylinePipeline
.
generateArc
({
positions
:
u
,
granularity
:
t
,
ellipsoid
:
o
}),
G
=
b
(
q
,
N
,
C
,
G
),
y
&&
(
v
.
push
(
N
.
x
,
N
.
y
,
N
.
z
),
I
.
push
(
A
.
x
,
A
.
y
,
A
.
z
)),
O
=
e
.
Cartesian3
.
clone
(
Q
,
O
),
N
=
e
.
Cartesian3
.
normalize
(
e
.
Cartesian3
.
cross
(
A
,
B
,
N
),
N
),
Q
=
e
.
Cartesian3
.
add
(
V
,
e
.
Cartesian3
.
multiplyByScalar
(
N
,
2
*
C
,
Q
),
Q
),
R
=
e
.
Cartesian3
.
add
(
V
,
e
.
Cartesian3
.
multiplyByScalar
(
N
,
C
,
R
),
R
),
c
===
n
.
CornerType
.
ROUNDED
||
c
===
n
.
CornerType
.
BEVELED
?
F
.
push
({
leftPositions
:
E
(
V
,
O
,
Q
,
c
,
r
)}):
F
.
push
({
leftPositions
:
S
(
j
,
e
.
Cartesian3
.
negate
(
L
,
L
),
Q
,
r
)})):(
Q
=
e
.
Cartesian3
.
add
(
j
,
L
,
Q
),
U
=
e
.
Cartesian3
.
add
(
Q
,
e
.
Cartesian3
.
negate
(
e
.
Cartesian3
.
multiplyByScalar
(
N
,
C
,
U
),
U
),
U
),
V
=
e
.
Cartesian3
.
add
(
Q
,
e
.
Cartesian3
.
negate
(
e
.
Cartesian3
.
multiplyByScalar
(
N
,
2
*
C
,
V
),
V
),
V
),
u
[
0
]
=
e
.
Cartesian3
.
clone
(
R
,
u
[
0
]),
u
[
1
]
=
e
.
Cartesian3
.
clone
(
U
,
u
[
1
]),
q
=
i
.
PolylinePipeline
.
generateArc
({
positions
:
u
,
granularity
:
t
,
ellipsoid
:
o
}),
G
=
b
(
q
,
N
,
C
,
G
),
y
&&
(
v
.
push
(
N
.
x
,
N
.
y
,
N
.
z
),
I
.
push
(
A
.
x
,
A
.
y
,
A
.
z
)),
O
=
e
.
Cartesian3
.
clone
(
V
,
O
),
N
=
e
.
Cartesian3
.
normalize
(
e
.
Cartesian3
.
cross
(
A
,
B
,
N
),
N
),
V
=
e
.
Cartesian3
.
add
(
Q
,
e
.
Cartesian3
.
negate
(
e
.
Cartesian3
.
multiplyByScalar
(
N
,
2
*
C
,
V
),
V
),
V
),
R
=
e
.
Cartesian3
.
add
(
Q
,
e
.
Cartesian3
.
negate
(
e
.
Cartesian3
.
multiplyByScalar
(
N
,
C
,
R
),
R
),
R
),
c
===
n
.
CornerType
.
ROUNDED
||
c
===
n
.
CornerType
.
BEVELED
?
F
.
push
({
rightPositions
:
E
(
Q
,
O
,
V
,
c
,
r
)}):
F
.
push
({
rightPositions
:
S
(
j
,
L
,
V
,
r
)})),
T
=
e
.
Cartesian3
.
negate
(
B
,
T
)}
j
=
k
}
let
K
;
return
A
=
o
.
geodeticSurfaceNormal
(
j
,
A
),
u
[
0
]
=
e
.
Cartesian3
.
clone
(
R
,
u
[
0
]),
u
[
1
]
=
e
.
Cartesian3
.
clone
(
j
,
u
[
1
]),
q
=
i
.
PolylinePipeline
.
generateArc
({
positions
:
u
,
granularity
:
t
,
ellipsoid
:
o
}),
G
=
b
(
q
,
N
,
C
,
G
),
y
&&
(
v
.
push
(
N
.
x
,
N
.
y
,
N
.
z
),
I
.
push
(
A
.
x
,
A
.
y
,
A
.
z
)),
c
===
n
.
CornerType
.
ROUNDED
&&
(
K
=
function
(
a
){
let
t
=
d
,
r
=
p
,
i
=
m
,
s
=
a
[
1
];
r
=
e
.
Cartesian3
.
fromArray
(
a
[
1
],
s
.
length
-
3
,
r
),
i
=
e
.
Cartesian3
.
fromArray
(
a
[
0
],
0
,
i
),
t
=
e
.
Cartesian3
.
midpoint
(
r
,
i
,
t
);
const
o
=
E
(
t
,
r
,
i
,
n
.
CornerType
.
ROUNDED
,
!
1
),
l
=
a
.
length
-
1
,
C
=
a
[
l
-
1
];
return
s
=
a
[
l
],
r
=
e
.
Cartesian3
.
fromArray
(
C
,
C
.
length
-
3
,
r
),
i
=
e
.
Cartesian3
.
fromArray
(
s
,
0
,
i
),
t
=
e
.
Cartesian3
.
midpoint
(
r
,
i
,
t
),[
o
,
E
(
t
,
r
,
i
,
n
.
CornerType
.
ROUNDED
,
!
1
)]}(
G
)),{
positions
:
G
,
corners
:
F
,
lefts
:
v
,
normals
:
I
,
endPositions
:
K
}},
a
.
CorridorGeometryLibrary
=
o
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/CylinderGeometry-14096659.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./GeometryOffsetAttribute-821af768
"
,
"
./Transforms-f15de320
"
,
"
./Matrix2-c6c16658
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./CylinderGeometryLibrary-95202773
"
,
"
./when-4bbc8319
"
,
"
./RuntimeError-5b082e8f
"
,
"
./GeometryAttribute-8350368e
"
,
"
./GeometryAttributes-7827a6c2
"
,
"
./IndexDatatype-ddbc25a7
"
,
"
./VertexFormat-7b982b01
"
],(
function
(
t
,
e
,
n
,
a
,
o
,
r
,
i
,
s
,
m
,
u
,
c
,
l
){
"
use strict
"
;
const
p
=
new
a
.
Cartesian2
,
d
=
new
a
.
Cartesian3
,
y
=
new
a
.
Cartesian3
,
f
=
new
a
.
Cartesian3
,
b
=
new
a
.
Cartesian3
;
function
A
(
t
){
const
e
=
(
t
=
i
.
defaultValue
(
t
,
i
.
defaultValue
.
EMPTY_OBJECT
)).
length
,
n
=
t
.
topRadius
,
a
=
t
.
bottomRadius
,
o
=
i
.
defaultValue
(
t
.
vertexFormat
,
l
.
VertexFormat
.
DEFAULT
),
r
=
i
.
defaultValue
(
t
.
slices
,
128
);
this
.
_length
=
e
,
this
.
_topRadius
=
n
,
this
.
_bottomRadius
=
a
,
this
.
_vertexFormat
=
l
.
VertexFormat
.
clone
(
o
),
this
.
_slices
=
r
,
this
.
_offsetAttribute
=
t
.
offsetAttribute
,
this
.
_workerName
=
"
createCylinderGeometry
"
}
A
.
packedLength
=
l
.
VertexFormat
.
packedLength
+
5
,
A
.
pack
=
function
(
t
,
e
,
n
){
return
n
=
i
.
defaultValue
(
n
,
0
),
l
.
VertexFormat
.
pack
(
t
.
_vertexFormat
,
e
,
n
),
n
+=
l
.
VertexFormat
.
packedLength
,
e
[
n
++
]
=
t
.
_length
,
e
[
n
++
]
=
t
.
_topRadius
,
e
[
n
++
]
=
t
.
_bottomRadius
,
e
[
n
++
]
=
t
.
_slices
,
e
[
n
]
=
i
.
defaultValue
(
t
.
_offsetAttribute
,
-
1
),
e
};
const
x
=
new
l
.
VertexFormat
,
g
=
{
vertexFormat
:
x
,
length
:
void
0
,
topRadius
:
void
0
,
bottomRadius
:
void
0
,
slices
:
void
0
,
offsetAttribute
:
void
0
};
let
_
;
A
.
unpack
=
function
(
t
,
e
,
n
){
e
=
i
.
defaultValue
(
e
,
0
);
const
a
=
l
.
VertexFormat
.
unpack
(
t
,
e
,
x
);
e
+=
l
.
VertexFormat
.
packedLength
;
const
o
=
t
[
e
++
],
r
=
t
[
e
++
],
s
=
t
[
e
++
],
m
=
t
[
e
++
],
u
=
t
[
e
];
return
i
.
defined
(
n
)?(
n
.
_vertexFormat
=
l
.
VertexFormat
.
clone
(
a
,
n
.
_vertexFormat
),
n
.
_length
=
o
,
n
.
_topRadius
=
r
,
n
.
_bottomRadius
=
s
,
n
.
_slices
=
m
,
n
.
_offsetAttribute
=-
1
===
u
?
void
0
:
u
,
n
):(
g
.
length
=
o
,
g
.
topRadius
=
r
,
g
.
bottomRadius
=
s
,
g
.
slices
=
m
,
g
.
offsetAttribute
=-
1
===
u
?
void
0
:
u
,
new
A
(
g
))},
A
.
createGeometry
=
function
(
t
){
let
s
=
t
.
_length
;
const
l
=
t
.
_topRadius
,
A
=
t
.
_bottomRadius
,
x
=
t
.
_vertexFormat
,
g
=
t
.
_slices
;
if
(
s
<=
0
||
l
<
0
||
A
<
0
||
0
===
l
&&
0
===
A
)
return
;
const
_
=
g
+
g
,
h
=
g
+
_
,
F
=
_
+
_
,
v
=
r
.
CylinderGeometryLibrary
.
computePositions
(
s
,
l
,
A
,
g
,
!
0
),
C
=
x
.
st
?
new
Float32Array
(
2
*
F
):
void
0
,
w
=
x
.
normal
?
new
Float32Array
(
3
*
F
):
void
0
,
G
=
x
.
tangent
?
new
Float32Array
(
3
*
F
):
void
0
,
R
=
x
.
bitangent
?
new
Float32Array
(
3
*
F
):
void
0
;
let
D
;
const
V
=
x
.
normal
||
x
.
tangent
||
x
.
bitangent
;
if
(
V
){
const
t
=
x
.
tangent
||
x
.
bitangent
;
let
e
=
0
,
n
=
0
,
r
=
0
;
const
i
=
Math
.
atan2
(
A
-
l
,
s
),
m
=
d
;
m
.
z
=
Math
.
sin
(
i
);
const
u
=
Math
.
cos
(
i
);
let
c
=
f
,
p
=
y
;
for
(
D
=
0
;
D
<
g
;
D
++
){
const
i
=
D
/
g
*
o
.
CesiumMath
.
TWO_PI
,
s
=
u
*
Math
.
cos
(
i
),
l
=
u
*
Math
.
sin
(
i
);
V
&&
(
m
.
x
=
s
,
m
.
y
=
l
,
t
&&
(
c
=
a
.
Cartesian3
.
normalize
(
a
.
Cartesian3
.
cross
(
a
.
Cartesian3
.
UNIT_Z
,
m
,
c
),
c
)),
x
.
normal
&&
(
w
[
e
++
]
=
m
.
x
,
w
[
e
++
]
=
m
.
y
,
w
[
e
++
]
=
m
.
z
,
w
[
e
++
]
=
m
.
x
,
w
[
e
++
]
=
m
.
y
,
w
[
e
++
]
=
m
.
z
),
x
.
tangent
&&
(
G
[
n
++
]
=
c
.
x
,
G
[
n
++
]
=
c
.
y
,
G
[
n
++
]
=
c
.
z
,
G
[
n
++
]
=
c
.
x
,
G
[
n
++
]
=
c
.
y
,
G
[
n
++
]
=
c
.
z
),
x
.
bitangent
&&
(
p
=
a
.
Cartesian3
.
normalize
(
a
.
Cartesian3
.
cross
(
m
,
c
,
p
),
p
),
R
[
r
++
]
=
p
.
x
,
R
[
r
++
]
=
p
.
y
,
R
[
r
++
]
=
p
.
z
,
R
[
r
++
]
=
p
.
x
,
R
[
r
++
]
=
p
.
y
,
R
[
r
++
]
=
p
.
z
))}
for
(
D
=
0
;
D
<
g
;
D
++
)
x
.
normal
&&
(
w
[
e
++
]
=
0
,
w
[
e
++
]
=
0
,
w
[
e
++
]
=-
1
),
x
.
tangent
&&
(
G
[
n
++
]
=
1
,
G
[
n
++
]
=
0
,
G
[
n
++
]
=
0
),
x
.
bitangent
&&
(
R
[
r
++
]
=
0
,
R
[
r
++
]
=-
1
,
R
[
r
++
]
=
0
);
for
(
D
=
0
;
D
<
g
;
D
++
)
x
.
normal
&&
(
w
[
e
++
]
=
0
,
w
[
e
++
]
=
0
,
w
[
e
++
]
=
1
),
x
.
tangent
&&
(
G
[
n
++
]
=
1
,
G
[
n
++
]
=
0
,
G
[
n
++
]
=
0
),
x
.
bitangent
&&
(
R
[
r
++
]
=
0
,
R
[
r
++
]
=
1
,
R
[
r
++
]
=
0
)}
const
T
=
12
*
g
-
12
,
O
=
c
.
IndexDatatype
.
createTypedArray
(
F
,
T
);
let
L
=
0
,
P
=
0
;
for
(
D
=
0
;
D
<
g
-
1
;
D
++
)
O
[
L
++
]
=
P
,
O
[
L
++
]
=
P
+
2
,
O
[
L
++
]
=
P
+
3
,
O
[
L
++
]
=
P
,
O
[
L
++
]
=
P
+
3
,
O
[
L
++
]
=
P
+
1
,
P
+=
2
;
for
(
O
[
L
++
]
=
_
-
2
,
O
[
L
++
]
=
0
,
O
[
L
++
]
=
1
,
O
[
L
++
]
=
_
-
2
,
O
[
L
++
]
=
1
,
O
[
L
++
]
=
_
-
1
,
D
=
1
;
D
<
g
-
1
;
D
++
)
O
[
L
++
]
=
_
+
D
+
1
,
O
[
L
++
]
=
_
+
D
,
O
[
L
++
]
=
_
;
for
(
D
=
1
;
D
<
g
-
1
;
D
++
)
O
[
L
++
]
=
h
,
O
[
L
++
]
=
h
+
D
,
O
[
L
++
]
=
h
+
D
+
1
;
let
E
=
0
;
if
(
x
.
st
){
const
t
=
Math
.
max
(
l
,
A
);
for
(
D
=
0
;
D
<
F
;
D
++
){
const
e
=
a
.
Cartesian3
.
fromArray
(
v
,
3
*
D
,
b
);
C
[
E
++
]
=
(
e
.
x
+
t
)
/
(
2
*
t
),
C
[
E
++
]
=
(
e
.
y
+
t
)
/
(
2
*
t
)}}
const
M
=
new
u
.
GeometryAttributes
;
x
.
position
&&
(
M
.
position
=
new
m
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
v
})),
x
.
normal
&&
(
M
.
normal
=
new
m
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
w
})),
x
.
tangent
&&
(
M
.
tangent
=
new
m
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
G
})),
x
.
bitangent
&&
(
M
.
bitangent
=
new
m
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
R
})),
x
.
st
&&
(
M
.
st
=
new
m
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
2
,
values
:
C
})),
p
.
x
=
.
5
*
s
,
p
.
y
=
Math
.
max
(
A
,
l
);
const
k
=
new
n
.
BoundingSphere
(
a
.
Cartesian3
.
ZERO
,
a
.
Cartesian2
.
magnitude
(
p
));
if
(
i
.
defined
(
t
.
_offsetAttribute
)){
s
=
v
.
length
;
const
n
=
new
Uint8Array
(
s
/
3
),
a
=
t
.
_offsetAttribute
===
e
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
e
.
arrayFill
(
n
,
a
),
M
.
applyOffset
=
new
m
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
n
})}
return
new
m
.
Geometry
({
attributes
:
M
,
indices
:
O
,
primitiveType
:
m
.
PrimitiveType
.
TRIANGLES
,
boundingSphere
:
k
,
offsetAttribute
:
t
.
_offsetAttribute
})},
A
.
getUnitCylinder
=
function
(){
return
i
.
defined
(
_
)
||
(
_
=
A
.
createGeometry
(
new
A
({
topRadius
:
1
,
bottomRadius
:
1
,
length
:
1
,
vertexFormat
:
l
.
VertexFormat
.
POSITION_ONLY
}))),
_
},
t
.
CylinderGeometry
=
A
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/CylinderGeometryLibrary-95202773.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./ComponentDatatype-3d0a0aac
"
],(
function
(
t
,
n
){
"
use strict
"
;
const
o
=
{
computePositions
:
function
(
t
,
o
,
e
,
s
,
a
){
const
r
=
.
5
*
t
,
c
=-
r
,
i
=
s
+
s
,
u
=
new
Float64Array
(
3
*
(
a
?
2
*
i
:
i
));
let
y
,
f
=
0
,
m
=
0
;
const
p
=
a
?
3
*
i
:
0
,
d
=
a
?
3
*
(
i
+
s
):
3
*
s
;
for
(
y
=
0
;
y
<
s
;
y
++
){
const
t
=
y
/
s
*
n
.
CesiumMath
.
TWO_PI
,
i
=
Math
.
cos
(
t
),
h
=
Math
.
sin
(
t
),
l
=
i
*
e
,
C
=
h
*
e
,
M
=
i
*
o
,
P
=
h
*
o
;
u
[
m
+
p
]
=
l
,
u
[
m
+
p
+
1
]
=
C
,
u
[
m
+
p
+
2
]
=
c
,
u
[
m
+
d
]
=
M
,
u
[
m
+
d
+
1
]
=
P
,
u
[
m
+
d
+
2
]
=
r
,
m
+=
3
,
a
&&
(
u
[
f
++
]
=
l
,
u
[
f
++
]
=
C
,
u
[
f
++
]
=
c
,
u
[
f
++
]
=
M
,
u
[
f
++
]
=
P
,
u
[
f
++
]
=
r
)}
return
u
}};
t
.
CylinderGeometryLibrary
=
o
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipseGeometry-5510aad8.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./GeometryOffsetAttribute-821af768
"
,
"
./Transforms-f15de320
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./when-4bbc8319
"
,
"
./EllipseGeometryLibrary-a4ac7ccc
"
,
"
./GeometryAttribute-8350368e
"
,
"
./GeometryAttributes-7827a6c2
"
,
"
./GeometryInstance-0b07c761
"
,
"
./GeometryPipeline-0fb7cb2c
"
,
"
./IndexDatatype-ddbc25a7
"
,
"
./VertexFormat-7b982b01
"
],(
function
(
t
,
e
,
i
,
r
,
n
,
o
,
a
,
s
,
l
,
u
,
m
,
c
,
p
,
y
){
"
use strict
"
;
const
d
=
new
r
.
Cartesian3
,
f
=
new
r
.
Cartesian3
,
A
=
new
r
.
Cartesian3
,
x
=
new
r
.
Cartesian3
,
h
=
new
r
.
Cartesian2
,
g
=
new
r
.
Matrix3
,
_
=
new
r
.
Matrix3
,
b
=
new
i
.
Quaternion
,
C
=
new
r
.
Cartesian3
,
w
=
new
r
.
Cartesian3
,
E
=
new
r
.
Cartesian3
,
M
=
new
r
.
Cartographic
,
I
=
new
r
.
Cartesian3
,
T
=
new
r
.
Cartesian2
,
G
=
new
r
.
Cartesian2
;
function
N
(
t
,
n
,
m
){
const
c
=
n
.
vertexFormat
,
p
=
n
.
center
,
y
=
n
.
semiMajorAxis
,
x
=
n
.
semiMinorAxis
,
N
=
n
.
ellipsoid
,
P
=
n
.
stRotation
,
F
=
m
?
t
.
length
/
3
*
2
:
t
.
length
/
3
,
v
=
n
.
shadowVolume
,
V
=
c
.
st
?
new
Float32Array
(
2
*
F
):
void
0
,
D
=
c
.
normal
?
new
Float32Array
(
3
*
F
):
void
0
,
O
=
c
.
tangent
?
new
Float32Array
(
3
*
F
):
void
0
,
S
=
c
.
bitangent
?
new
Float32Array
(
3
*
F
):
void
0
,
L
=
v
?
new
Float32Array
(
3
*
F
):
void
0
;
let
R
=
0
,
j
=
C
,
z
=
w
,
k
=
E
;
const
B
=
new
i
.
GeographicProjection
(
N
),
Y
=
B
.
project
(
N
.
cartesianToCartographic
(
p
,
M
),
I
),
H
=
N
.
scaleToGeodeticSurface
(
p
,
d
);
N
.
geodeticSurfaceNormal
(
H
,
H
);
let
U
=
g
,
Q
=
_
;
if
(
0
!==
P
){
let
t
=
i
.
Quaternion
.
fromAxisAngle
(
H
,
P
,
b
);
U
=
r
.
Matrix3
.
fromQuaternion
(
t
,
U
),
t
=
i
.
Quaternion
.
fromAxisAngle
(
H
,
-
P
,
b
),
Q
=
r
.
Matrix3
.
fromQuaternion
(
t
,
Q
)}
else
U
=
r
.
Matrix3
.
clone
(
r
.
Matrix3
.
IDENTITY
,
U
),
Q
=
r
.
Matrix3
.
clone
(
r
.
Matrix3
.
IDENTITY
,
Q
);
const
W
=
r
.
Cartesian2
.
fromElements
(
Number
.
POSITIVE_INFINITY
,
Number
.
POSITIVE_INFINITY
,
T
),
J
=
r
.
Cartesian2
.
fromElements
(
Number
.
NEGATIVE_INFINITY
,
Number
.
NEGATIVE_INFINITY
,
G
);
let
q
=
t
.
length
;
const
Z
=
m
?
q
:
0
,
K
=
Z
/
3
*
2
;
for
(
let
e
=
0
;
e
<
q
;
e
+=
3
){
const
i
=
e
+
1
,
n
=
e
+
2
,
o
=
r
.
Cartesian3
.
fromArray
(
t
,
e
,
d
);
if
(
c
.
st
){
const
t
=
r
.
Matrix3
.
multiplyByVector
(
U
,
o
,
f
),
e
=
B
.
project
(
N
.
cartesianToCartographic
(
t
,
M
),
A
);
r
.
Cartesian3
.
subtract
(
e
,
Y
,
e
),
h
.
x
=
(
e
.
x
+
y
)
/
(
2
*
y
),
h
.
y
=
(
e
.
y
+
x
)
/
(
2
*
x
),
W
.
x
=
Math
.
min
(
h
.
x
,
W
.
x
),
W
.
y
=
Math
.
min
(
h
.
y
,
W
.
y
),
J
.
x
=
Math
.
max
(
h
.
x
,
J
.
x
),
J
.
y
=
Math
.
max
(
h
.
y
,
J
.
y
),
m
&&
(
V
[
R
+
K
]
=
h
.
x
,
V
[
R
+
1
+
K
]
=
h
.
y
),
V
[
R
++
]
=
h
.
x
,
V
[
R
++
]
=
h
.
y
}(
c
.
normal
||
c
.
tangent
||
c
.
bitangent
||
v
)
&&
(
j
=
N
.
geodeticSurfaceNormal
(
o
,
j
),
v
&&
(
L
[
e
+
Z
]
=-
j
.
x
,
L
[
i
+
Z
]
=-
j
.
y
,
L
[
n
+
Z
]
=-
j
.
z
),(
c
.
normal
||
c
.
tangent
||
c
.
bitangent
)
&&
((
c
.
tangent
||
c
.
bitangent
)
&&
(
z
=
r
.
Cartesian3
.
normalize
(
r
.
Cartesian3
.
cross
(
r
.
Cartesian3
.
UNIT_Z
,
j
,
z
),
z
),
r
.
Matrix3
.
multiplyByVector
(
Q
,
z
,
z
)),
c
.
normal
&&
(
D
[
e
]
=
j
.
x
,
D
[
i
]
=
j
.
y
,
D
[
n
]
=
j
.
z
,
m
&&
(
D
[
e
+
Z
]
=-
j
.
x
,
D
[
i
+
Z
]
=-
j
.
y
,
D
[
n
+
Z
]
=-
j
.
z
)),
c
.
tangent
&&
(
O
[
e
]
=
z
.
x
,
O
[
i
]
=
z
.
y
,
O
[
n
]
=
z
.
z
,
m
&&
(
O
[
e
+
Z
]
=-
z
.
x
,
O
[
i
+
Z
]
=-
z
.
y
,
O
[
n
+
Z
]
=-
z
.
z
)),
c
.
bitangent
&&
(
k
=
r
.
Cartesian3
.
normalize
(
r
.
Cartesian3
.
cross
(
j
,
z
,
k
),
k
),
S
[
e
]
=
k
.
x
,
S
[
i
]
=
k
.
y
,
S
[
n
]
=
k
.
z
,
m
&&
(
S
[
e
+
Z
]
=
k
.
x
,
S
[
i
+
Z
]
=
k
.
y
,
S
[
n
+
Z
]
=
k
.
z
))))}
if
(
c
.
st
){
q
=
V
.
length
;
for
(
let
t
=
0
;
t
<
q
;
t
+=
2
)
V
[
t
]
=
(
V
[
t
]
-
W
.
x
)
/
(
J
.
x
-
W
.
x
),
V
[
t
+
1
]
=
(
V
[
t
+
1
]
-
W
.
y
)
/
(
J
.
y
-
W
.
y
)}
const
X
=
new
u
.
GeometryAttributes
;
if
(
c
.
position
){
const
e
=
s
.
EllipseGeometryLibrary
.
raisePositionsToHeight
(
t
,
n
,
m
);
X
.
position
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
e
})}
if
(
c
.
st
&&
(
X
.
st
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
2
,
values
:
V
})),
c
.
normal
&&
(
X
.
normal
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
D
})),
c
.
tangent
&&
(
X
.
tangent
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
O
})),
c
.
bitangent
&&
(
X
.
bitangent
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
S
})),
v
&&
(
X
.
extrudeDirection
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
L
})),
m
&&
a
.
defined
(
n
.
offsetAttribute
)){
let
t
=
new
Uint8Array
(
F
);
if
(
n
.
offsetAttribute
===
e
.
GeometryOffsetAttribute
.
TOP
)
t
=
e
.
arrayFill
(
t
,
1
,
0
,
F
/
2
);
else
{
const
i
=
n
.
offsetAttribute
===
e
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
t
=
e
.
arrayFill
(
t
,
i
)}
X
.
applyOffset
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
t
})}
return
X
}
function
P
(
t
){
const
e
=
new
Array
(
t
*
(
t
+
1
)
*
12
-
6
);
let
i
,
r
,
n
,
o
,
a
,
s
=
0
;
for
(
i
=
0
,
n
=
1
,
o
=
0
;
o
<
3
;
o
++
)
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
;
for
(
o
=
2
;
o
<
t
+
1
;
++
o
){
for
(
n
=
o
*
(
o
+
1
)
-
1
,
i
=
(
o
-
1
)
*
o
-
1
,
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
,
r
=
2
*
o
,
a
=
0
;
a
<
r
-
1
;
++
a
)
e
[
s
++
]
=
n
,
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
;
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
}
for
(
r
=
2
*
t
,
++
n
,
++
i
,
o
=
0
;
o
<
r
-
1
;
++
o
)
e
[
s
++
]
=
n
,
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
;
for
(
e
[
s
++
]
=
n
,
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
++
i
,
o
=
t
-
1
;
o
>
1
;
--
o
){
for
(
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
,
r
=
2
*
o
,
a
=
0
;
a
<
r
-
1
;
++
a
)
e
[
s
++
]
=
n
,
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
;
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
n
++
}
for
(
o
=
0
;
o
<
3
;
o
++
)
e
[
s
++
]
=
i
++
,
e
[
s
++
]
=
i
,
e
[
s
++
]
=
n
;
return
e
}
let
F
=
new
r
.
Cartesian3
;
const
v
=
new
i
.
BoundingSphere
,
V
=
new
i
.
BoundingSphere
;
function
D
(
t
){
const
n
=
t
.
center
,
y
=
t
.
ellipsoid
,
_
=
t
.
semiMajorAxis
;
let
F
=
r
.
Cartesian3
.
multiplyByScalar
(
y
.
geodeticSurfaceNormal
(
n
,
d
),
t
.
height
,
d
);
v
.
center
=
r
.
Cartesian3
.
add
(
n
,
F
,
v
.
center
),
v
.
radius
=
_
,
F
=
r
.
Cartesian3
.
multiplyByScalar
(
y
.
geodeticSurfaceNormal
(
n
,
F
),
t
.
extrudedHeight
,
F
),
V
.
center
=
r
.
Cartesian3
.
add
(
n
,
F
,
V
.
center
),
V
.
radius
=
_
;
const
D
=
s
.
EllipseGeometryLibrary
.
computeEllipsePositions
(
t
,
!
0
,
!
0
),
O
=
D
.
positions
,
S
=
D
.
numPts
,
L
=
D
.
outerPositions
,
R
=
i
.
BoundingSphere
.
union
(
v
,
V
),
j
=
N
(
O
,
t
,
!
0
);
let
z
=
P
(
S
);
const
k
=
z
.
length
;
z
.
length
=
2
*
k
;
const
B
=
O
.
length
/
3
;
for
(
let
t
=
0
;
t
<
k
;
t
+=
3
)
z
[
t
+
k
]
=
z
[
t
+
2
]
+
B
,
z
[
t
+
1
+
k
]
=
z
[
t
+
1
]
+
B
,
z
[
t
+
2
+
k
]
=
z
[
t
]
+
B
;
const
Y
=
p
.
IndexDatatype
.
createTypedArray
(
2
*
B
/
3
,
z
),
H
=
new
l
.
Geometry
({
attributes
:
j
,
indices
:
Y
,
primitiveType
:
l
.
PrimitiveType
.
TRIANGLES
}),
U
=
function
(
t
,
n
){
const
s
=
n
.
vertexFormat
,
m
=
n
.
center
,
c
=
n
.
semiMajorAxis
,
p
=
n
.
semiMinorAxis
,
y
=
n
.
ellipsoid
,
_
=
n
.
height
,
N
=
n
.
extrudedHeight
,
P
=
n
.
stRotation
,
F
=
t
.
length
/
3
*
2
,
v
=
new
Float64Array
(
3
*
F
),
V
=
s
.
st
?
new
Float32Array
(
2
*
F
):
void
0
,
D
=
s
.
normal
?
new
Float32Array
(
3
*
F
):
void
0
,
O
=
s
.
tangent
?
new
Float32Array
(
3
*
F
):
void
0
,
S
=
s
.
bitangent
?
new
Float32Array
(
3
*
F
):
void
0
,
L
=
n
.
shadowVolume
,
R
=
L
?
new
Float32Array
(
3
*
F
):
void
0
;
let
j
=
0
,
z
=
C
,
k
=
w
,
B
=
E
;
const
Y
=
new
i
.
GeographicProjection
(
y
),
H
=
Y
.
project
(
y
.
cartesianToCartographic
(
m
,
M
),
I
),
U
=
y
.
scaleToGeodeticSurface
(
m
,
d
);
y
.
geodeticSurfaceNormal
(
U
,
U
);
const
Q
=
i
.
Quaternion
.
fromAxisAngle
(
U
,
P
,
b
),
W
=
r
.
Matrix3
.
fromQuaternion
(
Q
,
g
),
J
=
r
.
Cartesian2
.
fromElements
(
Number
.
POSITIVE_INFINITY
,
Number
.
POSITIVE_INFINITY
,
T
),
q
=
r
.
Cartesian2
.
fromElements
(
Number
.
NEGATIVE_INFINITY
,
Number
.
NEGATIVE_INFINITY
,
G
);
let
Z
=
t
.
length
;
const
K
=
Z
/
3
*
2
;
for
(
let
e
=
0
;
e
<
Z
;
e
+=
3
){
const
i
=
e
+
1
,
n
=
e
+
2
;
let
o
,
a
=
r
.
Cartesian3
.
fromArray
(
t
,
e
,
d
);
if
(
s
.
st
){
const
t
=
r
.
Matrix3
.
multiplyByVector
(
W
,
a
,
f
),
e
=
Y
.
project
(
y
.
cartesianToCartographic
(
t
,
M
),
A
);
r
.
Cartesian3
.
subtract
(
e
,
H
,
e
),
h
.
x
=
(
e
.
x
+
c
)
/
(
2
*
c
),
h
.
y
=
(
e
.
y
+
p
)
/
(
2
*
p
),
J
.
x
=
Math
.
min
(
h
.
x
,
J
.
x
),
J
.
y
=
Math
.
min
(
h
.
y
,
J
.
y
),
q
.
x
=
Math
.
max
(
h
.
x
,
q
.
x
),
q
.
y
=
Math
.
max
(
h
.
y
,
q
.
y
),
V
[
j
+
K
]
=
h
.
x
,
V
[
j
+
1
+
K
]
=
h
.
y
,
V
[
j
++
]
=
h
.
x
,
V
[
j
++
]
=
h
.
y
}
a
=
y
.
scaleToGeodeticSurface
(
a
,
a
),
o
=
r
.
Cartesian3
.
clone
(
a
,
f
),
z
=
y
.
geodeticSurfaceNormal
(
a
,
z
),
L
&&
(
R
[
e
+
Z
]
=-
z
.
x
,
R
[
i
+
Z
]
=-
z
.
y
,
R
[
n
+
Z
]
=-
z
.
z
);
let
l
=
r
.
Cartesian3
.
multiplyByScalar
(
z
,
_
,
x
);
if
(
a
=
r
.
Cartesian3
.
add
(
a
,
l
,
a
),
l
=
r
.
Cartesian3
.
multiplyByScalar
(
z
,
N
,
l
),
o
=
r
.
Cartesian3
.
add
(
o
,
l
,
o
),
s
.
position
&&
(
v
[
e
+
Z
]
=
o
.
x
,
v
[
i
+
Z
]
=
o
.
y
,
v
[
n
+
Z
]
=
o
.
z
,
v
[
e
]
=
a
.
x
,
v
[
i
]
=
a
.
y
,
v
[
n
]
=
a
.
z
),
s
.
normal
||
s
.
tangent
||
s
.
bitangent
){
B
=
r
.
Cartesian3
.
clone
(
z
,
B
);
const
l
=
r
.
Cartesian3
.
fromArray
(
t
,(
e
+
3
)
%
Z
,
x
);
r
.
Cartesian3
.
subtract
(
l
,
a
,
l
);
const
u
=
r
.
Cartesian3
.
subtract
(
o
,
a
,
A
);
z
=
r
.
Cartesian3
.
normalize
(
r
.
Cartesian3
.
cross
(
u
,
l
,
z
),
z
),
s
.
normal
&&
(
D
[
e
]
=
z
.
x
,
D
[
i
]
=
z
.
y
,
D
[
n
]
=
z
.
z
,
D
[
e
+
Z
]
=
z
.
x
,
D
[
i
+
Z
]
=
z
.
y
,
D
[
n
+
Z
]
=
z
.
z
),
s
.
tangent
&&
(
k
=
r
.
Cartesian3
.
normalize
(
r
.
Cartesian3
.
cross
(
B
,
z
,
k
),
k
),
O
[
e
]
=
k
.
x
,
O
[
i
]
=
k
.
y
,
O
[
n
]
=
k
.
z
,
O
[
e
+
Z
]
=
k
.
x
,
O
[
e
+
1
+
Z
]
=
k
.
y
,
O
[
e
+
2
+
Z
]
=
k
.
z
),
s
.
bitangent
&&
(
S
[
e
]
=
B
.
x
,
S
[
i
]
=
B
.
y
,
S
[
n
]
=
B
.
z
,
S
[
e
+
Z
]
=
B
.
x
,
S
[
i
+
Z
]
=
B
.
y
,
S
[
n
+
Z
]
=
B
.
z
)}}
if
(
s
.
st
){
Z
=
V
.
length
;
for
(
let
t
=
0
;
t
<
Z
;
t
+=
2
)
V
[
t
]
=
(
V
[
t
]
-
J
.
x
)
/
(
q
.
x
-
J
.
x
),
V
[
t
+
1
]
=
(
V
[
t
+
1
]
-
J
.
y
)
/
(
q
.
y
-
J
.
y
)}
const
X
=
new
u
.
GeometryAttributes
;
if
(
s
.
position
&&
(
X
.
position
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
v
})),
s
.
st
&&
(
X
.
st
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
2
,
values
:
V
})),
s
.
normal
&&
(
X
.
normal
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
D
})),
s
.
tangent
&&
(
X
.
tangent
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
O
})),
s
.
bitangent
&&
(
X
.
bitangent
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
S
})),
L
&&
(
X
.
extrudeDirection
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
R
})),
a
.
defined
(
n
.
offsetAttribute
)){
let
t
=
new
Uint8Array
(
F
);
if
(
n
.
offsetAttribute
===
e
.
GeometryOffsetAttribute
.
TOP
)
t
=
e
.
arrayFill
(
t
,
1
,
0
,
F
/
2
);
else
{
const
i
=
n
.
offsetAttribute
===
e
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
t
=
e
.
arrayFill
(
t
,
i
)}
X
.
applyOffset
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
t
})}
return
X
}(
L
,
t
);
z
=
function
(
t
){
const
e
=
t
.
length
/
3
,
i
=
p
.
IndexDatatype
.
createTypedArray
(
e
,
6
*
e
);
let
r
=
0
;
for
(
let
t
=
0
;
t
<
e
;
t
++
){
const
n
=
t
,
o
=
t
+
e
,
a
=
(
n
+
1
)
%
e
,
s
=
a
+
e
;
i
[
r
++
]
=
n
,
i
[
r
++
]
=
o
,
i
[
r
++
]
=
a
,
i
[
r
++
]
=
a
,
i
[
r
++
]
=
o
,
i
[
r
++
]
=
s
}
return
i
}(
L
);
const
Q
=
p
.
IndexDatatype
.
createTypedArray
(
2
*
L
.
length
/
3
,
z
),
W
=
new
l
.
Geometry
({
attributes
:
U
,
indices
:
Q
,
primitiveType
:
l
.
PrimitiveType
.
TRIANGLES
}),
J
=
c
.
GeometryPipeline
.
combineInstances
([
new
m
.
GeometryInstance
({
geometry
:
H
}),
new
m
.
GeometryInstance
({
geometry
:
W
})]);
return
{
boundingSphere
:
R
,
attributes
:
J
[
0
].
attributes
,
indices
:
J
[
0
].
indices
}}
function
O
(
t
,
e
,
i
,
n
,
a
,
l
,
u
){
const
m
=
s
.
EllipseGeometryLibrary
.
computeEllipsePositions
({
center
:
t
,
semiMajorAxis
:
e
,
semiMinorAxis
:
i
,
rotation
:
n
,
granularity
:
a
},
!
1
,
!
0
).
outerPositions
,
c
=
m
.
length
/
3
,
p
=
new
Array
(
c
);
for
(
let
t
=
0
;
t
<
c
;
++
t
)
p
[
t
]
=
r
.
Cartesian3
.
fromArray
(
m
,
3
*
t
);
const
y
=
r
.
Rectangle
.
fromCartesianArray
(
p
,
l
,
u
);
return
y
.
width
>
o
.
CesiumMath
.
PI
&&
(
y
.
north
=
y
.
north
>
0
?
o
.
CesiumMath
.
PI_OVER_TWO
-
o
.
CesiumMath
.
EPSILON7
:
y
.
north
,
y
.
south
=
y
.
south
<
0
?
o
.
CesiumMath
.
EPSILON7
-
o
.
CesiumMath
.
PI_OVER_TWO
:
y
.
south
,
y
.
east
=
o
.
CesiumMath
.
PI
,
y
.
west
=-
o
.
CesiumMath
.
PI
),
y
}
function
S
(
t
){
const
e
=
(
t
=
a
.
defaultValue
(
t
,
a
.
defaultValue
.
EMPTY_OBJECT
)).
center
,
i
=
a
.
defaultValue
(
t
.
ellipsoid
,
r
.
Ellipsoid
.
WGS84
),
n
=
t
.
semiMajorAxis
,
s
=
t
.
semiMinorAxis
,
l
=
a
.
defaultValue
(
t
.
granularity
,
o
.
CesiumMath
.
RADIANS_PER_DEGREE
),
u
=
a
.
defaultValue
(
t
.
vertexFormat
,
y
.
VertexFormat
.
DEFAULT
),
m
=
a
.
defaultValue
(
t
.
height
,
0
),
c
=
a
.
defaultValue
(
t
.
extrudedHeight
,
m
);
this
.
_center
=
r
.
Cartesian3
.
clone
(
e
),
this
.
_semiMajorAxis
=
n
,
this
.
_semiMinorAxis
=
s
,
this
.
_ellipsoid
=
r
.
Ellipsoid
.
clone
(
i
),
this
.
_rotation
=
a
.
defaultValue
(
t
.
rotation
,
0
),
this
.
_stRotation
=
a
.
defaultValue
(
t
.
stRotation
,
0
),
this
.
_height
=
Math
.
max
(
c
,
m
),
this
.
_granularity
=
l
,
this
.
_vertexFormat
=
y
.
VertexFormat
.
clone
(
u
),
this
.
_extrudedHeight
=
Math
.
min
(
c
,
m
),
this
.
_shadowVolume
=
a
.
defaultValue
(
t
.
shadowVolume
,
!
1
),
this
.
_workerName
=
"
createEllipseGeometry
"
,
this
.
_offsetAttribute
=
t
.
offsetAttribute
,
this
.
_rectangle
=
void
0
,
this
.
_textureCoordinateRotationPoints
=
void
0
}
S
.
packedLength
=
r
.
Cartesian3
.
packedLength
+
r
.
Ellipsoid
.
packedLength
+
y
.
VertexFormat
.
packedLength
+
9
,
S
.
pack
=
function
(
t
,
e
,
i
){
return
i
=
a
.
defaultValue
(
i
,
0
),
r
.
Cartesian3
.
pack
(
t
.
_center
,
e
,
i
),
i
+=
r
.
Cartesian3
.
packedLength
,
r
.
Ellipsoid
.
pack
(
t
.
_ellipsoid
,
e
,
i
),
i
+=
r
.
Ellipsoid
.
packedLength
,
y
.
VertexFormat
.
pack
(
t
.
_vertexFormat
,
e
,
i
),
i
+=
y
.
VertexFormat
.
packedLength
,
e
[
i
++
]
=
t
.
_semiMajorAxis
,
e
[
i
++
]
=
t
.
_semiMinorAxis
,
e
[
i
++
]
=
t
.
_rotation
,
e
[
i
++
]
=
t
.
_stRotation
,
e
[
i
++
]
=
t
.
_height
,
e
[
i
++
]
=
t
.
_granularity
,
e
[
i
++
]
=
t
.
_extrudedHeight
,
e
[
i
++
]
=
t
.
_shadowVolume
?
1
:
0
,
e
[
i
]
=
a
.
defaultValue
(
t
.
_offsetAttribute
,
-
1
),
e
};
const
L
=
new
r
.
Cartesian3
,
R
=
new
r
.
Ellipsoid
,
j
=
new
y
.
VertexFormat
,
z
=
{
center
:
L
,
ellipsoid
:
R
,
vertexFormat
:
j
,
semiMajorAxis
:
void
0
,
semiMinorAxis
:
void
0
,
rotation
:
void
0
,
stRotation
:
void
0
,
height
:
void
0
,
granularity
:
void
0
,
extrudedHeight
:
void
0
,
shadowVolume
:
void
0
,
offsetAttribute
:
void
0
};
S
.
unpack
=
function
(
t
,
e
,
i
){
e
=
a
.
defaultValue
(
e
,
0
);
const
n
=
r
.
Cartesian3
.
unpack
(
t
,
e
,
L
);
e
+=
r
.
Cartesian3
.
packedLength
;
const
o
=
r
.
Ellipsoid
.
unpack
(
t
,
e
,
R
);
e
+=
r
.
Ellipsoid
.
packedLength
;
const
s
=
y
.
VertexFormat
.
unpack
(
t
,
e
,
j
);
e
+=
y
.
VertexFormat
.
packedLength
;
const
l
=
t
[
e
++
],
u
=
t
[
e
++
],
m
=
t
[
e
++
],
c
=
t
[
e
++
],
p
=
t
[
e
++
],
d
=
t
[
e
++
],
f
=
t
[
e
++
],
A
=
1
===
t
[
e
++
],
x
=
t
[
e
];
return
a
.
defined
(
i
)?(
i
.
_center
=
r
.
Cartesian3
.
clone
(
n
,
i
.
_center
),
i
.
_ellipsoid
=
r
.
Ellipsoid
.
clone
(
o
,
i
.
_ellipsoid
),
i
.
_vertexFormat
=
y
.
VertexFormat
.
clone
(
s
,
i
.
_vertexFormat
),
i
.
_semiMajorAxis
=
l
,
i
.
_semiMinorAxis
=
u
,
i
.
_rotation
=
m
,
i
.
_stRotation
=
c
,
i
.
_height
=
p
,
i
.
_granularity
=
d
,
i
.
_extrudedHeight
=
f
,
i
.
_shadowVolume
=
A
,
i
.
_offsetAttribute
=-
1
===
x
?
void
0
:
x
,
i
):(
z
.
height
=
p
,
z
.
extrudedHeight
=
f
,
z
.
granularity
=
d
,
z
.
stRotation
=
c
,
z
.
rotation
=
m
,
z
.
semiMajorAxis
=
l
,
z
.
semiMinorAxis
=
u
,
z
.
shadowVolume
=
A
,
z
.
offsetAttribute
=-
1
===
x
?
void
0
:
x
,
new
S
(
z
))},
S
.
computeRectangle
=
function
(
t
,
e
){
const
i
=
(
t
=
a
.
defaultValue
(
t
,
a
.
defaultValue
.
EMPTY_OBJECT
)).
center
,
n
=
a
.
defaultValue
(
t
.
ellipsoid
,
r
.
Ellipsoid
.
WGS84
),
s
=
t
.
semiMajorAxis
,
l
=
t
.
semiMinorAxis
,
u
=
a
.
defaultValue
(
t
.
granularity
,
o
.
CesiumMath
.
RADIANS_PER_DEGREE
);
return
O
(
i
,
s
,
l
,
a
.
defaultValue
(
t
.
rotation
,
0
),
u
,
n
,
e
)},
S
.
createGeometry
=
function
(
t
){
if
(
t
.
_semiMajorAxis
<=
0
||
t
.
_semiMinorAxis
<=
0
)
return
;
const
n
=
t
.
_height
,
u
=
t
.
_extrudedHeight
,
m
=!
o
.
CesiumMath
.
equalsEpsilon
(
n
,
u
,
0
,
o
.
CesiumMath
.
EPSILON2
);
t
.
_center
=
t
.
_ellipsoid
.
scaleToGeodeticSurface
(
t
.
_center
,
t
.
_center
);
const
c
=
{
center
:
t
.
_center
,
semiMajorAxis
:
t
.
_semiMajorAxis
,
semiMinorAxis
:
t
.
_semiMinorAxis
,
ellipsoid
:
t
.
_ellipsoid
,
rotation
:
t
.
_rotation
,
height
:
n
,
granularity
:
t
.
_granularity
,
vertexFormat
:
t
.
_vertexFormat
,
stRotation
:
t
.
_stRotation
};
let
y
;
if
(
m
)
c
.
extrudedHeight
=
u
,
c
.
shadowVolume
=
t
.
_shadowVolume
,
c
.
offsetAttribute
=
t
.
_offsetAttribute
,
y
=
D
(
c
);
else
if
(
y
=
function
(
t
){
const
e
=
t
.
center
;
F
=
r
.
Cartesian3
.
multiplyByScalar
(
t
.
ellipsoid
.
geodeticSurfaceNormal
(
e
,
F
),
t
.
height
,
F
),
F
=
r
.
Cartesian3
.
add
(
e
,
F
,
F
);
const
n
=
new
i
.
BoundingSphere
(
F
,
t
.
semiMajorAxis
),
o
=
s
.
EllipseGeometryLibrary
.
computeEllipsePositions
(
t
,
!
0
,
!
1
),
a
=
o
.
positions
,
l
=
o
.
numPts
,
u
=
N
(
a
,
t
,
!
1
);
let
m
=
P
(
l
);
return
m
=
p
.
IndexDatatype
.
createTypedArray
(
a
.
length
/
3
,
m
),{
boundingSphere
:
n
,
attributes
:
u
,
indices
:
m
}}(
c
),
a
.
defined
(
t
.
_offsetAttribute
)){
const
i
=
y
.
attributes
.
position
.
values
.
length
,
r
=
new
Uint8Array
(
i
/
3
),
n
=
t
.
_offsetAttribute
===
e
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
e
.
arrayFill
(
r
,
n
),
y
.
attributes
.
applyOffset
=
new
l
.
GeometryAttribute
({
componentDatatype
:
o
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
r
})}
return
new
l
.
Geometry
({
attributes
:
y
.
attributes
,
indices
:
y
.
indices
,
primitiveType
:
l
.
PrimitiveType
.
TRIANGLES
,
boundingSphere
:
y
.
boundingSphere
,
offsetAttribute
:
t
.
_offsetAttribute
})},
S
.
createShadowVolume
=
function
(
t
,
e
,
i
){
const
r
=
t
.
_granularity
,
n
=
t
.
_ellipsoid
,
o
=
e
(
r
,
n
),
a
=
i
(
r
,
n
);
return
new
S
({
center
:
t
.
_center
,
semiMajorAxis
:
t
.
_semiMajorAxis
,
semiMinorAxis
:
t
.
_semiMinorAxis
,
ellipsoid
:
n
,
rotation
:
t
.
_rotation
,
stRotation
:
t
.
_stRotation
,
granularity
:
r
,
extrudedHeight
:
o
,
height
:
a
,
vertexFormat
:
y
.
VertexFormat
.
POSITION_ONLY
,
shadowVolume
:
!
0
})},
Object
.
defineProperties
(
S
.
prototype
,{
rectangle
:{
get
:
function
(){
return
a
.
defined
(
this
.
_rectangle
)
||
(
this
.
_rectangle
=
O
(
this
.
_center
,
this
.
_semiMajorAxis
,
this
.
_semiMinorAxis
,
this
.
_rotation
,
this
.
_granularity
,
this
.
_ellipsoid
)),
this
.
_rectangle
}},
textureCoordinateRotationPoints
:{
get
:
function
(){
return
a
.
defined
(
this
.
_textureCoordinateRotationPoints
)
||
(
this
.
_textureCoordinateRotationPoints
=
function
(
t
){
const
e
=-
t
.
_stRotation
;
if
(
0
===
e
)
return
[
0
,
0
,
0
,
1
,
1
,
0
];
const
i
=
s
.
EllipseGeometryLibrary
.
computeEllipsePositions
({
center
:
t
.
_center
,
semiMajorAxis
:
t
.
_semiMajorAxis
,
semiMinorAxis
:
t
.
_semiMinorAxis
,
rotation
:
t
.
_rotation
,
granularity
:
t
.
_granularity
},
!
1
,
!
0
).
outerPositions
,
n
=
i
.
length
/
3
,
o
=
new
Array
(
n
);
for
(
let
t
=
0
;
t
<
n
;
++
t
)
o
[
t
]
=
r
.
Cartesian3
.
fromArray
(
i
,
3
*
t
);
const
a
=
t
.
_ellipsoid
,
u
=
t
.
rectangle
;
return
l
.
Geometry
.
_textureCoordinateRotationPoints
(
o
,
e
,
a
,
u
)}(
this
)),
this
.
_textureCoordinateRotationPoints
}}}),
t
.
EllipseGeometry
=
S
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipseGeometryLibrary-a4ac7ccc.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./Transforms-f15de320
"
],(
function
(
t
,
a
,
e
,
n
){
"
use strict
"
;
const
i
=
{},
r
=
new
a
.
Cartesian3
,
s
=
new
a
.
Cartesian3
,
o
=
new
n
.
Quaternion
,
l
=
new
a
.
Matrix3
;
function
c
(
t
,
e
,
i
,
c
,
C
,
y
,
u
,
m
,
h
,
x
){
const
M
=
t
+
e
;
a
.
Cartesian3
.
multiplyByScalar
(
c
,
Math
.
cos
(
M
),
r
),
a
.
Cartesian3
.
multiplyByScalar
(
i
,
Math
.
sin
(
M
),
s
),
a
.
Cartesian3
.
add
(
r
,
s
,
r
);
let
f
=
Math
.
cos
(
t
);
f
*=
f
;
let
z
=
Math
.
sin
(
t
);
z
*=
z
;
const
d
=
y
/
Math
.
sqrt
(
u
*
f
+
C
*
z
)
/
m
;
return
n
.
Quaternion
.
fromAxisAngle
(
r
,
d
,
o
),
a
.
Matrix3
.
fromQuaternion
(
o
,
l
),
a
.
Matrix3
.
multiplyByVector
(
l
,
h
,
x
),
a
.
Cartesian3
.
normalize
(
x
,
x
),
a
.
Cartesian3
.
multiplyByScalar
(
x
,
m
,
x
),
x
}
const
C
=
new
a
.
Cartesian3
,
y
=
new
a
.
Cartesian3
,
u
=
new
a
.
Cartesian3
,
m
=
new
a
.
Cartesian3
;
i
.
raisePositionsToHeight
=
function
(
t
,
e
,
n
){
const
i
=
e
.
ellipsoid
,
r
=
e
.
height
,
s
=
e
.
extrudedHeight
,
o
=
n
?
t
.
length
/
3
*
2
:
t
.
length
/
3
,
l
=
new
Float64Array
(
3
*
o
),
c
=
t
.
length
,
h
=
n
?
c
:
0
;
for
(
let
e
=
0
;
e
<
c
;
e
+=
3
){
const
o
=
e
+
1
,
c
=
e
+
2
,
x
=
a
.
Cartesian3
.
fromArray
(
t
,
e
,
C
);
i
.
scaleToGeodeticSurface
(
x
,
x
);
const
M
=
a
.
Cartesian3
.
clone
(
x
,
y
),
f
=
i
.
geodeticSurfaceNormal
(
x
,
m
),
z
=
a
.
Cartesian3
.
multiplyByScalar
(
f
,
r
,
u
);
a
.
Cartesian3
.
add
(
x
,
z
,
x
),
n
&&
(
a
.
Cartesian3
.
multiplyByScalar
(
f
,
s
,
z
),
a
.
Cartesian3
.
add
(
M
,
z
,
M
),
l
[
e
+
h
]
=
M
.
x
,
l
[
o
+
h
]
=
M
.
y
,
l
[
c
+
h
]
=
M
.
z
),
l
[
e
]
=
x
.
x
,
l
[
o
]
=
x
.
y
,
l
[
c
]
=
x
.
z
}
return
l
};
const
h
=
new
a
.
Cartesian3
,
x
=
new
a
.
Cartesian3
,
M
=
new
a
.
Cartesian3
;
i
.
computeEllipsePositions
=
function
(
t
,
n
,
i
){
const
r
=
t
.
semiMinorAxis
,
s
=
t
.
semiMajorAxis
,
o
=
t
.
rotation
,
l
=
t
.
center
,
m
=
8
*
t
.
granularity
,
f
=
r
*
r
,
z
=
s
*
s
,
d
=
s
*
r
,
_
=
a
.
Cartesian3
.
magnitude
(
l
),
p
=
a
.
Cartesian3
.
normalize
(
l
,
h
);
let
O
=
a
.
Cartesian3
.
cross
(
a
.
Cartesian3
.
UNIT_Z
,
l
,
x
);
O
=
a
.
Cartesian3
.
normalize
(
O
,
O
);
const
w
=
a
.
Cartesian3
.
cross
(
p
,
O
,
M
);
let
P
=
1
+
Math
.
ceil
(
e
.
CesiumMath
.
PI_OVER_TWO
/
m
);
const
T
=
e
.
CesiumMath
.
PI_OVER_TWO
/
(
P
-
1
);
let
I
=
e
.
CesiumMath
.
PI_OVER_TWO
-
P
*
T
;
I
<
0
&&
(
P
-=
Math
.
ceil
(
Math
.
abs
(
I
)
/
T
));
const
g
=
n
?
new
Array
(
3
*
(
P
*
(
P
+
2
)
*
2
)):
void
0
;
let
E
=
0
,
V
=
C
,
A
=
y
;
const
R
=
4
*
P
*
3
;
let
W
=
R
-
1
,
S
=
0
;
const
B
=
i
?
new
Array
(
R
):
void
0
;
let
Q
,
b
,
v
,
G
,
H
;
for
(
I
=
e
.
CesiumMath
.
PI_OVER_TWO
,
V
=
c
(
I
,
o
,
w
,
O
,
f
,
d
,
z
,
_
,
p
,
V
),
n
&&
(
g
[
E
++
]
=
V
.
x
,
g
[
E
++
]
=
V
.
y
,
g
[
E
++
]
=
V
.
z
),
i
&&
(
B
[
W
--
]
=
V
.
z
,
B
[
W
--
]
=
V
.
y
,
B
[
W
--
]
=
V
.
x
),
I
=
e
.
CesiumMath
.
PI_OVER_TWO
-
T
,
Q
=
1
;
Q
<
P
+
1
;
++
Q
){
if
(
V
=
c
(
I
,
o
,
w
,
O
,
f
,
d
,
z
,
_
,
p
,
V
),
A
=
c
(
Math
.
PI
-
I
,
o
,
w
,
O
,
f
,
d
,
z
,
_
,
p
,
A
),
n
){
for
(
g
[
E
++
]
=
V
.
x
,
g
[
E
++
]
=
V
.
y
,
g
[
E
++
]
=
V
.
z
,
v
=
2
*
Q
+
2
,
b
=
1
;
b
<
v
-
1
;
++
b
)
G
=
b
/
(
v
-
1
),
H
=
a
.
Cartesian3
.
lerp
(
V
,
A
,
G
,
u
),
g
[
E
++
]
=
H
.
x
,
g
[
E
++
]
=
H
.
y
,
g
[
E
++
]
=
H
.
z
;
g
[
E
++
]
=
A
.
x
,
g
[
E
++
]
=
A
.
y
,
g
[
E
++
]
=
A
.
z
}
i
&&
(
B
[
W
--
]
=
V
.
z
,
B
[
W
--
]
=
V
.
y
,
B
[
W
--
]
=
V
.
x
,
B
[
S
++
]
=
A
.
x
,
B
[
S
++
]
=
A
.
y
,
B
[
S
++
]
=
A
.
z
),
I
=
e
.
CesiumMath
.
PI_OVER_TWO
-
(
Q
+
1
)
*
T
}
for
(
Q
=
P
;
Q
>
1
;
--
Q
){
if
(
I
=
e
.
CesiumMath
.
PI_OVER_TWO
-
(
Q
-
1
)
*
T
,
V
=
c
(
-
I
,
o
,
w
,
O
,
f
,
d
,
z
,
_
,
p
,
V
),
A
=
c
(
I
+
Math
.
PI
,
o
,
w
,
O
,
f
,
d
,
z
,
_
,
p
,
A
),
n
){
for
(
g
[
E
++
]
=
V
.
x
,
g
[
E
++
]
=
V
.
y
,
g
[
E
++
]
=
V
.
z
,
v
=
2
*
(
Q
-
1
)
+
2
,
b
=
1
;
b
<
v
-
1
;
++
b
)
G
=
b
/
(
v
-
1
),
H
=
a
.
Cartesian3
.
lerp
(
V
,
A
,
G
,
u
),
g
[
E
++
]
=
H
.
x
,
g
[
E
++
]
=
H
.
y
,
g
[
E
++
]
=
H
.
z
;
g
[
E
++
]
=
A
.
x
,
g
[
E
++
]
=
A
.
y
,
g
[
E
++
]
=
A
.
z
}
i
&&
(
B
[
W
--
]
=
V
.
z
,
B
[
W
--
]
=
V
.
y
,
B
[
W
--
]
=
V
.
x
,
B
[
S
++
]
=
A
.
x
,
B
[
S
++
]
=
A
.
y
,
B
[
S
++
]
=
A
.
z
)}
I
=
e
.
CesiumMath
.
PI_OVER_TWO
,
V
=
c
(
-
I
,
o
,
w
,
O
,
f
,
d
,
z
,
_
,
p
,
V
);
const
N
=
{};
return
n
&&
(
g
[
E
++
]
=
V
.
x
,
g
[
E
++
]
=
V
.
y
,
g
[
E
++
]
=
V
.
z
,
N
.
positions
=
g
,
N
.
numPts
=
P
),
i
&&
(
B
[
W
--
]
=
V
.
z
,
B
[
W
--
]
=
V
.
y
,
B
[
W
--
]
=
V
.
x
,
N
.
outerPositions
=
B
),
N
},
t
.
EllipseGeometryLibrary
=
i
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipseOutlineGeometry-c6e230e8.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./GeometryOffsetAttribute-821af768
"
,
"
./Transforms-f15de320
"
,
"
./Matrix2-c6c16658
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./when-4bbc8319
"
,
"
./RuntimeError-5b082e8f
"
,
"
./EllipseGeometryLibrary-a4ac7ccc
"
,
"
./GeometryAttribute-8350368e
"
,
"
./GeometryAttributes-7827a6c2
"
,
"
./IndexDatatype-ddbc25a7
"
],(
function
(
e
,
t
,
i
,
r
,
n
,
a
,
o
,
s
,
l
,
u
,
c
){
"
use strict
"
;
const
d
=
new
r
.
Cartesian3
;
let
p
=
new
r
.
Cartesian3
;
const
f
=
new
i
.
BoundingSphere
,
m
=
new
i
.
BoundingSphere
;
function
h
(
e
){
const
t
=
(
e
=
a
.
defaultValue
(
e
,
a
.
defaultValue
.
EMPTY_OBJECT
)).
center
,
i
=
a
.
defaultValue
(
e
.
ellipsoid
,
r
.
Ellipsoid
.
WGS84
),
o
=
e
.
semiMajorAxis
,
s
=
e
.
semiMinorAxis
,
l
=
a
.
defaultValue
(
e
.
granularity
,
n
.
CesiumMath
.
RADIANS_PER_DEGREE
),
u
=
a
.
defaultValue
(
e
.
height
,
0
),
c
=
a
.
defaultValue
(
e
.
extrudedHeight
,
u
);
this
.
_center
=
r
.
Cartesian3
.
clone
(
t
),
this
.
_semiMajorAxis
=
o
,
this
.
_semiMinorAxis
=
s
,
this
.
_ellipsoid
=
r
.
Ellipsoid
.
clone
(
i
),
this
.
_rotation
=
a
.
defaultValue
(
e
.
rotation
,
0
),
this
.
_height
=
Math
.
max
(
c
,
u
),
this
.
_granularity
=
l
,
this
.
_extrudedHeight
=
Math
.
min
(
c
,
u
),
this
.
_numberOfVerticalLines
=
Math
.
max
(
a
.
defaultValue
(
e
.
numberOfVerticalLines
,
16
),
0
),
this
.
_offsetAttribute
=
e
.
offsetAttribute
,
this
.
_workerName
=
"
createEllipseOutlineGeometry
"
}
h
.
packedLength
=
r
.
Cartesian3
.
packedLength
+
r
.
Ellipsoid
.
packedLength
+
8
,
h
.
pack
=
function
(
e
,
t
,
i
){
return
i
=
a
.
defaultValue
(
i
,
0
),
r
.
Cartesian3
.
pack
(
e
.
_center
,
t
,
i
),
i
+=
r
.
Cartesian3
.
packedLength
,
r
.
Ellipsoid
.
pack
(
e
.
_ellipsoid
,
t
,
i
),
i
+=
r
.
Ellipsoid
.
packedLength
,
t
[
i
++
]
=
e
.
_semiMajorAxis
,
t
[
i
++
]
=
e
.
_semiMinorAxis
,
t
[
i
++
]
=
e
.
_rotation
,
t
[
i
++
]
=
e
.
_height
,
t
[
i
++
]
=
e
.
_granularity
,
t
[
i
++
]
=
e
.
_extrudedHeight
,
t
[
i
++
]
=
e
.
_numberOfVerticalLines
,
t
[
i
]
=
a
.
defaultValue
(
e
.
_offsetAttribute
,
-
1
),
t
};
const
y
=
new
r
.
Cartesian3
,
b
=
new
r
.
Ellipsoid
,
A
=
{
center
:
y
,
ellipsoid
:
b
,
semiMajorAxis
:
void
0
,
semiMinorAxis
:
void
0
,
rotation
:
void
0
,
height
:
void
0
,
granularity
:
void
0
,
extrudedHeight
:
void
0
,
numberOfVerticalLines
:
void
0
,
offsetAttribute
:
void
0
};
h
.
unpack
=
function
(
e
,
t
,
i
){
t
=
a
.
defaultValue
(
t
,
0
);
const
n
=
r
.
Cartesian3
.
unpack
(
e
,
t
,
y
);
t
+=
r
.
Cartesian3
.
packedLength
;
const
o
=
r
.
Ellipsoid
.
unpack
(
e
,
t
,
b
);
t
+=
r
.
Ellipsoid
.
packedLength
;
const
s
=
e
[
t
++
],
l
=
e
[
t
++
],
u
=
e
[
t
++
],
c
=
e
[
t
++
],
d
=
e
[
t
++
],
p
=
e
[
t
++
],
f
=
e
[
t
++
],
m
=
e
[
t
];
return
a
.
defined
(
i
)?(
i
.
_center
=
r
.
Cartesian3
.
clone
(
n
,
i
.
_center
),
i
.
_ellipsoid
=
r
.
Ellipsoid
.
clone
(
o
,
i
.
_ellipsoid
),
i
.
_semiMajorAxis
=
s
,
i
.
_semiMinorAxis
=
l
,
i
.
_rotation
=
u
,
i
.
_height
=
c
,
i
.
_granularity
=
d
,
i
.
_extrudedHeight
=
p
,
i
.
_numberOfVerticalLines
=
f
,
i
.
_offsetAttribute
=-
1
===
m
?
void
0
:
m
,
i
):(
A
.
height
=
c
,
A
.
extrudedHeight
=
p
,
A
.
granularity
=
d
,
A
.
rotation
=
u
,
A
.
semiMajorAxis
=
s
,
A
.
semiMinorAxis
=
l
,
A
.
numberOfVerticalLines
=
f
,
A
.
offsetAttribute
=-
1
===
m
?
void
0
:
m
,
new
h
(
A
))},
h
.
createGeometry
=
function
(
e
){
if
(
e
.
_semiMajorAxis
<=
0
||
e
.
_semiMinorAxis
<=
0
)
return
;
const
o
=
e
.
_height
,
h
=
e
.
_extrudedHeight
,
y
=!
n
.
CesiumMath
.
equalsEpsilon
(
o
,
h
,
0
,
n
.
CesiumMath
.
EPSILON2
);
e
.
_center
=
e
.
_ellipsoid
.
scaleToGeodeticSurface
(
e
.
_center
,
e
.
_center
);
const
b
=
{
center
:
e
.
_center
,
semiMajorAxis
:
e
.
_semiMajorAxis
,
semiMinorAxis
:
e
.
_semiMinorAxis
,
ellipsoid
:
e
.
_ellipsoid
,
rotation
:
e
.
_rotation
,
height
:
o
,
granularity
:
e
.
_granularity
,
numberOfVerticalLines
:
e
.
_numberOfVerticalLines
};
let
A
;
if
(
y
)
b
.
extrudedHeight
=
h
,
b
.
offsetAttribute
=
e
.
_offsetAttribute
,
A
=
function
(
e
){
const
o
=
e
.
center
,
p
=
e
.
ellipsoid
,
h
=
e
.
semiMajorAxis
;
let
y
=
r
.
Cartesian3
.
multiplyByScalar
(
p
.
geodeticSurfaceNormal
(
o
,
d
),
e
.
height
,
d
);
f
.
center
=
r
.
Cartesian3
.
add
(
o
,
y
,
f
.
center
),
f
.
radius
=
h
,
y
=
r
.
Cartesian3
.
multiplyByScalar
(
p
.
geodeticSurfaceNormal
(
o
,
y
),
e
.
extrudedHeight
,
y
),
m
.
center
=
r
.
Cartesian3
.
add
(
o
,
y
,
m
.
center
),
m
.
radius
=
h
;
let
b
=
s
.
EllipseGeometryLibrary
.
computeEllipsePositions
(
e
,
!
1
,
!
0
).
outerPositions
;
const
A
=
new
u
.
GeometryAttributes
({
position
:
new
l
.
GeometryAttribute
({
componentDatatype
:
n
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
s
.
EllipseGeometryLibrary
.
raisePositionsToHeight
(
b
,
e
,
!
0
)})});
b
=
A
.
position
.
values
;
const
_
=
i
.
BoundingSphere
.
union
(
f
,
m
);
let
g
=
b
.
length
/
3
;
if
(
a
.
defined
(
e
.
offsetAttribute
)){
let
i
=
new
Uint8Array
(
g
);
if
(
e
.
offsetAttribute
===
t
.
GeometryOffsetAttribute
.
TOP
)
i
=
t
.
arrayFill
(
i
,
1
,
0
,
g
/
2
);
else
{
const
r
=
e
.
offsetAttribute
===
t
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
i
=
t
.
arrayFill
(
i
,
r
)}
A
.
applyOffset
=
new
l
.
GeometryAttribute
({
componentDatatype
:
n
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
i
})}
let
x
=
a
.
defaultValue
(
e
.
numberOfVerticalLines
,
16
);
x
=
n
.
CesiumMath
.
clamp
(
x
,
0
,
g
/
2
);
const
E
=
c
.
IndexDatatype
.
createTypedArray
(
g
,
2
*
g
+
2
*
x
);
g
/=
2
;
let
M
,
C
,
G
=
0
;
for
(
M
=
0
;
M
<
g
;
++
M
)
E
[
G
++
]
=
M
,
E
[
G
++
]
=
(
M
+
1
)
%
g
,
E
[
G
++
]
=
M
+
g
,
E
[
G
++
]
=
(
M
+
1
)
%
g
+
g
;
if
(
x
>
0
){
const
e
=
Math
.
min
(
x
,
g
);
C
=
Math
.
round
(
g
/
e
);
const
t
=
Math
.
min
(
C
*
x
,
g
);
for
(
M
=
0
;
M
<
t
;
M
+=
C
)
E
[
G
++
]
=
M
,
E
[
G
++
]
=
M
+
g
}
return
{
boundingSphere
:
_
,
attributes
:
A
,
indices
:
E
}}(
b
);
else
if
(
A
=
function
(
e
){
const
t
=
e
.
center
;
p
=
r
.
Cartesian3
.
multiplyByScalar
(
e
.
ellipsoid
.
geodeticSurfaceNormal
(
t
,
p
),
e
.
height
,
p
),
p
=
r
.
Cartesian3
.
add
(
t
,
p
,
p
);
const
a
=
new
i
.
BoundingSphere
(
p
,
e
.
semiMajorAxis
),
o
=
s
.
EllipseGeometryLibrary
.
computeEllipsePositions
(
e
,
!
1
,
!
0
).
outerPositions
,
d
=
new
u
.
GeometryAttributes
({
position
:
new
l
.
GeometryAttribute
({
componentDatatype
:
n
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
s
.
EllipseGeometryLibrary
.
raisePositionsToHeight
(
o
,
e
,
!
1
)})}),
f
=
o
.
length
/
3
,
m
=
c
.
IndexDatatype
.
createTypedArray
(
f
,
2
*
f
);
let
h
=
0
;
for
(
let
e
=
0
;
e
<
f
;
++
e
)
m
[
h
++
]
=
e
,
m
[
h
++
]
=
(
e
+
1
)
%
f
;
return
{
boundingSphere
:
a
,
attributes
:
d
,
indices
:
m
}}(
b
),
a
.
defined
(
e
.
_offsetAttribute
)){
const
i
=
A
.
attributes
.
position
.
values
.
length
,
r
=
new
Uint8Array
(
i
/
3
),
a
=
e
.
_offsetAttribute
===
t
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
t
.
arrayFill
(
r
,
a
),
A
.
attributes
.
applyOffset
=
new
l
.
GeometryAttribute
({
componentDatatype
:
n
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
r
})}
return
new
l
.
Geometry
({
attributes
:
A
.
attributes
,
indices
:
A
.
indices
,
primitiveType
:
l
.
PrimitiveType
.
LINES
,
boundingSphere
:
A
.
boundingSphere
,
offsetAttribute
:
e
.
_offsetAttribute
})},
e
.
EllipseOutlineGeometry
=
h
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipsoidGeodesic-2e7ba57d.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./ComponentDatatype-3d0a0aac
"
],(
function
(
t
,
a
,
i
,
n
,
e
){
"
use strict
"
;
function
s
(
t
,
a
,
i
,
n
,
e
,
s
,
o
){
const
r
=
function
(
t
,
a
){
return
t
*
a
*
(
4
+
t
*
(
4
-
3
*
a
))
/
16
}(
t
,
i
);
return
(
1
-
r
)
*
t
*
a
*
(
n
+
r
*
e
*
(
o
+
r
*
s
*
(
2
*
o
*
o
-
1
)))}
const
o
=
new
a
.
Cartesian3
,
r
=
new
a
.
Cartesian3
;
function
h
(
t
,
i
,
n
,
h
){
a
.
Cartesian3
.
normalize
(
h
.
cartographicToCartesian
(
i
,
r
),
o
),
a
.
Cartesian3
.
normalize
(
h
.
cartographicToCartesian
(
n
,
r
),
r
),
function
(
t
,
a
,
i
,
n
,
o
,
r
,
h
){
const
c
=
(
a
-
i
)
/
a
,
d
=
r
-
n
,
u
=
Math
.
atan
((
1
-
c
)
*
Math
.
tan
(
o
)),
l
=
Math
.
atan
((
1
-
c
)
*
Math
.
tan
(
h
)),
M
=
Math
.
cos
(
u
),
g
=
Math
.
sin
(
u
),
p
=
Math
.
cos
(
l
),
_
=
Math
.
sin
(
l
),
f
=
M
*
p
,
m
=
M
*
_
,
C
=
g
*
_
,
H
=
g
*
p
;
let
v
,
O
,
S
,
q
,
b
,
U
=
d
,
w
=
e
.
CesiumMath
.
TWO_PI
,
A
=
Math
.
cos
(
U
),
R
=
Math
.
sin
(
U
);
do
{
A
=
Math
.
cos
(
U
),
R
=
Math
.
sin
(
U
);
const
t
=
m
-
H
*
A
;
let
a
;
S
=
Math
.
sqrt
(
p
*
p
*
R
*
R
+
t
*
t
),
O
=
C
+
f
*
A
,
v
=
Math
.
atan2
(
S
,
O
),
0
===
S
?(
a
=
0
,
q
=
1
):(
a
=
f
*
R
/
S
,
q
=
1
-
a
*
a
),
w
=
U
,
b
=
O
-
2
*
C
/
q
,
isFinite
(
b
)
||
(
b
=
0
),
U
=
d
+
s
(
c
,
a
,
q
,
v
,
S
,
O
,
b
)}
while
(
Math
.
abs
(
U
-
w
)
>
e
.
CesiumMath
.
EPSILON12
);
const
y
=
q
*
(
a
*
a
-
i
*
i
)
/
(
i
*
i
),
E
=
y
*
(
256
+
y
*
(
y
*
(
74
-
47
*
y
)
-
128
))
/
1024
,
x
=
b
*
b
,
D
=
i
*
(
1
+
y
*
(
4096
+
y
*
(
y
*
(
320
-
175
*
y
)
-
768
))
/
16384
)
*
(
v
-
E
*
S
*
(
b
+
E
*
(
O
*
(
2
*
x
-
1
)
-
E
*
b
*
(
4
*
S
*
S
-
3
)
*
(
4
*
x
-
3
)
/
6
)
/
4
)),
P
=
Math
.
atan2
(
p
*
R
,
m
-
H
*
A
),
T
=
Math
.
atan2
(
M
*
R
,
m
*
A
-
H
);
t
.
_distance
=
D
,
t
.
_startHeading
=
P
,
t
.
_endHeading
=
T
,
t
.
_uSquared
=
y
}(
t
,
h
.
maximumRadius
,
h
.
minimumRadius
,
i
.
longitude
,
i
.
latitude
,
n
.
longitude
,
n
.
latitude
),
t
.
_start
=
a
.
Cartographic
.
clone
(
i
,
t
.
_start
),
t
.
_end
=
a
.
Cartographic
.
clone
(
n
,
t
.
_end
),
t
.
_start
.
height
=
0
,
t
.
_end
.
height
=
0
,
function
(
t
){
const
a
=
t
.
_uSquared
,
i
=
t
.
_ellipsoid
.
maximumRadius
,
n
=
t
.
_ellipsoid
.
minimumRadius
,
e
=
(
i
-
n
)
/
i
,
s
=
Math
.
cos
(
t
.
_startHeading
),
o
=
Math
.
sin
(
t
.
_startHeading
),
r
=
(
1
-
e
)
*
Math
.
tan
(
t
.
_start
.
latitude
),
h
=
1
/
Math
.
sqrt
(
1
+
r
*
r
),
c
=
h
*
r
,
d
=
Math
.
atan2
(
r
,
s
),
u
=
h
*
o
,
l
=
u
*
u
,
M
=
1
-
l
,
g
=
Math
.
sqrt
(
M
),
p
=
a
/
4
,
_
=
p
*
p
,
f
=
_
*
p
,
m
=
_
*
_
,
C
=
1
+
p
-
3
*
_
/
4
+
5
*
f
/
4
-
175
*
m
/
64
,
H
=
1
-
p
+
15
*
_
/
8
-
35
*
f
/
8
,
v
=
1
-
3
*
p
+
35
*
_
/
4
,
O
=
1
-
5
*
p
,
S
=
C
*
d
-
H
*
Math
.
sin
(
2
*
d
)
*
p
/
2
-
v
*
Math
.
sin
(
4
*
d
)
*
_
/
16
-
O
*
Math
.
sin
(
6
*
d
)
*
f
/
48
-
5
*
Math
.
sin
(
8
*
d
)
*
m
/
512
,
q
=
t
.
_constants
;
q
.
a
=
i
,
q
.
b
=
n
,
q
.
f
=
e
,
q
.
cosineHeading
=
s
,
q
.
sineHeading
=
o
,
q
.
tanU
=
r
,
q
.
cosineU
=
h
,
q
.
sineU
=
c
,
q
.
sigma
=
d
,
q
.
sineAlpha
=
u
,
q
.
sineSquaredAlpha
=
l
,
q
.
cosineSquaredAlpha
=
M
,
q
.
cosineAlpha
=
g
,
q
.
u2Over4
=
p
,
q
.
u4Over16
=
_
,
q
.
u6Over64
=
f
,
q
.
u8Over256
=
m
,
q
.
a0
=
C
,
q
.
a1
=
H
,
q
.
a2
=
v
,
q
.
a3
=
O
,
q
.
distanceRatio
=
S
}(
t
)}
function
c
(
t
,
i
,
e
){
const
s
=
n
.
defaultValue
(
e
,
a
.
Ellipsoid
.
WGS84
);
this
.
_ellipsoid
=
s
,
this
.
_start
=
new
a
.
Cartographic
,
this
.
_end
=
new
a
.
Cartographic
,
this
.
_constants
=
{},
this
.
_startHeading
=
void
0
,
this
.
_endHeading
=
void
0
,
this
.
_distance
=
void
0
,
this
.
_uSquared
=
void
0
,
n
.
defined
(
t
)
&&
n
.
defined
(
i
)
&&
h
(
this
,
t
,
i
,
s
)}
Object
.
defineProperties
(
c
.
prototype
,{
ellipsoid
:{
get
:
function
(){
return
this
.
_ellipsoid
}},
surfaceDistance
:{
get
:
function
(){
return
this
.
_distance
}},
start
:{
get
:
function
(){
return
this
.
_start
}},
end
:{
get
:
function
(){
return
this
.
_end
}},
startHeading
:{
get
:
function
(){
return
this
.
_startHeading
}},
endHeading
:{
get
:
function
(){
return
this
.
_endHeading
}}}),
c
.
prototype
.
setEndPoints
=
function
(
t
,
a
){
h
(
this
,
t
,
a
,
this
.
_ellipsoid
)},
c
.
prototype
.
interpolateUsingFraction
=
function
(
t
,
a
){
return
this
.
interpolateUsingSurfaceDistance
(
this
.
_distance
*
t
,
a
)},
c
.
prototype
.
interpolateUsingSurfaceDistance
=
function
(
t
,
i
){
const
e
=
this
.
_constants
,
o
=
e
.
distanceRatio
+
t
/
e
.
b
,
r
=
Math
.
cos
(
2
*
o
),
h
=
Math
.
cos
(
4
*
o
),
c
=
Math
.
cos
(
6
*
o
),
d
=
Math
.
sin
(
2
*
o
),
u
=
Math
.
sin
(
4
*
o
),
l
=
Math
.
sin
(
6
*
o
),
M
=
Math
.
sin
(
8
*
o
),
g
=
o
*
o
,
p
=
o
*
g
,
_
=
e
.
u8Over256
,
f
=
e
.
u2Over4
,
m
=
e
.
u6Over64
,
C
=
e
.
u4Over16
;
let
H
=
2
*
p
*
_
*
r
/
3
+
o
*
(
1
-
f
+
7
*
C
/
4
-
15
*
m
/
4
+
579
*
_
/
64
-
(
C
-
15
*
m
/
4
+
187
*
_
/
16
)
*
r
-
(
5
*
m
/
4
-
115
*
_
/
16
)
*
h
-
29
*
_
*
c
/
16
)
+
(
f
/
2
-
C
+
71
*
m
/
32
-
85
*
_
/
16
)
*
d
+
(
5
*
C
/
16
-
5
*
m
/
4
+
383
*
_
/
96
)
*
u
-
g
*
((
m
-
11
*
_
/
2
)
*
d
+
5
*
_
*
u
/
2
)
+
(
29
*
m
/
96
-
29
*
_
/
16
)
*
l
+
539
*
_
*
M
/
1536
;
const
v
=
Math
.
asin
(
Math
.
sin
(
H
)
*
e
.
cosineAlpha
),
O
=
Math
.
atan
(
e
.
a
/
e
.
b
*
Math
.
tan
(
v
));
H
-=
e
.
sigma
;
const
S
=
Math
.
cos
(
2
*
e
.
sigma
+
H
),
q
=
Math
.
sin
(
H
),
b
=
Math
.
cos
(
H
),
U
=
e
.
cosineU
*
b
,
w
=
e
.
sineU
*
q
,
A
=
Math
.
atan2
(
q
*
e
.
sineHeading
,
U
-
w
*
e
.
cosineHeading
)
-
s
(
e
.
f
,
e
.
sineAlpha
,
e
.
cosineSquaredAlpha
,
H
,
q
,
b
,
S
);
return
n
.
defined
(
i
)?(
i
.
longitude
=
this
.
_start
.
longitude
+
A
,
i
.
latitude
=
O
,
i
.
height
=
0
,
i
):
new
a
.
Cartographic
(
this
.
_start
.
longitude
+
A
,
O
,
0
)},
t
.
EllipsoidGeodesic
=
c
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipsoidGeometry-1756cc4a.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./GeometryOffsetAttribute-821af768
"
,
"
./Transforms-f15de320
"
,
"
./Matrix2-c6c16658
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./when-4bbc8319
"
,
"
./RuntimeError-5b082e8f
"
,
"
./GeometryAttribute-8350368e
"
,
"
./GeometryAttributes-7827a6c2
"
,
"
./IndexDatatype-ddbc25a7
"
,
"
./VertexFormat-7b982b01
"
],(
function
(
t
,
e
,
a
,
n
,
i
,
r
,
o
,
s
,
m
,
u
,
c
){
"
use strict
"
;
const
l
=
new
n
.
Cartesian3
,
f
=
new
n
.
Cartesian3
,
d
=
new
n
.
Cartesian3
,
C
=
new
n
.
Cartesian3
,
p
=
new
n
.
Cartesian3
,
y
=
new
n
.
Cartesian3
(
1
,
1
,
1
),
_
=
Math
.
cos
,
h
=
Math
.
sin
;
function
x
(
t
){
t
=
r
.
defaultValue
(
t
,
r
.
defaultValue
.
EMPTY_OBJECT
);
const
e
=
r
.
defaultValue
(
t
.
radii
,
y
),
a
=
r
.
defaultValue
(
t
.
innerRadii
,
e
),
o
=
r
.
defaultValue
(
t
.
minimumClock
,
0
),
s
=
r
.
defaultValue
(
t
.
maximumClock
,
i
.
CesiumMath
.
TWO_PI
),
m
=
r
.
defaultValue
(
t
.
minimumCone
,
0
),
u
=
r
.
defaultValue
(
t
.
maximumCone
,
i
.
CesiumMath
.
PI
),
l
=
Math
.
round
(
r
.
defaultValue
(
t
.
stackPartitions
,
64
)),
f
=
Math
.
round
(
r
.
defaultValue
(
t
.
slicePartitions
,
64
)),
d
=
r
.
defaultValue
(
t
.
vertexFormat
,
c
.
VertexFormat
.
DEFAULT
);
this
.
_radii
=
n
.
Cartesian3
.
clone
(
e
),
this
.
_innerRadii
=
n
.
Cartesian3
.
clone
(
a
),
this
.
_minimumClock
=
o
,
this
.
_maximumClock
=
s
,
this
.
_minimumCone
=
m
,
this
.
_maximumCone
=
u
,
this
.
_stackPartitions
=
l
,
this
.
_slicePartitions
=
f
,
this
.
_vertexFormat
=
c
.
VertexFormat
.
clone
(
d
),
this
.
_offsetAttribute
=
t
.
offsetAttribute
,
this
.
_workerName
=
"
createEllipsoidGeometry
"
}
x
.
packedLength
=
2
*
n
.
Cartesian3
.
packedLength
+
c
.
VertexFormat
.
packedLength
+
7
,
x
.
pack
=
function
(
t
,
e
,
a
){
return
a
=
r
.
defaultValue
(
a
,
0
),
n
.
Cartesian3
.
pack
(
t
.
_radii
,
e
,
a
),
a
+=
n
.
Cartesian3
.
packedLength
,
n
.
Cartesian3
.
pack
(
t
.
_innerRadii
,
e
,
a
),
a
+=
n
.
Cartesian3
.
packedLength
,
c
.
VertexFormat
.
pack
(
t
.
_vertexFormat
,
e
,
a
),
a
+=
c
.
VertexFormat
.
packedLength
,
e
[
a
++
]
=
t
.
_minimumClock
,
e
[
a
++
]
=
t
.
_maximumClock
,
e
[
a
++
]
=
t
.
_minimumCone
,
e
[
a
++
]
=
t
.
_maximumCone
,
e
[
a
++
]
=
t
.
_stackPartitions
,
e
[
a
++
]
=
t
.
_slicePartitions
,
e
[
a
]
=
r
.
defaultValue
(
t
.
_offsetAttribute
,
-
1
),
e
};
const
A
=
new
n
.
Cartesian3
,
b
=
new
n
.
Cartesian3
,
k
=
new
c
.
VertexFormat
,
w
=
{
radii
:
A
,
innerRadii
:
b
,
vertexFormat
:
k
,
minimumClock
:
void
0
,
maximumClock
:
void
0
,
minimumCone
:
void
0
,
maximumCone
:
void
0
,
stackPartitions
:
void
0
,
slicePartitions
:
void
0
,
offsetAttribute
:
void
0
};
let
F
;
x
.
unpack
=
function
(
t
,
e
,
a
){
e
=
r
.
defaultValue
(
e
,
0
);
const
i
=
n
.
Cartesian3
.
unpack
(
t
,
e
,
A
);
e
+=
n
.
Cartesian3
.
packedLength
;
const
o
=
n
.
Cartesian3
.
unpack
(
t
,
e
,
b
);
e
+=
n
.
Cartesian3
.
packedLength
;
const
s
=
c
.
VertexFormat
.
unpack
(
t
,
e
,
k
);
e
+=
c
.
VertexFormat
.
packedLength
;
const
m
=
t
[
e
++
],
u
=
t
[
e
++
],
l
=
t
[
e
++
],
f
=
t
[
e
++
],
d
=
t
[
e
++
],
C
=
t
[
e
++
],
p
=
t
[
e
];
return
r
.
defined
(
a
)?(
a
.
_radii
=
n
.
Cartesian3
.
clone
(
i
,
a
.
_radii
),
a
.
_innerRadii
=
n
.
Cartesian3
.
clone
(
o
,
a
.
_innerRadii
),
a
.
_vertexFormat
=
c
.
VertexFormat
.
clone
(
s
,
a
.
_vertexFormat
),
a
.
_minimumClock
=
m
,
a
.
_maximumClock
=
u
,
a
.
_minimumCone
=
l
,
a
.
_maximumCone
=
f
,
a
.
_stackPartitions
=
d
,
a
.
_slicePartitions
=
C
,
a
.
_offsetAttribute
=-
1
===
p
?
void
0
:
p
,
a
):(
w
.
minimumClock
=
m
,
w
.
maximumClock
=
u
,
w
.
minimumCone
=
l
,
w
.
maximumCone
=
f
,
w
.
stackPartitions
=
d
,
w
.
slicePartitions
=
C
,
w
.
offsetAttribute
=-
1
===
p
?
void
0
:
p
,
new
x
(
w
))},
x
.
createGeometry
=
function
(
t
){
const
o
=
t
.
_radii
;
if
(
o
.
x
<=
0
||
o
.
y
<=
0
||
o
.
z
<=
0
)
return
;
const
c
=
t
.
_innerRadii
;
if
(
c
.
x
<=
0
||
c
.
y
<=
0
||
c
.
z
<=
0
)
return
;
const
y
=
t
.
_minimumClock
,
x
=
t
.
_maximumClock
,
A
=
t
.
_minimumCone
,
b
=
t
.
_maximumCone
,
k
=
t
.
_vertexFormat
;
let
w
,
F
,
P
=
t
.
_slicePartitions
+
1
,
g
=
t
.
_stackPartitions
+
1
;
P
=
Math
.
round
(
P
*
Math
.
abs
(
x
-
y
)
/
i
.
CesiumMath
.
TWO_PI
),
g
=
Math
.
round
(
g
*
Math
.
abs
(
b
-
A
)
/
i
.
CesiumMath
.
PI
),
P
<
2
&&
(
P
=
2
),
g
<
2
&&
(
g
=
2
);
let
v
=
0
;
const
V
=
[
A
],
M
=
[
y
];
for
(
w
=
0
;
w
<
g
;
w
++
)
V
.
push
(
A
+
w
*
(
b
-
A
)
/
(
g
-
1
));
for
(
V
.
push
(
b
),
F
=
0
;
F
<
P
;
F
++
)
M
.
push
(
y
+
F
*
(
x
-
y
)
/
(
P
-
1
));
M
.
push
(
x
);
const
T
=
V
.
length
,
D
=
M
.
length
;
let
G
=
0
,
L
=
1
;
const
O
=
c
.
x
!==
o
.
x
||
c
.
y
!==
o
.
y
||
c
.
z
!==
o
.
z
;
let
I
=!
1
,
E
=!
1
,
z
=!
1
;
O
&&
(
L
=
2
,
A
>
0
&&
(
I
=!
0
,
G
+=
P
-
1
),
b
<
Math
.
PI
&&
(
E
=!
0
,
G
+=
P
-
1
),(
x
-
y
)
%
i
.
CesiumMath
.
TWO_PI
?(
z
=!
0
,
G
+=
2
*
(
g
-
1
)
+
1
):
G
+=
1
);
const
N
=
D
*
T
*
L
,
R
=
new
Float64Array
(
3
*
N
),
U
=
e
.
arrayFill
(
new
Array
(
N
),
!
1
),
S
=
e
.
arrayFill
(
new
Array
(
N
),
!
1
),
B
=
P
*
g
*
L
,
W
=
6
*
(
B
+
G
+
1
-
(
P
+
g
)
*
L
),
Y
=
u
.
IndexDatatype
.
createTypedArray
(
B
,
W
),
J
=
k
.
normal
?
new
Float32Array
(
3
*
N
):
void
0
,
X
=
k
.
tangent
?
new
Float32Array
(
3
*
N
):
void
0
,
Z
=
k
.
bitangent
?
new
Float32Array
(
3
*
N
):
void
0
,
j
=
k
.
st
?
new
Float32Array
(
2
*
N
):
void
0
,
q
=
new
Array
(
T
),
H
=
new
Array
(
T
);
for
(
w
=
0
;
w
<
T
;
w
++
)
q
[
w
]
=
h
(
V
[
w
]),
H
[
w
]
=
_
(
V
[
w
]);
const
K
=
new
Array
(
D
),
Q
=
new
Array
(
D
);
for
(
F
=
0
;
F
<
D
;
F
++
)
Q
[
F
]
=
_
(
M
[
F
]),
K
[
F
]
=
h
(
M
[
F
]);
for
(
w
=
0
;
w
<
T
;
w
++
)
for
(
F
=
0
;
F
<
D
;
F
++
)
R
[
v
++
]
=
o
.
x
*
q
[
w
]
*
Q
[
F
],
R
[
v
++
]
=
o
.
y
*
q
[
w
]
*
K
[
F
],
R
[
v
++
]
=
o
.
z
*
H
[
w
];
let
$
,
tt
,
et
,
at
,
nt
=
N
/
2
;
if
(
O
)
for
(
w
=
0
;
w
<
T
;
w
++
)
for
(
F
=
0
;
F
<
D
;
F
++
)
R
[
v
++
]
=
c
.
x
*
q
[
w
]
*
Q
[
F
],
R
[
v
++
]
=
c
.
y
*
q
[
w
]
*
K
[
F
],
R
[
v
++
]
=
c
.
z
*
H
[
w
],
U
[
nt
]
=!
0
,
w
>
0
&&
w
!==
T
-
1
&&
0
!==
F
&&
F
!==
D
-
1
&&
(
S
[
nt
]
=!
0
),
nt
++
;
for
(
v
=
0
,
w
=
1
;
w
<
T
-
2
;
w
++
)
for
(
$
=
w
*
D
,
tt
=
(
w
+
1
)
*
D
,
F
=
1
;
F
<
D
-
2
;
F
++
)
Y
[
v
++
]
=
tt
+
F
,
Y
[
v
++
]
=
tt
+
F
+
1
,
Y
[
v
++
]
=
$
+
F
+
1
,
Y
[
v
++
]
=
tt
+
F
,
Y
[
v
++
]
=
$
+
F
+
1
,
Y
[
v
++
]
=
$
+
F
;
if
(
O
){
const
t
=
T
*
D
;
for
(
w
=
1
;
w
<
T
-
2
;
w
++
)
for
(
$
=
t
+
w
*
D
,
tt
=
t
+
(
w
+
1
)
*
D
,
F
=
1
;
F
<
D
-
2
;
F
++
)
Y
[
v
++
]
=
tt
+
F
,
Y
[
v
++
]
=
$
+
F
,
Y
[
v
++
]
=
$
+
F
+
1
,
Y
[
v
++
]
=
tt
+
F
,
Y
[
v
++
]
=
$
+
F
+
1
,
Y
[
v
++
]
=
tt
+
F
+
1
}
if
(
O
){
if
(
I
)
for
(
at
=
T
*
D
,
w
=
1
;
w
<
D
-
2
;
w
++
)
Y
[
v
++
]
=
w
,
Y
[
v
++
]
=
w
+
1
,
Y
[
v
++
]
=
at
+
w
+
1
,
Y
[
v
++
]
=
w
,
Y
[
v
++
]
=
at
+
w
+
1
,
Y
[
v
++
]
=
at
+
w
;
if
(
E
)
for
(
et
=
T
*
D
-
D
,
at
=
T
*
D
*
L
-
D
,
w
=
1
;
w
<
D
-
2
;
w
++
)
Y
[
v
++
]
=
et
+
w
+
1
,
Y
[
v
++
]
=
et
+
w
,
Y
[
v
++
]
=
at
+
w
,
Y
[
v
++
]
=
et
+
w
+
1
,
Y
[
v
++
]
=
at
+
w
,
Y
[
v
++
]
=
at
+
w
+
1
}
if
(
z
){
for
(
w
=
1
;
w
<
T
-
2
;
w
++
)
at
=
D
*
T
+
D
*
w
,
et
=
D
*
w
,
Y
[
v
++
]
=
at
,
Y
[
v
++
]
=
et
+
D
,
Y
[
v
++
]
=
et
,
Y
[
v
++
]
=
at
,
Y
[
v
++
]
=
at
+
D
,
Y
[
v
++
]
=
et
+
D
;
for
(
w
=
1
;
w
<
T
-
2
;
w
++
)
at
=
D
*
T
+
D
*
(
w
+
1
)
-
1
,
et
=
D
*
(
w
+
1
)
-
1
,
Y
[
v
++
]
=
et
+
D
,
Y
[
v
++
]
=
at
,
Y
[
v
++
]
=
et
,
Y
[
v
++
]
=
et
+
D
,
Y
[
v
++
]
=
at
+
D
,
Y
[
v
++
]
=
at
}
const
it
=
new
m
.
GeometryAttributes
;
k
.
position
&&
(
it
.
position
=
new
s
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
R
}));
let
rt
=
0
,
ot
=
0
,
st
=
0
,
mt
=
0
;
const
ut
=
N
/
2
;
let
ct
;
const
lt
=
n
.
Ellipsoid
.
fromCartesian3
(
o
),
ft
=
n
.
Ellipsoid
.
fromCartesian3
(
c
);
if
(
k
.
st
||
k
.
normal
||
k
.
tangent
||
k
.
bitangent
){
for
(
w
=
0
;
w
<
N
;
w
++
){
ct
=
U
[
w
]?
ft
:
lt
;
const
t
=
n
.
Cartesian3
.
fromArray
(
R
,
3
*
w
,
l
),
e
=
ct
.
geodeticSurfaceNormal
(
t
,
f
);
if
(
S
[
w
]
&&
n
.
Cartesian3
.
negate
(
e
,
e
),
k
.
st
){
const
t
=
n
.
Cartesian2
.
negate
(
e
,
p
);
j
[
rt
++
]
=
Math
.
atan2
(
t
.
y
,
t
.
x
)
/
i
.
CesiumMath
.
TWO_PI
+
.
5
,
j
[
rt
++
]
=
Math
.
asin
(
e
.
z
)
/
Math
.
PI
+
.
5
}
if
(
k
.
normal
&&
(
J
[
ot
++
]
=
e
.
x
,
J
[
ot
++
]
=
e
.
y
,
J
[
ot
++
]
=
e
.
z
),
k
.
tangent
||
k
.
bitangent
){
const
t
=
d
;
let
a
,
i
=
0
;
if
(
U
[
w
]
&&
(
i
=
ut
),
a
=!
I
&&
w
>=
i
&&
w
<
i
+
2
*
D
?
n
.
Cartesian3
.
UNIT_X
:
n
.
Cartesian3
.
UNIT_Z
,
n
.
Cartesian3
.
cross
(
a
,
e
,
t
),
n
.
Cartesian3
.
normalize
(
t
,
t
),
k
.
tangent
&&
(
X
[
st
++
]
=
t
.
x
,
X
[
st
++
]
=
t
.
y
,
X
[
st
++
]
=
t
.
z
),
k
.
bitangent
){
const
a
=
n
.
Cartesian3
.
cross
(
e
,
t
,
C
);
n
.
Cartesian3
.
normalize
(
a
,
a
),
Z
[
mt
++
]
=
a
.
x
,
Z
[
mt
++
]
=
a
.
y
,
Z
[
mt
++
]
=
a
.
z
}}}
k
.
st
&&
(
it
.
st
=
new
s
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
2
,
values
:
j
})),
k
.
normal
&&
(
it
.
normal
=
new
s
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
J
})),
k
.
tangent
&&
(
it
.
tangent
=
new
s
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
X
})),
k
.
bitangent
&&
(
it
.
bitangent
=
new
s
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
FLOAT
,
componentsPerAttribute
:
3
,
values
:
Z
}))}
if
(
r
.
defined
(
t
.
_offsetAttribute
)){
const
a
=
R
.
length
,
n
=
new
Uint8Array
(
a
/
3
),
r
=
t
.
_offsetAttribute
===
e
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
e
.
arrayFill
(
n
,
r
),
it
.
applyOffset
=
new
s
.
GeometryAttribute
({
componentDatatype
:
i
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
n
})}
return
new
s
.
Geometry
({
attributes
:
it
,
indices
:
Y
,
primitiveType
:
s
.
PrimitiveType
.
TRIANGLES
,
boundingSphere
:
a
.
BoundingSphere
.
fromEllipsoid
(
lt
),
offsetAttribute
:
t
.
_offsetAttribute
})},
x
.
getUnitEllipsoid
=
function
(){
return
r
.
defined
(
F
)
||
(
F
=
x
.
createGeometry
(
new
x
({
radii
:
new
n
.
Cartesian3
(
1
,
1
,
1
),
vertexFormat
:
c
.
VertexFormat
.
POSITION_ONLY
}))),
F
},
t
.
EllipsoidGeometry
=
x
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipsoidOutlineGeometry-a01d67b3.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./GeometryOffsetAttribute-821af768
"
,
"
./Transforms-f15de320
"
,
"
./Matrix2-c6c16658
"
,
"
./ComponentDatatype-3d0a0aac
"
,
"
./when-4bbc8319
"
,
"
./RuntimeError-5b082e8f
"
,
"
./GeometryAttribute-8350368e
"
,
"
./GeometryAttributes-7827a6c2
"
,
"
./IndexDatatype-ddbc25a7
"
],(
function
(
t
,
i
,
e
,
n
,
a
,
o
,
r
,
s
,
m
,
u
){
"
use strict
"
;
const
f
=
new
n
.
Cartesian3
(
1
,
1
,
1
),
c
=
Math
.
cos
,
l
=
Math
.
sin
;
function
d
(
t
){
t
=
o
.
defaultValue
(
t
,
o
.
defaultValue
.
EMPTY_OBJECT
);
const
i
=
o
.
defaultValue
(
t
.
radii
,
f
),
e
=
o
.
defaultValue
(
t
.
innerRadii
,
i
),
r
=
o
.
defaultValue
(
t
.
minimumClock
,
0
),
s
=
o
.
defaultValue
(
t
.
maximumClock
,
a
.
CesiumMath
.
TWO_PI
),
m
=
o
.
defaultValue
(
t
.
minimumCone
,
0
),
u
=
o
.
defaultValue
(
t
.
maximumCone
,
a
.
CesiumMath
.
PI
),
c
=
Math
.
round
(
o
.
defaultValue
(
t
.
stackPartitions
,
10
)),
l
=
Math
.
round
(
o
.
defaultValue
(
t
.
slicePartitions
,
8
)),
d
=
Math
.
round
(
o
.
defaultValue
(
t
.
subdivisions
,
128
));
this
.
_radii
=
n
.
Cartesian3
.
clone
(
i
),
this
.
_innerRadii
=
n
.
Cartesian3
.
clone
(
e
),
this
.
_minimumClock
=
r
,
this
.
_maximumClock
=
s
,
this
.
_minimumCone
=
m
,
this
.
_maximumCone
=
u
,
this
.
_stackPartitions
=
c
,
this
.
_slicePartitions
=
l
,
this
.
_subdivisions
=
d
,
this
.
_offsetAttribute
=
t
.
offsetAttribute
,
this
.
_workerName
=
"
createEllipsoidOutlineGeometry
"
}
d
.
packedLength
=
2
*
n
.
Cartesian3
.
packedLength
+
8
,
d
.
pack
=
function
(
t
,
i
,
e
){
return
e
=
o
.
defaultValue
(
e
,
0
),
n
.
Cartesian3
.
pack
(
t
.
_radii
,
i
,
e
),
e
+=
n
.
Cartesian3
.
packedLength
,
n
.
Cartesian3
.
pack
(
t
.
_innerRadii
,
i
,
e
),
e
+=
n
.
Cartesian3
.
packedLength
,
i
[
e
++
]
=
t
.
_minimumClock
,
i
[
e
++
]
=
t
.
_maximumClock
,
i
[
e
++
]
=
t
.
_minimumCone
,
i
[
e
++
]
=
t
.
_maximumCone
,
i
[
e
++
]
=
t
.
_stackPartitions
,
i
[
e
++
]
=
t
.
_slicePartitions
,
i
[
e
++
]
=
t
.
_subdivisions
,
i
[
e
]
=
o
.
defaultValue
(
t
.
_offsetAttribute
,
-
1
),
i
};
const
C
=
new
n
.
Cartesian3
,
_
=
new
n
.
Cartesian3
,
p
=
{
radii
:
C
,
innerRadii
:
_
,
minimumClock
:
void
0
,
maximumClock
:
void
0
,
minimumCone
:
void
0
,
maximumCone
:
void
0
,
stackPartitions
:
void
0
,
slicePartitions
:
void
0
,
subdivisions
:
void
0
,
offsetAttribute
:
void
0
};
d
.
unpack
=
function
(
t
,
i
,
e
){
i
=
o
.
defaultValue
(
i
,
0
);
const
a
=
n
.
Cartesian3
.
unpack
(
t
,
i
,
C
);
i
+=
n
.
Cartesian3
.
packedLength
;
const
r
=
n
.
Cartesian3
.
unpack
(
t
,
i
,
_
);
i
+=
n
.
Cartesian3
.
packedLength
;
const
s
=
t
[
i
++
],
m
=
t
[
i
++
],
u
=
t
[
i
++
],
f
=
t
[
i
++
],
c
=
t
[
i
++
],
l
=
t
[
i
++
],
h
=
t
[
i
++
],
y
=
t
[
i
];
return
o
.
defined
(
e
)?(
e
.
_radii
=
n
.
Cartesian3
.
clone
(
a
,
e
.
_radii
),
e
.
_innerRadii
=
n
.
Cartesian3
.
clone
(
r
,
e
.
_innerRadii
),
e
.
_minimumClock
=
s
,
e
.
_maximumClock
=
m
,
e
.
_minimumCone
=
u
,
e
.
_maximumCone
=
f
,
e
.
_stackPartitions
=
c
,
e
.
_slicePartitions
=
l
,
e
.
_subdivisions
=
h
,
e
.
_offsetAttribute
=-
1
===
y
?
void
0
:
y
,
e
):(
p
.
minimumClock
=
s
,
p
.
maximumClock
=
m
,
p
.
minimumCone
=
u
,
p
.
maximumCone
=
f
,
p
.
stackPartitions
=
c
,
p
.
slicePartitions
=
l
,
p
.
subdivisions
=
h
,
p
.
offsetAttribute
=-
1
===
y
?
void
0
:
y
,
new
d
(
p
))},
d
.
createGeometry
=
function
(
t
){
const
r
=
t
.
_radii
;
if
(
r
.
x
<=
0
||
r
.
y
<=
0
||
r
.
z
<=
0
)
return
;
const
f
=
t
.
_innerRadii
;
if
(
f
.
x
<=
0
||
f
.
y
<=
0
||
f
.
z
<=
0
)
return
;
const
d
=
t
.
_minimumClock
,
C
=
t
.
_maximumClock
,
_
=
t
.
_minimumCone
,
p
=
t
.
_maximumCone
,
h
=
t
.
_subdivisions
,
y
=
n
.
Ellipsoid
.
fromCartesian3
(
r
);
let
b
=
t
.
_slicePartitions
+
1
,
k
=
t
.
_stackPartitions
+
1
;
b
=
Math
.
round
(
b
*
Math
.
abs
(
C
-
d
)
/
a
.
CesiumMath
.
TWO_PI
),
k
=
Math
.
round
(
k
*
Math
.
abs
(
p
-
_
)
/
a
.
CesiumMath
.
PI
),
b
<
2
&&
(
b
=
2
),
k
<
2
&&
(
k
=
2
);
let
x
=
0
,
A
=
1
;
const
P
=
f
.
x
!==
r
.
x
||
f
.
y
!==
r
.
y
||
f
.
z
!==
r
.
z
;
let
v
=!
1
,
w
=!
1
;
P
&&
(
A
=
2
,
_
>
0
&&
(
v
=!
0
,
x
+=
b
),
p
<
Math
.
PI
&&
(
w
=!
0
,
x
+=
b
));
const
M
=
h
*
A
*
(
k
+
b
),
V
=
new
Float64Array
(
3
*
M
),
g
=
2
*
(
M
+
x
-
(
b
+
k
)
*
A
),
E
=
u
.
IndexDatatype
.
createTypedArray
(
M
,
g
);
let
G
,
O
,
D
,
I
,
T
=
0
;
const
z
=
new
Array
(
k
),
L
=
new
Array
(
k
);
for
(
G
=
0
;
G
<
k
;
G
++
)
I
=
_
+
G
*
(
p
-
_
)
/
(
k
-
1
),
z
[
G
]
=
l
(
I
),
L
[
G
]
=
c
(
I
);
const
R
=
new
Array
(
h
),
N
=
new
Array
(
h
);
for
(
G
=
0
;
G
<
h
;
G
++
)
D
=
d
+
G
*
(
C
-
d
)
/
(
h
-
1
),
R
[
G
]
=
l
(
D
),
N
[
G
]
=
c
(
D
);
for
(
G
=
0
;
G
<
k
;
G
++
)
for
(
O
=
0
;
O
<
h
;
O
++
)
V
[
T
++
]
=
r
.
x
*
z
[
G
]
*
N
[
O
],
V
[
T
++
]
=
r
.
y
*
z
[
G
]
*
R
[
O
],
V
[
T
++
]
=
r
.
z
*
L
[
G
];
if
(
P
)
for
(
G
=
0
;
G
<
k
;
G
++
)
for
(
O
=
0
;
O
<
h
;
O
++
)
V
[
T
++
]
=
f
.
x
*
z
[
G
]
*
N
[
O
],
V
[
T
++
]
=
f
.
y
*
z
[
G
]
*
R
[
O
],
V
[
T
++
]
=
f
.
z
*
L
[
G
];
for
(
z
.
length
=
h
,
L
.
length
=
h
,
G
=
0
;
G
<
h
;
G
++
)
I
=
_
+
G
*
(
p
-
_
)
/
(
h
-
1
),
z
[
G
]
=
l
(
I
),
L
[
G
]
=
c
(
I
);
for
(
R
.
length
=
b
,
N
.
length
=
b
,
G
=
0
;
G
<
b
;
G
++
)
D
=
d
+
G
*
(
C
-
d
)
/
(
b
-
1
),
R
[
G
]
=
l
(
D
),
N
[
G
]
=
c
(
D
);
for
(
G
=
0
;
G
<
h
;
G
++
)
for
(
O
=
0
;
O
<
b
;
O
++
)
V
[
T
++
]
=
r
.
x
*
z
[
G
]
*
N
[
O
],
V
[
T
++
]
=
r
.
y
*
z
[
G
]
*
R
[
O
],
V
[
T
++
]
=
r
.
z
*
L
[
G
];
if
(
P
)
for
(
G
=
0
;
G
<
h
;
G
++
)
for
(
O
=
0
;
O
<
b
;
O
++
)
V
[
T
++
]
=
f
.
x
*
z
[
G
]
*
N
[
O
],
V
[
T
++
]
=
f
.
y
*
z
[
G
]
*
R
[
O
],
V
[
T
++
]
=
f
.
z
*
L
[
G
];
for
(
T
=
0
,
G
=
0
;
G
<
k
*
A
;
G
++
){
const
t
=
G
*
h
;
for
(
O
=
0
;
O
<
h
-
1
;
O
++
)
E
[
T
++
]
=
t
+
O
,
E
[
T
++
]
=
t
+
O
+
1
}
let
B
=
k
*
h
*
A
;
for
(
G
=
0
;
G
<
b
;
G
++
)
for
(
O
=
0
;
O
<
h
-
1
;
O
++
)
E
[
T
++
]
=
B
+
G
+
O
*
b
,
E
[
T
++
]
=
B
+
G
+
(
O
+
1
)
*
b
;
if
(
P
)
for
(
B
=
k
*
h
*
A
+
b
*
h
,
G
=
0
;
G
<
b
;
G
++
)
for
(
O
=
0
;
O
<
h
-
1
;
O
++
)
E
[
T
++
]
=
B
+
G
+
O
*
b
,
E
[
T
++
]
=
B
+
G
+
(
O
+
1
)
*
b
;
if
(
P
){
let
t
=
k
*
h
*
A
,
i
=
t
+
h
*
b
;
if
(
v
)
for
(
G
=
0
;
G
<
b
;
G
++
)
E
[
T
++
]
=
t
+
G
,
E
[
T
++
]
=
i
+
G
;
if
(
w
)
for
(
t
+=
h
*
b
-
b
,
i
+=
h
*
b
-
b
,
G
=
0
;
G
<
b
;
G
++
)
E
[
T
++
]
=
t
+
G
,
E
[
T
++
]
=
i
+
G
}
const
S
=
new
m
.
GeometryAttributes
({
position
:
new
s
.
GeometryAttribute
({
componentDatatype
:
a
.
ComponentDatatype
.
DOUBLE
,
componentsPerAttribute
:
3
,
values
:
V
})});
if
(
o
.
defined
(
t
.
_offsetAttribute
)){
const
e
=
V
.
length
,
n
=
new
Uint8Array
(
e
/
3
),
o
=
t
.
_offsetAttribute
===
i
.
GeometryOffsetAttribute
.
NONE
?
0
:
1
;
i
.
arrayFill
(
n
,
o
),
S
.
applyOffset
=
new
s
.
GeometryAttribute
({
componentDatatype
:
a
.
ComponentDatatype
.
UNSIGNED_BYTE
,
componentsPerAttribute
:
1
,
values
:
n
})}
return
new
s
.
Geometry
({
attributes
:
S
,
indices
:
E
,
primitiveType
:
s
.
PrimitiveType
.
LINES
,
boundingSphere
:
e
.
BoundingSphere
.
fromEllipsoid
(
y
),
offsetAttribute
:
t
.
_offsetAttribute
})},
t
.
EllipsoidOutlineGeometry
=
d
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipsoidRhumbLine-c6741351.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./ComponentDatatype-3d0a0aac
"
],(
function
(
t
,
i
,
e
,
a
,
n
){
"
use strict
"
;
function
s
(
t
,
i
,
e
){
if
(
0
===
t
)
return
i
*
e
;
const
a
=
t
*
t
,
n
=
a
*
a
,
s
=
n
*
a
,
h
=
s
*
a
,
u
=
h
*
a
,
o
=
u
*
a
,
r
=
e
;
return
i
*
((
1
-
a
/
4
-
3
*
n
/
64
-
5
*
s
/
256
-
175
*
h
/
16384
-
441
*
u
/
65536
-
4851
*
o
/
1048576
)
*
r
-
(
3
*
a
/
8
+
3
*
n
/
32
+
45
*
s
/
1024
+
105
*
h
/
4096
+
2205
*
u
/
131072
+
6237
*
o
/
524288
)
*
Math
.
sin
(
2
*
r
)
+
(
15
*
n
/
256
+
45
*
s
/
1024
+
525
*
h
/
16384
+
1575
*
u
/
65536
+
155925
*
o
/
8388608
)
*
Math
.
sin
(
4
*
r
)
-
(
35
*
s
/
3072
+
175
*
h
/
12288
+
3675
*
u
/
262144
+
13475
*
o
/
1048576
)
*
Math
.
sin
(
6
*
r
)
+
(
315
*
h
/
131072
+
2205
*
u
/
524288
+
43659
*
o
/
8388608
)
*
Math
.
sin
(
8
*
r
)
-
(
693
*
u
/
1310720
+
6237
*
o
/
5242880
)
*
Math
.
sin
(
10
*
r
)
+
1001
*
o
/
8388608
*
Math
.
sin
(
12
*
r
))}
function
h
(
t
,
i
){
if
(
0
===
t
)
return
Math
.
log
(
Math
.
tan
(.
5
*
(
n
.
CesiumMath
.
PI_OVER_TWO
+
i
)));
const
e
=
t
*
Math
.
sin
(
i
);
return
Math
.
log
(
Math
.
tan
(.
5
*
(
n
.
CesiumMath
.
PI_OVER_TWO
+
i
)))
-
t
/
2
*
Math
.
log
((
1
+
e
)
/
(
1
-
e
))}
const
u
=
new
i
.
Cartesian3
,
o
=
new
i
.
Cartesian3
;
function
r
(
t
,
e
,
a
,
r
){
i
.
Cartesian3
.
normalize
(
r
.
cartographicToCartesian
(
e
,
o
),
u
),
i
.
Cartesian3
.
normalize
(
r
.
cartographicToCartesian
(
a
,
o
),
o
);
const
l
=
r
.
maximumRadius
,
d
=
r
.
minimumRadius
,
c
=
l
*
l
,
M
=
d
*
d
;
t
.
_ellipticitySquared
=
(
c
-
M
)
/
c
,
t
.
_ellipticity
=
Math
.
sqrt
(
t
.
_ellipticitySquared
),
t
.
_start
=
i
.
Cartographic
.
clone
(
e
,
t
.
_start
),
t
.
_start
.
height
=
0
,
t
.
_end
=
i
.
Cartographic
.
clone
(
a
,
t
.
_end
),
t
.
_end
.
height
=
0
,
t
.
_heading
=
function
(
t
,
i
,
e
,
a
,
s
){
const
u
=
h
(
t
.
_ellipticity
,
e
),
o
=
h
(
t
.
_ellipticity
,
s
);
return
Math
.
atan2
(
n
.
CesiumMath
.
negativePiToPi
(
a
-
i
),
o
-
u
)}(
t
,
e
.
longitude
,
e
.
latitude
,
a
.
longitude
,
a
.
latitude
),
t
.
_distance
=
function
(
t
,
i
,
e
,
a
,
h
,
u
,
o
){
const
r
=
t
.
_heading
,
l
=
u
-
a
;
let
d
=
0
;
if
(
n
.
CesiumMath
.
equalsEpsilon
(
Math
.
abs
(
r
),
n
.
CesiumMath
.
PI_OVER_TWO
,
n
.
CesiumMath
.
EPSILON8
))
if
(
i
===
e
)
d
=
i
*
Math
.
cos
(
h
)
*
n
.
CesiumMath
.
negativePiToPi
(
l
);
else
{
const
e
=
Math
.
sin
(
h
);
d
=
i
*
Math
.
cos
(
h
)
*
n
.
CesiumMath
.
negativePiToPi
(
l
)
/
Math
.
sqrt
(
1
-
t
.
_ellipticitySquared
*
e
*
e
)}
else
{
const
e
=
s
(
t
.
_ellipticity
,
i
,
h
);
d
=
(
s
(
t
.
_ellipticity
,
i
,
o
)
-
e
)
/
Math
.
cos
(
r
)}
return
Math
.
abs
(
d
)}(
t
,
r
.
maximumRadius
,
r
.
minimumRadius
,
e
.
longitude
,
e
.
latitude
,
a
.
longitude
,
a
.
latitude
)}
function
l
(
t
,
e
,
u
,
o
,
r
,
l
){
if
(
0
===
u
)
return
i
.
Cartographic
.
clone
(
t
,
l
);
const
d
=
r
*
r
;
let
c
,
M
,
m
;
if
(
Math
.
abs
(
n
.
CesiumMath
.
PI_OVER_TWO
-
Math
.
abs
(
e
))
>
n
.
CesiumMath
.
EPSILON8
){
M
=
function
(
t
,
i
,
e
){
const
a
=
t
/
e
;
if
(
0
===
i
)
return
a
;
const
n
=
a
*
a
,
s
=
n
*
a
,
h
=
s
*
a
,
u
=
i
*
i
,
o
=
u
*
u
,
r
=
o
*
u
,
l
=
r
*
u
,
d
=
l
*
u
,
c
=
d
*
u
,
M
=
Math
.
sin
(
2
*
a
),
m
=
Math
.
cos
(
2
*
a
),
g
=
Math
.
sin
(
4
*
a
),
_
=
Math
.
cos
(
4
*
a
),
p
=
Math
.
sin
(
6
*
a
),
C
=
Math
.
cos
(
6
*
a
),
f
=
Math
.
sin
(
8
*
a
),
P
=
Math
.
cos
(
8
*
a
),
O
=
Math
.
sin
(
10
*
a
);
return
a
+
a
*
u
/
4
+
7
*
a
*
o
/
64
+
15
*
a
*
r
/
256
+
579
*
a
*
l
/
16384
+
1515
*
a
*
d
/
65536
+
16837
*
a
*
c
/
1048576
+
(
3
*
a
*
o
/
16
+
45
*
a
*
r
/
256
-
a
*
(
32
*
n
-
561
)
*
l
/
4096
-
a
*
(
232
*
n
-
1677
)
*
d
/
16384
+
a
*
(
399985
-
90560
*
n
+
512
*
h
)
*
c
/
5242880
)
*
m
+
(
21
*
a
*
r
/
256
+
483
*
a
*
l
/
4096
-
a
*
(
224
*
n
-
1969
)
*
d
/
16384
-
a
*
(
33152
*
n
-
112599
)
*
c
/
1048576
)
*
_
+
(
151
*
a
*
l
/
4096
+
4681
*
a
*
d
/
65536
+
1479
*
a
*
c
/
16384
-
453
*
s
*
c
/
32768
)
*
C
+
(
1097
*
a
*
d
/
65536
+
42783
*
a
*
c
/
1048576
)
*
P
+
8011
*
a
*
c
/
1048576
*
Math
.
cos
(
10
*
a
)
+
(
3
*
u
/
8
+
3
*
o
/
16
+
213
*
r
/
2048
-
3
*
n
*
r
/
64
+
255
*
l
/
4096
-
33
*
n
*
l
/
512
+
20861
*
d
/
524288
-
33
*
n
*
d
/
512
+
h
*
d
/
1024
+
28273
*
c
/
1048576
-
471
*
n
*
c
/
8192
+
9
*
h
*
c
/
4096
)
*
M
+
(
21
*
o
/
256
+
21
*
r
/
256
+
533
*
l
/
8192
-
21
*
n
*
l
/
512
+
197
*
d
/
4096
-
315
*
n
*
d
/
4096
+
584039
*
c
/
16777216
-
12517
*
n
*
c
/
131072
+
7
*
h
*
c
/
2048
)
*
g
+
(
151
*
r
/
6144
+
151
*
l
/
4096
+
5019
*
d
/
131072
-
453
*
n
*
d
/
16384
+
26965
*
c
/
786432
-
8607
*
n
*
c
/
131072
)
*
p
+
(
1097
*
l
/
131072
+
1097
*
d
/
65536
+
225797
*
c
/
10485760
-
1097
*
n
*
c
/
65536
)
*
f
+
(
8011
*
d
/
2621440
+
8011
*
c
/
1048576
)
*
O
+
293393
*
c
/
251658240
*
Math
.
sin
(
12
*
a
)}(
s
(
r
,
o
,
t
.
latitude
)
+
u
*
Math
.
cos
(
e
),
r
,
o
);
const
i
=
h
(
r
,
t
.
latitude
),
a
=
h
(
r
,
M
);
m
=
Math
.
tan
(
e
)
*
(
a
-
i
),
c
=
n
.
CesiumMath
.
negativePiToPi
(
t
.
longitude
+
m
)}
else
{
let
i
;
if
(
M
=
t
.
latitude
,
0
===
r
)
i
=
o
*
Math
.
cos
(
t
.
latitude
);
else
{
const
e
=
Math
.
sin
(
t
.
latitude
);
i
=
o
*
Math
.
cos
(
t
.
latitude
)
/
Math
.
sqrt
(
1
-
d
*
e
*
e
)}
m
=
u
/
i
,
c
=
e
>
0
?
n
.
CesiumMath
.
negativePiToPi
(
t
.
longitude
+
m
):
n
.
CesiumMath
.
negativePiToPi
(
t
.
longitude
-
m
)}
return
a
.
defined
(
l
)?(
l
.
longitude
=
c
,
l
.
latitude
=
M
,
l
.
height
=
0
,
l
):
new
i
.
Cartographic
(
c
,
M
,
0
)}
function
d
(
t
,
e
,
n
){
const
s
=
a
.
defaultValue
(
n
,
i
.
Ellipsoid
.
WGS84
);
this
.
_ellipsoid
=
s
,
this
.
_start
=
new
i
.
Cartographic
,
this
.
_end
=
new
i
.
Cartographic
,
this
.
_heading
=
void
0
,
this
.
_distance
=
void
0
,
this
.
_ellipticity
=
void
0
,
this
.
_ellipticitySquared
=
void
0
,
a
.
defined
(
t
)
&&
a
.
defined
(
e
)
&&
r
(
this
,
t
,
e
,
s
)}
Object
.
defineProperties
(
d
.
prototype
,{
ellipsoid
:{
get
:
function
(){
return
this
.
_ellipsoid
}},
surfaceDistance
:{
get
:
function
(){
return
this
.
_distance
}},
start
:{
get
:
function
(){
return
this
.
_start
}},
end
:{
get
:
function
(){
return
this
.
_end
}},
heading
:{
get
:
function
(){
return
this
.
_heading
}}}),
d
.
fromStartHeadingDistance
=
function
(
t
,
e
,
s
,
h
,
u
){
const
o
=
a
.
defaultValue
(
h
,
i
.
Ellipsoid
.
WGS84
),
r
=
o
.
maximumRadius
,
c
=
o
.
minimumRadius
,
M
=
r
*
r
,
m
=
c
*
c
,
g
=
Math
.
sqrt
((
M
-
m
)
/
M
),
_
=
l
(
t
,
e
=
n
.
CesiumMath
.
negativePiToPi
(
e
),
s
,
o
.
maximumRadius
,
g
);
return
!
a
.
defined
(
u
)
||
a
.
defined
(
h
)
&&!
h
.
equals
(
u
.
ellipsoid
)?
new
d
(
t
,
_
,
o
):(
u
.
setEndPoints
(
t
,
_
),
u
)},
d
.
prototype
.
setEndPoints
=
function
(
t
,
i
){
r
(
this
,
t
,
i
,
this
.
_ellipsoid
)},
d
.
prototype
.
interpolateUsingFraction
=
function
(
t
,
i
){
return
this
.
interpolateUsingSurfaceDistance
(
t
*
this
.
_distance
,
i
)},
d
.
prototype
.
interpolateUsingSurfaceDistance
=
function
(
t
,
i
){
return
l
(
this
.
_start
,
this
.
_heading
,
t
,
this
.
_ellipsoid
.
maximumRadius
,
this
.
_ellipticity
,
i
)},
d
.
prototype
.
findIntersectionWithLongitude
=
function
(
t
,
e
){
const
s
=
this
.
_ellipticity
,
h
=
this
.
_heading
,
u
=
Math
.
abs
(
h
),
o
=
this
.
_start
;
if
(
t
=
n
.
CesiumMath
.
negativePiToPi
(
t
),
n
.
CesiumMath
.
equalsEpsilon
(
Math
.
abs
(
t
),
Math
.
PI
,
n
.
CesiumMath
.
EPSILON14
)
&&
(
t
=
n
.
CesiumMath
.
sign
(
o
.
longitude
)
*
Math
.
PI
),
a
.
defined
(
e
)
||
(
e
=
new
i
.
Cartographic
),
Math
.
abs
(
n
.
CesiumMath
.
PI_OVER_TWO
-
u
)
<=
n
.
CesiumMath
.
EPSILON8
)
return
e
.
longitude
=
t
,
e
.
latitude
=
o
.
latitude
,
e
.
height
=
0
,
e
;
if
(
n
.
CesiumMath
.
equalsEpsilon
(
Math
.
abs
(
n
.
CesiumMath
.
PI_OVER_TWO
-
u
),
n
.
CesiumMath
.
PI_OVER_TWO
,
n
.
CesiumMath
.
EPSILON8
)){
if
(
n
.
CesiumMath
.
equalsEpsilon
(
t
,
o
.
longitude
,
n
.
CesiumMath
.
EPSILON12
))
return
;
return
e
.
longitude
=
t
,
e
.
latitude
=
n
.
CesiumMath
.
PI_OVER_TWO
*
n
.
CesiumMath
.
sign
(
n
.
CesiumMath
.
PI_OVER_TWO
-
h
),
e
.
height
=
0
,
e
}
const
r
=
o
.
latitude
,
l
=
s
*
Math
.
sin
(
r
),
d
=
Math
.
tan
(.
5
*
(
n
.
CesiumMath
.
PI_OVER_TWO
+
r
))
*
Math
.
exp
((
t
-
o
.
longitude
)
/
Math
.
tan
(
h
)),
c
=
(
1
+
l
)
/
(
1
-
l
);
let
M
,
m
=
o
.
latitude
;
do
{
M
=
m
;
const
t
=
s
*
Math
.
sin
(
M
),
i
=
(
1
+
t
)
/
(
1
-
t
);
m
=
2
*
Math
.
atan
(
d
*
Math
.
pow
(
i
/
c
,
s
/
2
))
-
n
.
CesiumMath
.
PI_OVER_TWO
}
while
(
!
n
.
CesiumMath
.
equalsEpsilon
(
m
,
M
,
n
.
CesiumMath
.
EPSILON12
));
return
e
.
longitude
=
t
,
e
.
latitude
=
m
,
e
.
height
=
0
,
e
},
d
.
prototype
.
findIntersectionWithLatitude
=
function
(
t
,
e
){
const
s
=
this
.
_ellipticity
,
u
=
this
.
_heading
,
o
=
this
.
_start
;
if
(
n
.
CesiumMath
.
equalsEpsilon
(
Math
.
abs
(
u
),
n
.
CesiumMath
.
PI_OVER_TWO
,
n
.
CesiumMath
.
EPSILON8
))
return
;
const
r
=
h
(
s
,
o
.
latitude
),
l
=
h
(
s
,
t
),
d
=
Math
.
tan
(
u
)
*
(
l
-
r
),
c
=
n
.
CesiumMath
.
negativePiToPi
(
o
.
longitude
+
d
);
return
a
.
defined
(
e
)?(
e
.
longitude
=
c
,
e
.
latitude
=
t
,
e
.
height
=
0
,
e
):
new
i
.
Cartographic
(
c
,
t
,
0
)},
t
.
EllipsoidRhumbLine
=
d
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EllipsoidTangentPlane-41514392.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./AxisAlignedBoundingBox-a572809f
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
,
"
./IntersectionTests-a4e54d9a
"
,
"
./Plane-26e67b94
"
,
"
./Transforms-f15de320
"
],(
function
(
t
,
n
,
e
,
i
,
o
,
r
,
s
,
a
){
"
use strict
"
;
const
l
=
new
e
.
Cartesian4
;
function
c
(
t
,
n
){
t
=
(
n
=
o
.
defaultValue
(
n
,
e
.
Ellipsoid
.
WGS84
)).
scaleToGeodeticSurface
(
t
);
const
i
=
a
.
Transforms
.
eastNorthUpToFixedFrame
(
t
,
n
);
this
.
_ellipsoid
=
n
,
this
.
_origin
=
t
,
this
.
_xAxis
=
e
.
Cartesian3
.
fromCartesian4
(
e
.
Matrix4
.
getColumn
(
i
,
0
,
l
)),
this
.
_yAxis
=
e
.
Cartesian3
.
fromCartesian4
(
e
.
Matrix4
.
getColumn
(
i
,
1
,
l
));
const
r
=
e
.
Cartesian3
.
fromCartesian4
(
e
.
Matrix4
.
getColumn
(
i
,
2
,
l
));
this
.
_plane
=
s
.
Plane
.
fromPointNormal
(
t
,
r
)}
Object
.
defineProperties
(
c
.
prototype
,{
ellipsoid
:{
get
:
function
(){
return
this
.
_ellipsoid
}},
origin
:{
get
:
function
(){
return
this
.
_origin
}},
plane
:{
get
:
function
(){
return
this
.
_plane
}},
xAxis
:{
get
:
function
(){
return
this
.
_xAxis
}},
yAxis
:{
get
:
function
(){
return
this
.
_yAxis
}},
zAxis
:{
get
:
function
(){
return
this
.
_plane
.
normal
}}});
const
d
=
new
n
.
AxisAlignedBoundingBox
;
c
.
fromPoints
=
function
(
t
,
e
){
return
new
c
(
n
.
AxisAlignedBoundingBox
.
fromPoints
(
t
,
d
).
center
,
e
)};
const
p
=
new
r
.
Ray
,
f
=
new
e
.
Cartesian3
;
c
.
prototype
.
projectPointOntoPlane
=
function
(
t
,
n
){
const
i
=
p
;
i
.
origin
=
t
,
e
.
Cartesian3
.
normalize
(
t
,
i
.
direction
);
let
s
=
r
.
IntersectionTests
.
rayPlane
(
i
,
this
.
_plane
,
f
);
if
(
o
.
defined
(
s
)
||
(
e
.
Cartesian3
.
negate
(
i
.
direction
,
i
.
direction
),
s
=
r
.
IntersectionTests
.
rayPlane
(
i
,
this
.
_plane
,
f
)),
o
.
defined
(
s
)){
const
t
=
e
.
Cartesian3
.
subtract
(
s
,
this
.
_origin
,
s
),
i
=
e
.
Cartesian3
.
dot
(
this
.
_xAxis
,
t
),
r
=
e
.
Cartesian3
.
dot
(
this
.
_yAxis
,
t
);
return
o
.
defined
(
n
)?(
n
.
x
=
i
,
n
.
y
=
r
,
n
):
new
e
.
Cartesian2
(
i
,
r
)}},
c
.
prototype
.
projectPointsOntoPlane
=
function
(
t
,
n
){
o
.
defined
(
n
)
||
(
n
=
[]);
let
e
=
0
;
const
i
=
t
.
length
;
for
(
let
r
=
0
;
r
<
i
;
r
++
){
const
i
=
this
.
projectPointOntoPlane
(
t
[
r
],
n
[
e
]);
o
.
defined
(
i
)
&&
(
n
[
e
]
=
i
,
e
++
)}
return
n
.
length
=
e
,
n
},
c
.
prototype
.
projectPointToNearestOnPlane
=
function
(
t
,
n
){
o
.
defined
(
n
)
||
(
n
=
new
e
.
Cartesian2
);
const
i
=
p
;
i
.
origin
=
t
,
e
.
Cartesian3
.
clone
(
this
.
_plane
.
normal
,
i
.
direction
);
let
s
=
r
.
IntersectionTests
.
rayPlane
(
i
,
this
.
_plane
,
f
);
o
.
defined
(
s
)
||
(
e
.
Cartesian3
.
negate
(
i
.
direction
,
i
.
direction
),
s
=
r
.
IntersectionTests
.
rayPlane
(
i
,
this
.
_plane
,
f
));
const
a
=
e
.
Cartesian3
.
subtract
(
s
,
this
.
_origin
,
s
),
l
=
e
.
Cartesian3
.
dot
(
this
.
_xAxis
,
a
),
c
=
e
.
Cartesian3
.
dot
(
this
.
_yAxis
,
a
);
return
n
.
x
=
l
,
n
.
y
=
c
,
n
},
c
.
prototype
.
projectPointsToNearestOnPlane
=
function
(
t
,
n
){
o
.
defined
(
n
)
||
(
n
=
[]);
const
e
=
t
.
length
;
n
.
length
=
e
;
for
(
let
i
=
0
;
i
<
e
;
i
++
)
n
[
i
]
=
this
.
projectPointToNearestOnPlane
(
t
[
i
],
n
[
i
]);
return
n
};
const
u
=
new
e
.
Cartesian3
;
c
.
prototype
.
projectPointOntoEllipsoid
=
function
(
t
,
n
){
o
.
defined
(
n
)
||
(
n
=
new
e
.
Cartesian3
);
const
i
=
this
.
_ellipsoid
,
r
=
this
.
_origin
,
s
=
this
.
_xAxis
,
a
=
this
.
_yAxis
,
l
=
u
;
return
e
.
Cartesian3
.
multiplyByScalar
(
s
,
t
.
x
,
l
),
n
=
e
.
Cartesian3
.
add
(
r
,
l
,
n
),
e
.
Cartesian3
.
multiplyByScalar
(
a
,
t
.
y
,
l
),
e
.
Cartesian3
.
add
(
n
,
l
,
n
),
i
.
scaleToGeocentricSurface
(
n
,
n
),
n
},
c
.
prototype
.
projectPointsOntoEllipsoid
=
function
(
t
,
n
){
const
e
=
t
.
length
;
o
.
defined
(
n
)?
n
.
length
=
e
:
n
=
new
Array
(
e
);
for
(
let
i
=
0
;
i
<
e
;
++
i
)
n
[
i
]
=
this
.
projectPointOntoEllipsoid
(
t
[
i
],
n
[
i
]);
return
n
},
t
.
EllipsoidTangentPlane
=
c
}));
app/src/main/assets/dist/lib/Cesium-1.91/Workers/EncodedCartesian3-b1495e46.js
0 → 100644
View file @
e505aeea
define
([
"
exports
"
,
"
./Matrix2-c6c16658
"
,
"
./RuntimeError-5b082e8f
"
,
"
./when-4bbc8319
"
],(
function
(
n
,
e
,
o
,
i
){
"
use strict
"
;
function
t
(){
this
.
high
=
e
.
Cartesian3
.
clone
(
e
.
Cartesian3
.
ZERO
),
this
.
low
=
e
.
Cartesian3
.
clone
(
e
.
Cartesian3
.
ZERO
)}
t
.
encode
=
function
(
n
,
e
){
let
o
;
return
i
.
defined
(
e
)
||
(
e
=
{
high
:
0
,
low
:
0
}),
n
>=
0
?(
o
=
65536
*
Math
.
floor
(
n
/
65536
),
e
.
high
=
o
,
e
.
low
=
n
-
o
):(
o
=
65536
*
Math
.
floor
(
-
n
/
65536
),
e
.
high
=-
o
,
e
.
low
=
n
+
o
),
e
};
const
h
=
{
high
:
0
,
low
:
0
};
t
.
fromCartesian
=
function
(
n
,
e
){
i
.
defined
(
e
)
||
(
e
=
new
t
);
const
o
=
e
.
high
,
r
=
e
.
low
;
return
t
.
encode
(
n
.
x
,
h
),
o
.
x
=
h
.
high
,
r
.
x
=
h
.
low
,
t
.
encode
(
n
.
y
,
h
),
o
.
y
=
h
.
high
,
r
.
y
=
h
.
low
,
t
.
encode
(
n
.
z
,
h
),
o
.
z
=
h
.
high
,
r
.
z
=
h
.
low
,
e
};
const
r
=
new
t
;
t
.
writeElements
=
function
(
n
,
e
,
o
){
t
.
fromCartesian
(
n
,
r
);
const
i
=
r
.
high
,
h
=
r
.
low
;
e
[
o
]
=
i
.
x
,
e
[
o
+
1
]
=
i
.
y
,
e
[
o
+
2
]
=
i
.
z
,
e
[
o
+
3
]
=
h
.
x
,
e
[
o
+
4
]
=
h
.
y
,
e
[
o
+
5
]
=
h
.
z
},
n
.
EncodedCartesian3
=
t
}));
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