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Volume 90, Issue 3
Longitudinal changes in the spherical equivalent refractive error of children with accommodative esotropia
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Longitudinal changes in the spherical equivalent refractive error of children with accommodative esotropia
Online download statistics by month:
Online download statistics by month: February 2006 to March 2024
Abstract
Full
Pdf
Feb 2006
31
7
26
Mar 2006
61
36
33
Apr 2006
25
19
24
May 2006
17
11
16
Jun 2006
15
13
10
Jul 2006
13
7
7
Aug 2006
14
12
8
Sep 2006
19
1
3
Oct 2006
23
6
6
Nov 2006
21
1
6
Dec 2006
12
5
3
Jan 2007
17
3
5
Feb 2007
16
11
11
Mar 2007
4
29
16
Apr 2007
26
10
8
May 2007
13
9
8
Jun 2007
16
5
9
Jul 2007
21
15
8
Aug 2007
23
11
6
Sep 2007
19
16
13
Oct 2007
17
14
15
Nov 2007
22
5
12
Dec 2007
19
5
5
Jan 2008
18
11
16
Feb 2008
22
6
2
Mar 2008
29
9
8
Apr 2008
11
12
7
May 2008
24
5
2
Jun 2008
18
7
3
Jul 2008
15
11
4
Aug 2008
10
6
3
Sep 2008
30
4
11
Oct 2008
25
4
3
Nov 2008
10
5
4
Dec 2008
13
9
3
Jan 2009
19
7
2
Feb 2009
28
5
2
Mar 2009
22
4
2
Apr 2009
19
5
3
May 2009
15
5
2
Jun 2009
11
5
3
Jul 2009
11
5
1
Aug 2009
5
2
3
Sep 2009
14
5
2
Oct 2009
5
2
1
Nov 2009
10
2
2
Dec 2009
14
8
4
Jan 2010
14
1
0
Feb 2010
16
4
6
Mar 2010
9
3
2
Apr 2010
8
5
2
May 2010
23
2
1
Jun 2010
22
4
2
Jul 2010
20
1
3
Aug 2010
21
1
4
Sep 2010
19
3
1
Oct 2010
27
3
1
Nov 2010
22
2
3
Dec 2010
10
9
4
Jan 2011
13
5
2
Feb 2011
9
3
2
Mar 2011
12
13
2
Apr 2011
14
33
3
May 2011
10
4
1
Jun 2011
21
2
3
Jul 2011
11
1
1
Aug 2011
14
4
2
Sep 2011
9
1
0
Oct 2011
18
5
4
Nov 2011
18
1
3
Dec 2011
17
3
5
Jan 2012
26
3
0
Feb 2012
19
3
0
Mar 2012
19
2
3
Apr 2012
22
4
2
May 2012
24
2
0
Jun 2012
19
0
5
Jul 2012
44
1
2
Aug 2012
29
2
1
Sep 2012
20
0
3
Oct 2012
23
35
3
Nov 2012
24
3
5
Dec 2012
20
0
4
Jan 2013
22
0
2
Feb 2013
23
0
0
Mar 2013
24
1
3
Apr 2013
13
0
0
May 2013
16
4
4
Jun 2013
7
1
3
Jul 2013
14
0
0
Aug 2013
14
1
2
Sep 2013
15
1
1
Oct 2013
14
8
3
Nov 2013
19
0
2
Dec 2013
38
1
1
Jan 2014
11
0
0
Feb 2014
10
0
0
Mar 2014
13
0
0
Apr 2014
43
2
7
May 2014
21
4
5
Jun 2014
6
0
0
Jul 2014
12
0
2
Aug 2014
12
1
1
Sep 2014
37
3
4
Oct 2014
18
4
4
Nov 2014
23
1
2
Dec 2014
13
1
2
Jan 2015
7
0
1
Feb 2015
8
0
1
Mar 2015
15
2
3
Apr 2015
21
1
0
May 2015
14
1
2
Jun 2015
16
4
5
Jul 2015
10
0
3
Aug 2015
4
0
0
Sep 2015
11
2
3
Oct 2015
1
1
1
Nov 2015
14
1
0
Dec 2015
6
0
0
Jan 2016
43
1
2
Feb 2016
6
0
1
Mar 2016
7
2
2
Apr 2016
15
1
2
May 2016
2
0
0
Jun 2016
9
0
0
Jul 2016
12
0
2
Aug 2016
17
0
2
Sep 2016
25
0
4
Oct 2016
27
1
2
Nov 2016
11
1
1
Dec 2016
15
0
0
Jan 2017
12
1
0
Feb 2017
7
0
0
Mar 2017
14
1
2
Apr 2017
19
5
1
May 2017
21
1
1
Jun 2017
10
2
1
Jul 2017
21
0
0
Aug 2017
28
0
2
Sep 2017
151
11
1
Oct 2017
343
51
0
Nov 2017
135
21
1
Dec 2017
106
36
0
Jan 2018
82
25
0
Feb 2018
83
26
1
Mar 2018
58
19
0
Apr 2018
74
21
1
May 2018
57
16
0
Jun 2018
51
22
0
Jul 2018
63
31
0
Aug 2018
39
25
0
Sep 2018
46
30
1
Oct 2018
41
14
1
Nov 2018
36
16
0
Dec 2018
53
20
0
Jan 2019
27
16
0
Feb 2019
38
17
0
Mar 2019
15
0
1
Apr 2019
22
0
0
May 2019
27
8
0
Jun 2019
50
21
0
Jul 2019
29
19
2
Aug 2019
45
19
0
Sep 2019
43
20
0
Oct 2019
32
16
0
Nov 2019
38
18
4
Dec 2019
41
24
0
Jan 2020
39
19
1
Feb 2020
64
19
2
Mar 2020
51
22
2
Apr 2020
41
21
0
May 2020
54
29
2
Jun 2020
52
18
0
Jul 2020
39
19
2
Aug 2020
20
16
0
Sep 2020
76
20
0
Oct 2020
36
16
0
Nov 2020
21
0
0
Dec 2020
76
0
1
Jan 2021
24
4
2
Feb 2021
15
1
1
Mar 2021
31
1
3
Apr 2021
31
0
1
May 2021
8
2
0
Jun 2021
2
0
0
Jul 2021
4
2
0
Aug 2021
10
2
0
Sep 2021
10
5
1
Oct 2021
35
3
0
Nov 2021
33
0
0
Dec 2021
41
1
0
Jan 2022
42
2
0
Feb 2022
37
3
2
Mar 2022
40
3
2
Apr 2022
28
5
3
May 2022
60
1
0
Jun 2022
65
0
0
Jul 2022
25
0
0
Aug 2022
91
3
3
Sep 2022
35
1
1
Oct 2022
42
2
0
Nov 2022
27
3
0
Dec 2022
32
4
5
Jan 2023
16
0
0
Feb 2023
20
0
0
Mar 2023
47
0
2
Apr 2023
53
1
1
May 2023
24
0
0
Jun 2023
36
3
0
Jul 2023
46
1
0
Aug 2023
22
0
0
Sep 2023
43
3
0
Oct 2023
27
2
1
Nov 2023
31
0
0
Dec 2023
39
0
0
Jan 2024
27
1
1
Feb 2024
10
0
0
Mar 2024
14
0
0
Total
6031
1444
580
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