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325 lines
4.2 KiB
Plaintext
325 lines
4.2 KiB
Plaintext
define
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----
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# An empty LSM ingests into the bottom level.
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target
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a-b
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----
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6
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define
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L5
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b.SET.1:1
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c.SET.2:2
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----
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5:
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000004:[b#1,SET-c#2,SET]
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# Overlapping cases.
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target
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a-b
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b-c
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c-d
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----
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4
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4
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4
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# Non-overlapping cases:
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# - Ingested file lies entirely before the existing file.
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# - Ingested file lies entirely after the existing file.
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# - Ingested file has no data overlap (falls through the middle of the existing
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# file).
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target
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a-aa
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d-e
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bb-bb
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----
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6
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6
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6
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define
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L0
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b.SET.3:3
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e.SET.4:4
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L0
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d.SET.5:5
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f.SET.6:6
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L0
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x.SET.7:7
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y.SET.8:8
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L3
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g.SET.1:1
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h.SET.2:2
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----
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0.1:
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000005:[d#5,SET-f#6,SET]
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0.0:
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000004:[b#3,SET-e#4,SET]
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000006:[x#7,SET-y#8,SET]
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3:
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000007:[g#1,SET-h#2,SET]
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# Files overlap with L0. Files ingested into L0.
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target
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b-c
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d-e
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----
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0
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0
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# Files overlap with L3. Files ingested into L2.
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target
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g-m
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----
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2
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# No overlap. Files ingested into L6.
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target
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i-m
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c-c
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----
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6
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6
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define
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L5
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a.SET.4:4
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L5
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c.SET.3:3
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L6
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a.SET.2:2
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L6
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c.SET.1:1
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----
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5:
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000004:[a#4,SET-a#4,SET]
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000005:[c#3,SET-c#3,SET]
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6:
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000006:[a#2,SET-a#2,SET]
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000007:[c#1,SET-c#1,SET]
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# The ingested file slips through the gaps in both L5 and L6.
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target
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b-b
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----
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6
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define
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L5
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a.SET.4:4
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L5
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c.SET.3:3
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L6
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a.SET.2:2
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L6
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c.SET.1:1
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compact:a-c
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----
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5:
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000004:[a#4,SET-a#4,SET]
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000005:[c#3,SET-c#3,SET]
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6:
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000006:[a#2,SET-a#2,SET]
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000007:[c#1,SET-c#1,SET]
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# The ingested file cannot reach L6 as there is a compaction outputting a file
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# into the range [a,c].
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target
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b-b
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----
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5
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define
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L0
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c.SET.4:4
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d.SET.3:3
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d.RANGEDEL.2:g
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L2
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a.RANGEDEL.1:g
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----
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0.0:
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000004:[c#4,SET-g#inf,RANGEDEL]
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2:
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000005:[a#1,RANGEDEL-g#inf,RANGEDEL]
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# Overlapping cases:
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# - The ingested file overlaps with with [c,c].
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# - The rangedel over [d,g) keeps the ingested file in L0.
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# - Ditto.
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target
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c-c
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d-d
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e-e
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----
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0
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0
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0
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# Non-overlapping cases:
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# - The ingested file [cc,cc] slips through L0, but is kept at L1 by the
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# rangedel in L2.
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# - The ingested file is to completely to right of all files.
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# - The ingested file is to the left of all files in L0, but is kept at L1 by
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# the rangedel in L2.
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target
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cc-cc
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g-g
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a-a
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----
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1
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6
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1
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# A more complicated example demonstrating data overlap.
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# |--| ingested file: [d-e] - data overlap
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# |-| ingested file: [cc-d] - no data overlap
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# |--| ingested file: [ee-ff] - no data overlap
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# |*--*--*----*------*| existing file: [a-g], points: [a, b, c, dd, g]
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# _____________________
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# a b c d e f g
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define
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L1
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a.SET.0:a
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b.SET.0:b
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c.SET.0:c
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dd.SET.0:dd
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g.SET.0:g
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----
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1:
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000004:[a#0,SET-g#0,SET]
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# Data overlap.
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target
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d-e
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----
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0
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# No data overlap.
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target
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cc-d
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ee-ff
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----
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6
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6
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# Range key-point key data overlap will always correctly identify overlap because
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# we seek using the combined point and range key bounds of the ingested file
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# to determine overlap and don't check the data within the ingested file.
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define
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L5
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a.SET.0:a
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b.SET.0:b
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c.SET.0:c
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----
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5:
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000004:[a#0,SET-c#0,SET]
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target
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rkey:a-c
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----
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4
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# Point key-range key overlap
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define
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L5
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rangekey:a-c:{(#1,RANGEKEYSET,@t10,foo)}
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----
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5:
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000004:[a#1,RANGEKEYSET-c#inf,RANGEKEYSET]
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target
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a-c
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----
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4
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# Range key-range key overlap.
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define
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L5
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rangekey:a-c:{(#1,RANGEKEYSET,@t10,foo)}
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----
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5:
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000004:[a#1,RANGEKEYSET-c#inf,RANGEKEYSET]
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target
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rkey:a-c
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----
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4
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# Cases with boundary overlap and no data overlap. With suggest-split off
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# we get a target level of L0, but with suggest-split on, we get suggested
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# a file split.
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define
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L6
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a.SET.2:2
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d.SET.3:3
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L6
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f.SET.4:4
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k.SET.6:6
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----
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6:
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000004:[a#2,SET-d#3,SET]
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000005:[f#4,SET-k#6,SET]
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target
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b-c
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e-g
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----
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5
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5
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target suggest-split
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b-c
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e-g
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----
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6 (split file: 000004)
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5
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target suggest-split
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g-i
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----
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6 (split file: 000005)
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# suggest-split recognizes and avoids in-progress compactions.
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define
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L6
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a.SET.2:2
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d.SET.3:3
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L6
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f.SET.4:4
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k.SET.6:6
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compact:f-k
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----
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6:
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000004:[a#2,SET-d#3,SET]
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000005:[f#4,SET-k#6,SET]
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target suggest-split
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g-i
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----
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5
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# Ingestion splitting correctly recognizes data overlap in L6, and suggests
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# split in L5.
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define
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L5
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a.SET.2:2
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e.SET.3:3
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L6
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c.SET.1:1
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k.SET.1:1
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----
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5:
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000004:[a#2,SET-e#3,SET]
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6:
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000005:[c#1,SET-k#1,SET]
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target suggest-split
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b-c
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----
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5 (split file: 000004)
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