0	1	""	"Infinity"
"<|0 -> <|{{SubPlus[0]}, {SubPlus[1]}, {SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[, , , , , , ]]], {{SubPlus[0]}, {SubMinus[1]}, {SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*HeunG[,  - ( - 1)**,  -  + 1,  -  + 1, , 2 - , ]]], {{SubPlus[0]}, {SubPlus[1]}, {SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - /)^( +  -  - )*HeunG[,  - *( +  -  - ),  +  - ,  +  - , , , ]]], {{SubPlus[0]}, {SubMinus[1]}, {SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*(1 - /)^( +  -  - )*HeunG[,  - *(( - 1)* +  +  -  - ),  -  + 1,  -  + 1, , 2 - , ]]], {{SubPlus[0]}, {SubPlus[1], SubPlus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), (** - )/( - 1), ,  -  + 1, ,  -  + 1, /( - 1)]/(1 - )^]], {{SubPlus[0]}, {SubMinus[1], SubMinus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), (** - )/( - 1),  -  + 1, , ,  -  + 1, /( - 1)]/(1 - )^]], {{SubPlus[0]}, {SubMinus[1], SubPlus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[(1 - )^( -  - )*(1 - /)^( +  -  - )*HeunG[/( - 1), ((-)*(( -  - )* +  +  -  - ) - )/( - 1),  -  + 1,  +  - , ,  -  + 1, /( - 1)]]], {{SubPlus[0]}, {SubPlus[1], SubMinus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[(1 - )^( -  - )*(1 - /)^( +  -  - )*HeunG[/( - 1), ((-)*(( -  - )* +  +  -  - ) - )/( - 1),  -  + 1,  +  - , ,  -  + 1, /( - 1)]]], {{SubPlus[0]}, {SubPlus[1], SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, /, , , ,  +  + 1 -  - , /]]], {{SubPlus[0]}, {SubPlus[1], SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - /)^( +  -  - )*HeunG[1/, ( - *( +  -  - ))/,  +  - ,  +  - , ,  +  + 1 -  - , /]]], {{SubPlus[0]}, {SubMinus[1], SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*HeunG[1/, ( - **( - 1))/,  -  + 1,  -  + 1, ,  +  + 1 -  - , /]]], {{SubPlus[0]}, {SubMinus[1], SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*(1 - /)^( +  -  - )*HeunG[1/, ( - *(( - 1)* +  +  -  - ))/,  -  + 1,  -  + 1, ,  +  + 1 -  - , /]]], {{SubPlus[0]}, {SubPlus[1], SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( - *)/( - 1), ,  +  - , ,  -  + 1, /( - )]/(1 - /)^]], {{SubPlus[0]}, {SubPlus[1], SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( - *)/( - 1),  +  - , , ,  -  + 1, /( - )]/(1 - /)^]], {{SubPlus[0]}, {SubMinus[1], SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*(1 - /)^( -  - 1)*HeunG[1/(1 - ), ( - *(( - 1)* +  -  + 1))/( - 1),  -  + 1,  -  + 1, ,  -  + 1, /( - )]]], {{SubPlus[0]}, {SubMinus[1], SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*(1 - /)^( -  - 1)*HeunG[1/(1 - ), ( - *(( - 1)* +  -  + 1))/( - 1),  -  + 1,  -  + 1, ,  -  + 1, /( - )]]], {{SubPlus[0]}, {SubPlus[1]}, {SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , * - , ,  +  - , , , ((1 - )*)/( - )]/(1 - /)^]], {{SubPlus[0]}, {SubMinus[1]}, {SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*(1 - /)^( -  - 1)*HeunG[1 - , *(( - 1)* +  -  + 1) - ,  -  + 1,  -  + 1, , 2 - , ((1 - )*)/( - )]]], {{SubPlus[0]}, {SubPlus[1]}, {SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , * - ,  +  - , , , , ((1 - )*)/( - )]/(1 - /)^]], {{SubPlus[0]}, {SubMinus[1]}, {SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(1 - )^(1 - )*(1 - /)^( -  - 1)*HeunG[1 - , *(( - 1)* +  -  + 1) - ,  -  + 1,  -  + 1, , 2 - , ((1 - )*)/( - )]]], {{SubPlus[0]}, {SubPlus[1], SubPlus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, (** - )/, ,  -  + 1, ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]/(1 - )^]], {{SubPlus[0]}, {SubMinus[1], SubPlus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[(1 - )^( -  - )*(1 - /)^( +  -  - )*HeunG[( - 1)/, ((-)*(( -  - )* +  +  -  - ) - )/,  -  + 1,  +  - , ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]]], {{SubPlus[0]}, {SubMinus[1], SubMinus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, (** - )/,  -  + 1, , ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]/(1 - )^]], {{SubPlus[0]}, {SubPlus[1], SubMinus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[(1 - )^( -  - )*(1 - /)^( +  -  - )*HeunG[( - 1)/, ((-)*(( -  - )* +  +  -  - ) - )/,  +  - ,  -  + 1, ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]]]|>, 1 -  -> <|{{SubMinus[0]}, {SubPlus[1]}, {SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*HeunG[,  - ( - 1)*(* +  +  + 1 -  - ),  -  + 1,  -  + 1, 2 - , , ]]], {{SubMinus[0]}, {SubMinus[1]}, {SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*HeunG[,  - *( +  - 2) - ( - 1)*( +  + 1 -  - ),  -  -  + 2,  -  -  + 2, 2 - , 2 - , ]]], {{SubMinus[0]}, {SubPlus[1]}, {SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - /)^( +  -  - )*HeunG[,  - **( - 1) -  -  +  + 1,  -  + 1,  -  + 1, 2 - , , ]]], {{SubMinus[0]}, {SubMinus[1]}, {SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*(1 - /)^( +  -  - )*HeunG[,  - *( +  - 2) -  -  +  + 1, 2 - , 2 - , 2 - , 2 - , ]]], {{SubMinus[0]}, {SubMinus[1], SubPlus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*HeunG[/( - 1), (( - 1)*( +  + 1 -  - ) - *(( - 1)*(2* -  -  + 2) - *) - )/( - 1),  -  -  + 2,  -  + 1, 2 - ,  -  + 1, /( - 1)]]], {{SubMinus[0]}, {SubPlus[1], SubMinus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*HeunG[/( - 1), (( - 1)*( +  + 1 -  - ) - *(( - 1)*(2* -  -  + 2) - *) - )/( - 1),  -  + 1,  -  -  + 2, 2 - ,  -  + 1, /( - 1)]]], {{SubMinus[0]}, {SubPlus[1], SubPlus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*(1 - /)^( +  -  - )*HeunG[/( - 1), (*(* - 2* -  +  + 2) +  +  -  - 1 - )/( - 1),  -  + 1, 2 - , 2 - ,  -  + 1, /( - 1)]]], {{SubMinus[0]}, {SubMinus[1], SubMinus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*(1 - /)^( +  -  - )*HeunG[/( - 1), (*(* - 2* -  +  + 2) +  +  -  - 1 - )/( - 1), 2 - ,  -  + 1, 2 - ,  -  + 1, /( - 1)]]], {{SubMinus[0]}, {SubPlus[1], SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*HeunG[1/, ( - ( - 1)*(* +  +  + 1 -  - ))/,  -  + 1,  -  + 1, 2 - ,  +  + 1 -  - , /]]], {{SubMinus[0]}, {SubPlus[1], SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - /)^( +  -  - )*HeunG[1/, ( - ( - 1)** -  -  +  + 1)/,  -  + 1,  -  + 1, 2 - ,  +  + 1 -  - , /]]], {{SubMinus[0]}, {SubMinus[1], SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*HeunG[1/, ( - ( +  - 2)* - ( - 1)*( +  + 1 -  - ))/,  -  -  + 2,  -  -  + 2, 2 - ,  +  + 1 -  - , /]]], {{SubMinus[0]}, {SubMinus[1], SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*(1 - /)^( +  -  - )*HeunG[1/, ( - *( +  - 2) -  -  +  + 1)/, 2 - , 2 - , 2 - ,  +  + 1 -  - , /]]], {{SubMinus[0]}, {SubPlus[1], SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - /)^( -  - 1)*HeunG[1/(1 - ), ( - ( - 1)** + ( - 1)*( -  +  + 1) - *)/( - 1),  -  + 1,  -  + 1, 2 - ,  -  + 1, /( - )]]], {{SubMinus[0]}, {SubPlus[1], SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - /)^( -  - 1)*HeunG[1/(1 - ), ( - ( - 1)** + ( - 1)*( -  +  + 1) - *)/( - 1),  -  + 1,  -  + 1, 2 - ,  -  + 1, /( - )]]], {{SubMinus[0]}, {SubMinus[1], SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*(1 - /)^( +  -  - 2)*HeunG[1/(1 - ), ( - *( +  - 2) -  - * +  + 2* +  - 3)/( - 1),  -  -  + 2, 2 - , 2 - ,  -  + 1, /( - )]]], {{SubMinus[0]}, {SubMinus[1], SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*(1 - /)^( +  -  - 2)*HeunG[1/(1 - ), ( - *( +  - 2) -  - * +  + 2* +  - 3)/( - 1),  -  -  + 2, 2 - , 2 - ,  -  + 1, /( - )]]], {{SubMinus[0]}, {SubPlus[1]}, {SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - /)^( -  - 1)*HeunG[1 - , **( - 1) - ( - 1)*( -  +  + 1) + * - ,  -  + 1,  -  + 1, 2 - , , ((1 - )*)/( - )]]], {{SubMinus[0]}, {SubMinus[1]}, {SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*(1 - /)^( +  -  - 2)*HeunG[1 - , *( +  - 2) +  + * -  - 2* -  + 3 - ,  -  -  + 2, 2 - , 2 - , 2 - , ((1 - )*)/( - )]]], {{SubMinus[0]}, {SubPlus[1]}, {SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - /)^( -  - 1)*HeunG[1 - , **( - 1) - ( - 1)*( -  +  + 1) + * - ,  -  + 1,  -  + 1, 2 - , , ((1 - )*)/( - )]]], {{SubMinus[0]}, {SubMinus[1]}, {SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^(1 - )*(1 - /)^( +  -  - 2)*HeunG[1 - , *( +  - 2) +  + * -  - 2* -  + 3 - , 2 - ,  -  -  + 2, 2 - , 2 - , ((1 - )*)/( - )]]], {{SubMinus[0]}, {SubMinus[1], SubPlus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*HeunG[( - 1)/, (( - 1)*( +  + 1 -  - ) - *(( - 1)*(2* -  -  + 2) - *) - )/,  -  -  + 2,  -  + 1, 2 - ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]]], {{SubMinus[0]}, {SubPlus[1], SubPlus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*(1 - /)^( +  -  - )*HeunG[( - 1)/, (*(* - 2* -  +  + 2) +  +  -  - 1 - )/,  -  + 1, 2 - , 2 - ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]]], {{SubMinus[0]}, {SubPlus[1], SubMinus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*HeunG[( - 1)/, (( - 1)*( +  + 1 -  - ) - *(( - 1)*(2* -  -  + 2) - *) - )/,  -  + 1,  -  -  + 2, 2 - ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]]], {{SubMinus[0]}, {SubMinus[1], SubMinus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(1 - )^( -  - 1)*(1 - /)^( +  -  - )*HeunG[( - 1)/, (*(* - 2* -  +  + 2) +  +  -  - 1 - )/, 2 - ,  -  + 1, 2 - ,  +  + 1 -  - , (( - 1)*)/(*( - 1))]]]|>|>"	"<|0 -> <|{{SubPlus[1], SubPlus[0]}, {SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , * - , , , , , 1 - ]]], {{SubPlus[1], SubMinus[0]}, {SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*HeunG[1 - , **( - 1) + * - * +  - ,  -  + 1,  -  + 1, , 2 - , 1 - ]]], {{SubPlus[1], SubPlus[0]}, {SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - )/(1 - ))^( +  -  - )*HeunG[1 - , * - *( +  -  - ) - ,  +  - ,  +  - , , , 1 - ]]], {{SubPlus[1], SubMinus[0]}, {SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[1 - , **( - 1) - *( +  -  - 1) + * - ,  -  + 1,  -  + 1, , 2 - , 1 - ]]], {{SubPlus[1], SubPlus[0], SubPlus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, (*(* +  - ) - )/, ,  -  + 1, ,  -  + 1, ( - 1)/]/^]], {{SubPlus[1], SubMinus[0], SubMinus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, (*(* +  - ) - )/, ,  -  + 1, ,  -  + 1, ( - 1)/]/^]], {{SubPlus[1], SubMinus[0], SubPlus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*(( - )/(1 - ))^( +  -  - )*HeunG[( - 1)/, (*( - ) - **( -  - ) - )/,  -  + 1,  +  - , ,  -  + 1, ( - 1)/]]], {{SubPlus[1], SubPlus[0], SubMinus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*(( - )/(1 - ))^( +  -  - )*HeunG[( - 1)/, (*( - ) - **( -  - ) - )/,  -  + 1,  +  - , ,  -  + 1, ( - 1)/]]], {{SubPlus[1], SubPlus[0], SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, ( - *( - ))/, ,  +  - , ,  -  + 1, ( - 1)/( - )]/(( - )/(1 - ))^]], {{SubPlus[1], SubPlus[0], SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, ( - *( - ))/,  +  - , , ,  -  + 1, ( - 1)/( - )]/(( - )/(1 - ))^]], {{SubPlus[1], SubMinus[0], SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[1/, ( - **( - 1) - *( - ))/,  -  + 1,  -  + 1, ,  -  + 1, ( - 1)/( - )]]], {{SubPlus[1], SubMinus[0], SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[1/, ( - **( - 1) - *( - ))/,  -  + 1,  -  + 1, ,  -  + 1, ( - 1)/( - )]]], {{SubPlus[1], SubPlus[0], SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( - *)/( - 1), , , ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[1], SubPlus[0], SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - )/(1 - ))^( +  -  - )*HeunG[1/(1 - ), ( + *( +  -  - ) - *)/( - 1),  +  - ,  +  - , ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[1], SubMinus[0], SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*HeunG[1/(1 - ), ( - **( - 1) - * + * - )/( - 1),  -  + 1,  -  + 1, ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[1], SubMinus[0], SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[1/(1 - ), ( - **( - 1) + *( +  -  - 1) - *)/( - 1),  -  + 1,  -  + 1, ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[1], SubPlus[0]}, {SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[,  - *( - ), ,  +  - , , , (*( - 1))/( - )]/(( - )/(1 - ))^]], {{SubPlus[1], SubMinus[0]}, {SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[,  - **( - 1) - *( - ),  -  + 1,  -  + 1, , 2 - , (*( - 1))/( - )]]], {{SubPlus[1], SubPlus[0]}, {SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[,  - *( - ),  +  - , , , , (*( - 1))/( - )]/(( - )/(1 - ))^]], {{SubPlus[1], SubMinus[0]}, {SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[,  - **( - 1) - *( - ),  -  + 1,  -  + 1, , 2 - , (*( - 1))/( - )]]], {{SubPlus[1], SubPlus[0], SubPlus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), (*(* +  - ) - )/( - 1), ,  -  + 1, ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]/^]], {{SubPlus[1], SubMinus[0], SubPlus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*(( - )/(1 - ))^( +  -  - )*HeunG[/( - 1), (*( - ) - **( -  - ) - )/( - 1),  -  + 1,  +  - , ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]]], {{SubPlus[1], SubMinus[0], SubMinus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), (*(* +  - ) - )/( - 1),  -  + 1, , ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]/^]], {{SubPlus[1], SubPlus[0], SubMinus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*(( - )/(1 - ))^( +  -  - )*HeunG[/( - 1), (*( - ) - **( -  - ) - )/( - 1),  +  - ,  -  + 1, ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]]]|>, 1 -  -> <|{{SubMinus[1], SubPlus[0]}, {SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*HeunG[1 - , **( - 1) + ( -  + 1)*( -  + 1) - ,  -  + 1,  -  + 1, 2 - , , 1 - ]]], {{SubMinus[1], SubMinus[0]}, {SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*HeunG[1 - , *( +  - 2) - *( +  + 1 -  - ) +  +  + * - 2* - 2* + 3 - ,  -  -  + 2,  -  -  + 2, 2 - , 2 - , 1 - ]]], {{SubMinus[1], SubPlus[0]}, {SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[1 - , **( - 1) -  -  + * - * + 2* + 1 - ,  -  + 1,  -  + 1, 2 - , , 1 - ]]], {{SubMinus[1], SubMinus[0]}, {SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[1 - , *( +  - 2) -  -  + * -  + 3 - , 2 - , 2 - , 2 - , 2 - , 1 - ]]], {{SubMinus[1], SubMinus[0], SubPlus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[( - 1)/, (( - 1)*( -  + 1) - *(( +  - 2)*( -  + 1) - *) - )/,  -  -  + 2,  -  + 1, 2 - ,  -  + 1, ( - 1)/]]], {{SubMinus[1], SubPlus[0], SubMinus[Infinity]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[( - 1)/, (( - 1)*( -  + 1) - *(( +  - 2)*( -  + 1) - *) - )/,  -  + 1,  -  -  + 2, 2 - ,  -  + 1, ( - 1)/]]], {{SubMinus[1], SubPlus[0], SubPlus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[( - 1)/, (*(* - 2* +  -  + 2) + ( - 1)*( -  + 1) - )/,  -  + 1, 2 - , 2 - ,  -  + 1, ( - 1)/]]], {{SubMinus[1], SubMinus[0], SubMinus[Infinity]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[( - 1)/, (*(* - 2* +  -  + 2) + ( - 1)*( -  + 1) - )/, 2 - ,  -  + 1, 2 - ,  -  + 1, ( - 1)/]]], {{SubMinus[1], SubPlus[0], SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[1/, ( - **( - 1) - ( - 1)*( -  + 1))/,  -  + 1,  -  + 1, 2 - ,  -  + 1, ( - 1)/( - )]]], {{SubMinus[1], SubPlus[0], SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[1/, ( - **( - 1) - ( - 1)*( -  + 1))/,  -  + 1,  -  + 1, 2 - ,  -  + 1, ( - 1)/( - )]]], {{SubMinus[1], SubMinus[0], SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - 2)*HeunG[1/, ( - *( +  - 2) - ( - 1)*( -  + 1))/,  -  -  + 2, 2 - , 2 - ,  -  + 1, ( - 1)/( - )]]], {{SubMinus[1], SubMinus[0], SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - 2)*HeunG[1/, ( - *( +  - 2) - ( - 1)*( -  + 1))/,  -  -  + 2, 2 - , 2 - ,  -  + 1, ( - 1)/( - )]]], {{SubMinus[1], SubPlus[0], SubPlus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*HeunG[1/(1 - ), ( - **( - 1) - ( -  + 1)*( -  + 1))/( - 1),  -  + 1,  -  + 1, 2 - ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[1], SubPlus[0], SubMinus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[1/(1 - ), ( - **( - 1) - * +  +  + * - 2* - 1)/( - 1),  -  + 1,  -  + 1, 2 - ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[1], SubMinus[0], SubPlus[]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*HeunG[1/(1 - ), ( - *( +  - 2) + *( +  + 1 -  - ) - * -  -  + 2* + 2* - 3)/( - 1),  -  -  + 2,  -  -  + 2, 2 - ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[1], SubMinus[0], SubMinus[]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[1/(1 - ), ( - *( +  - 2) - * +  +  +  - 3)/( - 1), 2 - , 2 - , 2 - ,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[1], SubPlus[0]}, {SubMinus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[,  - **( - 1) - ( - 1)*( -  + 1),  -  + 1,  -  + 1, 2 - , , (*( - 1))/( - )]]], {{SubMinus[1], SubMinus[0]}, {SubPlus[], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - 2)*HeunG[,  - *( +  - 2) - ( - 1)*( -  + 1),  -  -  + 2, 2 - , 2 - , 2 - , (*( - 1))/( - )]]], {{SubMinus[1], SubPlus[0]}, {SubPlus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*(( - )/(1 - ))^( -  - 1)*HeunG[,  - **( - 1) - ( - 1)*( -  + 1),  -  + 1,  -  + 1, 2 - , , (*( - 1))/( - )]]], {{SubMinus[1], SubMinus[0]}, {SubMinus[], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - 2)*HeunG[,  - *( +  - 2) - ( - 1)*( -  + 1), 2 - ,  -  -  + 2, 2 - , 2 - , (*( - 1))/( - )]]], {{SubMinus[1], SubMinus[0], SubPlus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[/( - 1), (( - 1)*( -  + 1) - *(( +  - 2)*( -  + 1) - *) - )/( - 1),  -  -  + 2,  -  + 1, 2 - ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]]], {{SubMinus[1], SubPlus[0], SubPlus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[/( - 1), (*(* - 2* +  -  + 2) + ( - 1)*( -  + 1) - )/( - 1),  -  + 1, 2 - , 2 - ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]]], {{SubMinus[1], SubPlus[0], SubMinus[Infinity], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[/( - 1), (( - 1)*( -  + 1) - *(( +  - 2)*( -  + 1) - *) - )/( - 1),  -  + 1,  -  -  + 2, 2 - ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]]], {{SubMinus[1], SubMinus[0], SubMinus[Infinity], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*(( - )/(1 - ))^( +  -  - )*HeunG[/( - 1), (*(* - 2* +  -  + 2) + ( - 1)*( -  + 1) - )/( - 1), 2 - ,  -  + 1, 2 - ,  +  + 1 -  - , (*( - 1))/(( - 1)*)]]]|>|>"	"<|0 -> <|{{SubPlus[], SubPlus[0], SubPlus[Infinity], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , *( +  + 1 -  -  - *( -  -  + 1)) - , ,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/]/(/)^]], {{SubPlus[], SubMinus[0], SubMinus[Infinity], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , *( +  + 1 -  -  - *( -  -  + 1)) - ,  -  + 1, ,  +  + 1 -  - ,  -  + 1, ( - )/]/(/)^]], {{SubPlus[], SubMinus[0], SubPlus[Infinity], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*HeunG[1 - , ( -  + 1)*( +  + 1 -  - ) - **( -  -  + 1) - ,  -  -  + 2,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/]]], {{SubPlus[], SubPlus[0], SubMinus[Infinity], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*HeunG[1 - , ( -  + 1)*( +  + 1 -  - ) - **( -  -  + 1) - ,  -  + 1,  -  -  + 2,  +  + 1 -  - ,  -  + 1, ( - )/]]], {{SubPlus[], SubPlus[0], SubPlus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, (** - )/, , ,  +  + 1 -  - , , ( - )/]]], {{SubPlus[], SubMinus[0], SubPlus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*HeunG[( - 1)/, (*(* - ( - 1)*( +  + 1 -  - )) + ( - 1)*( +  + 1 -  - ) - )/,  -  + 1,  -  + 1,  +  + 1 -  - , 2 - , ( - )/]]], {{SubPlus[], SubPlus[0], SubMinus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^(1 - )*HeunG[( - 1)/, (*(* - ( - 1)*( +  + 1 -  - )) - )/,  -  + 1,  -  + 1,  +  + 1 -  - , , ( - )/]]], {{SubPlus[], SubMinus[0], SubMinus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^(1 - )*HeunG[( - 1)/, (*(* - ( +  - 2)*( +  + 1 -  - )) + ( - 1)*( +  + 1 -  - ) - )/,  -  -  + 2,  -  -  + 2,  +  + 1 -  - , 2 - , ( - )/]]], {{SubPlus[], SubPlus[0]}, {SubPlus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[,  + **( -  -  + 1), ,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]/(( - 1)/( - 1))^]], {{SubPlus[], SubPlus[0]}, {SubMinus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[,  + **( -  -  + 1),  -  + 1, ,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]/(( - 1)/( - 1))^]], {{SubPlus[], SubMinus[0]}, {SubMinus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*HeunG[,  + **( -  -  + 1) - ( - 1)*( +  + 1 -  - ),  -  -  + 2,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]]], {{SubPlus[], SubMinus[0]}, {SubPlus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*HeunG[,  + **( -  -  + 1) - ( - 1)*( +  + 1 -  - ),  -  + 1,  -  -  + 2,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]]], {{SubPlus[], SubPlus[0]}, {SubPlus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), (** - )/( - 1), , ,  +  + 1 -  - , , ( - )/( - 1)]]], {{SubPlus[], SubPlus[0]}, {SubMinus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^(1 - )*HeunG[/( - 1), (*(* - ( - 1)*( +  + 1 -  - )) - )/( - 1),  -  + 1,  -  + 1,  +  + 1 -  - , 2 - , ( - )/( - 1)]]], {{SubPlus[], SubMinus[0]}, {SubPlus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*HeunG[/( - 1), (*(* - ( - 1)*( +  + 1 -  - )) + ( - 1)*( +  + 1 -  - ) - )/( - 1),  -  + 1,  -  + 1,  +  + 1 -  - , , ( - )/( - 1)]]], {{SubPlus[], SubMinus[0]}, {SubMinus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^(1 - )*HeunG[/( - 1), (*(* - ( +  - 2)*( +  + 1 -  - )) + ( - 1)*( +  + 1 -  - ) - )/( - 1),  -  -  + 2,  -  -  + 2,  +  + 1 -  - , 2 - , ( - )/( - 1)]]], {{SubPlus[], SubPlus[0], SubPlus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, ( + **( -  -  + 1))/, ,  -  + 1,  +  + 1 -  - , , ( - )/(*( - 1))]/(( - 1)/( - 1))^]], {{SubPlus[], SubMinus[0], SubMinus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*HeunG[1/, ( + **( -  -  + 1) - ( - 1)*( +  + 1 -  - ))/,  -  -  + 2,  -  + 1,  +  + 1 -  - , 2 - , ( - )/(*( - 1))]]], {{SubPlus[], SubPlus[0], SubMinus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, ( + **( -  -  + 1))/,  -  + 1, ,  +  + 1 -  - , , ( - )/(*( - 1))]/(( - 1)/( - 1))^]], {{SubPlus[], SubMinus[0], SubPlus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*HeunG[1/, ( + **( -  -  + 1) - ( - 1)*( +  + 1 -  - ))/,  -  + 1,  -  -  + 2,  +  + 1 -  - , 2 - , ( - )/(*( - 1))]]], {{SubPlus[], SubPlus[0], SubPlus[Infinity]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( + *(*( -  -  + 1) +  +  -  -  - 1))/( - 1), ,  -  + 1,  +  + 1 -  - , , ( - )/(( - 1)*)]/(/)^]], {{SubPlus[], SubMinus[0], SubPlus[Infinity]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*HeunG[1/(1 - ), ( + **( -  -  + 1) - ( -  + 1)*( +  + 1 -  - ))/( - 1),  -  -  + 2,  -  + 1,  +  + 1 -  - , 2 - , ( - )/(( - 1)*)]]], {{SubPlus[], SubMinus[0], SubMinus[Infinity]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( + *(*( -  -  + 1) +  +  -  -  - 1))/( - 1),  -  + 1, ,  +  + 1 -  - , , ( - )/(( - 1)*)]/(/)^]], {{SubPlus[], SubPlus[0], SubMinus[Infinity]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*HeunG[1/(1 - ), ( + **( -  -  + 1) - ( -  + 1)*( +  + 1 -  - ))/( - 1),  -  + 1,  -  -  + 2,  +  + 1 -  - , 2 - , ( - )/(( - 1)*)]]]|>, 1 -  -> <|{{SubMinus[], SubMinus[0], SubPlus[Infinity], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - )*( - )^( +  -  - )*HeunG[1 - , * + ( -  - )*( +  -  - 1) - *( - 1)*( -  - ) - ,  -  + 1,  +  - ,  +  + 1 -  - ,  -  + 1, ( - )/]]], {{SubMinus[], SubPlus[0], SubMinus[Infinity], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - )*( - )^( +  -  - )*HeunG[1 - , * + ( -  - )*( +  -  - 1) - *( - 1)*( -  - ) - ,  +  - ,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/]]], {{SubMinus[], SubPlus[0], SubPlus[Infinity], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[1 - , * + ( - 1)*( +  - 2* -  - 1) - *( - 1)*( -  - ) - ,  -  + 1, 2 - ,  +  + 1 -  - ,  -  + 1, ( - )/]]], {{SubMinus[], SubMinus[0], SubMinus[Infinity], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[1 - , * + ( - 1)*( +  - 2* -  - 1) - *( - 1)*( -  - ) - , 2 - ,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/]]], {{SubMinus[], SubPlus[0], SubPlus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - )^( +  -  - )*HeunG[( - 1)/, (*( -  - )*( -  - ) + *( +  -  - ) - )/,  +  - ,  +  - ,  +  + 1 -  - , , ( - )/]]], {{SubMinus[], SubMinus[0], SubPlus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*( - )^( +  -  - )*HeunG[( - 1)/, (*(* -  -  - *( +  + 1 -  - ) + 2* + 1) +  +  -  - 1 - )/,  -  + 1,  -  + 1,  +  + 1 -  - , 2 - , ( - )/]]], {{SubMinus[], SubPlus[0], SubMinus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[( - 1)/, (*(* -  -  - *( +  + 1 -  - ) + 2* + 1) + *( +  -  - ) - )/,  -  + 1,  -  + 1,  +  + 1 -  - , , ( - )/]]], {{SubMinus[], SubMinus[0], SubMinus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[( - 1)/, (*(* - 2* - 2* +  +  + 2) +  +  -  - 1 - )/, 2 - , 2 - ,  +  + 1 -  - , 2 - , ( - )/]]], {{SubMinus[], SubPlus[0]}, {SubMinus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^( -  - )*( - )^( +  -  - )*HeunG[,  + *( - 1)*( -  - ) - *( +  -  - ),  -  + 1,  +  - ,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]]], {{SubMinus[], SubPlus[0]}, {SubPlus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^( -  - )*( - )^( +  -  - )*HeunG[,  + *( - 1)*( -  - ) - *( +  -  - ),  +  - ,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]]], {{SubMinus[], SubMinus[0]}, {SubPlus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*( - )^( +  -  - )*HeunG[,  + *( - 1)*( -  - ) -  -  +  + 1,  -  + 1, 2 - ,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]]], {{SubMinus[], SubMinus[0]}, {SubMinus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*( - )^( +  -  - )*HeunG[,  + *( - 1)*( -  - ) -  -  +  + 1, 2 - ,  -  + 1,  +  + 1 -  - ,  -  + 1, ( - )/( - 1)]]], {{SubMinus[], SubPlus[0]}, {SubPlus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[( - )^( +  -  - )*HeunG[/( - 1), (*( -  - )*( -  - ) + *( +  -  - ) - )/( - 1),  +  - ,  +  - ,  +  + 1 -  - , , ( - )/( - 1)]]], {{SubMinus[], SubPlus[0]}, {SubMinus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[/( - 1), (*(* -  -  - *( +  + 1 -  - ) + 2* + 1) + *( +  -  - ) - )/( - 1),  -  + 1,  -  + 1,  +  + 1 -  - , 2 - , ( - )/( - 1)]]], {{SubMinus[], SubMinus[0]}, {SubPlus[1]}, {SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*( - )^( +  -  - )*HeunG[/( - 1), (*(* -  -  - *( +  + 1 -  - ) + 2* + 1) +  +  -  - 1 - )/( - 1),  -  + 1,  -  + 1,  +  + 1 -  - , , ( - )/( - 1)]]], {{SubMinus[], SubMinus[0]}, {SubMinus[1]}, {SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[/( - 1), (*(* - 2* - 2* +  +  + 2) +  +  -  - 1 - )/( - 1), 2 - , 2 - ,  +  + 1 -  - , 2 - , ( - )/( - 1)]]], {{SubMinus[], SubPlus[0], SubMinus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^( -  - )*( - )^( +  -  - )*HeunG[1/, ( + *( - 1)*( -  - ) - *( +  -  - ))/,  -  + 1,  +  - ,  +  + 1 -  - , , ( - )/(*( - 1))]]], {{SubMinus[], SubMinus[0], SubPlus[1], SubPlus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*( - )^( +  -  - )*HeunG[1/, ( + *( - 1)*( -  - ) +  + 1 -  - )/,  -  + 1, 2 - ,  +  + 1 -  - , 2 - , ( - )/(*( - 1))]]], {{SubMinus[], SubPlus[0], SubPlus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(( - 1)/( - 1))^( -  - )*( - )^( +  -  - )*HeunG[1/, ( + *( - 1)*( -  - ) - *( +  -  - ))/,  +  - ,  -  + 1,  +  + 1 -  - , , ( - )/(*( - 1))]]], {{SubMinus[], SubMinus[0], SubMinus[1], SubMinus[Infinity]}} -> Function[{, , , , , , }, Inactivate[(/)^(1 - )*(( - 1)/( - 1))^( -  - 1)*( - )^( +  -  - )*HeunG[1/, ( + *( - 1)*( -  - ) +  + 1 -  - )/, 2 - ,  -  + 1,  +  + 1 -  - , 2 - , ( - )/(*( - 1))]]], {{SubMinus[], SubMinus[0], SubPlus[Infinity]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - )*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) - ( -  - )*( +  -  - 1) - *)/( - 1),  -  + 1,  +  - ,  +  + 1 -  - , , ( - )/(( - 1)*)]]], {{SubMinus[], SubPlus[0], SubPlus[Infinity]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) - ( - 1)*( +  - 2* -  - 1) - *)/( - 1),  -  + 1, 2 - ,  +  + 1 -  - , 2 - , ( - )/(( - 1)*)]]], {{SubMinus[], SubPlus[0], SubMinus[Infinity]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - )*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) - ( -  - )*( +  -  - 1) - *)/( - 1),  +  - ,  -  + 1,  +  + 1 -  - , , ( - )/(( - 1)*)]]], {{SubMinus[], SubMinus[0], SubMinus[Infinity]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[(/)^( -  - 1)*(( - 1)/( - 1))^(1 - )*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) - ( - 1)*( +  - 2* -  - 1) - *)/( - 1), 2 - ,  -  + 1,  +  + 1 -  - , 2 - , ( - )/(( - 1)*)]]]|>|>"	"<| -> <|{{SubPlus[Infinity], SubPlus[0]}, {SubPlus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, ( + *(*( -  -  + 1) -  + ))/, ,  -  + 1,  -  + 1, , 1/]/^]], {{SubPlus[Infinity], SubMinus[0]}, {SubMinus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[1/, ( + **( -  -  + 1) - ( - 1)*( -  + 1))/,  -  -  + 2,  -  + 1,  -  + 1, 2 - , 1/]]], {{SubPlus[Infinity], SubMinus[0]}, {SubPlus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*( - )^( +  -  - )*HeunG[1/, ( + *( - 1)*( -  - ) - *( - ))/,  -  + 1,  +  - ,  -  + 1, , 1/]]], {{SubPlus[Infinity], SubPlus[0]}, {SubMinus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*( - )^( +  -  - )*HeunG[1/, ( + ( - 1)*(*( -  - ) -  +  - 1))/,  -  + 1, 2 - ,  -  + 1, 2 - , 1/]]], {{SubPlus[Infinity], SubPlus[0], SubPlus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( + *(*( -  -  + 1) -  +  - 1))/( - 1), ,  -  + 1,  -  + 1, , 1/(1 - )]/( - 1)^]], {{SubPlus[Infinity], SubMinus[0], SubMinus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*HeunG[1/(1 - ), ( + **( -  -  + 1) - *( +  + 1 -  - ) + ( - 1)*( -  + 1))/( - 1),  -  -  + 2,  -  + 1,  -  + 1, 2 - , 1/(1 - )]]], {{SubPlus[Infinity], SubPlus[0], SubMinus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[( - 1)^( -  - )*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) - * - ( - 1)*( -  - ))/( - 1),  -  + 1,  +  - ,  -  + 1, , 1/(1 - )]]], {{SubPlus[Infinity], SubMinus[0], SubPlus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) + ( - 1)*( -  +  + 1) - *)/( - 1),  -  + 1, 2 - ,  -  + 1, 2 - , 1/(1 - )]]], {{SubPlus[Infinity], SubPlus[0]}, {SubPlus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[,  + *(*( -  -  + 1) -  + ), ,  -  + 1,  -  + 1,  +  + 1 -  - , /]/^]], {{SubPlus[Infinity], SubMinus[0]}, {SubPlus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*( - )^( +  -  - )*HeunG[,  + *( - 1)*( -  - ) - *( - ),  -  + 1,  +  - ,  -  + 1,  +  + 1 -  - , /]]], {{SubPlus[Infinity], SubMinus[0]}, {SubMinus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[,  + **( -  -  + 1) - ( - 1)*( -  + 1),  -  -  + 2,  -  + 1,  -  + 1,  +  + 1 -  - , /]]], {{SubPlus[Infinity], SubPlus[0]}, {SubMinus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*( - )^( +  -  - )*HeunG[,  + ( - 1)*(*( -  - ) -  +  - 1),  -  + 1, 2 - ,  -  + 1,  +  + 1 -  - , /]]], {{SubPlus[Infinity], SubPlus[0], SubPlus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), ((-)*(*( -  - ) -  + ) - )/( - 1), ,  +  - ,  -  + 1, , /( - )]/( - )^]], {{SubPlus[Infinity], SubMinus[0], SubPlus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - )^( -  - 1)*HeunG[/( - 1), (*( - ) - *(( - 1)*( -  + 1) - *) - )/( - 1),  -  + 1,  -  + 1,  -  + 1, 2 - , /( - )]]], {{SubPlus[Infinity], SubPlus[0], SubMinus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*( - )^( -  - 1)*HeunG[/( - 1), (( - 1)*( -  + 1) - *(( - 1)*( -  + 1) - *) - )/( - 1),  -  + 1,  -  + 1,  -  + 1, , /( - )]]], {{SubPlus[Infinity], SubMinus[0], SubMinus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*( - )^( +  -  - 2)*HeunG[/( - 1), (( - 1)*( -  + 1) - *(( - 1)*(2* -  -  + 2) - *) - )/( - 1),  -  -  + 2, 2 - ,  -  + 1, 2 - , /( - )]]], {{SubPlus[Infinity], SubPlus[0], SubPlus[], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , (-)*(*( -  -  + 1) -  +  - 1) - , ,  -  + 1,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]/( - 1)^]], {{SubPlus[Infinity], SubPlus[0], SubMinus[], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[( - 1)^( -  - )*( - )^( +  -  - )*HeunG[1 - , * + ( - 1)*( -  - ) - *( - 1)*( -  - ) - ,  -  + 1,  +  - ,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[Infinity], SubMinus[0], SubPlus[], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*HeunG[1 - , *( +  + 1 -  - ) - ( - 1)*( -  + 1) - **( -  -  + 1) - ,  -  -  + 2,  -  + 1,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[Infinity], SubMinus[0], SubMinus[], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*( - )^( +  -  - )*HeunG[1 - , * - *( - 1)*( -  - ) - ( - 1)*( -  +  + 1) - ,  -  + 1, 2 - ,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubPlus[Infinity], SubPlus[0], SubPlus[]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, ((-)*(*( -  - ) -  + ) - )/, ,  +  - ,  -  + 1, , (1 - )/( - )]/( - )^]], {{SubPlus[Infinity], SubPlus[0], SubMinus[]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*( - )^( -  - 1)*HeunG[( - 1)/, (( - 1)*( -  + 1) - *(( - 1)*( -  + 1) - *) - )/,  -  + 1,  -  + 1,  -  + 1, 2 - , (1 - )/( - )]]], {{SubPlus[Infinity], SubMinus[0], SubMinus[]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - )^( -  - 1)*HeunG[( - 1)/, (*( - ) - *(* - * -  - * +  +  - 1) - )/,  -  + 1,  -  + 1,  -  + 1, , (1 - )/( - )]]], {{SubPlus[Infinity], SubMinus[0], SubPlus[]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*( - )^( +  -  - 2)*HeunG[( - 1)/, (( - 1)*( -  + 1) - *(( - 1)*(2* -  -  + 2) - *) - )/,  -  -  + 2, 2 - ,  -  + 1, 2 - , (1 - )/( - )]]]|>,  -> <|{{SubMinus[Infinity], SubMinus[0]}, {SubPlus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/, ( + *(*( -  -  + 1) -  + ))/,  -  + 1, ,  -  + 1, , 1/]/^]], {{SubMinus[Infinity], SubPlus[0]}, {SubMinus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[1/, ( + **( -  -  + 1) - ( - 1)*( -  + 1))/,  -  + 1,  -  -  + 2,  -  + 1, 2 - , 1/]]], {{SubMinus[Infinity], SubPlus[0]}, {SubPlus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*( - )^( +  -  - )*HeunG[1/, ( + *( - 1)*( -  - ) - *( - ))/,  +  - ,  -  + 1,  -  + 1, , 1/]]], {{SubMinus[Infinity], SubMinus[0]}, {SubMinus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*( - )^( +  -  - )*HeunG[1/, ( + ( - 1)*(*( -  - ) -  +  - 1))/, 2 - ,  -  + 1,  -  + 1, 2 - , 1/]]], {{SubMinus[Infinity], SubPlus[0], SubMinus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[1/(1 - ), ( + *(*( -  -  + 1) -  +  - 1))/( - 1),  -  + 1, ,  -  + 1, , 1/(1 - )]/( - 1)^]], {{SubMinus[Infinity], SubMinus[0], SubPlus[1]}, {SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*HeunG[1/(1 - ), ( + **( -  -  + 1) - *( +  + 1 -  - ) + ( - 1)*( -  + 1))/( - 1),  -  + 1,  -  -  + 2,  -  + 1, 2 - , 1/(1 - )]]], {{SubMinus[Infinity], SubPlus[0], SubPlus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[( - 1)^( -  - )*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) - * - ( - 1)*( -  - ))/( - 1),  +  - ,  -  + 1,  -  + 1, , 1/(1 - )]]], {{SubMinus[Infinity], SubMinus[0], SubMinus[1]}, {SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*( - )^( +  -  - )*HeunG[1/(1 - ), ( + *( - 1)*( -  - ) + ( - 1)*( -  +  + 1) - *)/( - 1), 2 - ,  -  + 1,  -  + 1, 2 - , 1/(1 - )]]], {{SubMinus[Infinity], SubMinus[0]}, {SubPlus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[,  + *(*( -  -  + 1) -  + ),  -  + 1, ,  -  + 1,  +  + 1 -  - , /]/^]], {{SubMinus[Infinity], SubPlus[0]}, {SubPlus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - )*( - )^( +  -  - )*HeunG[,  + *( - 1)*( -  - ) - *( - ),  +  - ,  -  + 1,  -  + 1,  +  + 1 -  - , /]]], {{SubMinus[Infinity], SubPlus[0]}, {SubMinus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*HeunG[,  + **( -  -  + 1) - ( - 1)*( -  + 1),  -  + 1,  -  -  + 2,  -  + 1,  +  + 1 -  - , /]]], {{SubMinus[Infinity], SubMinus[0]}, {SubMinus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^( -  - 1)*( - 1)^(1 - )*( - )^( +  -  - )*HeunG[,  + ( - 1)*(*( -  - ) -  +  - 1), 2 - ,  -  + 1,  -  + 1,  +  + 1 -  - , /]]], {{SubMinus[Infinity], SubPlus[0], SubPlus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[HeunG[/( - 1), ((-)*(*( -  - ) -  + ) - )/( - 1),  +  - , ,  -  + 1, , /( - )]/( - )^]], {{SubMinus[Infinity], SubMinus[0], SubPlus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - )^( -  - 1)*HeunG[/( - 1), (*( - ) - *(( - 1)*( -  + 1) - *) - )/( - 1),  -  + 1,  -  + 1,  -  + 1, 2 - , /( - )]]], {{SubMinus[Infinity], SubPlus[0], SubMinus[1], SubPlus[]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*( - )^( -  - 1)*HeunG[/( - 1), (( - 1)*( -  + 1) - *(( - 1)*( -  + 1) - *) - )/( - 1),  -  + 1,  -  + 1,  -  + 1, , /( - )]]], {{SubMinus[Infinity], SubMinus[0], SubMinus[1], SubMinus[]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*( - )^( +  -  - 2)*HeunG[/( - 1), (( - 1)*( -  + 1) - *(( - 1)*(2* -  -  + 2) - *) - )/( - 1), 2 - ,  -  -  + 2,  -  + 1, 2 - , /( - )]]], {{SubMinus[Infinity], SubPlus[0], SubPlus[], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[1 - , (-)*(*( -  -  + 1) -  +  - 1) - ,  -  + 1, ,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]/( - 1)^]], {{SubMinus[Infinity], SubPlus[0], SubMinus[], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[( - 1)^( -  - )*( - )^( +  -  - )*HeunG[1 - , * + ( - 1)*( -  - ) - *( - 1)*( -  - ) - ,  +  - ,  -  + 1,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[Infinity], SubMinus[0], SubPlus[], SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*HeunG[1 - , *( +  + 1 -  - ) - ( - 1)*( -  + 1) - **( -  -  + 1) - ,  -  + 1,  -  -  + 2,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[Infinity], SubMinus[0], SubMinus[], SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^( -  - 1)*( - )^( +  -  - )*HeunG[1 - , * - *( - 1)*( -  - ) - ( - 1)*( -  +  + 1) - , 2 - ,  -  + 1,  -  + 1,  +  + 1 -  - , ( - 1)/( - 1)]]], {{SubMinus[Infinity], SubPlus[0], SubMinus[]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[HeunG[( - 1)/, ((-)*(*( -  - ) -  + ) - )/,  +  - , ,  -  + 1, , (1 - )/( - )]/( - )^]], {{SubMinus[Infinity], SubPlus[0], SubPlus[]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[( - 1)^(1 - )*( - )^( -  - 1)*HeunG[( - 1)/, (( - 1)*( -  + 1) - *(( - 1)*( -  + 1) - *) - )/,  -  + 1,  -  + 1,  -  + 1, 2 - , (1 - )/( - )]]], {{SubMinus[Infinity], SubMinus[0], SubPlus[]}, {SubPlus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - )^( -  - 1)*HeunG[( - 1)/, (*( - ) - *(* - * -  - * +  +  - 1) - )/,  -  + 1,  -  + 1,  -  + 1, , (1 - )/( - )]]], {{SubMinus[Infinity], SubMinus[0], SubMinus[]}, {SubMinus[1]}} -> Function[{, , , , , , }, Inactivate[^(1 - )*( - 1)^(1 - )*( - )^( +  -  - 2)*HeunG[( - 1)/, (( - 1)*( -  + 1) - *(( - 1)*(2* -  -  + 2) - *) - )/, 2 - ,  -  -  + 2,  -  + 1, 2 - , (1 - )/( - )]]]|>|>"