Is there a method to find the largest prime factor of $2^{2024} + 2^{2023} + 2^{2022} + 2^{2021}$?
Like I know that's the same as $15 * 2^{2021}$ but where do I go from here?
Is there a method to find the largest prime factor of $2^{2024} + 2^{2023} + 2^{2022} + 2^{2021}$?
Like I know that's the same as $15 * 2^{2021}$ but where do I go from here?
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