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ί ί ² - Ͳ ϲ ί Ѳί вί ² ²ί Ҳ ( - . . ϲ) |
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˲ òDz Ͳ IJί Ѳί ² ²ί Ҳ (˲ òDz . IJί Ѳί ) |
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˲ Ͳ ò ʲ IJί Ѳί ² ²ί Ҳ ( ˲ . .ʲ IJί Ѳί ) |
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ʲί ² . ̲ Ҳί ̲ί ²ί Ҳ ( . ̲ Ҳί ̲ί ) |
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, , ( ) |
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ϲֲ ˲ ²ί ̲ί (ϲֲ ˲) |
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ί ί ² - Ͳ -²ʲ ί Ѳί вί ² ²ί Ҳ ( - Ͳ . -²ʲ) |
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̲ʲ ˲ Ҳί ̲ί ² ²ί Ҳ (̲ʲ ˲ Ҳί ̲ί ) |
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ί ί ² - Ͳ . ײ ײί ί ² ²ί Ҳ ( - Ͳ . ײ) |
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ί ί ² - Ͳ ʲί Ѳί ² ²ί Ҳ ( - .) |
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ײ òDz ²ί ̲ί (ײ òDz) |
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ί ί ² - Ͳ ʲί ² . ײ ײί ί ² ²ί Ҳ ( - Ͳ . ײ) |
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ί Ѳί ²ί Ҳ, ί ί ² - Ͳ - ʲί ², - ( - Ͳ - ) |
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ʲί ² ϲ ί Ѳί вί ² ²ί Ҳ ( .ϲ) |
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ʲί ² ί Ѳί вί ² ²ί Ҳ ( .) |
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ʲί ² (-) . IJί Ѳί ² ²ί Ҳ ( . ) |
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ί ί ² - Ͳ . . ί Ѳί ²ί Ҳ ( - Ͳ . . ) |
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ί ί ² - Ͳ ί Ѳί вί ² ²ί Ҳ ( - . . ) |
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ί ί ² - Ͳ ˲ ί Ѳί вί ² ²ί Ҳ ( - . . ˲) |
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.ײ ײί ί ² ²ί Ҳ, , ʲί ² ( . ײ) |
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