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<|startofeq|> x_1 + x_2*tan(x_1) + C <|endofeq|> |
<|startofeq|> x_2 + exp(x_1) + cos(x_1) <|endofeq|> |
<|startofeq|> cos(sin(x_1))/x_1 <|endofeq|> |
<|startofeq|> C*x_1 + (x_1 + exp(C*x_1))**C <|endofeq|> |
<|startofeq|> C*x_1 + exp(x_1 + x_2) <|endofeq|> |
<|startofeq|> cos(tan(sqrt(x_1/x_2))) <|endofeq|> |
<|startofeq|> (C*x_1 + C)/(x_1 + exp(x_2)) <|endofeq|> |
<|startofeq|> (C*x_1 + cos(x_1 + x_2**C + C))**C <|endofeq|> |
<|startofeq|> C*x_1*sin(x_1 - C) <|endofeq|> |
<|startofeq|> x_1*(x_1*(x_1 + C) + x_2)/(x_1 + C) <|endofeq|> |
<|startofeq|> C*sin(C*x_1) - C <|endofeq|> |
<|startofeq|> C*(x_1 + C*cos(x_1) - C)**C <|endofeq|> |
<|startofeq|> x_1 + x_3*cos(x_2) <|endofeq|> |
<|startofeq|> sqrt(sin(asin(C*x_1 - C)**C)) <|endofeq|> |
<|startofeq|> (x_1 + (C*x_1 + C)*(log(x_2) + C))/(log(x_2) + C) <|endofeq|> |
<|startofeq|> C*exp(tan(x_1*x_2)) <|endofeq|> |
<|startofeq|> C*x_1 - x_2*tan(x_1) + C <|endofeq|> |
<|startofeq|> x_1 + cos(C*x_1 + x_2) + C <|endofeq|> |
<|startofeq|> sin(x_1)**C*cos(x_1**C) <|endofeq|> |
<|startofeq|> x_1/(x_1**C + x_2) <|endofeq|> |
<|startofeq|> x_1/asin(sin(sin(x_2) + C)**C) <|endofeq|> |
<|startofeq|> C*x_1 + x_2**C - x_2 <|endofeq|> |
<|startofeq|> (x_1 + C)/((x_1 + sqrt(x_1 + C))*(x_2 + C)) <|endofeq|> |
<|startofeq|> cos(tan(x_1 + x_2*x_3)) <|endofeq|> |
<|startofeq|> x_1*(x_1 + exp(C*x_1)) <|endofeq|> |
<|startofeq|> x_1*(C*x_1 + log(x_1) - C) <|endofeq|> |
<|startofeq|> x_1 + x_2 <|endofeq|> |
<|startofeq|> x_1/(C*x_2 + cos(C*x_3) + C) <|endofeq|> |
<|startofeq|> C + C*asin(x_2)/x_1 <|endofeq|> |
<|startofeq|> C*x_1*exp(x_1 + (x_1 + C)**C) <|endofeq|> |
<|startofeq|> x_3*(x_2 + log(x_1) - C) <|endofeq|> |
<|startofeq|> cos(C*x_1**C) - C <|endofeq|> |
<|startofeq|> log(x_1) - C <|endofeq|> |
<|startofeq|> C*sqrt(x_1)*sin(x_2)/(log(x_3) - C) <|endofeq|> |
<|startofeq|> (x_1 - C)/(C*x_1 + log(x_2) + C) <|endofeq|> |
<|startofeq|> x_1 + C*(C*x_1 + C)**C <|endofeq|> |
<|startofeq|> sqrt(log(cos(C*sin(cos(x_1 + C))))) <|endofeq|> |
<|startofeq|> log(C/(C*x_1 + C)**C) <|endofeq|> |
<|startofeq|> x_1**C/log(x_1) <|endofeq|> |
<|startofeq|> x_1*x_2**C <|endofeq|> |
<|startofeq|> C*cos(C*x_1)*asin(x_2 + C) <|endofeq|> |
<|startofeq|> x_1 + sin(x_2)/cos(x_1) <|endofeq|> |
<|startofeq|> x_1**C*sin(x_1 - C) <|endofeq|> |
<|startofeq|> log(x_1**C*x_2) <|endofeq|> |
<|startofeq|> C*sqrt(C*x_1*x_3 + x_1 + C*x_2 + C) <|endofeq|> |
<|startofeq|> C*cos(x_2**C*log(C*x_1 - C)) <|endofeq|> |
<|startofeq|> (x_1 - C)*(x_1 + x_2 + cos(x_1 + C) - C) <|endofeq|> |
<|startofeq|> x_1*x_3/asin(x_2**C) <|endofeq|> |
<|startofeq|> tan((x_1 - C)**(C/C))/(x_1*x_2) <|endofeq|> |
<|startofeq|> tan(x_1*x_2**C*x_3) <|endofeq|> |
<|startofeq|> C*x_1 + x_2**C + C <|endofeq|> |
<|startofeq|> x_1/asin(x_1) + x_2 <|endofeq|> |
<|startofeq|> (C/(sin(C*x_1) - C))**C*Abs(x_1) <|endofeq|> |
<|startofeq|> C*tan(sin(x_1)/x_1**C) <|endofeq|> |
<|startofeq|> x_1*(log(sin(x_1)) + C) <|endofeq|> |
<|startofeq|> asin(x_1 + tan(x_1**(C/C)) - C) <|endofeq|> |
<|startofeq|> x_1**C/tan(x_1) <|endofeq|> |
<|startofeq|> x_1*(log(x_2**C*tan(x_2)) + C) <|endofeq|> |
<|startofeq|> C*(C*x_1 + C)**C + tan(x_1 + C) <|endofeq|> |
<|startofeq|> C*x_1 + x_2 <|endofeq|> |
<|startofeq|> x_1**C*(C*x_2 + C) <|endofeq|> |
<|startofeq|> sqrt(sqrt(cos(x_1))/x_2) <|endofeq|> |
<|startofeq|> x_1*(x_1*x_2 + x_1 - C) <|endofeq|> |
<|startofeq|> tan(exp(x_1**C)) <|endofeq|> |
<|startofeq|> C*sqrt(C*x_1 + cos(x_2 + C)) <|endofeq|> |
<|startofeq|> x_1**C/tan(x_1*sin(x_2 + C))**C <|endofeq|> |
<|startofeq|> (x_1 - C)*exp(x_2*(C*x_1 - C)) <|endofeq|> |
<|startofeq|> x_1**C/x_2**C <|endofeq|> |
<|startofeq|> sqrt(x_3*log(x_1 - x_2)) <|endofeq|> |
<|startofeq|> -x_1**C + (x_2 - C)*cos(x_1) <|endofeq|> |
<|startofeq|> x_2*(x_1 - C) + x_3 + tan(x_2 + C) <|endofeq|> |
<|startofeq|> tan(x_1**C) <|endofeq|> |
<|startofeq|> -x_2 + asin(C*asin(x_1))/x_2 <|endofeq|> |
<|startofeq|> (C*x_1 - C)*exp(-x_2*(x_1 + C)**C) <|endofeq|> |
<|startofeq|> log((x_1 - C)*(C*x_2 + C*x_3)) <|endofeq|> |
<|startofeq|> sin(x_2*sin(C*x_1)) <|endofeq|> |
<|startofeq|> (x_1**C - x_2 - C)**C <|endofeq|> |
<|startofeq|> (x_1*asin(x_2) + x_3)**C <|endofeq|> |
<|startofeq|> x_3 + C*sqrt(C*x_1 - C*x_2 + C*x_3 + C) <|endofeq|> |
<|startofeq|> (x_1 + tan(x_1 - C))*tan(C*x_1) <|endofeq|> |
<|startofeq|> x_1**C - sin(tan(x_2)) + C <|endofeq|> |
<|startofeq|> -x_3 + sqrt(C*x_1 + x_2) <|endofeq|> |
<|startofeq|> C*x_1 - C <|endofeq|> |
<|startofeq|> x_1*tan(cos(x_2)) <|endofeq|> |
<|startofeq|> exp(cos(x_1 + C)*tan(x_1 + C)) <|endofeq|> |
<|startofeq|> C*x_1**C - C*x_2 <|endofeq|> |
<|startofeq|> C*x_2 + exp(sqrt(log(x_1))) <|endofeq|> |
<|startofeq|> tan((x_1 - C)*cos(C*x_1 + x_2)) <|endofeq|> |
<|startofeq|> x_1 + x_3**C*(C - x_2) - C <|endofeq|> |
<|startofeq|> (x_1 - C)**C <|endofeq|> |
<|startofeq|> x_1 + exp(x_1**C) <|endofeq|> |
<|startofeq|> C*asin(sqrt(x_1) + x_2*(x_1 - C)) <|endofeq|> |
<|startofeq|> x_2*sin(cos(x_1)) <|endofeq|> |
<|startofeq|> x_1*x_2*sqrt(asin(x_3)**C) <|endofeq|> |
<|startofeq|> x_1**C*(x_2 + C) <|endofeq|> |
<|startofeq|> x_1 + log(tan(tan(x_1 + x_2))) <|endofeq|> |
<|startofeq|> x_1 - x_2**C*(C*x_1 + C) - x_2 <|endofeq|> |
<|startofeq|> x_1 - C*x_2 + cos(x_3) <|endofeq|> |
<|startofeq|> (tan(x_1 + C*x_2) - C)**C/x_1**C <|endofeq|> |
<|startofeq|> C*x_1/x_2**C <|endofeq|> |
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