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\begin{flalign*}
{\rm Minimize}  &&  Z^1 &= (750,800,850)x_1\oplus (48,50,55) x_2\oplus \cdots &\\ 
&&&\oplus (1900,2000,2100)x_{29}\oplus (220,230,240)x_{30}  &\\
{\rm Minimize} &&  Z^2 &= (0.1, 0.2,0.3) x_1\oplus (2.3,3.3,4.3)x_2\oplus \cdots \oplus  (0,0,0)x_{29} \oplus (0,0,0)x_{30} &\\
{\rm subject \ to} && &
(95,97,98)x_1\oplus(262,266,267)x_2 \oplus \cdots \oplus  (300,304,306)x_{29}&\\
&&& \oplus (385,387,390)x_{30} \geq (1800,1900,2000).  &\\
&&& (21.1,21.1,22)x_1\oplus (48,50.2,52)x_2\oplus \cdots &\\
&&&\oplus  (0,0,0)x_{29} \oplus(99,100,101)  x_{30} \geq (190,195,200).  &\\
&&&\ \ \ \ \ \vdots  \\
&&& (8,10,12) x_1\oplus (98,100,102)x_2 \oplus \cdots &\\
&&&\oplus (0.3,0.5,0.6)x_{29}\oplus(0,0,0)x_{30} \geq (3400,3500,3600). &
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