Consider a scale-free network that has \( N = 10^7 \) nodes, each of them connected to at least one node, and with at least one leaf. If the degree exponent is \( \gamma = 2.5 \), what is the maximum expected degree of this network? Round the result to the nearest integer.
- \( k_{max} = 75 \)
- \( k_{max} = 630 \)
- \( k_{max} = 3162 \)
- \( k_{max} = 46415\)
- None of the above.
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