This thread is a by-product of this process.
For every technique used by Sudoku Explainer, it gives puzzles where the technique is the most used.
This thread can be considered as a continuation of Eioru's thread but will be setup on a systematic way.
The second post will be for composite techniques like BUGs, Unique Rectangles, number of techniques, etc...
Aligned Pair Exclusion ===> 4
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000010000002304100050000060500000007080000090007206300010080050900040003000000000
Aligned Triplet Exclusion ===> 10
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900000503010060040200000000000031000060207080000650000000000002040080010305000009
Bidirectional Cycle ===> 10
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000010000002304500060000070400000001080000090003506700090070080500020003000000000
Bidirectional X-Cycle ===> 4
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000010000002304500040000060700000001030000020004502300010060030300070008000000000
Bidirectional Y-Cycle ===> 10
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000010000002304500040000060700000003060000010008205600050070090900040007000000000
BUG type 1 ===> 1
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000010000001203400050000060200000007080000090003106500070080020400070003000000000
BUG type 2 ===> 2
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000010000002304500060000010700000008020000060008205400030090020400060009000000000
BUG type 3 ===> 1
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000010000002304500060000070400000003080000060009508400020090010300060002000000000
BUG type 4 ===> 1
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000010000002304500060000070400000003020000080005709600010060030800020004000000000
Cell Forcing Chains===> 24
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000070000002109800080000030400000001090000050001708200050060040300090007000000000
Claiming ===> 9
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000010000002304500040000060700000001060000050008902600050030010300080007000000000
Direct Hidden Pair ===> 14
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000000000000714800006200390054000080030000020060000740041005200002986000000000000
Direct Hidden Triplet ===> 6
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000000000087000310019040620000604000003000900000108000076010230038000760000000000
Direct Pointing ===> 4
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000010000002304100050000020100000006040000070005201800070090060600080004000000000
Dynamic Cell Forcing Chains ===> 18
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000010000002304500060000070200000004080000060007205800090070040300080009000000000
Dynamic Contradiction Forcing Chains ===> 43
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009500000020006100800000020700800090000000000010003004040000006005700080000001300
Dynamic Double Forcing Chains ===> 5
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000010000001203400050000060300000007080000090002604300090050020700040009000000000
Dynamic Double Forcing Chains (+) ===> 14
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300000004020080050001000600000047000070002080000300000004000300050070020600000001
Dynamic Region Forcing Chains ===> 28
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000007002020030040600500000005000001030010020800000600900006000000070030007800500
Forcing Chain ===> 49
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500040000060000400009800070002100000800000004000007600030006900007000080000020005
Forcing X-Chain ===> 7
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000010000002304500040000060700000005020000080004506300080090010300020007000000000
Hidden Pair ===> 9
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000010000001203400050000060200000007080000090007506300090070080300040001000000000
Hidden Quad ===> 1
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000010000002304100050000060300000004070000080008105300060020090400090007000000000
Hidden Triplet ===> 3
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000010000001203400050000060700000006020000080009501300080070020600030009000000000
Jellyfish ===> 2
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000000000043000980089020310000406000001000500000307000038090150012000840000000000
Naked Pair ===> 11
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000010000002304500060000070600000001080000090005703200090060080500030004000000000
Naked Quad ===> 2
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000000000500010006030205040080304010003000500070508030040901080200070004000000000
Naked Single ===> 11
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000000000001004980070000630009030050000108000050020300068005040037900200000000000
Naked Triplet ===> 6
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000010000002304500060000070800000003090000010003206400080050090700020008000000000
Nishio Forcing Chains ===> 12
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000010000001203400040000050600000003010000070002406500070050080900070002000000000
Pointing ===> 21
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078000000000001006000509007012000680000000000037000120900305000200806000000000340
Region Forcing Chains ===> 37
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000010000001203400050000060100000004070000080009607100080090070200070005000000000
Swordfish ===> 4
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000000000100020009040903050030207040001000700050009080090605070600030008000000000
Turbot Fish ===> 11
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000000000002004980090500610009030020000108000050060700018002040034900200000000000
Unique Loop 10 type 2 ===> 1
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000010000001203400050000060500000002060000070002105300080070090300060001000000000
Unique Loop 12 type 1 ===> 1
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000010000002304500060000070300000006080000090004502800010080060500040009000000000
Unique Loop 12 type 2 ===> 1
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000010000002304500060000020600000005050000070001802400030060090500040001000000000
Unique Loop 8 type 1 ===> 1
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000010000002304500060000030400000005070000080008605200010090070700020001000000000
Unique Loop 8 type 2 ===> 1
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000010000002304100050000060400000001070000080003602400080020050500070003000000000
Unique Loop 8 type 3 ===> 1
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000010000002304500060000020700000003080000090005602400030090010400080007000000000
Unique Loop 8 type 4 ===> 1
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000010000002304500050000060700000003080000090003705400010090040400060001000000000
Unique Loop type 1 ===> 1
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000010000002304500040000060300000002070000010005706300060070080900080003000000000
Unique Loop type 2 ===> 2
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000010000002304500060000020700000001040000030005702800010030040800070006000000000
Unique Loop type 3 ===> 2
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000010000002304500060000070400000001030000080009605200070030010500090008000000000
Unique Loop type 4 ===> 2
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000010000002304100050000030600000004070000080009501600080050070700080009000000000
Unique Rectangle type 1 ===> 3
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000010000001203400050000060100000005070000080002604100080090050400070002000000000
Unique Rectangle type 2 ===> 2
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000010000002304500060000070600000008050000010004205900090080060300040009000000000
Unique Rectangle type 3 ===> 3
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000010000002304500060000070400000003050000080001607400080050090300080002000000000
Unique Rectangle type 4 ===> 3
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000010000002304500060000040700000005080000090003705600090060010100080003000000000
X-Wing ===> 6
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000010000002304500060000020600000007080000090003802400090060070100040009000000000
XY-Wing ===> 7
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000010000002304500060000070400000003080000090003207800090040080300090004000000000
XYZ-Wing ===> 5
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000010000002304500060000070200000003080000060004507200070050010100090004000000000
JPF