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A\[\frac { 138 }{ \sqrt { \epsilon } } \log { \frac { D }{ d } } \] B\[\frac { 276 }{ \sqrt { \epsilon } } \log { \frac { 2\nu { \left( 1-{ \sigma }^{ 2 } \right) } }{ \left( 1+{ \sigma }^{ 2 } \right) } } \] C\[\] D\[276\log { \frac { 2D }{ d } } \] E\[\frac { 69 }{ \sqrt { \epsilon } } \log { \frac { 4h }{ d } \sqrt { 1+{ \left( \frac { 2h }{ D } \right) }^{ 2 } } } \] F\[\frac { 276 }{ \sqrt { \varepsilon } } \log { \frac { \frac { 2D }{ d } }{ \sqrt { 1+{ \left( \frac { D }{ 2h } \right) }^{ 2 } } } } \] G\[\frac { 138 }{ \sqrt { \varepsilon } } \log { \frac { 4h }{ d } } \] H\[\] I\[\frac { 138 }{ \sqrt { \varepsilon } } \log { \frac { \frac { 2{ D }_{ 2 } }{ d } }{ \sqrt { 1+{ \left( \frac { { D }_{ 1 } }{ { D }_{ 2 } } \right) }^{ 2 } } } } \] J\[377\left( \frac { w }{ l } \right) \] K\[\frac { 173 }{ \sqrt { \varepsilon } } \log { \frac { D }{ 0.933d } } \] L\[\frac { 69 }{ \sqrt { \varepsilon } } \log { \frac { \nu }{ 2{ \sigma }^{ 2 } } \left( 1-{ \sigma }^{ 4 } \right) } \] M\[\] N\[\] O\[\] P\[\] Q\[\] R\[\] S\[\] T\[\] U\[\] W\[\] X\[\] Y\[\]

Note by JohnDonnie Celestre
1 year, 3 months ago

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