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ʲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (ʲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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ϲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (ϲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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ʲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (ʲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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-Ѳ Ͳòί Ҳ (-Ѳ ) |
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Ѳ |
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-Ѳ ̲Ͳֲ Ͳòί Ҳ (-Ѳ ̲Ͳֲ) |
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IJ -Ѳί ̲ί Ͳòί Ҳ ( -Ѳί ̲ί Ͳòί Ҳ) |
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²IJ -Ѳί ̲ί Ͳòί Ҳ (²IJ -Ѳί ̲ί ) |
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ʲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (ʲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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²IJ ², , IJ ί ί (²IJ ², , IJ ) |
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̲Ѳ Ͳòί Ҳ ( ) |
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˲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (˲ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ ( Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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˲ò Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (˲ò Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ ( Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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̲Ѳ Ͳòί Ҳ ( ) |
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' Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (' Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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˲ ֲ , Ѳ' ֲ -Ѳί ̲ί Ͳòί Ҳ ( -Ѳί ̲ί ) |
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-Ѳ ̲ Ͳòί Ҳ (-Ѳ ̲ ) |
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Ҳ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ (Ҳ Ѳ ̲Ѳ -Ѳ Ͳòί Ҳ) |
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