result to 0 to store the final count of arithmetic subsequences.dp where dp[i] is another dictionary that maps a common difference d to the number of weak arithmetic subsequences ending at index i with difference d.i and j where i goes from 1 to len(nums) - 1 and j goes from 0 to i - 1.(i, j), calculate the difference d = nums[i] - nums[j].d is not in dp[i], initialize dp[i][d] to 0.dp[j].get(d, 0) + 1 to dp[i][d]. The get method is used to handle the case when d is not in dp[j].dp[j].get(d, 0) to result because these are the number of new arithmetic subsequences formed by adding nums[i].result as the final answer.