Claim 5 in 63
5 in 63
4 in 64
1 in 65
Have fun, win prizes, participate in our contests!
- Posts 64803
- Location Somewhere over the Rainbow
- WRZ$ 1251571.06
- Device iPhone, iPad, kindle paperwhite
- OS Android 2
Claim 6 in 202
3 in box 218
1 in box 219
6 in box 202
3 in box 218
1 in box 219
6 in box 202

- Posts 17817
- WRZ$ 374212.10
- Posts 11047
- Location Neverland
- WRZ$ 132064.40
- Device Not Specified
ROUND 7

**colored boxes may not be used..these are "claimed" already
***proper way to mark your post are shown in the opening post of this contest
For full rules please see OP
POINTS

**Anyone may join at anytime

You can follow me on twitter @MiaJohn_mobi
- Posts 64803
- Location Somewhere over the Rainbow
- WRZ$ 1251571.06
- Device iPhone, iPad, kindle paperwhite
- OS Android 2
Claim 5 in 272
4 in box 254
1 in box 255
5 in box 272
4 in box 254
1 in box 255
5 in box 272

- Posts 18432
- Location Backpackistan
- WRZ$ 399962.80
- Device Mi
Claim 5 in 146
5 in box 146
3 in box 164
2 in box 183
5 in box 146
3 in box 164
2 in box 183
- Posts 7510
- WRZ$ 75339.80
Claim 5 in 182
5 in 182
2 in 183
3 in 164
Invalid. - MJ
5 in 182
2 in 183
3 in 164
Invalid. - MJ
You must make it very clear which number you wish to have marked (claimed), either the first of the 3 boxes or the last, never the middle. For all "triangle" (only directly adjoining boxes, not a triangle joined by corners) posts, the numbers should be in ascending order (arranged from the smallest to the largest number) or in descending order (arranged from the largest to the smallest number).
- Posts 17817
- WRZ$ 374212.10
- Posts 3797
- Location Fairyland
- WRZ$ 59631.10
Claim 4 in 197
4 in 197
4 in 179
2 in 180
Invalid - MJ
4 in 197
4 in 179
2 in 180
Invalid - MJ
You must make it very clear which number you wish to have marked (claimed), either the first of the 3 boxes or the last, never the middle. For all "triangle" (only directly adjoining boxes, not a triangle joined by corners) posts, the numbers should be in ascending order (arranged from the smallest to the largest number) or in descending order (arranged from the largest to the smallest number).




