<｜begin▁of▁sentence｜>### Instruction:
Imagine you're a soil scientist working to understand the intricate network of nutrients exchange happening within a 10-acre farm. To simulate interactions between different patches of soil, you're using a probabilistic model akin to an Erdős-Rényi graph, which you're constructing by considering each acre as a node. You're interested in modeling the likelihood of a nutrient exchange pathway existing between any two particular acres, setting this likelihood at a 50% chance.

For an experiment that requires consistent results, you wisely decide to use a constant seed value of 42 in your randomization process. Using this model, you're hoping to determine the count of possible nutrient exchange pathways (edges) that would naturally form between the acres (nodes) in your simulated farm network, with 10 acres considered. Can you describe the number of potential pathways and nodes in this nutrient exchange network under these exact conditions?
### Response:
import networkx as nx

# Use the gnp_random_graph function to create a G_{n,p} graph
n = 10  # number of nodes
p = 0.5  # probability of edge creation
seed = 42  # ensures the random graph is reproducible
directed = False  # creates an undirected graph

G = nx.gnp_random_graph(n, p, seed=seed, directed=directed)

# Print the generated graph
print('The generated random graph has', len(G.nodes()), 'nodes and', len(G.edges()), 'edges.')
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