That Blue Moon

Notes: Start on vocal. Restart during wall 6 (see below), tag at the end of wall 2 and 4 (see below)

S1: SIDE, BEHIND-SIDE-ROCK, RECOVER 3/4 LEFT, 3/8 DIAGONAL SHUFFLE.
1Step R to right (long step) dragging left towards right [12]

2&3Cross L behind right, (&) Step R to right, Rock L across right [12]

4&5Recover weight on R, (&) I/4 turn left stepping L forward 1/2 turn left stepping R back, [3]

6&7Shuffle 3/8 turn left stepping L, R, L forward to left diagonal [10.30]

S2: FALL AWAY 1/2 TURN RIGHT, ROCK BACK, 1/2 TURN LEFT, ROCK BACK, RECOVER
8&1Cross R over left, (&) 1/8 turn right stepping L back, Step R forward with 1/8 turn right [1.30]

2&3Cross L behind right, 1/8 turn right stepping R to side, 1/8 turn right stepping L forward [4.30]

4&5Cross R over left, 1/8 turn right stepping L back, Rock R back [6.00]

6&7Recover weight on left, 1/2 turn left stepping R back, Rock L back [12]

8Recover weight on R [12]

RESTART DURING WALL 6 - dance to count 16, now facing 3 o’clock, (&) step L forward then restart

S3: 1/4 TURN RIGHT, SYNCOPATED WEAVE 1/4 TURN LEFT, STEP-I/2 PIVOT RIGHT, 3/4 TURN LEFT, CROSS
&1(&) I/4 turn right stepping L to side, Cross R behind left [3]

&2&3(&) Step L to side, Cross R over left, (&) Step L to side, Step R behind left [3]

&4(&) 1/4 turn left stepping L forward, Step R forward [12]

5&6Step L forward, (&) 1/2 turn right taking weight on R, Step L forward [6]

7&81/2 turn left stepping R back, (&) 1/4 turn right stepping L to side, Step R across left [9]

S4: SIDE- ROCK, SIDE, CROSS 1/2 TURN RIGHT, BEHIND SIDE CROSS, SIDE ROCK, CROSS SHUFFLE
&1(&) Step L to left, Rock R across left [9]

2&3Recover weight on L, (&) Step R to right, Step L across right and unwind 1/2 turn right [3]

4&5Step R behind left, Step L to left, Step R across left [3]

6&Rock L to left, Recover weight on R [3]

7&8Step L across right (&) Step R to right, Step L across right [3]

TAG: At the end of wall 2 (facing 6 0’clock) and wall 4 (facing 12 o’clock) add the following 4 counts
1-4Sway hips R, L , R, L