human
Solve the following python programming problem given the following code:
def mintegrate(m, var, l1, l2, mname, sufix, norm = False, do_simplify = False, conds = 'none') : 
    print ('\tstarting integration of {mname} over {var}'.format (mname = mname, var = var)) 
    m = Matrix (m) 
    sympy.var ('AAA') 
    if norm : 
        subs = { 
            var : (((l2 - l1) * AAA) + l1), 
} 
        m = m.subs (subs) 
        m *= (l2 - l1) 
for ((i, j), ki) in np.ndenumerate (m) : 
        tmp = '{mname}_{sufix}[{i}, {j}] over {var}'.format (mname = mname, sufix = sufix, i = i, j = j, var = var) 
        try : 
            if norm : 
                ki = integrate (ki, (AAA, 0, 1), conds = conds) 
else : 
                ki = integrate (i, (var, l1, l2), conds = conds) 
print ('\tfinished integrate {tmp}'.format (tmp = tmp)) 
except : 
            print ('\t\tintegrate() failed for {tmp}'.format (tmp = tmp)) 
m [(i, j)] = ki 
for ((i, j), ki) in np.ndenumerate (m) : 
        tmp = '{mname}_{sufix}[{i}, {j}] over {var}'.format (mname = mname, sufix = sufix, i = i, j = j, var = var) 
        try : 
            if do_simplify : 
                ki = simplify (ki) 
else : 
                ki = trigsimp (ki) 
except : 
            print ('\t\ttrigsimp failed {tmp}'.format (tmp = tmp)) 
            ki = simplify (ki) 
print ('\tfinished simplify {tmp}'.format (tmp = tmp)) 
        m [(i, j)] = ki 
filename = 'print_{mname}_{sufix}_over_{var}.txt'.format (mname = mname, sufix = sufix, var = var) 
    with open (filename, 'w') as f : 
        def myprint(sth) : 
            lines.append ((str (sth).strip () + '
')) 
myprint (((('matrix ' + mname) + ' in file ') + filename)) 
        for ((i, j), v) in np.ndenumerate (m) : 
            if v : 
                myprint ((mname + '[{0},{1}] = {2}'.format (i, j, v))) 
return m 

    
    

    Fix the buggy line: ki = integrate (i, (var, l1, l2), conds = conds)
assistant
#Here is Python program to fix the buggy line: ki = integrate (i, (var, l1, l2), conds = conds)
.

ki = integrate (ki, (var, l1, l2), conds = conds)