Output
Input
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
Weekly Challenge #84
C:\Users\erbkatr\AppData\Local\Temp\Engine_14852_b497c097da814305b9d9b82dbddbadb2_\Engine_7352_a40ec4ea613648fd8955330975a0dd4e_.yxdb
Single
Map
C:\Users\erbkatr\AppData\Local\Temp\Engine_14852_b497c097da814305b9d9b82dbddbadb2_\Engine_7352_eaac93705157495c9fcf294aac3fe97a_.yxdb
Single
Map
INVEST
2017081312
2017
08
13
1200
1010
al
9
DB
25
0
12
-27.4
{ "type": "Point", "coordinates": [ -27.400000, 12.000000 ] }
INVEST
2017081318
2017
08
13
1800
1010
al
9
DB
25
0
12
-29
{ "type": "Point", "coordinates": [ -29.000000, 12.000000 ] }
INVEST
2017081400
2017
08
14
0000
1010
al
9
DB
25
0
12.2
-30.7
{ "type": "Point", "coordinates": [ -30.700000, 12.200000 ] }
INVEST
2017081406
2017
08
14
0600
1010
al
9
DB
25
0
12.4
-32.3
{ "type": "Point", "coordinates": [ -32.300000, 12.400000 ] }
INVEST
2017081412
2017
08
14
1200
1011
al
9
DB
25
0
12.6
-34
{ "type": "Point", "coordinates": [ -34.000000, 12.600000 ] }
INVEST
2017081418
2017
08
14
1800
1011
al
9
DB
25
0
12.9
-35.6
{ "type": "Point", "coordinates": [ -35.600000, 12.900000 ] }
INVEST
2017081500
2017
08
15
0000
1011
al
9
DB
25
0
13.2
-37.3
{ "type": "Point", "coordinates": [ -37.300000, 13.200000 ] }
INVEST
2017081506
2017
08
15
0600
1011
al
9
DB
25
0
13.5
-39.3
{ "type": "Point", "coordinates": [ -39.300000, 13.500000 ] }
INVEST
2017081512
2017
08
15
1200
1011
al
9
DB
25
0
13.7
-41.1
{ "type": "Point", "coordinates": [ -41.100000, 13.700000 ] }
INVEST
2017081518
2017
08
15
1800
1011
al
9
DB
25
0
13.8
-42.8
{ "type": "Point", "coordinates": [ -42.800000, 13.800000 ] }
INVEST
2017081600
2017
08
16
0000
1011
al
9
DB
25
0
13.8
-44.3
{ "type": "Point", "coordinates": [ -44.300000, 13.800000 ] }
INVEST
2017081606
2017
08
16
0600
1010
al
9
LO
25
0
13.7
-45.8
{ "type": "Point", "coordinates": [ -45.800000, 13.700000 ] }
INVEST
2017081612
2017
08
16
1200
1010
al
9
LO
25
0
13.7
-47.4
{ "type": "Point", "coordinates": [ -47.400000, 13.700000 ] }
INVEST
2017081618
2017
08
16
1800
1009
al
9
LO
25
0
13.6
-49
{ "type": "Point", "coordinates": [ -49.000000, 13.600000 ] }
INVEST
2017081700
2017
08
17
0000
1010
al
9
LO
25
0
13.6
-50.6
{ "type": "Point", "coordinates": [ -50.600000, 13.600000 ] }
INVEST
2017081706
2017
08
17
0600
1008
al
9
LO
25
0
13.4
-52
{ "type": "Point", "coordinates": [ -52.000000, 13.400000 ] }
INVEST
2017081712
2017
08
17
1200
1008
al
9
LO
30
0
13.1
-53.3
{ "type": "Point", "coordinates": [ -53.300000, 13.100000 ] }
NINE
2017081718
2017
08
17
1800
1006
al
9
TS
35
0
13
-55
{ "type": "Point", "coordinates": [ -55.000000, 13.000000 ] }
HARVEY
2017081800
2017
08
18
0000
1005
al
9
TS
35
0
13
-56.6
{ "type": "Point", "coordinates": [ -56.600000, 13.000000 ] }
HARVEY
2017081806
2017
08
18
0600
1004
al
9
TS
35
0
13
-58.3
{ "type": "Point", "coordinates": [ -58.300000, 13.000000 ] }
HARVEY
2017081812
2017
08
18
1200
1005
al
9
TS
35
0
13.1
-60.2
{ "type": "Point", "coordinates": [ -60.200000, 13.100000 ] }
HARVEY
2017081818
2017
08
18
1800
1005
al
9
TS
35
0
13.4
-62
{ "type": "Point", "coordinates": [ -62.000000, 13.400000 ] }
HARVEY
2017081900
2017
08
19
0000
1005
al
9
TS
35
0
13.6
-63.2
{ "type": "Point", "coordinates": [ -63.200000, 13.600000 ] }
HARVEY
2017081906
2017
08
19
0600
1005
al
9
TS
35
0
13.7
-65
{ "type": "Point", "coordinates": [ -65.000000, 13.700000 ] }
HARVEY
2017081912
2017
08
19
1200
1007
al
9
TS
35
0
13.8
-67
{ "type": "Point", "coordinates": [ -67.000000, 13.800000 ] }
HARVEY
2017081918
2017
08
19
1800
1007
al
9
TD
30
0
14
-68.9
{ "type": "Point", "coordinates": [ -68.900000, 14.000000 ] }
HARVEY
2017082000
2017
08
20
0000
1007
al
9
WV
30
0
14.1
-71
{ "type": "Point", "coordinates": [ -71.000000, 14.100000 ] }
HARVEY
2017082006
2017
08
20
0600
1007
al
9
WV
30
0
14.2
-73
{ "type": "Point", "coordinates": [ -73.000000, 14.200000 ] }
HARVEY
2017082012
2017
08
20
1200
1006
al
9
WV
30
0
14.4
-75
{ "type": "Point", "coordinates": [ -75.000000, 14.400000 ] }
HARVEY
2017082018
2017
08
20
1800
1007
al
9
WV
30
0
14.7
-76.8
{ "type": "Point", "coordinates": [ -76.800000, 14.700000 ] }
HARVEY
2017082100
2017
08
21
0000
1007
al
9
WV
25
0
15.1
-78.6
{ "type": "Point", "coordinates": [ -78.600000, 15.100000 ] }
HARVEY
2017082106
2017
08
21
0600
1008
al
9
WV
25
0
15.7
-80.4
{ "type": "Point", "coordinates": [ -80.400000, 15.700000 ] }
HARVEY
2017082112
2017
08
21
1200
1008
al
9
WV
25
0
16.4
-82.5
{ "type": "Point", "coordinates": [ -82.500000, 16.400000 ] }
HARVEY
2017082118
2017
08
21
1800
1008
al
9
WV
25
0
17.4
-84.6
{ "type": "Point", "coordinates": [ -84.600000, 17.400000 ] }
HARVEY
2017082200
2017
08
22
0000
1008
al
9
WV
25
0
18
-86.4
{ "type": "Point", "coordinates": [ -86.400000, 18.000000 ] }
HARVEY
2017082206
2017
08
22
0600
1009
al
9
WV
25
0
18.6
-87.8
{ "type": "Point", "coordinates": [ -87.800000, 18.600000 ] }
HARVEY
2017082212
2017
08
22
1200
1010
al
9
WV
25
0
19.4
-88.8
{ "type": "Point", "coordinates": [ -88.800000, 19.400000 ] }
HARVEY
2017082218
2017
08
22
1800
1010
al
9
LO
25
0
20
-89.7
{ "type": "Point", "coordinates": [ -89.700000, 20.000000 ] }
HARVEY
2017082300
2017
08
23
0000
1009
al
9
LO
25
0
20.4
-90.5
{ "type": "Point", "coordinates": [ -90.500000, 20.400000 ] }
HARVEY
2017082306
2017
08
23
0600
1008
al
9
LO
25
0
20.8
-91.5
{ "type": "Point", "coordinates": [ -91.500000, 20.800000 ] }
HARVEY
2017082312
2017
08
23
1200
1006
al
9
TD
30
0
21.4
-92.4
{ "type": "Point", "coordinates": [ -92.400000, 21.400000 ] }
HARVEY
2017082318
2017
08
23
1800
1005
al
9
TD
30
0
21.5
-92.4
{ "type": "Point", "coordinates": [ -92.400000, 21.500000 ] }
HARVEY
2017082400
2017
08
24
0000
1003
al
9
TD
30
0
22
-92.5
{ "type": "Point", "coordinates": [ -92.500000, 22.000000 ] }
HARVEY
2017082406
2017
08
24
0600
999
al
9
TS
40
0
22.6
-92.6
{ "type": "Point", "coordinates": [ -92.600000, 22.600000 ] }
HARVEY
2017082412
2017
08
24
1200
986
al
9
TS
60
0
23.7
-93
{ "type": "Point", "coordinates": [ -93.000000, 23.700000 ] }
HARVEY
2017082418
2017
08
24
1800
979
al
9
HU
75
1
24.4
-93.6
{ "type": "Point", "coordinates": [ -93.600000, 24.400000 ] }
HARVEY
2017082500
2017
08
25
0000
974
al
9
HU
75
1
25.1
-94.5
{ "type": "Point", "coordinates": [ -94.500000, 25.100000 ] }
HARVEY
2017082506
2017
08
25
0600
967
al
9
HU
90
2
25.6
-95.1
{ "type": "Point", "coordinates": [ -95.100000, 25.600000 ] }
HARVEY
2017082512
2017
08
25
1200
950
al
9
HU
95
2
26.4
-95.9
{ "type": "Point", "coordinates": [ -95.900000, 26.400000 ] }
HARVEY
2017082518
2017
08
25
1800
944
al
9
HU
105
3
27.1
-96.3
{ "type": "Point", "coordinates": [ -96.300000, 27.100000 ] }
HARVEY
2017082600
2017
08
26
0000
941
al
9
HU
115
4
27.8
-96.8
{ "type": "Point", "coordinates": [ -96.800000, 27.800000 ] }
HARVEY
2017082606
2017
08
26
0600
950
al
9
HU
100
3
28.2
-97.1
{ "type": "Point", "coordinates": [ -97.100000, 28.200000 ] }
HARVEY
2017082612
2017
08
26
1200
975
al
9
HU
70
1
28.7
-97.2
{ "type": "Point", "coordinates": [ -97.200000, 28.700000 ] }
HARVEY
2017082618
2017
08
26
1800
987
al
9
TS
60
0
29.1
-97.6
{ "type": "Point", "coordinates": [ -97.600000, 29.100000 ] }
HARVEY
2017082700
2017
08
27
0000
992
al
9
TS
50
0
29.2
-97.4
{ "type": "Point", "coordinates": [ -97.400000, 29.200000 ] }
HARVEY
2017082706
2017
08
27
0600
998
al
9
TS
40
0
29.3
-97.6
{ "type": "Point", "coordinates": [ -97.600000, 29.300000 ] }
HARVEY
2017082712
2017
08
27
1200
1000
al
9
TS
35
0
29
-97.5
{ "type": "Point", "coordinates": [ -97.500000, 29.000000 ] }
HARVEY
2017082718
2017
08
27
1800
1000
al
9
TS
35
0
29
-97.2
{ "type": "Point", "coordinates": [ -97.200000, 29.000000 ] }
HARVEY
2017082800
2017
08
28
0000
1000
al
9
TS
35
0
28.9
-96.8
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HARVEY
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Challenge #84