augustocsc/1M_NC_V4 · Datasets at Hugging Face

text stringlengths 27 124
<\|startofeq\|> x_1(Csin(x_2 - C) - C) <\|endofeq\|>
<\|startofeq\|> (Cx_1 + C)sin(Cx_1x_2**C) <\|endofeq\|>
<\|startofeq\|> C*x_1 + x_2 - x_3 <\|endofeq\|>
<\|startofeq\|> Cx_2x_3(sqrt(x_1) - Cx_2) <\|endofeq\|>
<\|startofeq\|> C(Cx_1 + x_2 - Cx_3)*C/x_2 <\|endofeq\|>
<\|startofeq\|> C/(x_1*(x_2 - C)) <\|endofeq\|>
<\|startofeq\|> x_1*C + Cx_1 + x_2 <\|endofeq\|>
<\|startofeq\|> C(cos(Csqrt(Cx_1 + C)) + C)*C <\|endofeq\|>
<\|startofeq\|> exp(x_2)*sqrt(tan(x_1))/x_1 <\|endofeq\|>
<\|startofeq\|> x_2 - x_3 + (x_1x_2)*C <\|endofeq\|>
<\|startofeq\|> sin(x_1x_2(x_1 + C)) - C <\|endofeq\|>
<\|startofeq\|> x_1 + exp(C*sqrt(x_2) - x_2) <\|endofeq\|>
<\|startofeq\|> C*x_1 + tan(x_2 + C) + C <\|endofeq\|>
<\|startofeq\|> x_1**C + x_2 <\|endofeq\|>
<\|startofeq\|> x_1(x_2sin(x_1) + C) <\|endofeq\|>
<\|startofeq\|> exp(Cx_1*C) <\|endofeq\|>
<\|startofeq\|> x_1*C(C - x_1) <\|endofeq\|>
<\|startofeq\|> x_3*(x_1 - cos(x_1 + x_2)) <\|endofeq\|>
<\|startofeq\|> (x_1x_3 + x_2)cos(C*x_1) <\|endofeq\|>
<\|startofeq\|> Cx_1x_2 + cos(x_3 + C) <\|endofeq\|>
<\|startofeq\|> (x_1 + C)*(x_2 + C) <\|endofeq\|>
<\|startofeq\|> Csqrt(Csin(Ccos(x_2 - exp(Cx_1))) - C) <\|endofeq\|>
<\|startofeq\|> Cexp(Cx_1**C/x_2) + tan(x_2) - C <\|endofeq\|>
<\|startofeq\|> x_1**C + x_2 + x_3 + C <\|endofeq\|>
<\|startofeq\|> -x_1 + x_2 <\|endofeq\|>
<\|startofeq\|> exp(Cx_1 + Ctan(x_2)) <\|endofeq\|>
<\|startofeq\|> Cx_1(x_1 - exp(x_1))*(x_2 - C) <\|endofeq\|>
<\|startofeq\|> Cx_1(C*x_1 - exp(x_2)) <\|endofeq\|>
<\|startofeq\|> Cx_1x_2**C <\|endofeq\|>
<\|startofeq\|> asin(x_2 + tan(x_1 - C)) <\|endofeq\|>
<\|startofeq\|> Csqrt(x_2)(x_1 + C)*C - Cx_3 <\|endofeq\|>
<\|startofeq\|> log(cos(C*x_1)) + C <\|endofeq\|>
<\|startofeq\|> C(Cx_1 - C)**C <\|endofeq\|>
<\|startofeq\|> x_1*Clog(x_2)**C/C <\|endofeq\|>
<\|startofeq\|> sqrt(log(-exp(x_2) + asin(x_1))) <\|endofeq\|>
<\|startofeq\|> x_1 + x_2**C <\|endofeq\|>
<\|startofeq\|> cos(x_1 - asin(sin(x_1))) <\|endofeq\|>
<\|startofeq\|> sin(tan(tan(x_1*Cx_2**C))) <\|endofeq\|>
<\|startofeq\|> Casin(Cx_1 + asin(x_2)) + C <\|endofeq\|>
<\|startofeq\|> tan(log(x_1*x_2) + C) <\|endofeq\|>
<\|startofeq\|> log(x_1)/x_1**C <\|endofeq\|>
<\|startofeq\|> cos(cos(x_1**C)) <\|endofeq\|>
<\|startofeq\|> (x_1*C + C)(x_2 + C)/x_1**C <\|endofeq\|>
<\|startofeq\|> C/(Cx_1 + C)*C <\|endofeq\|>
<\|startofeq\|> sin(sin(x_1))/(x_1 + x_2)**C <\|endofeq\|>
<\|startofeq\|> x_1*sin(x_2) + x_2 <\|endofeq\|>
<\|startofeq\|> tan(Cx_1sin(C*x_1)) <\|endofeq\|>
<\|startofeq\|> Cx_1 + Csin(x_2) - C <\|endofeq\|>
<\|startofeq\|> x_1 <\|endofeq\|>
<\|startofeq\|> sin(x_1 + C)/tan(sqrt(x_2 + C)) <\|endofeq\|>
<\|startofeq\|> x_1C/x_2C <\|endofeq\|>
<\|startofeq\|> x_1*C + Cx_2 <\|endofeq\|>
<\|startofeq\|> x_2 + cos(sin(sqrt(x_1))**C) <\|endofeq\|>
<\|startofeq\|> asin(x_1/sin(x_2**C)) <\|endofeq\|>
<\|startofeq\|> Cexp(Cx_1 + exp(x_1)) - C <\|endofeq\|>
<\|startofeq\|> x_2(exp(x_1*C) + C) <\|endofeq\|>
<\|startofeq\|> x_1*Cx_2(log(x_1*C) - C) <\|endofeq\|>
<\|startofeq\|> cos(log(x_1**C)) <\|endofeq\|>
<\|startofeq\|> x_3 + asin(x_1 + x_2) <\|endofeq\|>
<\|startofeq\|> x_1**C + x_1 + tan(x_1) + C <\|endofeq\|>
<\|startofeq\|> C*x_1/tan(exp(x_1)) <\|endofeq\|>
<\|startofeq\|> C/(x_1*Clog(x_1)**C) <\|endofeq\|>
<\|startofeq\|> (x_1 + C)/(x_2 - C) <\|endofeq\|>
<\|startofeq\|> Casin(Cx_1) - C <\|endofeq\|>
<\|startofeq\|> sin(Cx_1*C) <\|endofeq\|>
<\|startofeq\|> (x_1 + C)sin(Csqrt(x_1)) <\|endofeq\|>
<\|startofeq\|> (log(x_1) + C)exp(Cx_1)/x_2**C <\|endofeq\|>
<\|startofeq\|> Ccos(x_1 + x_2*C) <\|endofeq\|>
<\|startofeq\|> sin(cos(x_1))**C <\|endofeq\|>
<\|startofeq\|> C*x_1 + cos(x_1 - C) <\|endofeq\|>
<\|startofeq\|> exp(sqrt(x_1) + x_2) + C <\|endofeq\|>
<\|startofeq\|> x_1 - x_3 - tan(C*x_2 + C) <\|endofeq\|>
<\|startofeq\|> log(x_1)**C <\|endofeq\|>
<\|startofeq\|> log(x_2**C) + sin(x_1) <\|endofeq\|>
<\|startofeq\|> sqrt(C - x_1*C)sin(x_1) <\|endofeq\|>
<\|startofeq\|> x_2*C(x_1 + C)*log(x_3) <\|endofeq\|>
<\|startofeq\|> log(C - C*x_1) <\|endofeq\|>
<\|startofeq\|> log(x_1(Cx_2 - C)**C) + C <\|endofeq\|>
<\|startofeq\|> -x_2 + Cexp(Cx_1) - C <\|endofeq\|>
<\|startofeq\|> x_1cos(x_2 + C) - C(Cx_3 + C)*C <\|endofeq\|>
<\|startofeq\|> x_1(cos(Cx_1) + C) <\|endofeq\|>
<\|startofeq\|> Cx_1 + tan(Cx_1)**C <\|endofeq\|>
<\|startofeq\|> sqrt(x_1/log(x_2)) <\|endofeq\|>
<\|startofeq\|> Abs(x_1)/asin(C*x_2) <\|endofeq\|>
<\|startofeq\|> x_2 + (x_1 + C)asin(Cx_1) <\|endofeq\|>
<\|startofeq\|> tan(x_1*x_2/cos(x_1)) <\|endofeq\|>
<\|startofeq\|> tan(log(x_1 - exp(cos(x_1 + C)))) + C <\|endofeq\|>
<\|startofeq\|> tan(x_1*log(x_2)/C) <\|endofeq\|>
<\|startofeq\|> Csin(x_1 + Cx_2 + C*x_3) <\|endofeq\|>
<\|startofeq\|> Cx_3C(Cx_1 + x_2)*C <\|endofeq\|>
<\|startofeq\|> Csqrt(x_3 + Casin(C*x_2)) + asin(x_1) <\|endofeq\|>
<\|startofeq\|> sin(exp(x_1*(x_1 - C))) <\|endofeq\|>
<\|startofeq\|> sin(x_1*Csin(x_2))**C <\|endofeq\|>
<\|startofeq\|> Ccos((tan(x_1) - C)*C) <\|endofeq\|>
<\|startofeq\|> (x_1C/x_2C - x_2)**(C) <\|endofeq\|>
<\|startofeq\|> x_1x_2(x_2**C + C) <\|endofeq\|>
<\|startofeq\|> x_1**C <\|endofeq\|>
<\|startofeq\|> Csin((x_1 + C)*C) <\|endofeq\|>
<\|startofeq\|> x_1*C - Cx_2**C <\|endofeq\|>
<\|startofeq\|> x_1 <\|endofeq\|>

<|startofeq|> x_1*(C*sin(x_2 - C) - C) <|endofeq|>

<|startofeq|> (C*x_1 + C)*sin(C*x_1*x_2**C) <|endofeq|>

<|startofeq|> C*x_1 + x_2 - x_3 <|endofeq|>

<|startofeq|> C*x_2*x_3*(sqrt(x_1) - C*x_2) <|endofeq|>

<|startofeq|> C*(C*x_1 + x_2 - C*x_3)**C/x_2 <|endofeq|>

<|startofeq|> C/(x_1*(x_2 - C)) <|endofeq|>

<|startofeq|> x_1**C + C*x_1 + x_2 <|endofeq|>

<|startofeq|> C*(cos(C*sqrt(C*x_1 + C)) + C)**C <|endofeq|>

<|startofeq|> exp(x_2)*sqrt(tan(x_1))/x_1 <|endofeq|>

<|startofeq|> x_2 - x_3 + (x_1*x_2)**C <|endofeq|>

<|startofeq|> sin(x_1*x_2*(x_1 + C)) - C <|endofeq|>

<|startofeq|> x_1 + exp(C*sqrt(x_2) - x_2) <|endofeq|>

<|startofeq|> C*x_1 + tan(x_2 + C) + C <|endofeq|>

<|startofeq|> x_1**C + x_2 <|endofeq|>

<|startofeq|> x_1*(x_2*sin(x_1) + C) <|endofeq|>

<|startofeq|> exp(C*x_1**C) <|endofeq|>

<|startofeq|> x_1**C*(C - x_1) <|endofeq|>

<|startofeq|> x_3*(x_1 - cos(x_1 + x_2)) <|endofeq|>

<|startofeq|> (x_1*x_3 + x_2)*cos(C*x_1) <|endofeq|>

<|startofeq|> C*x_1*x_2 + cos(x_3 + C) <|endofeq|>

<|startofeq|> (x_1 + C)*(x_2 + C) <|endofeq|>

<|startofeq|> C*sqrt(C*sin(C*cos(x_2 - exp(C*x_1))) - C) <|endofeq|>

<|startofeq|> C*exp(C*x_1**C/x_2) + tan(x_2) - C <|endofeq|>

<|startofeq|> x_1**C + x_2 + x_3 + C <|endofeq|>

<|startofeq|> -x_1 + x_2 <|endofeq|>

<|startofeq|> exp(C*x_1 + C*tan(x_2)) <|endofeq|>

<|startofeq|> C*x_1*(x_1 - exp(x_1))*(x_2 - C) <|endofeq|>

<|startofeq|> C*x_1*(C*x_1 - exp(x_2)) <|endofeq|>

<|startofeq|> C*x_1*x_2**C <|endofeq|>

<|startofeq|> asin(x_2 + tan(x_1 - C)) <|endofeq|>

<|startofeq|> C*sqrt(x_2)*(x_1 + C)**C - C*x_3 <|endofeq|>

<|startofeq|> log(cos(C*x_1)) + C <|endofeq|>

<|startofeq|> C*(C*x_1 - C)**C <|endofeq|>

<|startofeq|> x_1**C*log(x_2)**C/C <|endofeq|>

<|startofeq|> sqrt(log(-exp(x_2) + asin(x_1))) <|endofeq|>

<|startofeq|> x_1 + x_2**C <|endofeq|>

<|startofeq|> cos(x_1 - asin(sin(x_1))) <|endofeq|>

<|startofeq|> sin(tan(tan(x_1**C*x_2**C))) <|endofeq|>

<|startofeq|> C*asin(C*x_1 + asin(x_2)) + C <|endofeq|>

<|startofeq|> tan(log(x_1*x_2) + C) <|endofeq|>

<|startofeq|> log(x_1)/x_1**C <|endofeq|>

<|startofeq|> cos(cos(x_1**C)) <|endofeq|>

<|startofeq|> (x_1**C + C)*(x_2 + C)/x_1**C <|endofeq|>

<|startofeq|> C/(C*x_1 + C)**C <|endofeq|>

<|startofeq|> sin(sin(x_1))/(x_1 + x_2)**C <|endofeq|>

<|startofeq|> x_1*sin(x_2) + x_2 <|endofeq|>

<|startofeq|> tan(C*x_1*sin(C*x_1)) <|endofeq|>

<|startofeq|> C*x_1 + C*sin(x_2) - C <|endofeq|>

<|startofeq|> x_1 <|endofeq|>

<|startofeq|> sin(x_1 + C)/tan(sqrt(x_2 + C)) <|endofeq|>

<|startofeq|> x_1**C/x_2**C <|endofeq|>

<|startofeq|> x_1**C + C*x_2 <|endofeq|>

<|startofeq|> x_2 + cos(sin(sqrt(x_1))**C) <|endofeq|>

<|startofeq|> asin(x_1/sin(x_2**C)) <|endofeq|>

<|startofeq|> C*exp(C*x_1 + exp(x_1)) - C <|endofeq|>

<|startofeq|> x_2*(exp(x_1**C) + C) <|endofeq|>

<|startofeq|> x_1**C*x_2*(log(x_1**C) - C) <|endofeq|>

<|startofeq|> cos(log(x_1**C)) <|endofeq|>

<|startofeq|> x_3 + asin(x_1 + x_2) <|endofeq|>

<|startofeq|> x_1**C + x_1 + tan(x_1) + C <|endofeq|>

<|startofeq|> C*x_1/tan(exp(x_1)) <|endofeq|>

<|startofeq|> C/(x_1**C*log(x_1)**C) <|endofeq|>

<|startofeq|> (x_1 + C)/(x_2 - C) <|endofeq|>

<|startofeq|> C*asin(C*x_1) - C <|endofeq|>

<|startofeq|> sin(C*x_1**C) <|endofeq|>

<|startofeq|> (x_1 + C)*sin(C*sqrt(x_1)) <|endofeq|>

<|startofeq|> (log(x_1) + C)*exp(C*x_1)/x_2**C <|endofeq|>

<|startofeq|> C*cos(x_1 + x_2**C) <|endofeq|>

<|startofeq|> sin(cos(x_1))**C <|endofeq|>

<|startofeq|> C*x_1 + cos(x_1 - C) <|endofeq|>

<|startofeq|> exp(sqrt(x_1) + x_2) + C <|endofeq|>

<|startofeq|> x_1 - x_3 - tan(C*x_2 + C) <|endofeq|>

<|startofeq|> log(x_1)**C <|endofeq|>

<|startofeq|> log(x_2**C) + sin(x_1) <|endofeq|>

<|startofeq|> sqrt(C - x_1**C)*sin(x_1) <|endofeq|>

<|startofeq|> x_2**C*(x_1 + C)*log(x_3) <|endofeq|>

<|startofeq|> log(C - C*x_1) <|endofeq|>

<|startofeq|> log(x_1*(C*x_2 - C)**C) + C <|endofeq|>

<|startofeq|> -x_2 + C*exp(C*x_1) - C <|endofeq|>

<|startofeq|> x_1*cos(x_2 + C) - C*(C*x_3 + C)**C <|endofeq|>

<|startofeq|> x_1*(cos(C*x_1) + C) <|endofeq|>

<|startofeq|> C*x_1 + tan(C*x_1)**C <|endofeq|>

<|startofeq|> sqrt(x_1/log(x_2)) <|endofeq|>

<|startofeq|> Abs(x_1)/asin(C*x_2) <|endofeq|>

<|startofeq|> x_2 + (x_1 + C)*asin(C*x_1) <|endofeq|>

<|startofeq|> tan(x_1*x_2/cos(x_1)) <|endofeq|>

<|startofeq|> tan(log(x_1 - exp(cos(x_1 + C)))) + C <|endofeq|>

<|startofeq|> tan(x_1*log(x_2)/C) <|endofeq|>

<|startofeq|> C*sin(x_1 + C*x_2 + C*x_3) <|endofeq|>

<|startofeq|> C*x_3**C*(C*x_1 + x_2)**C <|endofeq|>

<|startofeq|> C*sqrt(x_3 + C*asin(C*x_2)) + asin(x_1) <|endofeq|>

<|startofeq|> sin(exp(x_1*(x_1 - C))) <|endofeq|>

<|startofeq|> sin(x_1**C*sin(x_2))**C <|endofeq|>

<|startofeq|> C*cos((tan(x_1) - C)**C) <|endofeq|>

<|startofeq|> (x_1**C/x_2**C - x_2)**(C) <|endofeq|>

<|startofeq|> x_1*x_2*(x_2**C + C) <|endofeq|>

<|startofeq|> x_1**C <|endofeq|>

<|startofeq|> C*sin((x_1 + C)**C) <|endofeq|>

<|startofeq|> x_1**C - C*x_2**C <|endofeq|>

<|startofeq|> x_1 <|endofeq|>