<thinking>
The user wants a SPICE-like netlist for the given circuit diagram.

**1. Identify Nodes:**
The nodes are clearly labeled with numbers in blue circles: 0, 1, 3, 4, 5. Node 0 is a good choice for the ground reference.

**2. Identify Components and their Connections:**

*   **Resistor R1:** Connected between node 1 and node 4.
    *   The voltage `V0` is defined across it, with the positive terminal at node 1 and the negative terminal at node 4. This will be important for the dependent source.
    *   Netlist entry: `R1 1 4 R1`

*   **Resistor R2:** Connected between node 1 and node 0.
    *   Netlist entry: `R2 1 0 R2`

*   **Resistor R3:** Connected between node 4 and node 5.
    *   Netlist entry: `R3 4 5 R3`

*   **Capacitor C1:** Connected between node 1 and node 3.
    *   Netlist entry: `C1 1 3 C1`

*   **Voltage Source V1:** Connected between node 3 and node 0.
    *   The positive terminal is at node 3.
    *   The symbol indicates a pulse or time-varying source. I will name it `V1`.
    *   Netlist entry: `V1 3 0 V1`

*   **Dependent Current Source:** This is a Voltage-Controlled Current Source (VCCS).
    *   It is connected between node 5 and node 3.
    *   The arrow indicates the direction of current flow from node 3 to node 5.
    *   The value of the current is `x1 * V0`.
    *   The controlling voltage `V0` is the voltage across R1, specifically `V(1) - V(4)`.
    *   In SPICE, a VCCS is denoted by `G`. The format is `G<name> <N+> <N-> <NC+> <NC-> <gain>`.
    *   `<N+>` and `<N->` are the output nodes. The current flows from `N+` to `N-`. In the diagram, the current flows from node 3 to node 5. So, `N+` is 5 and `N-` is 3.
    *   `<NC+>` and `<NC->` are the positive and negative controlling nodes. The controlling voltage is `V(NC+) - V(NC-)`. Here, the controlling voltage is `V0 = V(1) - V(4)`. So, `NC+` is 1 and `NC-` is 4.
    *   `<gain>` is the transconductance, which is `x1`.
    *   I will name the source `G1`.
    *   Netlist entry: `G1 5 3 1 4 x1`

**3. Assemble the Final Netlist:**
I will list the components one by one. The order does not matter.

*   `R1 1 4 R1`
*   `R2 1 0 R2`
*   `R3 4 5 R3`
*   `C1 1 3 C1`
*   `V1 3 0 V1`
*   `G1 5 3 1 4 x1`

The netlist is complete and correctly represents the schematic.
</thinking>
<answer>
R1 1 4 R1
R2 1 0 R2
R3 4 5 R3
C1 1 3 C1
V1 3 0 V1
G1 5 3 1 4 x1
</answer>