He Qie 301 Exercise 001~030

28/03/2023 /

Original link: https://wangjiezhe.com/posts/2023-03-27-He-Qie-301-1/

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  • Tricolor! Tricolor! Tricolor!
  • Quadrangle can be regarded as having sparrow head
  • When you are confused, splitting the two sides of Asia is probably the right answer
  • Pay attention to the final drawing shape, and give priority to avoid stupid drawing

Q001

  • Dismantle 5779s
  • Keep two bird heads, cut 5/9s
  • If you enter 2/5/8m, cut 7s and listen to cut 8s

Conclusion: cut 5s and cut 7s

  • Cut 5/7/9s into the same number of sheets, choose the two hurdles that are easy to form peace
  • The same number of draw cards for Kanzhang and Pongpong

Q002

  • Similar to Q001 , but with break
  • If you enter 2/5/8m, 5s to listen to the touch

Conclusion: cut 9s

Q003

  • Disassemble 57779s, it may be broken
  • If you cut 9s into 6s, you can cut 7s/8p and break Yaopinghu

Conclusion: cut 9s and cut 5s

There is a high probability that 59s will be cut, consider dangerous cards and go first

Q004

  • 889m+405p+33s, three pairs in good shape

Conclusion: cut 5p

Q005

  • Similar to Q004 , but only two pairs after hitting east
  • If it hits the east, cut 5p and listen to 36p on both sides (8 pieces), or cut 4p and listen to 58m5p on three sides of a chimney shape (7 pieces), depending on the number of pieces left on the field
  • If you cut 9m and enter 58m, cut 4p and listen to 5s1z

Conclusion: cut 9m

Q006

  • 33m+223p+788p, three pairs and one pair
  • There is a possibility of vice-exposed break unit d3
  • Cut 2p, enter 3m1456789p draw cards (24 pieces)
  • Cut 7p, enter 3m12458p draw cards (24+2-9=17 pieces)
  • Cut 8p, enter 3m12469p draw cards (24+2-7=19 pieces)
  • The effective entry of 677888p is 56789p, with 20-6=14 pieces
  • The effective entry of 223p is 124p, there are 12-3=9 pieces<14 pieces
  • Preserve more complex shapes

Conclusion: cut 2p

Q007

  • 677p+334s, keep two pairs
  • 345566777p, the effective entry is 2345678p, there are 28-9=19 pieces
  • All of the above are face-saving, unable to form a bird’s head
  • If cut 4s into 58m
    • Cut 3/6p, listen to 47p3s chimney-shaped three sides (7-1=6 pieces)
    • Cut 5p, listen to 6s3s match (4 pieces)
    • Cut 7p, listen to 258 three sides (12-2=10 pieces) (√)

Conclusion: cut 4s

Q008

  • 577p+334s, keep two pairs
  • 234+556777p, the effective entry is 1+4567p, there are 20-7=13 pieces
  • 334s, the effective entry is 235s, there are 12-2=10 pieces
  • If cut 4s into 5/8m, cut 5p to listen to 147p+3s, there are 12-4+2=10 pieces
  • If you cut 2/5p into 5/8m, cut 3s and listen to 25s, there are 8 pieces <10 pieces
  • Preserve more complex shapes (composite shapes + extensibility)

Conclusion: cut 4s and cut 5p

  • Cut 4s, and the incoming cards are 58m+14567p+3s (8+13+2=23 pieces)
  • Cut 5p, and the playing card is 58m+147p+235s (8+8+10=26 pieces)
  • If you need to manage points, you can consider cutting 2p and rejecting 1p entry to ensure that it will be broken.

Q009

  • two way listening
  • 112m+233p+788p, three pairs and one pair
  • 2p is a treasure card
  • If you cut 3p, you will lose 14p of advance cards (8 pieces)
  • If you cut 7p, you will lose 69p of cards (7 pieces)
  • If you cut 8p, you will lose 578p of cards (7 pieces)
  • If you cut 1m, you will lose 1m of advance cards (2 pieces), and the shape will be fixed, but there is a possibility of breaking the unit
  • If you cut 2m, you will lose 3m of sheets (4 pieces)

Conclusion: Cut 1m and cut 2m

  • In order to turn to two sparrow heads when listening all the time, you can temporarily maintain three sparrow heads
  • 3 Treasure cards, two-way listening, speed is the most important
  • The 677888p complex is generally the last to move
  • Cut 1m, the effective entry is 3m+12456789p+47s
  • Cut 2m, the effective entry is 1m+123456789p+4567s (note that there are seven pairs of entries with 3p56s)

Q010

  • 223m+557p, keep two pairs + two sides

Conclusion: cut 7p

Q011

  • 223p+555677p, keep two pairs + compound shape
  • The effective entry of 223p is 124m, and there are 12-2=10 pieces
  • The effective entry of 555677p is 5678p, and there are 16-3=13 pieces

Conclusion: cut 3p and cut 7p

  • 223p+577p, keep two pairs + two sides

Q012

  • 556m+133p+22s, three pairs in good shape
  • If you cut 5m, you will lose 5m of incoming sheets (2 pieces)
  • If you cut 3m, you will lose 369m of advance cards (9 pieces), the loss may be broken, and there is a high probability that the threshold will be 2p

Conclusion: cut 5m

Q013

  • 66m+334p+334s, three pairs and one pair
  • If you cut 3p, you will lose 3p entry (1 piece)
  • If you cut 3s, you will lose 3s of cards (2 pieces)

Conclusion: cut threesome

Although there is only one piece missing, considering the quadruple speed of Pingting, this one cannot be underestimated.

Q014

  • Similar to Q013 , 66m+223p+223s
  • If you cut 3p, you will lose 36p of cards (5 pieces > 2 pieces)
  • The difference from Q013 is that 233345p has ductility, but 123334p does not

Conclusion: cut 2s

Q015

  • Similar to Q014
  • There are no military cards, but there are 3 treasure cards, so you need to consider a pair of Luduan
  • Cut 2p, lose 14p of advance cards (7 pieces)
  • Cut 3s, lose 14s of entry (8 pieces)

Conclusion: cut 2p

Q016

  • 778m+224p, keep two sparrow heads
  • The effective entry of 222344p is 2345p, and there are 16-6=10 pieces
  • Cut 8m, lose 69m of advance sheets (8 pieces)
  • Cut 4p, loss of 34p entry (5 pieces)
  • Cut 3p, lose 235p entry (8 pieces)

Conclusion: cut 4p

Q017

  • 778m+224p+33s, three pairs in good shape

Conclusion: cut 7m

Q018

  • looking for sparrow head
  • Cut 2/3p, the draw card is 23456m+45678s
  • If cut 2p, enter 4m/6s draw, only listen to Pair, there are 3 pieces
  • If you cut 3p, enter the 4m/6s draw card, listen to 14s+4m/6s chimney-shaped three sides, there are 6 pieces

Conclusion: cut threesome

The horizontal support of the middle expansion shape must be two sides, so there are two middle expansion shapes to fix the head of the bird

Q019

  • 3456m+0667p+4566s
  • The good form of 3456m is 2457m, with 16-2=14 pieces, the stupid form is 1368p, with 16-2=14 pieces (12 pieces here)
  • The 0667p good-shaped sheet is 4578p, with 16-2=14 pieces, and the stupid-shaped sheet is 6p, with 2 pieces
  • The good form of 4566s is 57s, with 8-1=7 pieces, and the stupid form is 368p, with 12-2=10 pieces
  • Good shape into Zhang: quadruple shape (14) = medium expansion shape (14) > sub-two sides (7)
  • Total advance sheet: quadruple shape (28) > sub-two-sided (17) > middle expansion shape (16)
  • Overall situation: Quadruple shape>Medium expansion>Sub-two sides
  • Two sides

Conclusion: cut 6s

When you are confused, splitting the two sides of Asia is probably the right answer

Q020

  • 3445m+5678p+5678s

Conclusion: cut 4m and cut 8p

  • Consider breaking the unit and retain the middle expansion of the 4D
  • The four-connected shape of pancakes and ropes, the side that does not interfere with the bird’s head is wider

Q021

  • 3445m+5678p+2345s

Conclusion: Cut 4m and cut 2s

  • Consider 345 tricolors and fix 345s (it is possible to exchange 3 colors with 8 sheets)
  • Increase the possibility of secondary exposure

Q022

  • looking for sparrow head
  • Cut 5m, loss of 46m+2357m in sheets (7+13=20 pieces)
  • Cut 6p, loss of 47p+68p entry (8+7=15 pieces)
  • Sub-both sides>Strengthen both sides (note the ductility)

Conclusion: cut 6p cut 5m

When you are confused, splitting the two sides of Asia is probably the right answer

Q023

  • Similar to Q022 , but cutting 0p is a treasure card

Conclusion: cut 6s

Q024

  • 344m+3456p+3456s
  • Cut 3m, and the playing card is 4m+12345678p+12345678s (2+28+28=58)
  • Cut 4m, and the number of playing cards is 258m+36p+36s (11+6+6=23 pieces)
  • Cut 3p, and the number of playing cards is 1234578m+12345678s (23+28=51)
  • Cut 6p/3s/6s, similar to cutting 3p
  • Consider 345/456 tricolor? √

Conclusion: cut 3m and cut 6s

  • Cut 3m draws the most cards, but the draw rate is poor at 36p36s
  • Among pancakes and suozi, it is slightly better to keep the quadruple shape of pancakes without red cards
  • In the case where Wanzi is considered to be the final draw, it is more beneficial to snipe 345 tricolor
  • In the case of quadruples, it is not necessary to fix the head

Q025

Conclusion: cut 8s

Q026

Conclusion: cut 1p

Q027

  • Cut 2p, the draw card is 3456789m+45678s
  • Cut 6s, the draw card is 3456789m+1234567p+47s

Conclusion: cut 6s and cut 8m

  • 566777 Don’t move the compound shape, it may become a cup of mouth or multi-faceted listening
  • Consider 567 tricolor

Q028

  • Cut 4p, the draw card is 123456789s
  • Cut 2s, draw cards into the card is 123456p+3456789s
  • Cut 3s, draw cards into 123456p+1458s
  • keep two pairs

Conclusion: cut 2s

Q029

  • Cut 1p, the draw card is 123456789s
  • Cut 2s, draw cards into 1234p+3456789s
  • keep two pairs

Conclusion: cut 2s and cut 1p

  • Can Zhang or Bian Zhang will greatly reduce the possibility of a cup of mouth
  • Playing 1p can give priority to avoiding foolish draws

Q030

  • Cut 1p, the draw card is 123456789s
  • Cut 2s, draw cards into the card is 14p+469s
  • Cut 2/3p, the drawing card is 1469s

Conclusion: cut 1p

When you’re confused, it’s probably the right answer

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