# No.330 (MG&SS)

 No.330 Michael Grushko & Semion Shifrin (Israel) Original Problems, Julia’s Fairies – 2013 (II): May – August  →Previous ; →Next ; →List 2013(II) Please send your original fairy problems to: julia@juliasfairies.com

No.330 by Michael Grushko & Semion Shifrin –  Surprising four-men with AUW! (JV)

Definitions:

Couscous Circe: As Circe, but the captured piece reappears on the Circe rebirth square of the  capturing unit. Pawns reappearing on promotion squares are promoted instantly, at the choice of  their own side.

Maximummer – Black must play the geometrically longest move or may choose from among longest moves of equal length, distances being measured from the center of each square. Diagonal and oblique distances are measured from the orthogonal coordinates by using Pythagora’s theorem (take the square root of the sum of the squares of the orthogonal distances). All other orthodox chess rules apply.

 No.330 Michael Grushko & Semion Shifrin Israel original-04.06.2013   hs#5                                             (2+2)b) Pc7→e5c) Pa7→c5d)=c) Pd2→c2Circe CouscousMaximummer     Solutions: (click to show/hide)   a) 1.d2-d4 c7-c5 2.Kd5*c5[+bPe1=S] Se1-f3 3.Kc5-b4 Sf3*d4[+wPb8=Q] 4.Qb8*a7 [+bPd1=Q] Qd1-h5 5.Kb4-a4 Qh5-a5 # b) 1.Kd5*e5[+bPe1=S] Se1-f3 + 2.Ke5-f6 Sf3*d2[+wPb8=B] 3.Kf6-g7 Sd2-e4 4.Kg7-h8 Se4-f6 5.Bb8*a7[+bPc1=Q] Qc1-h6 # c) 1.Kd5-c4 c7-c6 2.d2-d4 c5*d4[+wPd7] 3.d7-d8=R d4-d3 4.Rd8*d3[+bPh1=Q] Qh1-h8 5.Rd3-c3 Qh8*c3[+wRd8] # d) 1.Kd5*c5[+bPe1=S] Se1*c2[+wPg8=S] 2.Kc5-c6 Sc2-b4 + 3.Kc6*c7[+bPe1=Q] Qe1-e8 4.Kc7-d6 Qe8-e1 5.Sg8-e7 Qe1*e7[+wSd8] # (Tested by Popeye 4.63)   White AUW ! (Authors)

### 3 Responses to No.330 (MG&SS)

1. seetharaman says:

Magical !

2. Paul Raican says:

In a), c) and d) the stipulation could be the classical h#5. For example, a) could be:
White Pa2 Pc2
Black Pd7 Kd4
Stipulation H#5
Condition CouscousCirce whitemax
1.d7-d5 c2-c4 2.Kd4*c4 [+wPe8=wS] Se8-f6 3.Kc4-b5 Sf6*d5 [+bPb1=bQ] 4.Qb1*a2 [+wPd8=wQ] Qd8-h4 5.Kb5-a5 Qh4-a4 # (C+)
In 3 out of 4 phases the stipulation hs#5 is not justified.

3. Michael Grushko & Semion Shifrin says:

Dear Paul,