Submitted:
19 March 2024
Posted:
22 March 2024
You are already at the latest version
Abstract
Keywords:
1. Introduction
1.1. Push-Up Method
1.2. Push-Down Method
1.3. Minus Lens
2. Methods



| Donder’s Amplitude of accommodation chart | |
| Age | Nomral Amplitude of Accommodation |
| 5 | 15D |
| 10 | 12.50D |
| 20 | 9.75D |
| 30 | 7.25D |
| 40 | 4D |
| 50 | 2.5D |
| 60 | 1.25D |
| 70 | 0.50D |
| 75 | 0.00D |
| Hofstetter’s Amplitude of Accommodation equation | |
| Max | expected 25 - (0.4 x Age) |
| Normal | 18 - (0.3 x Age) |
| Minimum | expected 15 - (0.25 x Age) |
3. Statistic Analysis
| Sample size | 41 |
| Lowest value | 3,2500 |
| Highest value | 9,7500 |
| Arithmetic mean | 6,7439 |
| 95% CI for the mean | 6,2994 to 7,1884 |
| Median | 6,7500 |
| 95% CI for the median | 6,4404 to 7,2500 |
| Variance | 1,9828 |
| Standard deviation | 1,4081 |
| Relative standard deviation | 0,2088 (20,88%) |
| Standard error of the mean | 0,2199 |
| Coefficient of Skewness | -0,1409 (P=0,6881) |
| Coefficient of Kurtosis | 0,09811 (P=0,7134) |
| D’Agostino-Pearson test for Normal distribution |
accept Normality (P=0,8624) |

| Sample size | 19 |
| Lowest value | 3,2500 |
| Highest value | 8,7500 |
| Arithmetic mean | 6,2368 |
| 95% CI for the mean | 5,5812 to 6,8925 |
| Median | 6,7500 |
| 95% CI for the median | 5,2500 to 7,0545 |
| Variance | 1,8505 |
| Standard deviation | 1,3603 |
| Relative standard deviation | 0,2181 (21,81%) |
| Standard error of the mean | 0,3121 |
| Coefficient of Skewness | -0,4906 (P=0,3288) |
| Coefficient of Kurtosis | 0,001913 (P=0,8147) |
| D’Agostino-Pearson test for Normal distribution |
accept Normality (P=0,6039 |


4. Results
| Sample size | 22 |
| Lowest value | 5,0000 |
| Highest value | 9,7500 |
| Arithmetic mean | 7,1818 |
| 95% CI for the mean | 6,5941 to 7,7695 |
| Median | 7,1250 |
| 95% CI for the median | 6,4766 to 8,0117 |
| Variance | 1,7570 |
| Standard deviation | 1,3255 |
| Relative standard deviation | 0,1846 (18,46%) |
| Standard error of the mean | 0,2826 |
| Coefficient of Skewness | 0,1741 (P=0,7069) |
| Coefficient of Kurtosis | -0,5226 (P=0,6447) |
| D’Agostino-Pearson test for Normal distribution |
accept Normality (P=0,8378 |
| Myopes | Amplitude of accommodation |
| Normal amplitude of accommodation | 9 |
| Borderline amplitude of accommodation | 4 |
| Low amplitude of accommodation | 19 |
| 32 |
| Hyperopes | Amplitude of accommodation |
| Normal amplitude of accommodation | 0 |
| Borderline amplitude of accommodation | 0 |
| Low amplitude of accommodation | 2 |
| 2 |
| Emmetropes | Amplitude of accommodation |
| Normal amplitude of accommodation | 1 |
| Borderline amplitude of accommodation | 4 |
| Low amplitude of accommodation | 2 |
| 7 |
| Amplitude of accommodation & Gender | ||
| Amplitude of accommodation | Women | Men |
| Normal | 8 | 2 |
| Borderline | 3 | 5 |
| Low | 11 | 12 |
| 22 | 19 | |
| Deviation of amplitude of accommodation monocular - binocular | |
| Deviation of monocular amplitude of accommodation from binocular range greater than 0.5D (at least one eye) |
17 |
| Deviation less than 0.5D | 24 |
| 41 | |
| Identification between binocular range and monocular accommodation range | |
| Binocular amplitude of accommodation > monocular amplitude of accommodation | 19 |
| Binocular amplitude of accommodation = Monocular amplitude of accommodation | 0 |
| Binocular amplitude of accommodation = greater than monocular amplitude of accommodation | 6 |
| Binocular amplitude of accommodation = least monocular amplitude of accommodation | 1 |
| Binocular amplitude of accommodation between two monocular amplitude of accommodation | 7 |
| Binocular amplitude of accommodation < monocular amplitude of accommodation | 8 |
| 41 | |
5. Conclusions
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