<｜begin▁of▁sentence｜>### Instruction:
In the realm of cybersecurity, specifically focusing on the prevention and recovery from identity theft, imagine we're analyzing the flow of sensitive information through a networked system. This system is structured like a directed path, comprising of 5 stations - each representing a step in the data handling process. Our task is to evaluate the system's resilience by determining the minimum number of steps required to securely transmit information from any given station to the critical safeguarding station, labeled as station 4. This analysis helps in identifying potential vulnerabilities and enhances our strategic planning against identity theft.

Can you assist in evaluating this network to identify the shortest secure path for transmitting information from any station, capable of reaching the critical station 4, using NetworkX for analysis? This task is crucial for reinforcing our defense mechanisms against potential breaches.
### Response:
import networkx as nx

# Create a directed graph
G = nx.path_graph(5, create_using=nx.DiGraph())

# Compute shortest path to target from all nodes that can reach the target
path_to_target = nx.single_target_shortest_path(G, 4)

# Output the path from node 0 to the target
path_from_0_to_target = path_to_target[0]
print(path_from_0_to_target)
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