89 lines
1.2 KiB
Markdown
89 lines
1.2 KiB
Markdown
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$26501365 = 65 + 202300 \cdot 131$
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```
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full fill
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even 7769
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odd 7780
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0,0 start cycle 131 - 65
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even 1025
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odd 1052
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cycle 131 + 65
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even 6817
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odd 6874
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130,0 start cycle 131 - 65
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even 1030
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odd 1059
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cycle 131 + 65
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even 6818
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odd 6871
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0,130 start cycle 131 - 65
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even 1017
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odd 1041
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cycle 131 + 65
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even 6805
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odd 6853
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130,130 start cycle 131 - 65
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even 1018
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odd 1038
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cycle 131 + 65
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even 6810
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odd 6860
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65,0 start cycle 131
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even 5965
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odd 5866
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0,65 start cycle 131
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even 5947
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odd 5853
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130, 65 start cycle 131
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even 5951
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odd 5859
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65,130 start cycle 131
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even 5933
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odd 5846
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```
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202300 + 1 + 202300
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neq: 202300
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eq: 202300
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202300-1 + 1 + 202300-1
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neq: 202300 - 0 + 1
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eq: 202300 - 2 + 0
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202300-2 + 1 + 202300-2
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neq: 202300 - 2 + 0
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eq: 202300 - 2 + 1
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202300-3 + 1 + 202300-3
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neq: 202300 - 2 + 1
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eq: 202300 - 4 + 0
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...
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202300-n + 1 + 202300-n
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neq: 202300-(n - 2(n % 2)) + (n % 2)
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eq: 202300
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sum:
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$$
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\text{half sum of neq} = \frac{(202300/2-1)202300/2}{2} \cdot 2 + 202300 + 202300/2
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$$
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$$
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\text{half sum of eq} = \frac{(202300/2-1)2023000/2}{2} \cdot 2 + 202300/2
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$$
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0, 0, 1 \
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1, 1*2 + 2, 1 \
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2, 1\*2 + 2, 1 + 3\*2 + 2 \
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3, 1\*2 + 2 + 5\*2 + 2 , 1 + 3 \* 2 + 2 \
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4, 1\*2 + 2 + 5\*2 + 2 , 1 + 3 \* 2 + 2 + 7 \* 2 + 2\
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5,
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n
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