Prompt:
Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:

Truth table:
  f(0000) = 0
  f(0001) = 1
  f(0010) = 0
  f(0011) = 1
  f(0100) = 0
  f(0101) = 0
  f(0110) = 0
  f(0111) = 0
  f(1000) = 1
  f(1001) = 0
  f(1010) = 1
  f(1011) = 1
  f(1100) = 0
  f(1101) = 0
  f(1110) = 1
  f(1111) = 1

The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.

You may use at most 2 ancilla qubit(s). All ancillae must be returned to |0> (clean computation).

Write a function `solve()` that returns a QuantumCircuit where:
  - Qubits 0 to 3 are the input register (q[0]=x0, q[1]=x1, q[2]=x2, q[3]=x3)
  - The last qubit (highest index) is the output (target) qubit
  - Any qubits in between are ancillae
  - IMPORTANT: In the truth table, the input string is read as q[3]...q[1]q[0] (q[0] is the LEAST significant bit).
    Example: f(01) means q[1]=0, q[0]=1.

Use only cx, ccx, and x gates.


Prompt:
Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:

Truth table:
  f(0000) = 1
  f(0001) = 1
  f(0010) = 0
  f(0011) = 1
  f(0100) = 0
  f(0101) = 0
  f(0110) = 1
  f(0111) = 1
  f(1000) = 1
  f(1001) = 1
  f(1010) = 1
  f(1011) = 0
  f(1100) = 1
  f(1101) = 0
  f(1110) = 0
  f(1111) = 1

The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.

You may use at most 1 ancilla qubit(s). All ancillae must be returned to |0> (clean computation).

Write a function `solve()` that returns a QuantumCircuit where:
  - Qubits 0 to 3 are the input register (q[0]=x0, q[1]=x1, q[2]=x2, q[3]=x3)
  - The last qubit (highest index) is the output (target) qubit
  - Any qubits in between are ancillae
  - IMPORTANT: In the truth table, the input string is read as q[3]...q[1]q[0] (q[0] is the LEAST significant bit).
    Example: f(01) means q[1]=0, q[0]=1.

Use only cx, ccx, and x gates.


Prompt:
Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:

Truth table:
  f(0000) = 1
  f(0001) = 1
  f(0010) = 1
  f(0011) = 0
  f(0100) = 0
  f(0101) = 1
  f(0110) = 1
  f(0111) = 0
  f(1000) = 0
  f(1001) = 1
  f(1010) = 1
  f(1011) = 1
  f(1100) = 1
  f(1101) = 1
  f(1110) = 1
  f(1111) = 1

The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.

You may use at most 1 ancilla qubit(s). All ancillae must be returned to |0> (clean computation).

Write a function `solve()` that returns a QuantumCircuit where:
  - Qubits 0 to 3 are the input register (q[0]=x0, q[1]=x1, q[2]=x2, q[3]=x3)
  - The last qubit (highest index) is the output (target) qubit
  - Any qubits in between are ancillae
  - IMPORTANT: In the truth table, the input string is read as q[3]...q[1]q[0] (q[0] is the LEAST significant bit).
    Example: f(01) means q[1]=0, q[0]=1.

Use only cx, ccx, and x gates.


Prompt:
Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:

Truth table:
  f(0000) = 1
  f(0001) = 0
  f(0010) = 1
  f(0011) = 0
  f(0100) = 0
  f(0101) = 0
  f(0110) = 0
  f(0111) = 1
  f(1000) = 1
  f(1001) = 1
  f(1010) = 0
  f(1011) = 0
  f(1100) = 1
  f(1101) = 1
  f(1110) = 0
  f(1111) = 1

The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.

You may use at most 1 ancilla qubit(s). All ancillae must be returned to |0> (clean computation).

Write a function `solve()` that returns a QuantumCircuit where:
  - Qubits 0 to 3 are the input register (q[0]=x0, q[1]=x1, q[2]=x2, q[3]=x3)
  - The last qubit (highest index) is the output (target) qubit
  - Any qubits in between are ancillae
  - IMPORTANT: In the truth table, the input string is read as q[3]...q[1]q[0] (q[0] is the LEAST significant bit).
    Example: f(01) means q[1]=0, q[0]=1.

Use only cx, ccx, and x gates.


Prompt:
Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:

Truth table:
  f(0000) = 0
  f(0001) = 1
  f(0010) = 0
  f(0011) = 1
  f(0100) = 0
  f(0101) = 0
  f(0110) = 1
  f(0111) = 0
  f(1000) = 0
  f(1001) = 0
  f(1010) = 0
  f(1011) = 1
  f(1100) = 0
  f(1101) = 0
  f(1110) = 1
  f(1111) = 0

The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.

You may use at most 1 ancilla qubit(s). All ancillae must be returned to |0> (clean computation).

Write a function `solve()` that returns a QuantumCircuit where:
  - Qubits 0 to 3 are the input register (q[0]=x0, q[1]=x1, q[2]=x2, q[3]=x3)
  - The last qubit (highest index) is the output (target) qubit
  - Any qubits in between are ancillae
  - IMPORTANT: In the truth table, the input string is read as q[3]...q[1]q[0] (q[0] is the LEAST significant bit).
    Example: f(01) means q[1]=0, q[0]=1.

Use only cx, ccx, and x gates.


Prompt:
Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:

Truth table:
  f(0000) = 0
  f(0001) = 1
  f(0010) = 1
  f(0011) = 1
  f(0100) = 1
  f(0101) = 0
  f(0110) = 1
  f(0111) = 0
  f(1000) = 1
  f(1001) = 0
  f(1010) = 0
  f(1011) = 1
  f(1100) = 1
  f(1101) = 1
  f(1110) = 0
  f(1111) = 0

The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.

You may use at most 1 ancilla qubit(s). All ancillae must be returned to |0> (clean computation).

Write a function `solve()` that returns a QuantumCircuit where:
  - Qubits 0 to 3 are the input register (q[0]=x0, q[1]=x1, q[2]=x2, q[3]=x3)
  - The last qubit (highest index) is the output (target) qubit
  - Any qubits in between are ancillae
  - IMPORTANT: In the truth table, the input string is read as q[3]...q[1]q[0] (q[0] is the LEAST significant bit).
    Example: f(01) means q[1]=0, q[0]=1.

Use only cx, ccx, and x gates.


Prompt:
The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
s q[0];
ry(6.232383815049195) q[1];
h q[0];
t q[1];
rz(2.5778010088792107) q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |00> -> (0.1066-0.3127i)|00> + (0.1066-0.3127i)|01> + (0.6028+0.1660i)|10> + (0.6028+0.1660i)|11>
  |01> -> (0.3127+0.1066i)|00> + (-0.3127-0.1066i)|01> + (-0.1660+0.6028i)|10> + (0.1660-0.6028i)|11>
  |10> -> (-0.5436-0.3089i)|00> + (-0.5436-0.3089i)|01> + (-0.1457+0.2965i)|10> + (-0.1457+0.2965i)|11>
  |11> -> (0.3089-0.5436i)|00> + (-0.3089+0.5436i)|01> + (-0.2965-0.1457i)|10> + (0.2965+0.1457i)|11>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
cz q[0],q[1];
cx q[0],q[1];
y q[0];
s q[0];
z q[0];
cz q[1],q[0];
cx q[0],q[1];
y q[0];
```

The INTENDED unitary transformation maps basis states as follows:
  |00> -> (0.0000+1.0000i)|01>
  |01> -> (0.7071+0.7071i)|00>
  |10> -> (0.0000+1.0000i)|11>
  |11> -> (0.7071+0.7071i)|10>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
s q[0];
x q[1];
cx q[1],q[0];
rx(4.944298725272166) q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |00> -> (-0.7842+0.0000i)|01> + (0.0000-0.6205i)|11>
  |01> -> (0.6205+0.0000i)|00> + (0.0000-0.7842i)|10>
  |10> -> (-0.7842+0.0000i)|00> + (0.0000-0.6205i)|10>
  |11> -> (0.6205+0.0000i)|01> + (0.0000-0.7842i)|11>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
t q[0];
ry(3.5018632378947836) q[0];
y q[1];
h q[0];
cz q[1],q[0];
h q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |00> -> (0.0000+0.6957i)|00> + (0.0000+0.1267i)|01> + (0.0000-0.6957i)|10> + (0.0000-0.1267i)|11>
  |01> -> (0.0896-0.0896i)|00> + (-0.4919+0.4919i)|01> + (-0.0896+0.0896i)|10> + (0.4919-0.4919i)|11>
  |10> -> (0.0000-0.6957i)|00> + (0.0000+0.1267i)|01> + (0.0000-0.6957i)|10> + (0.0000+0.1267i)|11>
  |11> -> (-0.0896+0.0896i)|00> + (-0.4919+0.4919i)|01> + (-0.0896+0.0896i)|10> + (-0.4919+0.4919i)|11>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
z q[0];
s q[0];
z q[0];
rx(4.027594337564511) q[1];
rz(3.1507035243578856) q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |00> -> (0.4286-0.0020i)|01> + (0.0041-0.9035i)|11>
  |01> -> (0.0020+0.4286i)|00> + (0.9035+0.0041i)|10>
  |10> -> (0.0041+0.9035i)|01> + (-0.4286-0.0020i)|11>
  |11> -> (-0.9035+0.0041i)|00> + (0.0020-0.4286i)|10>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
h q[0];
y q[2];
z q[0];
ry(4.567684551169003) q[0];
h q[0];
ry(1.0450591829488785) q[2];
rz(3.5929563116952115) q[1];
rx(3.4324964786593237) q[2];
h q[2];
cz q[2],q[0];
z q[2];
rx(5.687740598132069) q[2];
t q[1];
rx(4.962966954193391) q[2];
cx q[1],q[0];
z q[2];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.5560-0.0640i)|000> + (-0.5600+0.1390i)|001> + (-0.1789-0.3039i)|100> + (0.0959-0.4693i)|101>
  |001> -> (-0.5600+0.1390i)|000> + (0.5560+0.0640i)|001> + (0.0959-0.4693i)|100> + (0.1789+0.3039i)|101>
  |010> -> (0.3149+0.4835i)|010> + (0.1219+0.5463i)|011> + (-0.4748+0.0633i)|110> + (-0.2285+0.2687i)|111>
  |011> -> (-0.1219-0.5463i)|010> + (0.3149+0.4835i)|011> + (0.2285-0.2687i)|110> + (-0.4748+0.0633i)|111>
  |100> -> (0.0138+0.4027i)|000> + (-0.2920-0.3258i)|001> + (0.5489-0.3141i)|100> + (-0.4906+0.0747i)|101>
  |101> -> (-0.2920-0.3258i)|000> + (-0.0138-0.4027i)|001> + (-0.4906+0.0747i)|100> + (-0.5489+0.3141i)|101>
  |110> -> (-0.2120+0.3827i)|010> + (0.3759-0.1451i)|011> + (0.2314+0.4390i)|110> + (-0.4767-0.4156i)|111>
  |111> -> (-0.3759+0.1451i)|010> + (-0.2120+0.3827i)|011> + (0.4767+0.4156i)|110> + (0.2314+0.4390i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
cz q[0],q[2];
cx q[1],q[0];
s q[0];
cz q[2],q[1];
x q[2];
h q[1];
s q[1];
t q[2];
cx q[1],q[0];
cx q[0],q[2];
t q[2];
cz q[2],q[1];
t q[0];
cz q[2],q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.0000+0.7071i)|011> + (-0.7071+0.0000i)|100>
  |001> -> (0.0000-0.7071i)|001> + (-0.7071+0.0000i)|110>
  |010> -> (-0.0000+0.7071i)|001> + (-0.7071+0.0000i)|110>
  |011> -> (-0.0000+0.7071i)|011> + (0.7071-0.0000i)|100>
  |100> -> (0.7071+0.0000i)|000> + (-0.7071+0.0000i)|111>
  |101> -> (0.7071+0.0000i)|010> + (0.7071-0.0000i)|101>
  |110> -> (-0.7071+0.0000i)|010> + (0.7071-0.0000i)|101>
  |111> -> (0.7071+0.0000i)|000> + (0.7071-0.0000i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
y q[1];
cz q[1],q[2];
z q[0];
h q[1];
cz q[2],q[0];
s q[0];
h q[2];
h q[1];
cx q[2],q[1];
t q[0];
cz q[2],q[1];
x q[0];
cx q[1],q[2];
h q[0];
s q[2];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.5000+0.0000i)|100> + (-0.5000+0.0000i)|101> + (-0.5000+0.0000i)|110> + (-0.5000+0.0000i)|111>
  |001> -> (0.0000+0.5000i)|100> + (0.0000-0.5000i)|101> + (0.0000+0.5000i)|110> + (0.0000-0.5000i)|111>
  |010> -> (0.0000-0.5000i)|000> + (0.0000-0.5000i)|001> + (0.0000+0.5000i)|010> + (0.0000+0.5000i)|011>
  |011> -> (-0.5000+0.0000i)|000> + (0.5000+0.0000i)|001> + (0.5000+0.0000i)|010> + (-0.5000+0.0000i)|011>
  |100> -> (-0.5000+0.0000i)|100> + (-0.5000+0.0000i)|101> + (0.5000+0.0000i)|110> + (0.5000+0.0000i)|111>
  |101> -> (0.0000-0.5000i)|100> + (0.0000+0.5000i)|101> + (0.0000+0.5000i)|110> + (0.0000-0.5000i)|111>
  |110> -> (0.0000-0.5000i)|000> + (0.0000-0.5000i)|001> + (0.0000-0.5000i)|010> + (0.0000-0.5000i)|011>
  |111> -> (0.5000+0.0000i)|000> + (-0.5000+0.0000i)|001> + (0.5000+0.0000i)|010> + (-0.5000+0.0000i)|011>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
ry(4.88077357963315) q[1];
s q[1];
cx q[0],q[2];
ry(5.198606068864962) q[1];
ry(0.7036137925742918) q[0];
z q[0];
rx(0.12030840945657001) q[2];
t q[0];
x q[2];
x q[1];
t q[1];
h q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (0.1910-0.1944i)|000> + (-0.1000+0.0009i)|001> + (-0.6568-0.4941i)|010> + (0.0422+0.2987i)|011> + (-0.0891+0.0713i)|100> + (0.0416+0.0046i)|101> + (0.2484+0.2381i)|110> + (-0.0027-0.1263i)|111>
  |001> -> (0.0327-0.0262i)|000> + (0.1134+0.0126i)|001> + (-0.0912-0.0874i)|010> + (-0.0073-0.3441i)|011> + (-0.0701+0.0714i)|100> + (-0.2725+0.0025i)|101> + (0.2411+0.1814i)|110> + (0.1151+0.8138i)|111>
  |010> -> (-0.1555+0.8070i)|000> + (0.2499-0.1691i)|001> + (-0.2721-0.0161i)|010> + (0.0665+0.0748i)|011> + (0.1049-0.3278i)|100> + (-0.1123+0.0579i)|101> + (0.1123+0.0202i)|110> + (-0.0239-0.0344i)|111>
  |011> -> (-0.0385+0.1203i)|000> + (-0.3059+0.1576i)|001> + (-0.0412-0.0074i)|010> + (-0.0651-0.0937i)|011> + (0.0571-0.2962i)|100> + (0.6807-0.4607i)|101> + (0.0999+0.0059i)|110> + (0.1810+0.2037i)|111>
  |100> -> (-0.0651+0.0937i)|000> + (0.0412-0.0074i)|001> + (0.3059+0.1576i)|010> + (-0.0385-0.1203i)|011> + (-0.1810+0.2037i)|100> + (0.0999-0.0059i)|101> + (0.6807+0.4607i)|110> + (-0.0571-0.2962i)|111>
  |101> -> (0.0665-0.0748i)|000> + (0.2721-0.0161i)|001> + (-0.2499-0.1691i)|010> + (-0.1555-0.8070i)|011> + (0.0239-0.0344i)|100> + (0.1123-0.0202i)|101> + (-0.1123-0.0579i)|110> + (-0.1049-0.3278i)|111>
  |110> -> (0.0073-0.3441i)|000> + (-0.0912+0.0874i)|001> + (0.1134-0.0126i)|010> + (-0.0327-0.0262i)|011> + (0.1151-0.8138i)|100> + (-0.2411+0.1814i)|101> + (0.2725+0.0025i)|110> + (-0.0701-0.0714i)|111>
  |111> -> (-0.0422+0.2987i)|000> + (-0.6568+0.4941i)|001> + (-0.1000-0.0009i)|010> + (-0.1910-0.1944i)|011> + (-0.0027+0.1263i)|100> + (-0.2484+0.2381i)|101> + (-0.0416+0.0046i)|110> + (-0.0891-0.0713i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
cx q[2],q[0];
s q[2];
h q[1];
rz(3.504125488335103) q[1];
z q[2];
z q[2];
h q[0];
z q[1];
cx q[1],q[0];
cx q[2],q[0];
x q[2];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.0692+0.0127i)|000> + (-0.0692+0.0127i)|001> + (-0.0692-0.0127i)|010> + (-0.0692-0.0127i)|011> + (-0.0892-0.4869i)|100> + (-0.0892-0.4869i)|101> + (0.0892-0.4869i)|110> + (0.0892-0.4869i)|111>
  |001> -> (0.0692-0.0127i)|000> + (-0.0692+0.0127i)|001> + (-0.0692-0.0127i)|010> + (0.0692+0.0127i)|011> + (-0.0892-0.4869i)|100> + (0.0892+0.4869i)|101> + (-0.0892+0.4869i)|110> + (0.0892-0.4869i)|111>
  |010> -> (-0.0692+0.0127i)|000> + (-0.0692+0.0127i)|001> + (0.0692+0.0127i)|010> + (0.0692+0.0127i)|011> + (-0.0892-0.4869i)|100> + (-0.0892-0.4869i)|101> + (-0.0892+0.4869i)|110> + (-0.0892+0.4869i)|111>
  |011> -> (0.0692-0.0127i)|000> + (-0.0692+0.0127i)|001> + (0.0692+0.0127i)|010> + (-0.0692-0.0127i)|011> + (-0.0892-0.4869i)|100> + (0.0892+0.4869i)|101> + (0.0892-0.4869i)|110> + (-0.0892+0.4869i)|111>
  |100> -> (-0.4869+0.0892i)|000> + (0.4869-0.0892i)|001> + (0.4869+0.0892i)|010> + (-0.4869-0.0892i)|011> + (-0.0127-0.0692i)|100> + (0.0127+0.0692i)|101> + (-0.0127+0.0692i)|110> + (0.0127-0.0692i)|111>
  |101> -> (0.4869-0.0892i)|000> + (0.4869-0.0892i)|001> + (0.4869+0.0892i)|010> + (0.4869+0.0892i)|011> + (-0.0127-0.0692i)|100> + (-0.0127-0.0692i)|101> + (0.0127-0.0692i)|110> + (0.0127-0.0692i)|111>
  |110> -> (-0.4869+0.0892i)|000> + (0.4869-0.0892i)|001> + (-0.4869-0.0892i)|010> + (0.4869+0.0892i)|011> + (-0.0127-0.0692i)|100> + (0.0127+0.0692i)|101> + (0.0127-0.0692i)|110> + (-0.0127+0.0692i)|111>
  |111> -> (0.4869-0.0892i)|000> + (0.4869-0.0892i)|001> + (-0.4869-0.0892i)|010> + (-0.4869-0.0892i)|011> + (-0.0127-0.0692i)|100> + (-0.0127-0.0692i)|101> + (-0.0127+0.0692i)|110> + (-0.0127+0.0692i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
y q[1];
ry(0.6023416292820298) q[0];
cx q[0],q[2];
ry(6.136251504521233) q[2];
y q[1];
h q[2];
rx(1.381243078207626) q[1];
x q[0];
s q[0];
x q[2];
x q[1];
y q[0];
s q[0];
y q[1];
h q[1];
cz q[1],q[2];
ry(3.089994700024885) q[0];
cz q[1],q[0];
x q[0];
x q[1];
ry(1.1479538098857254) q[1];
z q[1];
z q[1];
x q[1];
ry(0.2307321825133641) q[0];
rz(0.47122629548655287) q[2];
cx q[1],q[2];
cx q[0],q[1];
z q[0];
rz(2.524388727935361) q[0];
t q[0];
rx(0.7925685333361148) q[0];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (0.2684-0.1571i)|000> + (0.3898+0.1606i)|001> + (-0.0350+0.2582i)|010> + (-0.4195-0.2290i)|011> + (0.0557+0.2537i)|100> + (-0.1379+0.4340i)|101> + (-0.1163+0.0286i)|110> + (0.1839-0.3260i)|111>
  |001> -> (0.3264-0.0384i)|000> + (-0.1128-0.1835i)|001> + (0.3314+0.2344i)|010> + (0.3227-0.0770i)|011> + (-0.3613+0.3450i)|100> + (0.2051+0.0685i)|101> + (0.1011+0.4941i)|110> + (0.0819+0.1155i)|111>
  |010> -> (-0.1364-0.0425i)|000> + (0.3259-0.1725i)|001> + (0.1076+0.1832i)|010> + (0.0705+0.4720i)|011> + (0.0789+0.2027i)|100> + (-0.4964-0.0675i)|101> + (0.3065-0.0813i)|110> + (0.3108+0.2744i)|111>
  |011> -> (-0.0554+0.4946i)|000> + (0.0534+0.1479i)|001> + (-0.2115+0.4764i)|010> + (0.1626-0.0122i)|011> + (0.4263+0.0544i)|100> + (0.2526-0.1561i)|101> + (0.2931+0.1313i)|110> + (0.0180-0.2302i)|111>
  |100> -> (-0.0695-0.1850i)|000> + (0.4467+0.3422i)|001> + (0.1079-0.1069i)|010> + (0.4054+0.1662i)|011> + (-0.2358+0.0828i)|100> + (0.2465-0.3009i)|101> + (-0.1748-0.1907i)|110> + (0.1255-0.3645i)|111>
  |101> -> (-0.4261+0.1263i)|000> + (-0.0713+0.1137i)|001> + (0.2532+0.3484i)|010> + (-0.0645-0.1554i)|011> + (-0.2663+0.3291i)|100> + (0.0893+0.1668i)|101> + (0.0088-0.4723i)|110> + (-0.3230+0.1681i)|111>
  |110> -> (-0.0394-0.2511i)|000> + (0.2972-0.2541i)|001> + (-0.2326+0.1632i)|010> + (0.0768-0.3539i)|011> + (0.0784-0.1934i)|100> + (0.4165-0.0040i)|101> + (-0.0072-0.1870i)|110> + (0.3155+0.4681i)|111>
  |111> -> (0.1640-0.4462i)|000> + (-0.3520+0.0615i)|001> + (-0.1245+0.3817i)|010> + (0.2019+0.1228i)|011> + (0.3563+0.1968i)|100> + (-0.1292-0.1715i)|101> + (-0.4351-0.1153i)|110> + (-0.1100+0.0527i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
y q[0];
z q[0];
rx(3.4566600867160138) q[1];
ry(5.182820420425684) q[1];
cz q[0],q[2];
cz q[2],q[0];
y q[2];
cx q[2],q[0];
t q[1];
h q[0];
t q[0];
s q[0];
cz q[2],q[1];
cx q[2],q[1];
cz q[1],q[0];
rz(1.366671214571527) q[0];
h q[1];
cx q[0],q[2];
s q[0];
s q[1];
h q[1];
h q[1];
z q[1];
h q[0];
cx q[2],q[1];
h q[1];
z q[0];
z q[1];
cz q[1],q[0];
cx q[0],q[1];
s q[1];
x q[1];
x q[2];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.0307+0.4796i)|000> + (-0.1067-0.0876i)|001> + (0.0876-0.1067i)|010> + (0.4796+0.0307i)|011> + (-0.0411-0.1318i)|100> + (0.2890-0.3839i)|101> + (-0.3839-0.2890i)|110> + (0.1318-0.0411i)|111>
  |001> -> (-0.0307+0.4796i)|000> + (-0.1067-0.0876i)|001> + (0.0876-0.1067i)|010> + (0.4796+0.0307i)|011> + (0.0411+0.1318i)|100> + (-0.2890+0.3839i)|101> + (0.3839+0.2890i)|110> + (-0.1318+0.0411i)|111>
  |010> -> (0.0642+0.1223i)|000> + (0.4758+0.0671i)|001> + (-0.0671+0.4758i)|010> + (0.1223-0.0642i)|011> + (0.3608+0.3174i)|100> + (0.0135-0.1374i)|101> + (-0.1374-0.0135i)|110> + (-0.3174+0.3608i)|111>
  |011> -> (0.0642+0.1223i)|000> + (0.4758+0.0671i)|001> + (-0.0671+0.4758i)|010> + (0.1223-0.0642i)|011> + (-0.3608-0.3174i)|100> + (-0.0135+0.1374i)|101> + (0.1374+0.0135i)|110> + (0.3174-0.3608i)|111>
  |100> -> (0.1318-0.0411i)|000> + (0.3839+0.2890i)|001> + (0.2890-0.3839i)|010> + (0.0411+0.1318i)|011> + (-0.4796-0.0307i)|100> + (0.0876-0.1067i)|101> + (0.1067+0.0876i)|110> + (-0.0307+0.4796i)|111>
  |101> -> (-0.1318+0.0411i)|000> + (-0.3839-0.2890i)|001> + (-0.2890+0.3839i)|010> + (-0.0411-0.1318i)|011> + (-0.4796-0.0307i)|100> + (0.0876-0.1067i)|101> + (0.1067+0.0876i)|110> + (-0.0307+0.4796i)|111>
  |110> -> (-0.3174+0.3608i)|000> + (0.1374+0.0135i)|001> + (0.0135-0.1374i)|010> + (-0.3608-0.3174i)|011> + (-0.1223+0.0642i)|100> + (-0.0671+0.4758i)|101> + (-0.4758-0.0671i)|110> + (0.0642+0.1223i)|111>
  |111> -> (0.3174-0.3608i)|000> + (-0.1374-0.0135i)|001> + (-0.0135+0.1374i)|010> + (0.3608+0.3174i)|011> + (-0.1223+0.0642i)|100> + (-0.0671+0.4758i)|101> + (-0.4758-0.0671i)|110> + (0.0642+0.1223i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
rz(5.576163480144678) q[0];
x q[2];
ry(3.272651387191274) q[0];
ry(5.736650091825691) q[2];
z q[0];
h q[2];
y q[2];
cx q[2],q[0];
rz(1.0463845822067088) q[1];
cz q[1],q[0];
t q[1];
t q[1];
y q[1];
z q[0];
t q[1];
z q[1];
z q[2];
cx q[2],q[0];
t q[1];
t q[1];
rx(5.56552043588244) q[2];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.0289+0.0409i)|010> + (-0.1244-0.0880i)|011> + (0.0344+0.0244i)|110> + (0.5695-0.8051i)|111>
  |001> -> (0.0696+0.7601i)|010> + (0.6400-0.0586i)|110> + (0.0059+0.0644i)|111>
  |010> -> (0.4883+0.5867i)|001> + (-0.0414-0.0497i)|100> + (0.4940-0.4111i)|101>
  |011> -> (-0.0257+0.1502i)|000> + (-0.0494-0.0085i)|001> + (-0.9720-0.1665i)|100> + (-0.0071+0.0416i)|101>
  |100> -> (0.0244-0.0344i)|010> + (0.8051+0.5695i)|011> + (0.0409+0.0289i)|110> + (0.0880-0.1244i)|111>
  |101> -> (-0.0586-0.6400i)|010> + (-0.0644+0.0059i)|011> + (0.7601-0.0696i)|110>
  |110> -> (0.0497-0.0414i)|000> + (-0.4111-0.4940i)|001> + (0.5867-0.4883i)|101>
  |111> -> (0.1665-0.9720i)|000> + (0.0416+0.0071i)|001> + (-0.1502-0.0257i)|100> + (-0.0085+0.0494i)|101>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
rx(4.358977030333853) q[1];
t q[0];
x q[2];
z q[1];
t q[1];
rx(0.15048909201005942) q[1];
h q[1];
h q[0];
z q[0];
x q[1];
cz q[2],q[1];
cx q[2],q[0];
cz q[1],q[0];
ry(3.196168710917012) q[2];
t q[2];
y q[1];
ry(5.274683918594714) q[1];
cx q[0],q[1];
x q[0];
cz q[0],q[1];
s q[2];
y q[2];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (-0.0062+0.0120i)|000> + (-0.0024-0.0136i)|010> + (-0.0013+0.0179i)|011> + (-0.4710+0.1515i)|100> + (-0.2441-0.0923i)|101> + (0.2896-0.4135i)|110> + (-0.4961+0.4306i)|111>
  |001> -> (0.0129-0.0041i)|000> + (-0.0079+0.0113i)|010> + (-0.0135+0.0118i)|011> + (0.4402+0.2260i)|100> + (-0.1074-0.2379i)|101> + (-0.4971+0.0876i)|110> + (-0.6553-0.0463i)|111>
  |010> -> (-0.0079-0.0113i)|000> + (-0.0135-0.0118i)|001> + (-0.0129-0.0041i)|010> + (0.0876-0.4971i)|100> + (-0.0463-0.6553i)|101> + (-0.2260-0.4402i)|110> + (0.2379+0.1074i)|111>
  |011> -> (-0.0024+0.0136i)|000> + (-0.0013-0.0179i)|001> + (0.0062+0.0120i)|010> + (-0.4135+0.2896i)|100> + (0.4306-0.4961i)|101> + (-0.1515+0.4710i)|110> + (0.0923+0.2441i)|111>
  |100> -> (0.0463-0.6553i)|000> + (-0.0876-0.4971i)|001> + (-0.2379+0.1074i)|010> + (0.2260-0.4402i)|011> + (-0.0135+0.0118i)|100> + (-0.0079+0.0113i)|101> + (-0.0129+0.0041i)|111>
  |101> -> (0.4961-0.4306i)|000> + (-0.2896+0.4135i)|001> + (-0.2441-0.0923i)|010> + (-0.4710+0.1515i)|011> + (-0.0179-0.0013i)|100> + (0.0136-0.0024i)|101> + (0.0120+0.0062i)|111>
  |110> -> (-0.2441+0.0923i)|000> + (-0.4710-0.1515i)|001> + (-0.4961-0.4306i)|010> + (0.2896+0.4135i)|011> + (0.0062+0.0120i)|101> + (0.0013+0.0179i)|110> + (0.0024-0.0136i)|111>
  |111> -> (-0.2379-0.1074i)|000> + (0.2260+0.4402i)|001> + (-0.0463-0.6553i)|010> + (0.0876-0.4971i)|011> + (0.0041-0.0129i)|101> + (-0.0118+0.0135i)|110> + (-0.0113+0.0079i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
x q[1];
y q[1];
s q[2];
cx q[0],q[2];
h q[2];
y q[0];
s q[1];
cz q[2],q[1];
cz q[0],q[1];
cx q[1],q[0];
ry(0.24307604970574218) q[2];
s q[2];
z q[1];
s q[0];
rz(4.394326520326433) q[0];
t q[0];
ry(2.9117432417950204) q[0];
t q[0];
ry(2.142969749756436) q[0];
cz q[1],q[2];
cz q[0],q[1];
t q[2];
rz(4.653306259731393) q[0];
x q[0];
s q[1];
y q[0];
cx q[2],q[0];
```

The INTENDED unitary transformation maps basis states as follows:
  |000> -> (0.3391+0.0209i)|000> + (0.0888+0.5063i)|001> + (-0.5379-0.3773i)|100> + (-0.3254+0.2877i)|101>
  |001> -> (0.1135-0.6472i)|000> + (-0.4335+0.0267i)|001> + (-0.2251+0.2546i)|100> + (-0.2952-0.4208i)|101>
  |010> -> (0.6283+0.1921i)|010> + (-0.0267+0.4335i)|011> + (-0.2250-0.2546i)|110> + (-0.4538+0.2413i)|111>
  |011> -> (0.0209+0.3391i)|010> + (0.4916-0.1502i)|011> + (0.3085-0.5801i)|110> + (0.3254+0.2877i)|111>
  |100> -> (-0.0267+0.4335i)|000> + (-0.6472+0.1135i)|001> + (-0.2952+0.4208i)|100> + (0.2251+0.2546i)|101>
  |101> -> (0.5063+0.0888i)|000> + (-0.0209-0.3391i)|001> + (0.3254+0.2877i)|100> + (-0.5379+0.3773i)|101>
  |110> -> (-0.1502+0.4916i)|010> + (-0.3391-0.0209i)|011> + (-0.3254+0.2877i)|110> + (0.3085+0.5801i)|111>
  |111> -> (-0.4335+0.0267i)|010> + (0.1921+0.6283i)|011> + (-0.4538-0.2413i)|110> + (0.2250-0.2546i)|111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
cx q[2],q[3];
h q[1];
h q[3];
cx q[0],q[1];
ry(2.5130239886910046) q[0];
cx q[1],q[3];
h q[2];
rx(2.9813154683108953) q[0];
y q[0];
t q[3];
cx q[0],q[3];
cx q[3],q[2];
s q[3];
s q[1];
rx(5.8434426255142835) q[2];
y q[1];
cz q[2],q[1];
x q[3];
cx q[2],q[1];
ry(4.382496245756494) q[2];
s q[0];
t q[2];
rx(4.070412921493407) q[0];
x q[3];
cz q[0],q[3];
t q[1];
rx(2.5699231395662565) q[2];
s q[2];
z q[3];
x q[0];
cz q[2],q[0];
rz(5.6508062204013285) q[3];
cx q[0],q[3];
ry(0.4850419713763551) q[0];
cz q[0],q[2];
x q[3];
h q[3];
s q[2];
y q[3];
ry(4.906137546509471) q[2];
cz q[2],q[0];
rz(4.6685359426428334) q[2];
cx q[2],q[0];
cz q[2],q[1];
x q[1];
cz q[3],q[0];
cz q[3],q[2];
cz q[3],q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |0000> -> (0.0382+0.0041i)|0000> + (-0.0124+0.0787i)|0001> + (-0.0241-0.0299i)|0010> + (0.0644-0.0469i)|0011> + (0.1571-0.1661i)|0100> + (-0.0001-0.0785i)|0101> + (0.2285-0.0064i)|0110> + (0.0555-0.0556i)|0111> + (0.0382-0.1279i)|1000> + (-0.2169-0.0640i)|1001> + (0.1174-0.0634i)|1010> + (-0.1082-0.1986i)|1011> + (0.3969+0.4333i)|1100> + (-0.1220-0.0681i)|1101> + (0.0257-0.5870i)|1110> + (0.0381+0.1344i)|1111>
  |0001> -> (0.1077-0.1825i)|0000> + (0.0955+0.1461i)|0001> + (-0.2052+0.0529i)|0010> + (0.0358-0.1708i)|0011> + (0.1645-0.1428i)|0100> + (0.3628-0.4600i)|0101> + (0.2173+0.0153i)|0110> + (0.5818-0.0687i)|0111> + (0.0208+0.0335i)|1000> + (0.0506+0.0031i)|1001> + (-0.0090+0.0384i)|1010> + (0.0335+0.0380i)|1011> + (-0.0528-0.1077i)|1100> + (0.0950+0.0802i)|1101> + (-0.0388+0.1135i)|1110> + (-0.0105-0.1239i)|1111>
  |0010> -> (-0.0043-0.1072i)|0000> + (-0.1077+0.1879i)|0001> + (0.0727-0.0788i)|0010> + (-0.2090+0.0568i)|0011> + (-0.0384+0.0558i)|0100> + (-0.0568+0.0030i)|0101> + (0.0666-0.0123i)|0110> + (0.0423+0.0381i)|0111> + (-0.2147-0.0813i)|1000> + (-0.4719-0.2989i)|1001> + (0.0943+0.2093i)|1010> + (0.1224+0.5451i)|1011> + (-0.1569-0.1248i)|1100> + (-0.0326+0.1665i)|1101> + (-0.0227-0.1991i)|1110> + (-0.1408+0.0947i)|1111>
  |0011> -> (-0.2393+0.5640i)|0000> + (0.0817-0.0928i)|0001> + (-0.5680+0.2296i)|0010> + (0.1234-0.0079i)|0011> + (-0.0897-0.1086i)|0100> + (0.1874-0.1428i)|0101> + (-0.0134+0.1402i)|0110> + (-0.2335-0.0315i)|0111> + (-0.1248-0.0648i)|1000> + (-0.0610-0.0798i)|1001> + (0.0424+0.1341i)|1010> + (-0.0133+0.0995i)|1011> + (-0.0326-0.0087i)|1100> + (0.0123+0.0532i)|1101> + (-0.0169-0.0292i)|1110> + (-0.0289+0.0463i)|1111>
  |0100> -> (-0.0741+0.1293i)|0000> + (-0.0894-0.1379i)|0001> + (-0.1438+0.0390i)|0010> + (0.0343-0.1608i)|0011> + (-0.1399+0.2750i)|0100> + (-0.1412+0.3668i)|0101> + (0.2934-0.0955i)|0110> + (0.3592-0.1595i)|0111> + (0.0001+0.0877i)|1000> + (0.1482-0.0242i)|1001> + (0.0619-0.0621i)|1010> + (-0.1219-0.0877i)|1011> + (-0.3917-0.1197i)|1100> + (0.0467-0.0301i)|1101> + (-0.1923-0.3616i)|1110> + (0.0543+0.0117i)|1111>
  |0101> -> (-0.0033-0.1554i)|0000> + (0.0935+0.0323i)|0001> + (0.1075-0.1122i)|0010> + (0.0433+0.0889i)|0011> + (0.0635-0.0217i)|0100> + (0.1366-0.4198i)|0101> + (-0.0603-0.0296i)|0110> + (-0.3934+0.2003i)|0111> + (0.0590+0.0906i)|1000> + (0.1618-0.0706i)|1001> + (0.0223-0.1058i)|1010> + (-0.1644-0.0645i)|1011> + (-0.4259-0.1026i)|1100> + (0.1784+0.0091i)|1101> + (-0.2286-0.3737i)|1110> + (0.1197+0.1325i)|1111>
  |0110> -> (-0.0445+0.4351i)|0000> + (0.0528-0.2358i)|0001> + (0.3391-0.2762i)|0010> + (-0.2041+0.1294i)|0011> + (-0.0555-0.1085i)|0100> + (0.1365-0.1254i)|0101> + (0.0375-0.1160i)|0110> + (0.1852+0.0079i)|0111> + (0.1021-0.0399i)|1000> + (0.3982+0.0145i)|1001> + (0.1004+0.0440i)|1010> + (0.2713+0.2918i)|1011> + (0.1355+0.0350i)|1100> + (-0.0203-0.1011i)|1101> + (-0.0710-0.1206i)|1110> + (-0.0572+0.0858i)|1111>
  |0111> -> (-0.0251+0.4415i)|0000> + (0.0518+0.0333i)|0001> + (0.3300-0.2945i)|0010> + (-0.0131-0.0602i)|0011> + (-0.0974-0.0074i)|0100> + (0.0621-0.1433i)|0101> + (-0.0636-0.0741i)|0110> + (0.1452-0.0574i)|0111> + (-0.2422+0.0425i)|1000> + (-0.4040+0.0112i)|1001> + (-0.2013-0.1413i)|1010> + (-0.2936-0.2778i)|1011> + (-0.1471+0.0091i)|1100> + (0.0772+0.1231i)|1101> + (0.1105+0.0976i)|1110> + (0.0324-0.1417i)|1111>
  |1000> -> (-0.0219-0.0376i)|0000> + (-0.3684-0.1755i)|0001> + (0.0110-0.0421i)|0010> + (-0.1364-0.3846i)|0011> + (-0.0963-0.1202i)|0100> + (0.0642-0.0689i)|0101> + (-0.0169+0.1531i)|0110> + (-0.0941+0.0034i)|0111> + (0.2420-0.3138i)|1000> + (-0.1296+0.2845i)|1001> + (-0.3930+0.0508i)|1010> + (0.2928-0.1095i)|1011> + (-0.1564+0.0073i)|1100> + (-0.0659+0.1238i)|1101> + (-0.1157-0.1054i)|1110> + (-0.1342+0.0409i)|1111>
  |1001> -> (-0.1491-0.1042i)|0000> + (-0.4152-0.1439i)|0001> + (-0.0317-0.1791i)|0010> + (-0.1919-0.3954i)|0011> + (-0.0948-0.1449i)|0100> + (0.0943-0.0400i)|0101> + (-0.0354+0.1695i)|0110> + (-0.0950-0.0384i)|0111> + (-0.2072+0.3866i)|1000> + (0.0030-0.0444i)|1001> + (0.4198-0.1269i)|1010> + (-0.0335+0.0293i)|1011> + (0.0963+0.0551i)|1100> + (0.1192-0.1117i)|1101> + (0.0291+0.1071i)|1110> + (0.1632+0.0053i)|1111>
  |1010> -> (-0.0859+0.0667i)|0000> + (-0.1266-0.0689i)|0001> + (0.1079+0.0136i)|0010> + (0.0409+0.1382i)|0011> + (0.3005+0.2594i)|0100> + (-0.0600-0.0850i)|0101> + (0.0291+0.3959i)|0110> + (0.0177-0.1025i)|0111> + (0.0284-0.1762i)|1000> + (-0.1098+0.0165i)|1001> + (0.1446-0.1045i)|1010> + (-0.0894-0.0660i)|1011> + (0.1486-0.1971i)|1100> + (0.3471-0.2709i)|1101> + (-0.2445+0.0343i)|1110> + (-0.4370-0.0539i)|1111>
  |1011> -> (0.1295-0.0564i)|0000> + (0.1159+0.0844i)|0001> + (-0.1314-0.0516i)|0010> + (-0.0223-0.1416i)|0011> + (-0.3368-0.2261i)|0100> + (0.1713+0.1798i)|0101> + (-0.0783-0.3980i)|0110> + (-0.0060+0.2483i)|0111> + (0.0670-0.1497i)|1000> + (-0.0840-0.0708i)|1001> + (0.1533-0.0585i)|1010> + (-0.0093-0.1095i)|1011> + (-0.0343+0.0094i)|1100> + (0.3035-0.3177i)|1101> + (0.0309+0.0176i)|1110> + (-0.4393+0.0100i)|1111>
  |1100> -> (0.1278+0.0662i)|0000> + (0.5869+0.0443i)|0001> + (-0.0435-0.1371i)|0010> + (-0.3837-0.4464i)|0011> + (0.1816+0.1303i)|0100> + (-0.0748+0.1050i)|0101> + (0.0363+0.2206i)|0110> + (-0.1272+0.0214i)|0111> + (0.0150+0.0584i)|1000> + (-0.0003-0.2230i)|1001> + (-0.0307+0.0519i)|1010> + (0.1575-0.1579i)|1011> + (0.0477-0.0812i)|1100> + (-0.0537-0.0334i)|1101> + (-0.0912+0.0237i)|1110> + (0.0143+0.0616i)|1111>
  |1101> -> (-0.1184-0.0161i)|0000> + (-0.1117-0.0268i)|0001> + (0.0724+0.0951i)|0010> + (0.0601+0.0980i)|0011> + (-0.0267-0.0552i)|0100> + (0.0522-0.0043i)|0101> + (0.0202-0.0579i)|0110> + (0.0399+0.0339i)|0111> + (-0.0061+0.5880i)|1000> + (-0.0650-0.2139i)|1001> + (-0.4200+0.4115i)|1010> + (0.1053-0.1973i)|1011> + (0.1569-0.0574i)|1100> + (0.0298-0.2036i)|1101> + (-0.1516-0.0704i)|1110> + (-0.1651+0.1229i)|1111>
  |1110> -> (0.1104-0.1241i)|0000> + (0.1923+0.0448i)|0001> + (0.1658-0.0097i)|0010> + (0.1043+0.1677i)|0011> + (-0.5283-0.1848i)|0100> + (0.1923+0.1301i)|0101> + (0.2429+0.5042i)|0110> + (-0.0440-0.2280i)|0111> + (0.0637+0.0412i)|1000> + (0.0167-0.0827i)|1001> + (-0.0159-0.0742i)|1010> + (-0.0702+0.0467i)|1011> + (-0.0597+0.2021i)|1100> + (-0.0113+0.0941i)|1101> + (-0.1851+0.1006i)|1110> + (-0.0745+0.0585i)|1111>
  |1111> -> (0.0612-0.0206i)|0000> + (0.0275+0.0397i)|0001> + (0.0578+0.0287i)|0010> + (-0.0086+0.0475i)|0011> + (-0.0812-0.0479i)|0100> + (0.1242+0.0563i)|0101> + (0.0235+0.0913i)|0110> + (-0.0480-0.1276i)|0111> + (-0.0585-0.2226i)|1000> + (-0.1285+0.0279i)|1001> + (-0.1161+0.1988i)|1010> + (0.1106+0.0711i)|1011> + (-0.0308-0.1299i)|1100> + (0.1640-0.5925i)|1101> + (0.0701-0.1136i)|1110> + (0.5349-0.3030i)|1111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
cz q[3],q[0];
t q[2];
x q[2];
x q[1];
cx q[1],q[3];
y q[0];
rz(6.208256068892496) q[2];
y q[1];
cx q[2],q[0];
cx q[3],q[2];
s q[2];
rz(0.19199770660329826) q[1];
rz(4.713532602908841) q[3];
s q[2];
cx q[3],q[2];
h q[1];
x q[3];
h q[0];
cz q[1],q[0];
rz(5.301326267231974) q[0];
s q[0];
z q[2];
z q[1];
ry(1.9115838441514372) q[2];
cx q[3],q[0];
s q[0];
rx(3.057876950368099) q[1];
ry(5.859570670216837) q[2];
cx q[0],q[1];
cz q[1],q[2];
rx(2.2917904672326466) q[3];
cz q[1],q[3];
y q[2];
x q[1];
ry(3.7277276145540488) q[1];
cx q[3],q[2];
cx q[1],q[3];
y q[1];
h q[1];
s q[2];
cz q[1],q[0];
ry(2.8685043881449075) q[0];
cz q[2],q[0];
y q[0];
cx q[2],q[1];
z q[2];
rx(2.379691593995934) q[2];
y q[2];
s q[1];
t q[3];
h q[0];
```

The INTENDED unitary transformation maps basis states as follows:
  |0000> -> (-0.1673+0.0328i)|0000> + (0.2571+0.2145i)|0001> + (-0.0464+0.0671i)|0010> + (-0.0581-0.2029i)|0011> + (0.0505+0.2377i)|0100> + (-0.0151-0.1700i)|0101> + (-0.2781-0.3307i)|0110> + (-0.0159-0.1804i)|0111> + (0.1409-0.2164i)|1000> + (-0.1399+0.1334i)|1001> + (0.0564-0.2280i)|1010> + (-0.2145-0.2911i)|1011> + (0.2666+0.1700i)|1100> + (-0.2318+0.1137i)|1101> + (0.1013-0.0095i)|1110> + (-0.0759+0.1652i)|1111>
  |0001> -> (-0.3244-0.1907i)|0000> + (0.0793-0.0707i)|0001> + (0.1085+0.1568i)|0010> + (0.0224-0.0221i)|0011> + (0.0108+0.1484i)|0100> + (-0.0915-0.2142i)|0101> + (0.0821+0.2469i)|0110> + (0.3025+0.2724i)|0111> + (0.1306-0.1211i)|1000> + (-0.0872+0.2255i)|1001> + (0.2194+0.2546i)|1010> + (0.0183+0.2905i)|1011> + (0.1309-0.1689i)|1100> + (-0.3267-0.1676i)|1101> + (0.0108-0.1677i)|1110> + (-0.0582+0.0015i)|1111>
  |0010> -> (0.2183-0.0921i)|0000> + (-0.1169+0.0890i)|0001> + (0.3949-0.0201i)|0010> + (0.2166-0.1688i)|0011> + (0.0135+0.1329i)|0100> + (-0.3578-0.0756i)|0101> + (0.0071-0.0165i)|0110> + (-0.1906+0.0472i)|0111> + (0.0942-0.3359i)|1000> + (-0.2388-0.0147i)|1001> + (-0.0347+0.0284i)|1010> + (0.1396+0.1069i)|1011> + (-0.2286-0.0968i)|1100> + (0.1734+0.0014i)|1101> + (0.2370+0.1959i)|1110> + (0.0587+0.3137i)|1111>
  |0011> -> (-0.1304+0.1011i)|0000> + (0.2015-0.1380i)|0001> + (0.1285-0.1600i)|0010> + (0.4138-0.0877i)|0011> + (-0.3248-0.0062i)|0100> + (0.0994+0.1645i)|0101> + (-0.1784+0.1158i)|0110> + (0.0126-0.0654i)|0111> + (-0.2664+0.0940i)|1000> + (0.0439-0.2940i)|1001> + (0.1777+0.0533i)|1010> + (-0.0646+0.0591i)|1011> + (0.1849+0.0000i)|1100> + (-0.2568-0.0490i)|1101> + (0.0974+0.3338i)|1110> + (0.2367+0.1014i)|1111>
  |0100> -> (-0.0728-0.4023i)|0000> + (0.1144+0.0152i)|0001> + (0.0443-0.1698i)|0010> + (-0.0288-0.0024i)|0011> + (-0.1146+0.1140i)|0100> + (0.1116-0.2271i)|0101> + (0.1230-0.2055i)|0110> + (0.0085-0.3746i)|0111> + (-0.1629-0.0184i)|1000> + (0.2097-0.0746i)|1001> + (-0.0543+0.3611i)|1010> + (-0.2263+0.2209i)|1011> + (-0.1964+0.0101i)|1100> + (0.0792+0.3286i)|1101> + (0.1458-0.1099i)|1110> + (-0.0424-0.0469i)|1111>
  |0101> -> (-0.1456-0.1145i)|0000> + (0.0055+0.3637i)|0001> + (0.0747-0.0080i)|0010> + (-0.1067+0.1624i)|0011> + (-0.1600+0.2100i)|0100> + (0.1293-0.1328i)|0101> + (-0.0638+0.3925i)|0110> + (-0.1163+0.1194i)|0111> + (-0.2356+0.0316i)|1000> + (0.1771+0.0176i)|1001> + (0.2278-0.1152i)|1010> + (0.0877-0.3829i)|1011> + (-0.0414-0.2881i)|1100> + (0.2185+0.0935i)|1101> + (0.0796+0.0767i)|1110> + (-0.1898+0.0546i)|1111>
  |0110> -> (-0.1757-0.0358i)|0000> + (0.2564+0.0681i)|0001> + (-0.1887+0.0064i)|0010> + (-0.3096-0.2360i)|0011> + (-0.2250-0.2719i)|0100> + (-0.0650+0.1984i)|0101> + (0.1879+0.0550i)|0110> + (-0.0532+0.0305i)|0111> + (0.2255+0.1294i)|1000> + (-0.2315+0.1459i)|1001> + (0.0820+0.1841i)|1010> + (-0.0945-0.0113i)|1011> + (-0.1110-0.1291i)|1100> + (0.1199+0.2086i)|1101> + (-0.2059+0.3168i)|1110> + (0.0842+0.2668i)|1111>
  |0111> -> (0.2305+0.1145i)|0000> + (-0.1561-0.0332i)|0001> + (-0.2511-0.2635i)|0010> + (-0.2478-0.0498i)|0011> + (-0.0999+0.1053i)|0100> + (-0.1913-0.3483i)|0101> + (-0.0158+0.0049i)|0110> + (0.1473+0.1046i)|0111> + (-0.2909+0.1359i)|1000> + (0.1331+0.1754i)|1001> + (-0.0480-0.0085i)|1010> + (0.0108+0.1907i)|1011> + (0.0697+0.2176i)|1100> + (-0.1031-0.1219i)|1101> + (0.0066+0.3340i)|1110> + (-0.2168+0.2706i)|1111>
  |1000> -> (0.0903+0.2034i)|0000> + (-0.0060+0.1638i)|0001> + (-0.2375-0.2088i)|0010> + (0.3642+0.0267i)|0011> + (-0.3216+0.1040i)|0100> + (0.0250+0.1951i)|0101> + (0.0435-0.0459i)|0110> + (-0.1207-0.1370i)|0111> + (0.1152+0.0065i)|1000> + (0.1032+0.3956i)|1001> + (-0.0289-0.0002i)|1010> + (-0.0312+0.1726i)|1011> + (0.0940-0.2350i)|1100> + (0.1056-0.1224i)|1101> + (-0.0200-0.3741i)|1110> + (-0.1070+0.2142i)|1111>
  |1001> -> (0.0041-0.1779i)|0000> + (-0.0494-0.2325i)|0001> + (-0.3885-0.0583i)|0010> + (0.1321+0.2183i)|0011> + (0.0766-0.2249i)|0100> + (0.2841-0.0632i)|0101> + (0.0688+0.1851i)|0110> + (-0.0704+0.0852i)|0111> + (-0.0331-0.3622i)|1000> + (-0.1539-0.1031i)|1001> + (0.0941-0.1700i)|1010> + (0.0738-0.0136i)|1011> + (-0.1188+0.1423i)|1100> + (-0.1436+0.2216i)|1101> + (0.1069-0.1279i)|1110> + (-0.0338+0.3962i)|1111>
  |1010> -> (-0.1625-0.2201i)|0000> + (0.1125-0.2344i)|0001> + (0.0043-0.0950i)|0010> + (0.1775-0.0953i)|0011> + (-0.1992+0.1350i)|0100> + (-0.1205+0.1202i)|0101> + (-0.2599+0.1036i)|0110> + (0.3311+0.1820i)|0111> + (0.2607+0.0491i)|1000> + (0.1779+0.0227i)|1001> + (-0.3262-0.2126i)|1010> + (0.1878-0.0203i)|1011> + (-0.0502+0.2027i)|1100> + (0.2444+0.2546i)|1101> + (-0.0508+0.0343i)|1110> + (-0.1914-0.0410i)|1111>
  |1011> -> (0.1651-0.1457i)|0000> + (-0.1570-0.2801i)|0001> + (0.1894-0.0249i)|0010> + (0.0049-0.0485i)|0011> + (-0.1139+0.1118i)|0100> + (-0.2119+0.0856i)|0101> + (0.2858+0.1962i)|0110> + (-0.3326+0.0312i)|0111> + (0.1581+0.0216i)|1000> + (0.2384+0.0972i)|1001> + (0.2508+0.0314i)|1010> + (-0.2698-0.2443i)|1011> + (0.2164+0.3332i)|1100> + (-0.0918+0.1124i)|1101> + (-0.1547-0.0935i)|1110> + (-0.0154+0.0061i)|1111>
  |1100> -> (-0.1494+0.1227i)|0000> + (-0.1565+0.2055i)|0001> + (-0.1925-0.3061i)|0010> + (-0.0730+0.2233i)|0011> + (-0.2395+0.0963i)|0100> + (-0.2533-0.1892i)|0101> + (-0.0878+0.1591i)|0110> + (-0.1017+0.0020i)|0111> + (0.2328-0.2406i)|1000> + (-0.0204-0.1692i)|1001> + (-0.2067+0.0430i)|1010> + (-0.0635-0.0512i)|1011> + (-0.1706+0.0025i)|1100> + (-0.2408+0.0328i)|1101> + (-0.1811+0.0025i)|1110> + (0.3503-0.2529i)|1111>
  |1101> -> (0.1036-0.2185i)|0000> + (0.1392-0.1111i)|0001> + (0.0031-0.2911i)|0010> + (0.2000+0.2701i)|0011> + (0.3135+0.1912i)|0100> + (0.1429-0.1588i)|0101> + (0.0581+0.0028i)|0110> + (0.0232-0.1664i)|0111> + (0.0646+0.0843i)|1000> + (-0.2141+0.3095i)|1001> + (0.0204+0.0240i)|1010> + (0.1643-0.0966i)|1011> + (0.2204-0.0754i)|1100> + (0.1488+0.0002i)|1101> + (-0.2940+0.2815i)|1110> + (0.2523-0.0636i)|1111>
  |1110> -> (-0.2370-0.0328i)|0000> + (-0.1195+0.3278i)|0001> + (0.1311+0.1172i)|0010> + (0.0368-0.0257i)|0011> + (0.1728+0.0146i)|0100> + (0.2206+0.1139i)|0101> + (0.0346+0.3172i)|0110> + (-0.2214-0.2134i)|0111> + (0.0798+0.1233i)|1000> + (0.0753+0.2247i)|1001> + (-0.1519-0.2288i)|1010> + (-0.0100+0.3953i)|1011> + (-0.1026+0.3510i)|1100> + (-0.1335+0.0034i)|1101> + (0.0326+0.1936i)|1110> + (0.0159+0.0084i)|1111>
  |1111> -> (-0.0661+0.2898i)|0000> + (-0.2727+0.0735i)|0001> + (0.0689-0.0540i)|0010> + (0.1731+0.0666i)|0011> + (0.2523+0.0684i)|0100> + (0.1844+0.0141i)|0101> + (-0.2283-0.1191i)|0110> + (0.0718+0.3403i)|0111> + (0.1223+0.2114i)|1000> + (0.0909+0.1377i)|1001> + (0.0560+0.4193i)|1010> + (-0.1497-0.1403i)|1011> + (-0.1716+0.0866i)|1100> + (-0.0309+0.3234i)|1101> + (0.0643+0.0176i)|1110> + (0.1019+0.1867i)|1111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
rz(4.98675651542124) q[1];
cz q[3],q[0];
cz q[3],q[2];
rz(2.5907257657475737) q[2];
x q[1];
s q[1];
t q[1];
t q[1];
cz q[2],q[1];
cx q[1],q[2];
t q[3];
y q[3];
cz q[1],q[0];
cx q[1],q[0];
cx q[0],q[3];
rx(4.69553845940479) q[1];
cz q[1],q[2];
h q[1];
cx q[0],q[3];
t q[0];
h q[1];
h q[1];
y q[2];
rx(4.7996101619797065) q[3];
ry(2.8433055314440168) q[0];
y q[2];
cz q[0],q[1];
s q[0];
x q[2];
s q[1];
cz q[0],q[1];
y q[2];
t q[3];
z q[3];
ry(0.48415689123877803) q[3];
y q[1];
rz(1.089133865252038) q[1];
cx q[0],q[2];
rz(4.198225315561197) q[1];
y q[1];
cz q[1],q[3];
y q[0];
rx(1.0992218314728714) q[0];
t q[0];
rx(1.0955904870926036) q[3];
y q[3];
cz q[3],q[0];
cx q[1],q[0];
ry(2.1439258631110696) q[2];
y q[0];
z q[0];
z q[2];
cx q[1],q[0];
```

The INTENDED unitary transformation maps basis states as follows:
  |0000> -> (-0.0214-0.0838i)|0000> + (-0.0420+0.0814i)|0001> + (0.0949+0.1862i)|0010> + (0.0559-0.2141i)|0011> + (0.0935+0.1737i)|0100> + (0.0309-0.0947i)|0101> + (-0.3126-0.3600i)|0110> + (-0.0226+0.2397i)|0111> + (0.0227+0.2231i)|1000> + (-0.1389+0.1926i)|1001> + (-0.0255+0.1160i)|1010> + (-0.1018+0.0739i)|1011> + (-0.1732-0.4815i)|1100> + (0.1155-0.2311i)|1101> + (-0.0075-0.2709i)|1110> + (0.0964-0.0971i)|1111>
  |0001> -> (-0.1197-0.0520i)|0000> + (-0.0687-0.1646i)|0001> + (0.3098+0.0592i)|0010> + (0.2493+0.3516i)|0011> + (-0.0355-0.0032i)|0100> + (-0.0670-0.1006i)|0101> + (0.0853-0.0113i)|0110> + (0.2112+0.2015i)|0111> + (0.2871+0.1794i)|1000> + (-0.1131-0.4485i)|1001> + (0.1148+0.1378i)|1010> + (0.0174-0.2444i)|1011> + (0.0897+0.0217i)|1100> + (-0.1332-0.2836i)|1101> + (0.0415+0.0258i)|1110> + (-0.0201-0.1647i)|1111>
  |0010> -> (0.0659+0.0636i)|0000> + (-0.0036+0.0864i)|0001> + (-0.1928-0.1086i)|0010> + (-0.0443-0.2042i)|0011> + (-0.0819-0.0568i)|0100> + (-0.0397-0.1933i)|0101> + (0.2260+0.0829i)|0110> + (0.2106+0.4277i)|0111> + (-0.1446-0.1884i)|1000> + (-0.0423+0.2202i)|1001> + (-0.0455-0.1172i)|1010> + (-0.0542+0.1057i)|1011> + (0.1882+0.1770i)|1100> + (-0.0277-0.5110i)|1101> + (0.0694+0.1179i)|1110> + (0.0618-0.2639i)|1111>
  |0011> -> (-0.0185-0.1774i)|0000> + (-0.0842+0.0997i)|0001> + (0.1515+0.4035i)|0010> + (0.1361-0.2846i)|0011> + (-0.0353-0.1155i)|0100> + (-0.0132+0.0330i)|0101> + (0.1529+0.2487i)|0110> + (0.0108-0.0853i)|0111> + (-0.0205+0.4621i)|1000> + (-0.2543+0.2235i)|1001> + (-0.0790+0.2319i)|1010> + (-0.1625+0.0759i)|1011> + (0.0462+0.3099i)|1100> + (-0.0466+0.0797i)|1101> + (-0.0225+0.1644i)|1110> + (-0.0355+0.0336i)|1111>
  |0100> -> (-0.1067+0.1429i)|0000> + (0.1295-0.0161i)|0001> + (-0.1624+0.3992i)|0010> + (0.2931-0.1167i)|0011> + (-0.0525+0.1088i)|0100> + (0.0321-0.0153i)|0101> + (-0.0563+0.2865i)|0110> + (0.0658-0.0554i)|0111> + (0.3286-0.3256i)|1000> + (0.3384+0.0083i)|1001> + (-0.2154+0.1168i)|1010> + (-0.1708-0.0545i)|1011> + (0.1763-0.2590i)|1100> + (0.0883-0.0269i)|1101> + (-0.1281+0.1055i)|1110> + (-0.0489+0.0006i)|1111>
  |0101> -> (0.0053+0.0914i)|0000> + (-0.0612+0.0611i)|0001> + (0.0680+0.2106i)|0010> + (-0.1059+0.1801i)|0011> + (-0.0216-0.0972i)|0100> + (0.1020-0.1689i)|0101> + (-0.1098-0.2142i)|0110> + (0.1354-0.4572i)|0111> + (0.0216-0.2365i)|1000> + (-0.1805+0.1331i)|1001> + (-0.0461+0.1170i)|1010> + (0.1115-0.0409i)|1011> + (0.0181+0.2577i)|1100> + (0.3263-0.3942i)|1101> + (0.0290-0.1337i)|1110> + (-0.2244+0.1520i)|1111>
  |0110> -> (-0.0174+0.1294i)|0000> + (-0.1396+0.1110i)|0001> + (0.0276+0.3142i)|0010> + (-0.2702+0.3358i)|0011> + (0.0066+0.0350i)|0100> + (-0.0784+0.0919i)|0101> + (0.0342+0.0789i)|0110> + (-0.1362+0.2582i)|0111> + (0.0942-0.3252i)|1000> + (-0.4006+0.2312i)|1001> + (-0.1012+0.1480i)|1010> + (0.2398-0.0500i)|1011> + (-0.0036-0.0922i)|1100> + (-0.2364+0.2056i)|1101> + (-0.0135+0.0470i)|1110> + (0.1530-0.0643i)|1111>
  |0111> -> (0.0748-0.0435i)|0000> + (-0.0897-0.0182i)|0001> + (0.1532-0.1421i)|0010> + (-0.2212+0.0047i)|0011> + (-0.1416+0.1374i)|0100> + (0.0995+0.0039i)|0101> + (-0.2610+0.3990i)|0110> + (0.2367-0.0437i)|0111> + (-0.2084+0.0828i)|1000> + (-0.2232-0.0811i)|1001> + (0.1186-0.0072i)|1010> + (0.0989+0.0777i)|1011> + (0.4159-0.2981i)|1100> + (0.2538+0.0481i)|1101> + (-0.2586+0.0811i)|1110> + (-0.1197-0.0662i)|1111>
  |1000> -> (-0.2169+0.0571i)|0000> + (0.2118+0.1074i)|0001> + (0.0143+0.1179i)|0010> + (0.0716-0.1034i)|0011> + (0.4488-0.2458i)|0100> + (-0.2462-0.0783i)|0101> + (-0.0966-0.2532i)|0110> + (-0.0589+0.1235i)|0111> + (-0.0860+0.0094i)|1000> + (-0.0746-0.0530i)|1001> + (0.1122-0.1763i)|1010> + (0.2128-0.0606i)|1011> + (0.1852-0.0681i)|1100> + (0.0894+0.0439i)|1101> + (-0.1515+0.4521i)|1110> + (-0.2179+0.1022i)|1111>
  |1001> -> (0.1327-0.3115i)|0000> + (0.4256-0.1812i)|0001> + (-0.1538-0.0921i)|0010> + (-0.0644-0.2364i)|0011> + (0.0076-0.0920i)|0100> + (0.2595-0.1756i)|0101> + (-0.0477-0.0106i)|0110> + (-0.0734-0.1488i)|0111> + (0.0684-0.1112i)|1000> + (-0.1726+0.0448i)|1001> + (0.1063+0.2970i)|1010> + (0.1764-0.3933i)|1011> + (0.0081-0.0347i)|1100> + (-0.1090+0.0522i)|1101> + (0.0530+0.0677i)|1110> + (0.0664-0.2843i)|1111>
  |1010> -> (0.1637-0.1720i)|0000> + (0.2241+0.0076i)|0001> + (-0.0817-0.0956i)|0010> + (0.0162-0.1177i)|0011> + (-0.1457+0.2133i)|0100> + (-0.5005+0.1066i)|0101> + (0.1044+0.0884i)|0110> + (0.0289+0.2695i)|0111> + (0.0722-0.0563i)|1000> + (-0.0850-0.0157i)|1001> + (0.0044+0.2212i)|1010> + (0.1534-0.1419i)|1011> + (-0.0677+0.0730i)|1100> + (0.1970-0.0121i)|1101> + (-0.0433-0.2368i)|1110> + (-0.2616+0.3986i)|1111>
  |1011> -> (0.4597-0.0514i)|0000> + (-0.2602-0.2165i)|0001> + (-0.0020-0.2450i)|0010> + (-0.1283+0.1253i)|0011> + (0.2990-0.0937i)|0100> + (-0.0859-0.0337i)|0101> + (-0.0331-0.1626i)|0110> + (-0.0224+0.0434i)|0111> + (0.1783+0.0066i)|1000> + (0.0869+0.0974i)|1001> + (-0.2708+0.3354i)|1010> + (-0.3143+0.0272i)|1011> + (0.1194-0.0187i)|1100> + (0.0309+0.0177i)|1101> + (-0.1366+0.2580i)|1110> + (-0.0790+0.0340i)|1111>
  |1100> -> (-0.3726-0.2741i)|0000> + (0.0443+0.3356i)|0001> + (0.1647-0.1814i)|0010> + (-0.1792+0.0050i)|0011> + (-0.2832-0.1340i)|0100> + (0.0403+0.0830i)|0101> + (0.0860-0.1419i)|0110> + (-0.0459+0.0167i)|0111> + (-0.1265-0.1258i)|1000> + (0.0022-0.1305i)|1001> + (-0.4264+0.0627i)|1010> + (-0.2493-0.1933i)|1011> + (-0.1004-0.0673i)|1100> + (-0.0106-0.0340i)|1101> + (-0.2754+0.0969i)|1110> + (-0.0811-0.0286i)|1111>
  |1101> -> (0.2370-0.0154i)|0000> + (0.1595+0.1576i)|0001> + (-0.0048+0.1257i)|0010> + (-0.0917+0.0754i)|0011> + (-0.2518+0.0579i)|0100> + (-0.4400-0.2612i)|0101> + (-0.0168-0.1358i)|0110> + (0.1616-0.2176i)|0111> + (0.0913+0.0077i)|1000> + (-0.0518-0.0692i)|1001> + (0.1469-0.1655i)|1010> + (-0.2090+0.0001i)|1011> + (-0.0993+0.0077i)|1100> + (0.1529+0.1247i)|1101> + (-0.1288+0.2034i)|1110> + (0.4626-0.1154i)|1111>
  |1110> -> (-0.3358-0.0426i)|0000> + (-0.2905-0.3600i)|0001> + (0.0466-0.1731i)|0010> + (0.2098-0.1264i)|0011> + (-0.0906+0.0178i)|0100> + (-0.2398-0.2017i)|0101> + (-0.0028-0.0488i)|0110> + (0.1231-0.1112i)|0111> + (-0.1257-0.0354i)|1000> + (0.0903+0.1538i)|1001> + (-0.2567+0.1833i)|1010> + (0.4265+0.0624i)|1011> + (-0.0356+0.0016i)|1100> + (0.0799+0.0906i)|1101> + (-0.0507+0.0695i)|1110> + (0.2916-0.0137i)|1111>
  |1111> -> (-0.1141-0.1931i)|0000> + (-0.0455+0.2331i)|0001> + (0.1095-0.0459i)|0010> + (-0.1190-0.0407i)|0011> + (0.3590+0.3647i)|0100> + (0.0081-0.2582i)|0101> + (-0.2173+0.1620i)|0110> + (0.1349+0.0229i)|0111> + (-0.0325-0.0801i)|1000> + (0.0306-0.0863i)|1001> + (-0.2002-0.0599i)|1010> + (-0.1164-0.1882i)|1011> + (0.1161+0.1595i)|1100> + (-0.0178+0.0980i)|1101> + (0.4763+0.0223i)|1110> + (0.1578+0.1818i)|1111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
x q[0];
cz q[3],q[0];
ry(2.4258308371489203) q[3];
cz q[2],q[3];
t q[0];
h q[0];
h q[1];
s q[2];
y q[1];
t q[3];
y q[3];
rz(4.97320825750158) q[2];
cx q[3],q[1];
t q[3];
ry(3.5048648242575777) q[2];
cz q[1],q[3];
h q[2];
rx(1.9322388056630297) q[3];
cz q[2],q[1];
cz q[2],q[0];
cz q[2],q[0];
ry(2.8673857507137934) q[0];
y q[1];
cz q[1],q[3];
cx q[1],q[2];
h q[2];
y q[3];
cx q[3],q[2];
cz q[2],q[1];
y q[0];
z q[0];
cz q[1],q[2];
rz(3.6803672216376744) q[0];
t q[0];
h q[0];
cx q[3],q[0];
h q[2];
x q[1];
cz q[1],q[3];
cx q[0],q[3];
cz q[2],q[0];
t q[2];
x q[1];
s q[3];
z q[1];
h q[0];
x q[0];
```

The INTENDED unitary transformation maps basis states as follows:
  |0000> -> (0.2510-0.0845i)|0000> + (0.0764+0.0933i)|0001> + (0.0974-0.0940i)|0010> + (0.2686+0.1269i)|0011> + (-0.1471+0.2581i)|0100> + (-0.1337-0.0211i)|0101> + (0.0090-0.1203i)|0110> + (0.2540-0.0748i)|0111> + (-0.4315+0.1697i)|1000> + (0.1419+0.1565i)|1001> + (-0.0891-0.0224i)|1010> + (0.0231+0.2004i)|1011> + (-0.0137+0.2012i)|1100> + (0.0880-0.0266i)|1101> + (0.1344-0.1630i)|1110> + (-0.4389-0.1495i)|1111>
  |0001> -> (0.2905+0.1697i)|0000> + (-0.0255+0.1512i)|0001> + (0.1714+0.0147i)|0010> + (0.1028+0.3632i)|0011> + (-0.3700+0.0747i)|0100> + (-0.0915-0.1457i)|0101> + (0.1227-0.0918i)|0110> + (0.2838+0.1807i)|0111> + (0.3239+0.1681i)|1000> + (0.0194-0.1651i)|1001> + (0.0328+0.0645i)|1010> + (0.1069-0.1174i)|1011> + (0.1264-0.0960i)|1100> + (-0.0613-0.0384i)|1101> + (-0.1662+0.0046i)|1110> + (0.1384+0.3376i)|1111>
  |0010> -> (0.1143-0.0385i)|0000> + (0.1678+0.2049i)|0001> + (-0.2137+0.2064i)|0010> + (-0.1224-0.0578i)|0011> + (-0.0670+0.1176i)|0100> + (-0.2934-0.0464i)|0101> + (-0.0198+0.2641i)|0110> + (-0.1157+0.0341i)|0111> + (-0.1966+0.0773i)|1000> + (0.3114+0.3436i)|1001> + (0.1956+0.0493i)|1010> + (-0.0105-0.0913i)|1011> + (-0.0063+0.0917i)|1100> + (0.1931-0.0583i)|1101> + (-0.2950+0.3577i)|1110> + (0.2000+0.0681i)|1111>
  |0011> -> (0.1324+0.0773i)|0000> + (-0.0560+0.3317i)|0001> + (-0.3761-0.0323i)|0010> + (-0.0468-0.1655i)|0011> + (-0.1686+0.0340i)|0100> + (-0.2007-0.3197i)|0101> + (-0.2694+0.2016i)|0110> + (-0.1293-0.0823i)|0111> + (0.1476+0.0766i)|1000> + (0.0427-0.3624i)|1001> + (-0.0720-0.1415i)|1010> + (-0.0487+0.0535i)|1011> + (0.0576-0.0437i)|1100> + (-0.1345-0.0843i)|1101> + (0.3648-0.0101i)|1110> + (-0.0631-0.1538i)|1111>
  |0100> -> (-0.1183+0.0657i)|0000> + (-0.2268-0.1919i)|0001> + (0.2643-0.0169i)|0010> + (0.0498+0.1099i)|0011> + (-0.0398+0.1139i)|0100> + (-0.2647+0.0068i)|0101> + (-0.2087+0.2114i)|0110> + (-0.1237-0.0549i)|0111> + (0.0803+0.0447i)|1000> + (0.0294-0.1995i)|1001> + (-0.4607+0.0527i)|1010> + (0.0967+0.1878i)|1011> + (-0.1719+0.1228i)|1100> + (0.3855+0.2576i)|1101> + (-0.0652+0.1909i)|1110> + (0.0918-0.0030i)|1111>
  |0101> -> (-0.1618-0.0584i)|0000> + (-0.0057-0.3774i)|0001> + (0.2369+0.2389i)|0010> + (-0.0636+0.1395i)|0011> + (-0.1423+0.0571i)|0100> + (-0.2276-0.2478i)|0101> + (-0.3768-0.0232i)|0110> + (-0.0508-0.1643i)|0111> + (-0.0151-0.0707i)|1000> + (-0.1335+0.0858i)|1001> + (0.2696+0.2459i)|1010> + (0.0614-0.1545i)|1011> + (0.1618+0.0384i)|1100> + (-0.0467-0.3619i)|1101> + (0.1469-0.0601i)|1110> + (-0.0493-0.0529i)|1111>
  |0110> -> (-0.2597+0.1443i)|0000> + (-0.1033-0.0874i)|0001> + (-0.1204+0.0077i)|0010> + (-0.1093-0.2412i)|0011> + (-0.0873+0.2500i)|0100> + (-0.1206+0.0031i)|0101> + (0.0951-0.0963i)|0110> + (0.2716+0.1205i)|0111> + (0.1763+0.0980i)|1000> + (0.0134-0.0909i)|1001> + (0.2099-0.0240i)|1010> + (-0.2122-0.4123i)|1011> + (-0.3773+0.2695i)|1100> + (0.1757+0.1174i)|1101> + (0.0297-0.0870i)|1110> + (-0.2016+0.0066i)|1111>
  |0111> -> (-0.3550-0.1282i)|0000> + (-0.0026-0.1720i)|0001> + (-0.1079-0.1088i)|0010> + (0.1397-0.3061i)|0011> + (-0.3123+0.1253i)|0100> + (-0.1037-0.1129i)|0101> + (0.1717+0.0106i)|0110> + (0.1115+0.3606i)|0111> + (-0.0331-0.1553i)|1000> + (-0.0608+0.0391i)|1001> + (-0.1228-0.1121i)|1010> + (-0.1347+0.3392i)|1011> + (0.3551+0.0843i)|1100> + (-0.0213-0.1649i)|1101> + (-0.0669+0.0274i)|1110> + (0.1082+0.1162i)|1111>
  |1000> -> (0.1143-0.0385i)|0000> + (-0.1678-0.2049i)|0001> + (-0.2137+0.2064i)|0010> + (0.1224+0.0578i)|0011> + (-0.0670+0.1176i)|0100> + (0.2934+0.0464i)|0101> + (-0.0198+0.2641i)|0110> + (0.1157-0.0341i)|0111> + (-0.1966+0.0773i)|1000> + (-0.3114-0.3436i)|1001> + (0.1956+0.0493i)|1010> + (0.0105+0.0913i)|1011> + (-0.0063+0.0917i)|1100> + (-0.1931+0.0583i)|1101> + (-0.2950+0.3577i)|1110> + (-0.2000-0.0681i)|1111>
  |1001> -> (-0.1324-0.0773i)|0000> + (-0.0560+0.3317i)|0001> + (0.3761+0.0323i)|0010> + (-0.0468-0.1655i)|0011> + (0.1686-0.0340i)|0100> + (-0.2007-0.3197i)|0101> + (0.2694-0.2016i)|0110> + (-0.1293-0.0823i)|0111> + (-0.1476-0.0766i)|1000> + (0.0427-0.3624i)|1001> + (0.0720+0.1415i)|1010> + (-0.0487+0.0535i)|1011> + (-0.0576+0.0437i)|1100> + (-0.1345-0.0843i)|1101> + (-0.3648+0.0101i)|1110> + (-0.0631-0.1538i)|1111>
  |1010> -> (-0.2510+0.0845i)|0000> + (0.0764+0.0933i)|0001> + (-0.0974+0.0940i)|0010> + (0.2686+0.1269i)|0011> + (0.1471-0.2581i)|0100> + (-0.1337-0.0211i)|0101> + (-0.0090+0.1203i)|0110> + (0.2540-0.0748i)|0111> + (0.4315-0.1697i)|1000> + (0.1419+0.1565i)|1001> + (0.0891+0.0224i)|1010> + (0.0231+0.2004i)|1011> + (0.0137-0.2012i)|1100> + (0.0880-0.0266i)|1101> + (-0.1344+0.1630i)|1110> + (-0.4389-0.1495i)|1111>
  |1011> -> (0.2905+0.1697i)|0000> + (0.0255-0.1512i)|0001> + (0.1714+0.0147i)|0010> + (-0.1028-0.3632i)|0011> + (-0.3700+0.0747i)|0100> + (0.0915+0.1457i)|0101> + (0.1227-0.0918i)|0110> + (-0.2838-0.1807i)|0111> + (0.3239+0.1681i)|1000> + (-0.0194+0.1651i)|1001> + (0.0328+0.0645i)|1010> + (-0.1069+0.1174i)|1011> + (0.1264-0.0960i)|1100> + (0.0613+0.0384i)|1101> + (-0.1662+0.0046i)|1110> + (-0.1384-0.3376i)|1111>
  |1100> -> (0.2597-0.1443i)|0000> + (-0.1033-0.0874i)|0001> + (0.1204-0.0077i)|0010> + (-0.1093-0.2412i)|0011> + (0.0873-0.2500i)|0100> + (-0.1206+0.0031i)|0101> + (-0.0951+0.0963i)|0110> + (0.2716+0.1205i)|0111> + (-0.1763-0.0980i)|1000> + (0.0134-0.0909i)|1001> + (-0.2099+0.0240i)|1010> + (-0.2122-0.4123i)|1011> + (0.3773-0.2695i)|1100> + (0.1757+0.1174i)|1101> + (-0.0297+0.0870i)|1110> + (-0.2016+0.0066i)|1111>
  |1101> -> (-0.3550-0.1282i)|0000> + (0.0026+0.1720i)|0001> + (-0.1079-0.1088i)|0010> + (-0.1397+0.3061i)|0011> + (-0.3123+0.1253i)|0100> + (0.1037+0.1129i)|0101> + (0.1717+0.0106i)|0110> + (-0.1115-0.3606i)|0111> + (-0.0331-0.1553i)|1000> + (0.0608-0.0391i)|1001> + (-0.1228-0.1121i)|1010> + (0.1347-0.3392i)|1011> + (0.3551+0.0843i)|1100> + (0.0213+0.1649i)|1101> + (-0.0669+0.0274i)|1110> + (-0.1082-0.1162i)|1111>
  |1110> -> (-0.1183+0.0657i)|0000> + (0.2268+0.1919i)|0001> + (0.2643-0.0169i)|0010> + (-0.0498-0.1099i)|0011> + (-0.0398+0.1139i)|0100> + (0.2647-0.0068i)|0101> + (-0.2087+0.2114i)|0110> + (0.1237+0.0549i)|0111> + (0.0803+0.0447i)|1000> + (-0.0294+0.1995i)|1001> + (-0.4607+0.0527i)|1010> + (-0.0967-0.1878i)|1011> + (-0.1719+0.1228i)|1100> + (-0.3855-0.2576i)|1101> + (-0.0652+0.1909i)|1110> + (-0.0918+0.0030i)|1111>
  |1111> -> (0.1618+0.0584i)|0000> + (-0.0057-0.3774i)|0001> + (-0.2369-0.2389i)|0010> + (-0.0636+0.1395i)|0011> + (0.1423-0.0571i)|0100> + (-0.2276-0.2478i)|0101> + (0.3768+0.0232i)|0110> + (-0.0508-0.1643i)|0111> + (0.0151+0.0707i)|1000> + (-0.1335+0.0858i)|1001> + (-0.2696-0.2459i)|1010> + (0.0614-0.1545i)|1011> + (-0.1618-0.0384i)|1100> + (-0.0467-0.3619i)|1101> + (-0.1469+0.0601i)|1110> + (-0.0493-0.0529i)|1111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
rz(2.739822209913614) q[0];
y q[2];
z q[0];
cz q[3],q[1];
cz q[3],q[1];
cz q[2],q[1];
s q[3];
rz(0.39301171691285414) q[1];
h q[0];
x q[3];
cx q[3],q[0];
t q[3];
z q[1];
cx q[3],q[1];
rx(1.586927554328436) q[2];
s q[1];
z q[1];
h q[2];
ry(1.234869319072365) q[1];
cx q[1],q[3];
y q[1];
y q[0];
z q[3];
x q[3];
h q[1];
cz q[0],q[3];
h q[2];
t q[0];
t q[0];
cz q[0],q[2];
h q[2];
ry(5.520680537892614) q[1];
z q[3];
h q[3];
cz q[2],q[1];
y q[3];
cx q[1],q[2];
rx(3.6820866227845843) q[0];
rz(6.141028870304362) q[2];
z q[0];
ry(2.8506968082199733) q[2];
cx q[0],q[3];
z q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |0000> -> (0.3351+0.0742i)|0000> + (0.3286-0.0209i)|0001> + (0.0863-0.0877i)|0010> + (-0.0632+0.0654i)|0011> + (-0.0260+0.3282i)|0100> + (-0.0736-0.3366i)|0101> + (0.0665-0.0630i)|0110> + (0.0878-0.0850i)|0111> + (0.1926+0.1054i)|1000> + (0.1706+0.0532i)|1001> + (-0.0438+0.2882i)|1010> + (-0.0426-0.2885i)|1011> + (0.0506+0.1705i)|1100> + (-0.1050-0.1944i)|1101> + (-0.2881-0.0432i)|1110> + (-0.2880+0.0392i)|1111>
  |0001> -> (-0.2802+0.1453i)|0000> + (0.2635-0.2391i)|0001> + (0.0894+0.0199i)|0010> + (0.1173+0.0356i)|0011> + (-0.0186-0.3566i)|0100> + (-0.1004-0.2992i)|0101> + (-0.1079-0.0565i)|0110> + (0.0783+0.0486i)|0111> + (-0.1113+0.1328i)|1000> + (0.1201-0.1888i)|1001> + (-0.1058-0.2589i)|1010> + (-0.1893-0.2366i)|1011> + (0.0475-0.2201i)|1100> + (0.0126-0.1720i)|1101> + (0.2998-0.0380i)|1110> + (-0.2574+0.1087i)|1111>
  |0010> -> (-0.1115+0.0470i)|0000> + (-0.0847+0.0370i)|0001> + (-0.2808-0.2026i)|0010> + (0.3131+0.1017i)|0011> + (-0.0841+0.0324i)|0100> + (0.1155-0.0455i)|0101> + (0.1451-0.2956i)|0110> + (0.0652-0.3352i)|0111> + (-0.1460+0.2500i)|1000> + (-0.0753+0.2811i)|1001> + (0.1383+0.1747i)|1010> + (-0.1370-0.1116i)|1011> + (-0.2479-0.1544i)|1100> + (0.2841+0.0702i)|1101> + (-0.0167+0.1790i)|1110> + (0.0206+0.2168i)|1111>
  |0011> -> (-0.0760-0.0536i)|0000> + (0.0933+0.0764i)|0001> + (0.3148-0.0216i)|0010> + (0.3361-0.1254i)|0011> + (0.0794+0.0949i)|0100> + (0.0527+0.0739i)|0101> + (-0.1139+0.3353i)|0110> + (0.0272-0.3144i)|0111> + (-0.0032-0.2790i)|1000> + (0.0796+0.2904i)|1001> + (-0.1529+0.0773i)|1010> + (-0.1850+0.1316i)|1011> + (0.2922+0.0843i)|1100> + (0.2800-0.0065i)|1101> + (0.1250-0.1834i)|1110> + (-0.0803+0.1549i)|1111>
  |0100> -> (-0.3365+0.1194i)|0000> + (0.3148-0.0219i)|0001> + (-0.0935-0.0780i)|0010> + (-0.0749-0.0537i)|0011> + (-0.0269+0.3144i)|0100> + (-0.1200+0.3350i)|0101> + (-0.0526-0.0749i)|0110> + (0.0778+0.0948i)|0111> + (-0.1852+0.1282i)|1000> + (0.1540-0.0775i)|1001> + (0.0797+0.2915i)|1010> + (-0.0019+0.2794i)|1011> + (-0.0800+0.1537i)|1100> + (-0.1284+0.1833i)|1101> + (0.2797-0.0015i)|1110> + (-0.2911-0.0842i)|1111>
  |0101> -> (0.2933-0.1497i)|0000> + (0.3391-0.0609i)|0001> + (-0.0328+0.0855i)|0010> + (0.0449-0.1136i)|0011> + (-0.1968-0.2811i)|0100> + (0.1066+0.3115i)|0101> + (0.0479-0.1133i)|0110> + (0.0362-0.0835i)|0111> + (0.1768-0.0185i)|1000> + (0.2198+0.0225i)|1001> + (-0.1503-0.2496i)|1010> + (0.0741+0.2811i)|1011> + (-0.1711-0.1376i)|1100> + (0.1144+0.1372i)|1101> + (-0.2495+0.1508i)|1110> + (-0.2828+0.0711i)|1111>
  |0110> -> (0.0572+0.1097i)|0000> + (-0.0481-0.0769i)|0001> + (0.3534+0.0231i)|0010> + (0.3009+0.0953i)|0011> + (0.0204+0.0907i)|0100> + (0.0348+0.1155i)|0101> + (0.1405-0.2825i)|0110> + (-0.2445+0.2625i)|0111> + (-0.0340+0.3022i)|1000> + (0.1133-0.2562i)|1001> + (-0.2173+0.0453i)|1010> + (-0.1738+0.0148i)|1011> + (0.2565+0.1098i)|1100> + (0.2378+0.1847i)|1101> + (-0.1299+0.1116i)|1110> + (0.1924-0.1205i)|1111>
  |0111> -> (0.0622-0.0653i)|0000> + (0.0862-0.0893i)|0001> + (-0.3286+0.0209i)|0010> + (0.3346+0.0682i)|0011> + (-0.0862+0.0850i)|0100> + (0.0666-0.0641i)|0101> + (0.0796+0.3370i)|0110> + (-0.0260+0.3282i)|0111> + (-0.0477-0.2881i)|1000> + (0.0439-0.2893i)|1001> + (0.1717+0.0531i)|1010> + (-0.1923-0.1020i)|1011> + (-0.2869+0.0391i)|1100> + (0.2885+0.0381i)|1101> + (-0.1084-0.1947i)|1110> + (-0.0507-0.1693i)|1111>
  |1000> -> (0.0150+0.0909i)|0000> + (0.0109+0.1213i)|0001> + (-0.2381-0.2071i)|0010> + (0.3224+0.1536i)|0011> + (0.0120-0.1220i)|0100> + (-0.0158+0.0902i)|0101> + (0.3217-0.1520i)|0110> + (0.2414-0.2033i)|0111> + (0.1989-0.1962i)|1000> + (0.1498-0.2625i)|1001> + (-0.1637-0.0541i)|1010> + (0.2216+0.0403i)|1011> + (0.1463+0.2654i)|1100> + (-0.1988-0.1967i)|1101> + (0.2204-0.0388i)|1110> + (0.1653-0.0521i)|1111>
  |1001> -> (-0.1121+0.0486i)|0000> + (0.0837-0.0373i)|0001> + (-0.2828-0.1967i)|0010> + (-0.3132-0.1015i)|0011> + (-0.0846+0.0334i)|0100> + (-0.1140+0.0462i)|0101> + (0.1449-0.2956i)|0110> + (-0.0596+0.3380i)|0111> + (0.1464-0.2511i)|1000> + (-0.0703+0.2828i)|1001> + (-0.1395-0.1714i)|1010> + (-0.1382-0.1119i)|1011> + (0.2503+0.1497i)|1100> + (0.2831+0.0697i)|1101> + (0.0161-0.1779i)|1110> + (0.0237+0.2183i)|1111>
  |1010> -> (0.1453+0.2802i)|0000> + (0.2335+0.2662i)|0001> + (0.0204-0.0884i)|0010> + (-0.0371+0.1180i)|0011> + (-0.3585+0.0127i)|0100> + (0.2992-0.1004i)|0101> + (-0.0570+0.1063i)|0110> + (-0.0497+0.0786i)|0111> + (-0.1334-0.1124i)|1000> + (-0.1857-0.1217i)|1001> + (0.2612-0.1010i)|1010> + (-0.2377+0.1896i)|1011> + (0.2212+0.0508i)|1100> + (-0.1708-0.0130i)|1101> + (0.0375+0.2988i)|1110> + (0.1037+0.2590i)|1111>
  |1011> -> (0.1884+0.2848i)|0000> + (-0.2471-0.2176i)|0001> + (0.1241-0.0022i)|0010> + (0.0901-0.0022i)|0011> + (-0.2504+0.2137i)|0100> + (-0.1820+0.2945i)|0101> + (0.0924+0.0018i)|0110> + (-0.1211-0.0008i)|0111> + (-0.0639-0.2082i)|1000> + (0.0839+0.1590i)|1001> + (0.2356-0.1735i)|1010> + (0.1700-0.2375i)|1011> + (0.0839-0.1555i)|1100> + (0.0610-0.2143i)|1101> + (0.1770+0.2309i)|1110> + (-0.2305-0.1752i)|1111>
  |1100> -> (0.0910-0.0015i)|0000> + (-0.1230+0.0010i)|0001> + (-0.2471-0.2176i)|0010> + (-0.1845-0.2894i)|0011> + (-0.1222-0.0020i)|0100> + (-0.0916-0.0024i)|0101> + (-0.1860+0.2900i)|0110> + (0.2504-0.2137i)|0111> + (-0.1739+0.2342i)|1000> + (0.2348-0.1728i)|1001> + (-0.0830-0.1582i)|1010> + (-0.0617-0.2107i)|1011> + (0.2314+0.1759i)|1100> + (0.1732+0.2343i)|1101> + (-0.0632+0.2117i)|1110> + (0.0848-0.1563i)|1111>
  |1101> -> (-0.0578-0.1081i)|0000> + (-0.0491-0.0772i)|0001> + (-0.3554-0.0172i)|0010> + (0.3008+0.0954i)|0011> + (-0.0210-0.0898i)|0100> + (0.0363+0.1162i)|0101> + (-0.1406+0.2825i)|0110> + (-0.2390+0.2653i)|0111> + (-0.0335+0.3012i)|1000> + (-0.1083+0.2579i)|1001> + (-0.2185+0.0486i)|1010> + (0.1726-0.0152i)|1011> + (0.2589+0.1051i)|1100> + (-0.2389-0.1851i)|1101> + (-0.1305+0.1127i)|1110> + (-0.1892+0.1221i)|1111>
  |1110> -> (0.1495+0.2933i)|0000> + (-0.0553-0.3418i)|0001> + (-0.0860-0.0338i)|0010> + (-0.1121-0.0456i)|0011> + (0.2831-0.1909i)|0100> + (0.3116-0.1064i)|0101> + (0.1138+0.0495i)|0110> + (-0.0824-0.0365i)|0111> + (-0.0179-0.1758i)|1000> + (-0.0257+0.2213i)|1001> + (-0.2520+0.1455i)|1010> + (-0.2800+0.0736i)|1011> + (-0.1387+0.1678i)|1100> + (-0.1384+0.1147i)|1101> + (0.1512+0.2505i)|1110> + (-0.0661-0.2845i)|1111>
  |1111> -> (0.3263+0.1490i)|0000> + (0.2379+0.2073i)|0001> + (0.0120+0.1200i)|0010> + (-0.0158-0.0916i)|0011> + (0.2416-0.2031i)|0100> + (-0.3176+0.1565i)|0101> + (-0.0150+0.0895i)|0110> + (-0.0109+0.1232i)|0111> + (-0.2238-0.0378i)|1000> + (-0.1628-0.0535i)|1001> + (-0.1491+0.2616i)|1010> + (0.1950-0.1995i)|1011> + (-0.1663+0.0528i)|1100> + (0.2181-0.0413i)|1101> + (0.2026+0.1934i)|1110> + (0.1470+0.2662i)|1111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.


Prompt:
The following 5-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).

Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[5];
rz(5.655195634596385) q[2];
cz q[4],q[2];
z q[0];
cz q[4],q[1];
x q[1];
cz q[4],q[1];
cx q[4],q[0];
h q[0];
cx q[1],q[2];
x q[1];
cx q[2],q[3];
x q[2];
cz q[1],q[4];
cx q[0],q[3];
x q[2];
cx q[2],q[0];
cx q[4],q[3];
cz q[1],q[3];
x q[1];
cz q[3],q[4];
cz q[2],q[3];
y q[1];
cx q[4],q[1];
y q[1];
rx(2.3620671057185727) q[0];
cz q[2],q[4];
ry(6.014813233512013) q[2];
x q[3];
ry(1.251801085655153) q[2];
rx(5.227142850173022) q[3];
rz(0.5892156730760137) q[1];
cz q[4],q[2];
cx q[1],q[0];
x q[2];
cx q[3],q[4];
ry(4.382101640568701) q[1];
cz q[2],q[4];
x q[3];
t q[0];
y q[2];
z q[1];
h q[4];
cx q[2],q[0];
s q[4];
s q[4];
cx q[4],q[1];
rx(3.128898118538559) q[1];
y q[4];
ry(5.904337709273202) q[4];
cz q[3],q[1];
z q[0];
z q[1];
rz(4.3730986066586315) q[4];
cx q[3],q[1];
z q[2];
cx q[0],q[2];
t q[2];
cx q[3],q[2];
z q[0];
cx q[2],q[1];
rx(0.22827291980121459) q[1];
y q[4];
cz q[1],q[0];
cz q[4],q[2];
cx q[3],q[1];
x q[0];
rx(3.164635891029958) q[0];
rz(3.2707456305640883) q[1];
t q[0];
z q[1];
```

The INTENDED unitary transformation maps basis states as follows:
  |00000> -> (-0.1046-0.1521i)|00000> + (-0.0195+0.0969i)|00001> + (-0.1059-0.2804i)|00010> + (0.0638-0.1473i)|00011> + (-0.0100-0.0200i)|00100> + (-0.0126+0.0397i)|00101> + (-0.0066-0.0121i)|00110> + (0.0076-0.0245i)|00111> + (0.1644-0.0428i)|01000> + (-0.2759-0.1563i)|01001> + (-0.2070+0.0457i)|01010> + (-0.3303-0.2180i)|01011> + (-0.0523+0.0173i)|01100> + (0.0261+0.0137i)|01101> + (0.0436-0.0067i)|01110> + (0.0193+0.0137i)|01111> + (-0.3904+0.0637i)|10000> + (0.1701+0.1264i)|10001> + (-0.3158+0.0315i)|10010> + (-0.1332-0.1057i)|10011> + (0.0232-0.0047i)|10100> + (-0.0372-0.0238i)|10101> + (0.0294-0.0018i)|10110> + (0.0406+0.0371i)|10111> + (-0.0024+0.1607i)|11000> + (0.2121-0.2122i)|11001> + (0.0208-0.0964i)|11010> + (0.1563-0.0974i)|11011> + (-0.0028+0.0255i)|11100> + (0.0109-0.0084i)|11101> + (0.0049-0.0415i)|11110> + (0.0173-0.0141i)|11111>
  |00001> -> (-0.0641-0.0933i)|00000> + (-0.0120+0.0595i)|00001> + (-0.0650-0.1720i)|00010> + (0.0392-0.0904i)|00011> + (0.0575+0.1152i)|00100> + (0.0727-0.2291i)|00101> + (0.0381+0.0696i)|00110> + (-0.0437+0.1414i)|00111> + (-0.1009+0.0262i)|01000> + (0.1693+0.0959i)|01001> + (0.1270-0.0280i)|01010> + (0.2026+0.1337i)|01011> + (-0.3014+0.0995i)|01100> + (0.1507+0.0788i)|01101> + (0.2513-0.0388i)|01110> + (0.1111+0.0788i)|01111> + (-0.2395+0.0391i)|10000> + (0.1044+0.0775i)|10001> + (-0.1937+0.0193i)|10010> + (-0.0817-0.0648i)|10011> + (-0.1336+0.0272i)|10100> + (0.2144+0.1371i)|10101> + (-0.1696+0.0102i)|10110> + (-0.2342-0.2140i)|10111> + (0.0015-0.0986i)|11000> + (-0.1301+0.1301i)|11001> + (-0.0128+0.0591i)|11010> + (-0.0959+0.0597i)|11011> + (-0.0164+0.1467i)|11100> + (0.0625-0.0484i)|11101> + (0.0280-0.2389i)|11110> + (0.0999-0.0814i)|11111>
  |00010> -> (0.0177-0.0236i)|00000> + (0.0546-0.0069i)|00001> + (-0.0181+0.0152i)|00010> + (0.0441+0.0031i)|00011> + (-0.2081+0.2396i)|00100> + (-0.1694+0.0145i)|00101> + (0.2844-0.2750i)|00110> + (-0.2118-0.0068i)|00111> + (-0.0367-0.0200i)|01000> + (-0.0066-0.0214i)|01001> + (-0.0221-0.0129i)|01010> + (0.0033+0.0133i)|01011> + (-0.0919-0.0359i)|01100> + (-0.0713-0.1697i)|01101> + (-0.1274-0.0980i)|01110> + (0.0433+0.2968i)|01111> + (0.0064+0.0122i)|10000> + (-0.0080+0.0244i)|10001> + (-0.0095-0.0202i)|10010> + (-0.0136+0.0394i)|10011> + (0.1677+0.2484i)|10100> + (-0.0281+0.1581i)|10101> + (-0.0595-0.1747i)|10110> + (-0.0450+0.0880i)|10111> + (-0.0307+0.0317i)|11000> + (-0.0236+0.0008i)|11001> + (-0.0451+0.0316i)|11010> + (0.0290+0.0055i)|11011> + (0.1524-0.1474i)|11100> + (0.3956+0.0128i)|11101> + (0.1357-0.1022i)|11110> + (-0.3147-0.0395i)|11111>
  |00011> -> (0.1022-0.1358i)|00000> + (0.3148-0.0395i)|00001> + (-0.1044+0.0877i)|00010> + (0.2539+0.0181i)|00011> + (0.1277-0.1470i)|00100> + (0.1039-0.0089i)|00101> + (-0.1744+0.1687i)|00110> + (0.1299+0.0042i)|00111> + (0.2112+0.1151i)|01000> + (0.0383+0.1230i)|01001> + (0.1275+0.0745i)|01010> + (-0.0189-0.0768i)|01011> + (-0.0564-0.0220i)|01100> + (-0.0438-0.1041i)|01101> + (-0.0781-0.0601i)|01110> + (0.0266+0.1821i)|01111> + (0.0370+0.0701i)|10000> + (-0.0459+0.1407i)|10001> + (-0.0545-0.1166i)|10010> + (-0.0786+0.2271i)|10011> + (-0.1029-0.1524i)|10100> + (0.0173-0.0970i)|10101> + (0.0365+0.1072i)|10110> + (0.0276-0.0540i)|10111> + (0.1768-0.1828i)|11000> + (0.1362-0.0044i)|11001> + (0.2599-0.1823i)|11010> + (-0.1670-0.0320i)|11011> + (0.0935-0.0904i)|11100> + (0.2427+0.0078i)|11101> + (0.0833-0.0627i)|11110> + (-0.1930-0.0242i)|11111>
  |00100> -> (-0.0577-0.0187i)|00000> + (-0.0500-0.1016i)|00001> + (-0.0808-0.0564i)|00010> + (0.0350+0.1805i)|00011> + (-0.2162-0.1051i)|00100> + (-0.0439-0.1210i)|00101> + (-0.1320-0.0670i)|00110> + (0.0235+0.0757i)|00111> + (0.1194-0.1536i)|01000> + (0.1032-0.0146i)|01001> + (-0.1661+0.1771i)|01010> + (0.1301-0.0022i)|01011> + (-0.0955+0.1407i)|01100> + (-0.3126+0.0549i)|01101> + (0.0994-0.0932i)|01110> + (-0.2543-0.0042i)|01111> + (-0.0889+0.0948i)|10000> + (-0.2426+0.0040i)|10001> + (-0.0798+0.0672i)|10010> + (0.1942+0.0137i)|10011> + (0.1667-0.1923i)|10100> + (0.1358-0.0118i)|10101> + (0.2505-0.1946i)|10110> + (-0.1683-0.0237i)|10111> + (0.1100+0.1476i)|11000> + (-0.0127+0.0978i)|11001> + (-0.0427-0.1046i)|11010> + (-0.0243+0.0554i)|11011> + (0.0410+0.0677i)|11100> + (-0.0374+0.1428i)|11101> + (-0.0599-0.1141i)|11110> + (-0.0680+0.2308i)|11111>
  |00101> -> (0.0941+0.0304i)|00000> + (0.0815+0.1656i)|00001> + (0.1317+0.0919i)|00010> + (-0.0570-0.2942i)|00011> + (-0.0375-0.0182i)|00100> + (-0.0076-0.0210i)|00101> + (-0.0229-0.0116i)|00110> + (0.0041+0.0131i)|00111> + (0.1946-0.2504i)|01000> + (0.1682-0.0237i)|01001> + (-0.2707+0.2888i)|01010> + (0.2120-0.0036i)|01011> + (0.0166-0.0244i)|01100> + (0.0542-0.0095i)|01101> + (-0.0172+0.0162i)|01110> + (0.0441+0.0007i)|01111> + (0.1450-0.1546i)|10000> + (0.3955-0.0066i)|10001> + (0.1301-0.1095i)|10010> + (-0.3166-0.0223i)|10011> + (0.0289-0.0334i)|10100> + (0.0236-0.0020i)|10101> + (0.0435-0.0338i)|10110> + (-0.0292-0.0041i)|10111> + (0.1793+0.2405i)|11000> + (-0.0208+0.1594i)|11001> + (-0.0696-0.1705i)|11010> + (-0.0396+0.0903i)|11011> + (-0.0071-0.0117i)|11100> + (0.0065-0.0248i)|11101> + (0.0104+0.0198i)|11110> + (0.0118-0.0400i)|11111>
  |00110> -> (-0.0142+0.3169i)|00000> + (0.1272-0.1127i)|00001> + (0.0546-0.2486i)|00010> + (0.1137-0.0752i)|00011> + (0.0120-0.1036i)|00100> + (-0.1507+0.1233i)|00101> + (-0.0190+0.1286i)|00110> + (-0.1970+0.1417i)|00111> + (0.1282-0.0130i)|01000> + (-0.1887-0.1491i)|01001> + (0.0785-0.0100i)|01010> + (0.1154+0.0922i)|01011> + (0.1100-0.0255i)|01100> + (-0.0509-0.0328i)|01101> + (0.1840+0.0000i)|01110> + (0.0708+0.0686i)|01111> + (-0.1309-0.0691i)|10000> + (0.0223+0.0761i)|10001> + (0.2134+0.1106i)|10010> + (0.0408+0.1221i)|10011> + (-0.0916-0.0362i)|10100> + (0.0757+0.1676i)|10101> + (0.0505+0.0336i)|10110> + (0.0206+0.1113i)|10111> + (0.0228-0.1343i)|11000> + (-0.2051+0.1503i)|11001> + (0.0508-0.1623i)|11010> + (0.2835-0.1428i)|11011> + (-0.0487+0.2379i)|11100> + (0.1096-0.0700i)|11101> + (-0.0519+0.1875i)|11110> + (-0.0899+0.0528i)|11111>
  |00111> -> (0.0025-0.0550i)|00000> + (-0.0221+0.0196i)|00001> + (-0.0095+0.0431i)|00010> + (-0.0197+0.0131i)|00011> + (0.0195-0.1689i)|00100> + (-0.2456+0.2010i)|00101> + (-0.0309+0.2097i)|00110> + (-0.3211+0.2310i)|00111> + (0.0222-0.0023i)|01000> + (-0.0328-0.0259i)|01001> + (0.0136-0.0017i)|01010> + (0.0200+0.0160i)|01011> + (-0.1794+0.0416i)|01100> + (0.0829+0.0534i)|01101> + (-0.3000-0.0000i)|01110> + (-0.1154-0.1119i)|01111> + (0.0227+0.0120i)|10000> + (-0.0039-0.0132i)|10001> + (-0.0370-0.0192i)|10010> + (-0.0071-0.0212i)|10011> + (-0.1493-0.0590i)|10100> + (0.1234+0.2731i)|10101> + (0.0823+0.0548i)|10110> + (0.0336+0.1815i)|10111> + (0.0040-0.0233i)|11000> + (-0.0356+0.0261i)|11001> + (0.0088-0.0282i)|11010> + (0.0492-0.0248i)|11011> + (0.0794-0.3878i)|11100> + (-0.1787+0.1141i)|11101> + (0.0846-0.3057i)|11110> + (0.1465-0.0860i)|11111>
  |01000> -> (-0.0212+0.0145i)|00000> + (0.0135+0.0027i)|00001> + (-0.0390+0.0147i)|00010> + (-0.0205-0.0089i)|00011> + (0.1437-0.0717i)|00100> + (-0.2857-0.0907i)|00101> + (0.0867-0.0475i)|00110> + (0.1763+0.0545i)|00111> + (-0.0060-0.0229i)|01000> + (-0.0218+0.0384i)|01001> + (0.0064+0.0288i)|01010> + (-0.0303+0.0460i)|01011> + (-0.1241-0.3759i)|01100> + (-0.0983+0.1879i)|01101> + (0.0484+0.3134i)|01110> + (-0.0983+0.1386i)|01111> + (0.0089+0.0543i)|10000> + (0.0176-0.0237i)|10001> + (0.0044+0.0439i)|10010> + (-0.0147+0.0185i)|10011> + (0.0339+0.1666i)|10100> + (0.1710-0.2674i)|10101> + (0.0128+0.2115i)|10110> + (-0.2669+0.2920i)|10111> + (0.0224+0.0003i)|11000> + (-0.0295-0.0295i)|11001> + (-0.0134-0.0029i)|11010> + (-0.0136-0.0217i)|11011> + (-0.1830-0.0204i)|11100> + (0.0604+0.0780i)|11101> + (0.2979+0.0349i)|11110> + (0.1016+0.1245i)|11111>
  |01001> -> (-0.1220+0.0838i)|00000> + (0.0777+0.0156i)|00001> + (-0.2248+0.0849i)|00010> + (-0.1181-0.0512i)|00011> + (-0.0881+0.0440i)|00100> + (0.1752+0.0556i)|00101> + (-0.0532+0.0291i)|00110> + (-0.1082-0.0335i)|00111> + (0.0343+0.1318i)|01000> + (0.1254-0.2213i)|01001> + (-0.0367-0.1660i)|01010> + (0.1748-0.2649i)|01011> + (-0.0761-0.2306i)|01100> + (-0.0603+0.1153i)|01101> + (0.0297+0.1923i)|01110> + (-0.0603+0.0850i)|01111> + (0.0511+0.3131i)|10000> + (0.1014-0.1364i)|10001> + (0.0253+0.2533i)|10010> + (-0.0847+0.1068i)|10011> + (-0.0208-0.1022i)|10100> + (-0.1049+0.1640i)|10101> + (-0.0078-0.1298i)|10110> + (0.1637-0.1791i)|10111> + (-0.1289-0.0020i)|11000> + (0.1701+0.1701i)|11001> + (0.0773+0.0167i)|11010> + (0.0781+0.1253i)|11011> + (-0.1122-0.0125i)|11100> + (0.0370+0.0478i)|11101> + (0.1828+0.0214i)|11110> + (0.0623+0.0764i)|11111>
  |01010> -> (0.1693+0.1274i)|00000> + (0.0493+0.3925i)|00001> + (-0.1094-0.1302i)|00010> + (-0.0226+0.3166i)|00011> + (0.0333+0.0290i)|00100> + (0.0020+0.0236i)|00101> + (-0.0383-0.0396i)|00110> + (-0.0009+0.0295i)|00111> + (0.1435-0.2634i)|01000> + (0.1534-0.0478i)|01001> + (0.0929-0.1590i)|01010> + (-0.0958+0.0235i)|01011> + (-0.0050+0.0128i)|01100> + (-0.0236+0.0099i)|01101> + (-0.0136+0.0177i)|01110> + (0.0413-0.0060i)|01111> + (-0.0875+0.0461i)|10000> + (-0.1755-0.0573i)|10001> + (0.1455-0.0680i)|10010> + (-0.2833-0.0980i)|10011> + (0.0346-0.0233i)|10100> + (0.0220+0.0039i)|10101> + (-0.0243+0.0083i)|10110> + (0.0123+0.0063i)|10111> + (-0.2280-0.2205i)|11000> + (-0.0054-0.1698i)|11001> + (-0.2273-0.3241i)|11010> + (-0.0399+0.2083i)|11011> + (-0.0205-0.0212i)|11100> + (0.0018-0.0550i)|11101> + (-0.0142-0.0189i)|11110> + (-0.0055+0.0438i)|11111>
  |01011> -> (0.1039+0.0782i)|00000> + (0.0302+0.2408i)|00001> + (-0.0671-0.0799i)|00010> + (-0.0139+0.1942i)|00011> + (-0.1922-0.1669i)|00100> + (-0.0117-0.1358i)|00101> + (0.2205+0.2280i)|00110> + (0.0054-0.1699i)|00111> + (-0.0881+0.1616i)|01000> + (-0.0941+0.0293i)|01001> + (-0.0570+0.0975i)|01010> + (0.0588-0.0144i)|01011> + (-0.0288+0.0737i)|01100> + (-0.1361+0.0572i)|01101> + (-0.0786+0.1021i)|01110> + (0.2380-0.0347i)|01111> + (-0.0537+0.0283i)|10000> + (-0.1076-0.0351i)|10001> + (0.0892-0.0417i)|10010> + (-0.1738-0.0601i)|10011> + (-0.1992+0.1345i)|10100> + (-0.1268-0.0226i)|10101> + (0.1401-0.0477i)|10110> + (-0.0706-0.0361i)|10111> + (0.1398+0.1352i)|11000> + (0.0033+0.1042i)|11001> + (0.1394+0.1988i)|11010> + (0.0245-0.1278i)|11011> + (-0.1182-0.1222i)|11100> + (0.0102-0.3172i)|11101> + (-0.0819-0.1088i)|11110> + (-0.0317+0.2523i)|11111>
  |01100> -> (0.0244-0.0754i)|00000> + (0.1328-0.0653i)|00001> + (0.0737-0.1056i)|00010> + (-0.2359+0.0457i)|00011> + (-0.0804+0.1654i)|00100> + (-0.0926+0.0336i)|00101> + (-0.0513+0.1010i)|00110> + (0.0579-0.0179i)|00111> + (0.2008+0.1560i)|01000> + (0.0190+0.1349i)|01001> + (-0.2316-0.2171i)|01010> + (0.0029+0.1700i)|01011> + (0.1076+0.0730i)|01100> + (0.0420+0.2391i)|01101> + (-0.0713-0.0760i)|01110> + (-0.0032+0.1945i)|01111> + (-0.1240-0.1163i)|10000> + (-0.0053-0.3172i)|10001> + (-0.0878-0.1043i)|10010> + (-0.0179+0.2539i)|10011> + (-0.1471-0.1275i)|10100> + (-0.0090-0.1039i)|10101> + (-0.1489-0.1916i)|10110> + (-0.0182+0.1287i)|10111> + (-0.1929+0.1438i)|11000> + (-0.1278-0.0167i)|11001> + (0.1367-0.0558i)|11010> + (-0.0724-0.0318i)|11011> + (0.0518-0.0313i)|11100> + (0.1093+0.0286i)|11101> + (-0.0873+0.0458i)|11110> + (0.1765+0.0520i)|11111>
  |01101> -> (-0.0042+0.0131i)|00000> + (-0.0230+0.0113i)|00001> + (-0.0128+0.0183i)|00010> + (0.0409-0.0079i)|00011> + (-0.1310+0.2696i)|00100> + (-0.1509+0.0548i)|00101> + (-0.0835+0.1646i)|00110> + (0.0945-0.0292i)|00111> + (0.0348+0.0271i)|01000> + (0.0033+0.0234i)|01001> + (-0.0402-0.0377i)|01010> + (0.0005+0.0295i)|01011> + (-0.1754-0.1191i)|01100> + (-0.0684-0.3898i)|01101> + (0.1162+0.1239i)|01110> + (0.0053-0.3171i)|01111> + (0.0215+0.0202i)|10000> + (0.0009+0.0550i)|10001> + (0.0152+0.0181i)|10010> + (0.0031-0.0441i)|10011> + (-0.2398-0.2079i)|10100> + (-0.0147-0.1694i)|10101> + (-0.2427-0.3124i)|10110> + (-0.0296+0.2098i)|10111> + (-0.0335+0.0249i)|11000> + (-0.0222-0.0029i)|11001> + (0.0237-0.0097i)|11010> + (-0.0126-0.0055i)|11011> + (-0.0844+0.0511i)|11100> + (-0.1781-0.0467i)|11101> + (0.1423-0.0747i)|11110> + (-0.2878-0.0848i)|11111>
  |01110> -> (0.2424+0.0109i)|00000> + (-0.0862-0.0973i)|00001> + (-0.1902-0.0418i)|00010> + (-0.0575-0.0870i)|00011> + (0.1354+0.0156i)|00100> + (-0.1612-0.1970i)|00101> + (-0.1681-0.0248i)|00110> + (-0.1853-0.2575i)|00111> + (-0.0100-0.0981i)|01000> + (-0.1141+0.1444i)|01001> + (-0.0076-0.0600i)|01010> + (0.0705-0.0882i)|01011> + (0.0334+0.1438i)|01100> + (0.0429-0.0665i)|01101> + (-0.0000+0.2406i)|01110> + (-0.0897+0.0925i)|01111> + (-0.0528+0.1001i)|10000> + (0.0582-0.0170i)|10001> + (0.0846-0.1632i)|10010> + (0.0934-0.0312i)|10011> + (0.0473-0.1197i)|10100> + (-0.2190+0.0989i)|10101> + (-0.0439+0.0660i)|10110> + (-0.1455+0.0270i)|10111> + (-0.1027-0.0175i)|11000> + (0.1150+0.1569i)|11001> + (-0.1241-0.0389i)|11010> + (-0.1092-0.2169i)|11011> + (-0.3109-0.0637i)|11100> + (0.0915+0.1433i)|11101> + (-0.2451-0.0678i)|11110> + (-0.0690-0.1175i)|11111>
  |01111> -> (-0.3952-0.0178i)|00000> + (0.1406+0.1586i)|00001> + (0.3100+0.0681i)|00010> + (0.0938+0.1418i)|00011> + (0.0235+0.0027i)|00100> + (-0.0280-0.0342i)|00101> + (-0.0292-0.0043i)|00110> + (-0.0321-0.0447i)|00111> + (-0.0163-0.1599i)|01000> + (-0.1860+0.2354i)|01001> + (-0.0125-0.0978i)|01010> + (0.1149-0.1438i)|01011> + (-0.0058-0.0250i)|01100> + (-0.0074+0.0115i)|01101> + (0.0000-0.0417i)|01110> + (0.0156-0.0161i)|01111> + (0.0861-0.1633i)|10000> + (-0.0949+0.0278i)|10001> + (-0.1379+0.2661i)|10010> + (-0.1523+0.0509i)|10011> + (0.0082-0.0208i)|10100> + (-0.0380+0.0172i)|10101> + (-0.0076+0.0115i)|10110> + (-0.0253+0.0047i)|10111> + (-0.1675-0.0285i)|11000> + (0.1874+0.2558i)|11001> + (-0.2023-0.0634i)|11010> + (-0.1780-0.3535i)|11011> + (0.0540+0.0111i)|11100> + (-0.0159-0.0249i)|11101> + (0.0425+0.0118i)|11110> + (0.0120+0.0204i)|11111>
  |10000> -> (0.2386+0.1814i)|00000> + (-0.0192-0.1594i)|00001> + (-0.1160-0.1435i)|00010> + (0.0089-0.0985i)|00011> + (-0.0097-0.0098i)|00100> + (0.0003+0.0257i)|00101> + (0.0163+0.0153i)|00110> + (0.0008+0.0417i)|00111> + (-0.1028+0.1855i)|01000> + (0.3787-0.1150i)|01001> + (-0.0878+0.1454i)|01010> + (-0.3090+0.0713i)|01011> + (-0.0189+0.0399i)|01100> + (0.0224-0.0076i)|01101> + (-0.0314+0.0452i)|01110> + (-0.0290+0.0057i)|01111> + (0.2779-0.1533i)|10000> + (-0.1626-0.0497i)|10001> + (-0.3576+0.1691i)|10010> + (-0.2006-0.0683i)|10011> + (0.0252-0.0152i)|10100> + (-0.0536-0.0124i)|10101> + (-0.0218+0.0093i)|10110> + (-0.0407-0.0171i)|10111> + (-0.0719-0.0676i)|11000> + (0.0085+0.1839i)|11001> + (-0.0932-0.1309i)|11010> + (0.0543-0.2950i)|11011> + (0.0275+0.0314i)|11100> + (0.0018-0.0223i)|11101> + (0.0168+0.0193i)|11110> + (-0.0008+0.0137i)|11111>
  |10001> -> (-0.1464-0.1113i)|00000> + (0.0118+0.0978i)|00001> + (0.0712+0.0880i)|00010> + (-0.0055+0.0604i)|00011> + (-0.0558-0.0563i)|00100> + (0.0017+0.1480i)|00101> + (0.0941+0.0879i)|00110> + (0.0045+0.2403i)|00111> + (-0.0630+0.1138i)|01000> + (0.2323-0.0705i)|01001> + (-0.0539+0.0892i)|01010> + (-0.1896+0.0437i)|01011> + (0.1087-0.2299i)|01100> + (-0.1290+0.0439i)|01101> + (0.1812-0.2606i)|01110> + (0.1669-0.0326i)|01111> + (-0.1705+0.0940i)|10000> + (0.0997+0.0305i)|10001> + (0.2194-0.1038i)|10010> + (0.1231+0.0419i)|10011> + (0.1455-0.0878i)|10100> + (-0.3091-0.0713i)|10101> + (-0.1254+0.0534i)|10110> + (-0.2346-0.0987i)|10111> + (-0.0441-0.0414i)|11000> + (0.0052+0.1128i)|11001> + (-0.0572-0.0803i)|11010> + (0.0333-0.1810i)|11011> + (-0.1587-0.1808i)|11100> + (-0.0104+0.1285i)|11101> + (-0.0968-0.1115i)|11110> + (0.0044-0.0790i)|11111>
  |10010> -> (0.0197-0.0130i)|00000> + (0.0431+0.0095i)|00001> + (0.0276-0.0103i)|00010> + (-0.0504-0.0221i)|00011> + (0.3446-0.1943i)|00100> + (0.2050+0.0538i)|00101> + (0.2890-0.1313i)|00110> + (-0.1583-0.0622i)|00111> + (-0.0061-0.0249i)|01000> + (0.0069-0.0118i)|01001> + (0.0087+0.0408i)|01010> + (0.0124-0.0186i)|01011> + (0.0577+0.1500i)|01100> + (-0.1260+0.2722i)|01101> + (-0.0082-0.0983i)|01110> + (-0.1167+0.1424i)|01111> + (0.0037+0.0220i)|10000> + (-0.0247+0.0336i)|10001> + (0.0016+0.0137i)|10010> + (0.0156-0.0204i)|10011> + (-0.0502-0.1776i)|10100> + (0.0470-0.0870i)|10101> + (-0.0029-0.2997i)|10110> + (-0.1142+0.1129i)|10111> + (-0.0551-0.0004i)|11000> + (-0.0210-0.0207i)|11001> + (0.0433+0.0087i)|11010> + (-0.0128-0.0199i)|11011> + (-0.1697-0.0071i)|11100> + (-0.2111-0.2367i)|11101> + (0.2092+0.0348i)|11110> + (-0.2350-0.3185i)|11111>
  |10011> -> (-0.1138+0.0751i)|00000> + (-0.2485-0.0549i)|00001> + (-0.1593+0.0593i)|00010> + (0.2905+0.1275i)|00011> + (0.2114-0.1192i)|00100> + (0.1257+0.0330i)|00101> + (0.1773-0.0805i)|00110> + (-0.0971-0.0381i)|00111> + (-0.0351-0.1434i)|01000> + (0.0400-0.0683i)|01001> + (0.0502+0.2353i)|01010> + (0.0717-0.1071i)|01011> + (-0.0354-0.0920i)|01100> + (0.0773-0.1670i)|01101> + (0.0050+0.0603i)|01110> + (0.0716-0.0874i)|01111> + (-0.0213-0.1270i)|10000> + (0.1424-0.1936i)|10001> + (-0.0094-0.0787i)|10010> + (-0.0898+0.1177i)|10011> + (-0.0308-0.1090i)|10100> + (0.0288-0.0534i)|10101> + (-0.0018-0.1838i)|10110> + (-0.0700+0.0692i)|10111> + (-0.3174-0.0026i)|11000> + (-0.1211-0.1194i)|11001> + (0.2493+0.0502i)|11010> + (-0.0737-0.1146i)|11011> + (0.1041+0.0043i)|11100> + (0.1295+0.1452i)|11101> + (-0.1283-0.0214i)|11110> + (0.1442+0.1954i)|11111>
  |10100> -> (-0.0985+0.0006i)|00000> + (-0.1288-0.1312i)|00001> + (0.0581+0.0174i)|00010> + (-0.0553-0.0988i)|00011> + (0.1467+0.0197i)|00100> + (0.0490+0.0623i)|00101> + (-0.2376-0.0362i)|00110> + (0.0747+0.1049i)|00111> + (-0.0362-0.2401i)|01000> + (0.0756-0.1058i)|01001> + (-0.0111-0.1942i)|01010> + (-0.0706+0.0767i)|01011> + (-0.0289-0.1331i)|01100> + (0.1408-0.2118i)|01101> + (0.0012-0.1700i)|01110> + (-0.2226+0.2263i)|01111> + (-0.0417+0.0956i)|10000> + (-0.1823+0.0684i)|10001> + (0.0656-0.1123i)|10010> + (-0.2337+0.0652i)|10011> + (-0.1153+0.2955i)|10100> + (-0.1546+0.0707i)|10101> + (0.1369-0.2146i)|10110> + (-0.1336+0.0274i)|10111> + (0.1124+0.0111i)|11000> + (0.0391+0.0462i)|11001> + (0.1728+0.0634i)|11010> + (-0.0400-0.0901i)|11011> + (-0.1264-0.0250i)|11100> + (-0.1309-0.2019i)|11101> + (-0.0765-0.0200i)|11110> + (0.0766+0.1263i)|11111>
  |10101> -> (-0.1606+0.0009i)|00000> + (-0.2099-0.2139i)|00001> + (0.0947+0.0283i)|00010> + (-0.0901-0.1611i)|00011> + (-0.0255-0.0034i)|00100> + (-0.0085-0.0108i)|00101> + (0.0412+0.0063i)|00110> + (-0.0130-0.0182i)|00111> + (0.0590+0.3914i)|01000> + (-0.1233+0.1725i)|01001> + (0.0181+0.3166i)|01010> + (0.1150-0.1250i)|01011> + (-0.0050-0.0231i)|01100> + (0.0244-0.0367i)|01101> + (0.0002-0.0295i)|01110> + (-0.0386+0.0393i)|01111> + (-0.0680+0.1559i)|10000> + (-0.2972+0.1115i)|10001> + (0.1069-0.1830i)|10010> + (-0.3811+0.1063i)|10011> + (0.0200-0.0513i)|10100> + (0.0268-0.0123i)|10101> + (-0.0238+0.0372i)|10110> + (0.0232-0.0047i)|10111> + (-0.1832-0.0182i)|11000> + (-0.0637-0.0753i)|11001> + (-0.2816-0.1034i)|11010> + (0.0653+0.1468i)|11011> + (-0.0219-0.0043i)|11100> + (-0.0227-0.0350i)|11101> + (-0.0133-0.0035i)|11110> + (0.0133+0.0219i)|11111>
  |10110> -> (0.0961-0.2357i)|00000> + (-0.1265+0.0509i)|00001> + (0.1681-0.2690i)|00010> + (0.1650-0.0408i)|00011> + (0.0574-0.1167i)|00100> + (-0.2285+0.0818i)|00101> + (0.0490-0.0921i)|00110> + (0.1870-0.0541i)|00111> + (-0.0589-0.0528i)|01000> + (0.0104+0.1473i)|01001> + (0.0982+0.0835i)|01010> + (0.0157+0.2401i)|01011> + (0.1515+0.1044i)|01100> + (-0.0164-0.0972i)|01101> + (-0.0761-0.0835i)|01110> + (0.0019-0.0605i)|01111> + (0.1667+0.1731i)|10000> + (0.0044-0.1287i)|10001> + (0.1035+0.1058i)|10010> + (0.0003+0.0793i)|10011> + (-0.0466-0.0389i)|10100> + (0.0119+0.1126i)|10101> + (-0.0608-0.0775i)|10110> + (0.0248-0.1822i)|10111> + (-0.1411+0.0949i)|11000> + (0.3124+0.0562i)|11001> + (0.1222-0.0601i)|11010> + (0.2394+0.0857i)|11011> + (-0.1650+0.1031i)|11100> + (0.1012+0.0250i)|11101> + (0.2141-0.1144i)|11110> + (0.1250+0.0359i)|11111>
  |10111> -> (0.0167-0.0409i)|00000> + (-0.0219+0.0088i)|00001> + (0.0292-0.0467i)|00010> + (0.0286-0.0071i)|00011> + (-0.0935+0.1902i)|00100> + (0.3725-0.1333i)|00101> + (-0.0798+0.1501i)|00110> + (-0.3049+0.0881i)|00111> + (0.0102+0.0092i)|01000> + (-0.0018-0.0256i)|01001> + (-0.0170-0.0145i)|01010> + (-0.0027-0.0417i)|01011> + (0.2470+0.1702i)|01100> + (-0.0267-0.1585i)|01101> + (-0.1240-0.1361i)|01110> + (0.0030-0.0986i)|01111> + (0.0289+0.0300i)|10000> + (0.0008-0.0223i)|10001> + (0.0180+0.0184i)|10010> + (0.0001+0.0138i)|10011> + (0.0759+0.0633i)|10100> + (-0.0194-0.1835i)|10101> + (0.0991+0.1263i)|10110> + (-0.0405+0.2970i)|10111> + (0.0245-0.0165i)|11000> + (-0.0542-0.0097i)|11001> + (-0.0212+0.0104i)|11010> + (-0.0415-0.0149i)|11011> + (-0.2689+0.1681i)|11100> + (0.1649+0.0407i)|11101> + (0.3491-0.1865i)|11110> + (0.2038+0.0585i)|11111>
  |11000> -> (-0.0252+0.0332i)|00000> + (0.0222-0.0027i)|00001> + (0.0200-0.0161i)|00010> + (0.0137+0.0012i)|00011> + (-0.0702+0.0696i)|00100> + (0.1846-0.0021i)|00101> + (0.1096-0.1173i)|00110> + (0.2997-0.0056i)|00111> + (-0.0258-0.0143i)|01000> + (0.0160+0.0527i)|01001> + (-0.0202-0.0122i)|01010> + (-0.0099-0.0430i)|01011> + (0.2867+0.1356i)|01100> + (-0.0548-0.1608i)|01101> + (0.3250+0.2259i)|01110> + (0.0407+0.2081i)|01111> + (0.0213+0.0387i)|10000> + (0.0069-0.0226i)|10001> + (-0.0235-0.0498i)|10010> + (0.0095-0.0279i)|10011> + (-0.1095-0.1814i)|10100> + (-0.0890+0.3855i)|10101> + (0.0666+0.1564i)|10110> + (-0.1231+0.2926i)|10111> + (0.0094-0.0100i)|11000> + (-0.0256+0.0012i)|11001> + (0.0182-0.0130i)|11010> + (0.0411+0.0076i)|11011> + (0.2255-0.1979i)|11100> + (-0.1602-0.0129i)|11101> + (0.1391-0.1207i)|11110> + (0.0985+0.0054i)|11111>
  |11001> -> (0.1454-0.1913i)|00000> + (-0.1278+0.0154i)|00001> + (-0.1151+0.0931i)|00010> + (-0.0790-0.0071i)|00011> + (-0.0431+0.0427i)|00100> + (0.1132-0.0013i)|00101> + (0.0672-0.0720i)|00110> + (0.1838-0.0034i)|00111> + (-0.1487-0.0824i)|01000> + (0.0922+0.3037i)|01001> + (-0.1166-0.0704i)|01010> + (-0.0572-0.2478i)|01011> + (-0.1759-0.0832i)|01100> + (0.0336+0.0986i)|01101> + (-0.1994-0.1386i)|01110> + (-0.0250-0.1277i)|01111> + (-0.1229-0.2229i)|10000> + (-0.0399+0.1304i)|10001> + (0.1356+0.2868i)|10010> + (-0.0548+0.1609i)|10011> + (-0.0672-0.1113i)|10100> + (-0.0546+0.2365i)|10101> + (0.0409+0.0960i)|10110> + (-0.0755+0.1795i)|10111> + (0.0542-0.0576i)|11000> + (-0.1475+0.0068i)|11001> + (0.1050-0.0747i)|11010> + (0.2366+0.0435i)|11011> + (-0.1383+0.1214i)|11100> + (0.0983+0.0079i)|11101> + (-0.0853+0.0740i)|11110> + (-0.0604-0.0033i)|11111>
  |11010> -> (-0.0936-0.1419i)|00000> + (0.0685-0.3099i)|00001> + (-0.0740-0.1986i)|00010> + (-0.1590+0.3623i)|00011> + (0.0270+0.0480i)|00100> + (-0.0075+0.0285i)|00101> + (0.0183+0.0402i)|00110> + (0.0086-0.0220i)|00111> + (-0.1788+0.0438i)|01000> + (-0.0851-0.0498i)|01001> + (0.2934-0.0626i)|01010> + (-0.1335-0.0895i)|01011> + (-0.0209+0.0080i)|01100> + (-0.0379-0.0175i)|01101> + (0.0137-0.0011i)|01110> + (-0.0198-0.0162i)|01111> + (0.1583-0.0266i)|10000> + (0.2414+0.1776i)|10001> + (0.0982-0.0117i)|10010> + (-0.1467-0.1119i)|10011> + (0.0247-0.0070i)|10100> + (0.0121+0.0065i)|10101> + (0.0417-0.0004i)|10110> + (-0.0157-0.0159i)|10111> + (-0.0032+0.3958i)|11000> + (-0.1488+0.1510i)|11001> + (0.0626-0.3109i)|11010> + (-0.1429+0.0919i)|11011> + (0.0010-0.0236i)|11100> + (0.0329-0.0294i)|11101> + (-0.0048+0.0291i)|11110> + (0.0443-0.0327i)|11111>
  |11011> -> (0.0574+0.0871i)|00000> + (-0.0420+0.1901i)|00001> + (0.0454+0.1218i)|00010> + (0.0975-0.2222i)|00011> + (0.1558+0.2763i)|00100> + (-0.0431+0.1644i)|00101> + (0.1053+0.2317i)|00110> + (0.0498-0.1269i)|00111> + (-0.1097+0.0269i)|01000> + (-0.0522-0.0306i)|01001> + (0.1800-0.0384i)|01010> + (-0.0819-0.0549i)|01011> + (0.1203-0.0463i)|01100> + (0.2183+0.1011i)|01101> + (-0.0788+0.0066i)|01110> + (0.1142+0.0936i)|01111> + (-0.0971+0.0163i)|10000> + (-0.1481-0.1090i)|10001> + (-0.0602+0.0072i)|10010> + (0.0900+0.0687i)|10011> + (0.1424-0.0402i)|10100> + (0.0698+0.0377i)|10101> + (0.2403-0.0023i)|10110> + (-0.0905-0.0916i)|10111> + (-0.0020+0.2428i)|11000> + (-0.0913+0.0926i)|11001> + (0.0384-0.1907i)|11010> + (-0.0877+0.0564i)|11011> + (-0.0057+0.1361i)|11100> + (-0.1898+0.1693i)|11101> + (0.0279-0.1677i)|11110> + (-0.2554+0.1885i)|11111>
  |11100> -> (0.0007+0.1288i)|00000> + (-0.1716+0.1683i)|00001> + (0.0227-0.0760i)|00010> + (-0.1292+0.0723i)|00011> + (-0.0151+0.1122i)|00100> + (-0.0477+0.0375i)|00101> + (0.0277-0.1818i)|00110> + (-0.0802+0.0571i)|00111> + (-0.3139+0.0473i)|01000> + (-0.1383-0.0989i)|01001> + (-0.2539+0.0145i)|01010> + (0.1003+0.0922i)|01011> + (0.1018-0.0221i)|01100> + (0.1620+0.1077i)|01101> + (0.1301+0.0009i)|01110> + (-0.1731-0.1703i)|01111> + (0.1250+0.0545i)|10000> + (0.0894+0.2383i)|10001> + (-0.1467-0.0857i)|10010> + (0.0852+0.3056i)|10011> + (-0.2261-0.0882i)|10100> + (-0.0541-0.1182i)|10101> + (0.1641+0.1047i)|10110> + (-0.0209-0.1022i)|10111> + (0.0146-0.1469i)|11000> + (0.0604-0.0511i)|11001> + (0.0829-0.2258i)|11010> + (-0.1178+0.0523i)|11011> + (0.0191-0.0967i)|11100> + (0.1544-0.1001i)|11101> + (0.0153-0.0585i)|11110> + (-0.0966+0.0586i)|11111>
  |11101> -> (0.0001+0.0223i)|00000> + (-0.0298+0.0292i)|00001> + (0.0039-0.0132i)|00010> + (-0.0224+0.0125i)|00011> + (0.0246-0.1829i)|00100> + (0.0777-0.0612i)|00101> + (-0.0451+0.2963i)|00110> + (0.1308-0.0932i)|00111> + (0.0545-0.0082i)|01000> + (0.0240+0.0172i)|01001> + (0.0441-0.0025i)|01010> + (-0.0174-0.0160i)|01011> + (0.1660-0.0361i)|01100> + (0.2641+0.1756i)|01101> + (0.2120+0.0015i)|01110> + (-0.2821-0.2776i)|01111> + (0.0217+0.0095i)|10000> + (0.0155+0.0413i)|10001> + (-0.0255-0.0149i)|10010> + (0.0148+0.0530i)|10011> + (0.3686+0.1437i)|10100> + (0.0881+0.1927i)|10101> + (-0.2676-0.1707i)|10110> + (0.0341+0.1666i)|10111> + (-0.0025+0.0255i)|11000> + (-0.0105+0.0089i)|11001> + (-0.0144+0.0392i)|11010> + (0.0204-0.0091i)|11011> + (0.0311-0.1577i)|11100> + (0.2517-0.1632i)|11101> + (0.0249-0.0954i)|11110> + (-0.1574+0.0955i)|11111>
  |11110> -> (0.1803+0.0735i)|00000> + (-0.0390-0.0967i)|00001> + (0.2058+0.1286i)|00010> + (0.0312+0.1262i)|00011> + (-0.1525-0.0750i)|00100> + (0.1069+0.2987i)|00101> + (-0.1204-0.0640i)|00110> + (-0.0707-0.2445i)|00111> + (0.0404-0.0451i)|01000> + (-0.1127+0.0080i)|01001> + (-0.0639+0.0751i)|01010> + (-0.1836+0.0120i)|01011> + (0.1365-0.1981i)|01100> + (-0.1271+0.0214i)|01101> + (-0.1091+0.0995i)|01110> + (-0.0791-0.0024i)|01111> + (-0.1324+0.1276i)|10000> + (0.0984+0.0033i)|10001> + (-0.0810+0.0791i)|10010> + (-0.0607+0.0002i)|10011> + (-0.0508+0.0609i)|10100> + (0.1472-0.0156i)|10101> + (-0.1013+0.0795i)|10110> + (-0.2381-0.0325i)|10111> + (-0.0726-0.1079i)|11000> + (-0.0430+0.2390i)|11001> + (0.0460+0.0935i)|11010> + (-0.0655+0.1832i)|11011> + (0.1348+0.2157i)|11100> + (0.0327-0.1323i)|11101> + (-0.1496-0.2799i)|11110> + (0.0469-0.1634i)|11111>
  |11111> -> (0.2939+0.1198i)|00000> + (-0.0635-0.1577i)|00001> + (0.3355+0.2097i)|00010> + (0.0508+0.2057i)|00011> + (0.0265+0.0130i)|00100> + (-0.0185-0.0518i)|00101> + (0.0209+0.0111i)|00110> + (0.0123+0.0424i)|00111> + (-0.0658+0.0735i)|01000> + (0.1837-0.0130i)|01001> + (0.1041-0.1224i)|01010> + (0.2993-0.0195i)|01011> + (0.0237-0.0344i)|01100> + (-0.0221+0.0037i)|01101> + (-0.0189+0.0173i)|01110> + (-0.0137-0.0004i)|01111> + (-0.2158+0.2079i)|10000> + (0.1605+0.0055i)|10001> + (-0.1320+0.1290i)|10010> + (-0.0989+0.0004i)|10011> + (0.0088-0.0106i)|10100> + (-0.0255+0.0027i)|10101> + (0.0176-0.0138i)|10110> + (0.0413+0.0056i)|10111> + (0.1184+0.1759i)|11000> + (0.0700-0.3896i)|11001> + (-0.0750-0.1524i)|11010> + (0.1068-0.2986i)|11011> + (0.0234+0.0374i)|11100> + (0.0057-0.0229i)|11101> + (-0.0260-0.0486i)|11110> + (0.0081-0.0284i)|11111>

Identify the bug and write a Qiskit function `solve()` that returns the CORRECTED QuantumCircuit.