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LaTeX Math Block
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G^{\uparrow}_{t,k} = \frac{\left[  (R_O -  C^{\uparrow}_{O,k}) + (R_G - C^{\uparrow}_{G,k}) \cdot  Y_{g,k} \right]  \cdot (1- Y_{w,k}) 
- C^{\uparrow}_{L,k} \cdot q^{\uparrow}_{L, k} - C^{\uparrow}_{W,k} \cdot Y_{w,k} }
{B_{w,k} Y_{w,k} + \left[ (B_{o,k} - R_{s,k} B_{g,k}) + (B_{g,k} - R_{v,k} B_{o,k}) \, Y_{g,k} \right] \cdot (1-Y_{w,k})}

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LaTeX Math Inline
bodyB_{w,k} = B_w(p_{wf,k}(t))

Water formation volume factor (Bw) for 

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bodyp_{wf,k}(t)

Bottomhole pressure in 

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bodyY_{w,k} = q_{W,k} / q_{L,k}

production watercut Yw in 

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bodyB_{o,k} = B_o(p_{wf,k}(t))

Oil formation volume factor (Bo) for 

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bodyk
-th well

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bodyR_{s,k} = R_s(p_{wf,k}(t))

 Solution GOR Rs in 

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bodyk
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bodyY_{g,k} = q_{G,k} / q_{O,k}

Production Gas-Oil Ratio Yg in 

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bodyk
-th well

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bodyB_{g,k} = B_g(p_{wf,k}(t))

Gas formation volume factor (Bg) for 

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bodyk
-th well

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bodyR_{v,k} = R_v(p_{wf,k}(t))

 Vaporized Oil Ratio Rv in 

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bodyk
-th well



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