"year","grid","count","distance"
2018,"1008a",2,1
2018,"1008a",1,5
2018,"1008a",1,18
2018,"1008a",1,65
2018,"1008a",1,28
2018,"1008a",1,30
2018,"1008a",1,35
2018,"1008a",1,37
2018,"1008a",1,8
2017,"1008a",1,33
2017,"1008a",1,40
2017,"1008a",1,55
2017,"1008a",1,64
2017,"1008a",1,5
2018,"1008a",2,1
2018,"1008a",1,35
2018,"1008a",1,49
2018,"1008a",1,65
2018,"1008b",1,59
2018,"1008b",1,70
2018,"1008b",1,2
2018,"1008b",1,7
2018,"1008b",2,14
2018,"1008b",1,0
2018,"1008b",1,23
2017,"1008b",1,21
2017,"1008b",1,25
2017,"1008b",1,26
2017,"1008b",1,28
2017,"1008b",1,30
2017,"1008b",1,33
2017,"1008b",1,40
2017,"1008b",1,42
2017,"1008b",1,45
2017,"1008b",2,48
2018,"1008b",1,6
2018,"1008b",1,55
2018,"1008b",1,74
2018,"568a",1,6
2018,"568a",1,25
2018,"568a",1,34
2018,"568a",1,4
2018,"568a",1,6
2018,"568a",2,10
2018,"568a",1,34
2018,"568a",1,28
2017,"568a",1,13
2017,"568a",1,32
2018,"568b",1,15
2018,"568b",1,21
2018,"568b",1,38
2018,"568b",1,65
2018,"568b",1,35
2017,"568b",1,16
2017,"568b",2,45
2017,"568b",2,55
2017,"568b",1,58
2017,"568b",1,75
2017,"627a",1,70
2018,"630a",1,5
2018,"630a",1,10
2018,"630a",1,12
2018,"630a",1,14
2018,"630a",1,20
2018,"630a",1,25
2018,"630a",1,36
2018,"630a",1,40
2018,"630a",1,69
2018,"630a",1,29
2018,"630a",1,31
2018,"630a",1,60
2017,"630a",1,65
2018,"630a",1,20
2018,"630a",1,55
2018,"630a",2,2
2018,"630a",1,4
2018,"630a",2,29
2018,"630a",1,34
2018,"630a",3,75
2017,"630a",1,14
2017,"630a",1,40
2017,"630a",1,42
2017,"630a",1,44
2017,"630a",1,45
2017,"630a",1,50
2017,"630a",1,54
2017,"630a",2,55
2017,"630a",1,60
2017,"630a",1,64
2017,"630a",1,70
2017,"630a",1,73
2017,"630a",1,75
2017,"630a",1,49
2018,"630b",1,8
2018,"630b",1,25
2018,"630b",1,27
2018,"630b",1,32
2018,"630b",1,35
2018,"630b",1,69
2018,"630b",1,33
2018,"630b",1,41
2018,"630b",1,71
2018,"630b",1,6
2017,"630b",1,2
2017,"630b",1,26
2017,"630b",1,60
2018,"630b",1,10
2018,"630b",1,14
2018,"630b",1,32
2018,"630b",1,24
2018,"671a",1,5
2018,"671a",1,15
2018,"671a",1,27
2018,"671a",1,32
2018,"671a",1,15
2018,"671a",1,30
2018,"671a",2,38
2018,"671a",1,65
2018,"671a",1,75
2018,"671a",1,10
2018,"671a",1,27
2018,"671a",1,38
2018,"671a",1,72
2018,"671a",2,75
2017,"671a",1,5
2017,"671a",1,28
2017,"671a",1,30
2017,"671a",1,31
2017,"671a",1,35
2017,"671a",1,72
2018,"671b",1,2
2018,"671b",1,12
2018,"671b",1,39
2018,"671b",1,40
2018,"671b",1,46
2018,"671b",2,47
2018,"671b",1,49
2018,"671b",1,50
2018,"671b",1,6
2017,"671b",1,55
2017,"671b",4,75
2017,"671b",1,47
2018,"704a",2,2
2018,"704a",1,3
2018,"704a",1,20
2018,"704a",1,24
2018,"704a",1,74
2018,"704a",1,25
2018,"704a",1,75
2018,"704a",2,17
2018,"704a",5,24
2018,"704a",1,30
2017,"704a",1,52
2018,"704a",1,4
2018,"704a",1,6
2018,"704a",1,10
2018,"704a",1,42
2018,"704a",1,16
2018,"704b",1,26
2018,"704b",1,28
2018,"704b",1,35
2018,"704b",2,50
2018,"704b",1,50
2018,"704b",1,60
2018,"704b",1,72
2018,"704b",1,0
2018,"704b",1,4
2018,"704b",1,21
2018,"704b",1,43
2018,"704b",1,49
2018,"704b",1,0
2018,"704b",1,2
2018,"704b",1,5
2018,"704b",1,13
2018,"704b",2,17
2018,"704b",1,41
2018,"704b",2,65
2018,"724a",1,58
2017,"724a",1,25
2017,"724a",1,38
2018,"724b",1,70
2018,"724b",1,72
2018,"724b",1,8
2018,"724b",1,21
2018,"724b",1,37
2018,"724b",1,39
2018,"772a",2,32
2018,"772a",1,18
2018,"772a",2,28
2018,"772a",1,51
2018,"772a",3,18
2018,"772a",1,28
2018,"772a",1,60
2017,"772a",1,28
2017,"772a",1,30
2017,"772a",1,47
2017,"772a",1,52
2018,"772a",1,75
2017,"772a",1,15
2017,"772a",1,18
2017,"772a",1,70
2018,"772a",2,2
2018,"772a",1,8
2018,"772a",1,12
2018,"772a",1,14
2018,"772a",1,15
2018,"772a",1,18
2018,"772a",2,21
2018,"772a",5,28
2017,"772a",1,3
2017,"772a",1,6
2017,"772a",1,13
2017,"772a",1,18
2017,"772a",1,8
2017,"772a",1,10
2017,"772a",1,12
2017,"772a",1,26
2017,"772a",1,30
2017,"772a",1,35
2017,"772a",1,44
2018,"772b",1,4
2018,"772b",2,44
2018,"772b",1,50
2018,"772b",1,0
2018,"772b",1,27
2018,"772b",1,32
2018,"772b",1,35
2018,"772b",1,36
2018,"772b",1,70
2018,"772b",1,49
2018,"772b",1,53
2018,"772b",1,46
2017,"772b",1,20
2018,"772b",1,11
2018,"772b",1,6
2018,"772b",1,9
2018,"772b",1,35
2018,"772b",1,42
2018,"772b",2,50
2018,"772b",1,56
2018,"772b",1,74
2017,"772b",1,10
2017,"772b",1,15
2017,"772b",1,20
2017,"772b",2,35
2017,"772b",1,38
2017,"772b",2,55
2017,"772b",1,65
2017,"772b",1,28
2017,"784a",1,7
2017,"784a",1,10
2017,"784a",1,12
2017,"784a",1,20
2017,"784a",1,24
2017,"784a",1,25
2017,"784a",1,34
2017,"784a",1,42
2017,"784a",1,58
2017,"784a",1,60
2017,"784a",1,13
2017,"784a",1,24
2017,"784a",1,28
2017,"784a",1,30
2017,"784a",1,34
2017,"784a",1,2
2017,"784a",1,20
2017,"784a",1,38
2017,"784b",1,1
2017,"784b",1,2
2017,"784b",1,4
2017,"784b",1,35
2017,"784b",1,41
2017,"784b",1,45
2017,"784b",1,0
2017,"784b",1,15
2017,"784b",1,42
2017,"784b",1,53
2017,"784b",1,20
2017,"784b",1,45
2018,"907a",1,52
2018,"907a",1,58
2018,"907a",1,35
2018,"907a",1,1
2018,"907a",1,2
2018,"907a",1,8
2018,"907a",2,24
2018,"907a",1,35
2018,"907a",2,63
2017,"907a",1,4
2017,"907a",1,28
2018,"907b",1,0
2018,"907b",1,1
2018,"907b",1,11
2018,"907b",1,15
2018,"907b",1,39
2018,"907b",1,45
2018,"907b",1,61
2018,"907b",1,70
2018,"907b",1,9
2018,"907b",1,59
2018,"907b",1,61
2018,"907b",1,21
2018,"907b",1,25
2018,"907b",1,31
2018,"907b",1,60
2018,"907b",1,69