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In SageMath 9.2 :"TypeError: unable to make sense of Maxima expression" .What does it mean ?

is there anyone who would help me with the output of this system?

import time
Start_Time = time.time()

var('N n k x h y X Y m K H s')


eq0 = N-187 == 0

eq1 = (-4-n^2+9*N+24*k*N-16*x-16*x^2+4*(h+2*h*x)^2+n*(2-4*y))/8 == 0
eq2 = -4*sqrt(-(N*(9+24*k)-3)/48) - h == 0
eq3 = (4*x+2)^2-(2*y-1)^2-N*(9+24*k) == 0

eq4 = x+h/4 == 0
eq5 = h^2-1-n == 0


eq6 = (-4-m^2+9*N+24*K*N-16*X-16*X^2+4*(H+2*H*X)^2+m*(2-4*Y))/8 == 0
eq7 = -4*sqrt(-(N*(9+24*K)-3)/48) - H == 0
eq8 = (4*X+2)^2-(2*Y-1)^2-N*(9+24*K) == 0

eq9 = X+H/4 == 0
eq10 = H^2-1-m == 0

eq11 = k+2*sqrt(-374*k-140)-374-K == 0



eq13 = (k-K)/2-(187-2*s) == 0

eq14 = 187*(9+24*k)-3+48*s^2 == 0



solutions = solve([eq0,eq1,eq2,eq3,eq4,eq5,eq6,eq7,eq8,eq9,eq10,eq11,eq13,eq14],N,n,k,x,h,y,X,Y,m,K,H,s)
sol = solutions 
print(sol)
Execution_Time = time.time() - Start_Time
print (Execution_Time)

In SageMath 9.2 :"TypeError: unable to make sense of Maxima expression" .What does it mean ?

is there anyone who would help me with the output of this system?

import time
Start_Time = time.time()

var('N n k x h y X Y m K H s')


eq0 = N-187 == 0

eq1 = (-4-n^2+9*N+24*k*N-16*x-16*x^2+4*(h+2*h*x)^2+n*(2-4*y))/8 == 0
eq2 = -4*sqrt(-(N*(9+24*k)-3)/48) - h == 0
eq3 = (4*x+2)^2-(2*y-1)^2-N*(9+24*k) == 0

eq4 = x+h/4 == 0
eq5 = h^2-1-n == 0


eq6 = (-4-m^2+9*N+24*K*N-16*X-16*X^2+4*(H+2*H*X)^2+m*(2-4*Y))/8 == 0
eq7 = -4*sqrt(-(N*(9+24*K)-3)/48) - H == 0
eq8 = (4*X+2)^2-(2*Y-1)^2-N*(9+24*K) == 0

eq9 = X+H/4 == 0
eq10 = H^2-1-m == 0

eq11 = k+2*sqrt(-374*k-140)-374-K == 0



eq13 = (k-K)/2-(187-2*s) == 0

eq14 = 187*(9+24*k)-3+48*s^2 == 0



solutions = solve([eq0,eq1,eq2,eq3,eq4,eq5,eq6,eq7,eq8,eq9,eq10,eq11,eq13,eq14],N,n,k,x,h,y,X,Y,m,K,H,s)
sol = solutions 
print(sol)
Execution_Time = time.time() - Start_Time
print (Execution_Time)

In SageMath 9.2 :"TypeError: unable to make sense of Maxima expression" .What does it mean ?

is there anyone who would help me with the output of this system?

import time
Start_Time = time.time()

var('N n k x h y X Y m K H s')


eq0 = N-187 == 0

eq1 = (-4-n^2+9*N+24*k*N-16*x-16*x^2+4*(h+2*h*x)^2+n*(2-4*y))/8 == 0
eq2 = -4*sqrt(-(N*(9+24*k)-3)/48) - h == 0
eq3 = (4*x+2)^2-(2*y-1)^2-N*(9+24*k) == 0

eq4 = x+h/4 == 0
eq5 = h^2-1-n == 0


eq6 = (-4-m^2+9*N+24*K*N-16*X-16*X^2+4*(H+2*H*X)^2+m*(2-4*Y))/8 == 0
eq7 = -4*sqrt(-(N*(9+24*K)-3)/48) - H == 0
eq8 = (4*X+2)^2-(2*Y-1)^2-N*(9+24*K) == 0

eq9 = X+H/4 == 0
eq10 = H^2-1-m == 0

eq11 = k+2*sqrt(-374*k-140)-374-K == 0



eq13 = (k-K)/2-(187-2*s) == 0

eq14 = 187*(9+24*k)-3+48*s^2 == 0



solutions = solve([eq0,eq1,eq2,eq3,eq4,eq5,eq6,eq7,eq8,eq9,eq10,eq11,eq13,eq14],N,n,k,x,h,y,X,Y,m,K,H,s)
sol = solutions 
print(sol)
Execution_Time = time.time() - Start_Time
print (Execution_Time)