100 points - modern and old

Credit to @LunarEclipse

So in this version, you make a sibset mixing modern and old names! So as most of you know, you rate all the names 1 being worst and 10 being best and add it on too the total number and the first modern/old sibset to get too a hundered wins!

EXAMPLE:

1st poster: 2nd poster:
3: [name_f]Mary[/name_f] (3) 3: [name_m]Tom[/name_m] (5)
2: [name_m]Tom[/name_m] (2) 2: [name_m]Louis[/name_m] (3)
1: [name_m]Louis[/name_m] (1) 3: [name_f]Mary[/name_f] (4)

TO START WITH:

[name_f]Esther[/name_f] and [name_u]Hudson[/name_u]
[name_f]Maggie[/name_f] and [name_u]Harper[/name_u]
[name_m]Derek[/name_m], [name_m]Raymond[/name_m] and [name_u]Indie[/name_u]
[name_f]Patricia[/name_f] and [name_u]Milo[/name_u]
[name_u]Walter[/name_u] and [name_m]Apollo[/name_m]
[name_f]Tabitha[/name_f] and [name_u]Maverick[/name_u]
[name_m]Abraham[/name_m] and [name_u]Ezra[/name_u]
[name_f]Josephine[/name_f] and [name_u]Crimson[/name_u]
[name_f]Rosemary[/name_f] and [name_u]Lincoln[/name_u]
[name_f]Olive[/name_f] and [name_u]Asher[/name_u]

1 Like

10: [name_f]Maggie[/name_f] & [name_u]Harper[/name_u]
9: [name_f]Olive[/name_f] & [name_u]Asher[/name_u]
8: [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u]
7: [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u]
6: [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u]
5: [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u]
4: [name_m]Derek[/name_m], [name_m]Raymond[/name_m] & [name_u]Indie[/name_u]
3: [name_u]Walter[/name_u] & [name_m]Apollo[/name_m]
2: [name_f]Esther[/name_f] & [name_u]Hudson[/name_u]
1: [name_f]Patricia[/name_f] & [name_u]Milo[/name_u]

I think you need to add the points in the brackets

10: [name_f]Rosemary[/name_f] and [name_u]Lincoln[/name_u] (15)
9: [name_f]Maggie[/name_f] and [name_u]Harper[/name_u] (19)
8: [name_f]Olive[/name_f] and [name_u]Asher[/name_u] (17)
7: [name_m]Abraham[/name_m] and [name_u]Asher[/name_u] (14)
6: [name_f]Tabitha[/name_f] and [name_u]Maverick[/name_u] (12)
5: [name_f]Esther[/name_f] and [name_u]Hudson[/name_u] (7)
4: [name_f]Patricia[/name_f] and [name_u]Milo[/name_u] (5)
3: [name_m]Derek[/name_m], [name_m]Raymond[/name_m] and [name_u]Indie[/name_u] (7)
2:Walter and [name_m]Apollo[/name_m] (5)
1: [name_f]Josephine[/name_f] and [name_u]Crimson[/name_u] (7)

@anon9857245 the first person doesn’t need to put the numbers into brackets because they’re obvious!

10: [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (29)
9: [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (24)
8: [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (25)
7: [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (14)
6: [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (11)
5: [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (19)
4: [name_f]Esther[/name_f] & [name_u]Hudson[/name_u] (11)
3: [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (8)
2: [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (14)
1: [name_m]Derek[/name_m], [name_m]Raymond[/name_m], & [name_u]Indie[/name_u] (8)

2 Likes

10: [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (34)
9: [name_f]Esther[/name_f] & [name_u]Hudson[/name_u] (20)
8: [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (33)
7: [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (15)
6: [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (35)
5: [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (19)
4: [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (23)
3: [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (14)
2: [name_m]Derek[/name_m], [name_m]Raymond[/name_m] & [name_u]Indie[/name_u] (10)
1: [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (15)

1 Like

10 [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (43)
9 [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (44)
8 [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (42)
7 [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (26)
6 [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (29)
5 [name_f]Esther[/name_f] & [name_m]Judson[/name_m] (25)
4 [name_m]Derek[/name_m], [name_m]Raymond[/name_m] & [name_u]Indie[/name_u] (14)
3 [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (18)
2 [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (17)
1 [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (15)

10 – [name_f]Maggie[/name_f] and [name_u]Harper[/name_u] (54)
9 – [name_m]Abraham[/name_m] and [name_u]Ezra[/name_u] (38)
8 – [name_f]Rosemary[/name_f] and [name_u]Lincoln[/name_u] (50)
7 – [name_f]Olive[/name_f] and [name_u]Asher[/name_u] (50)
6 – [name_f]Tabitha[/name_f] and [name_u]Maverick[/name_u] (32)
5 – [name_m]Derek[/name_m], [name_m]Raymond[/name_m], and [name_u]Indie[/name_u] (19)
4 – [name_f]Esther[/name_f] and [name_m]Judson[/name_m] (29)
3 – [name_u]Walter[/name_u] and [name_m]Apollo[/name_m] (18)
2 – [name_f]Josephine[/name_f] and [name_u]Crimson[/name_u] (20)
1 – [name_f]Patricia[/name_f] and [name_u]Milo[/name_u] (18)

10 - maggie & harper (64)
9 - olive & asher (59)
8 - rosemary & lincoln (58)
7 - tabitha & maverick (39)
6 - esther & judson (33)
5 - derek, raymond & indie (24)
4 - abraham & ezra (42)
3 - walter & apollo (21)
2 - josephine & crimson (22)
1 - patricia & milo (19)

10 [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (74)
9 [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (28)
8 [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (50)
7 [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (66)
6 [name_f]Esther[/name_f] & [name_m]Judson[/name_m] (39)
5 [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (66)
4 [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (43)
3 [name_m]Derek[/name_m], [name_m]Raymond[/name_m] & [name_u]Indie[/name_u] (27)
2 [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (23)
1 [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (23)

10: [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (76)
9: [name_f]Esther[/name_f] & [name_u]Hudson[/name_u] (48)
8: [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (74)
7: [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (35)
6: [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (56)
5: [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (79)
4: [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (47)
3: [name_m]Derek[/name_m], [name_m]Raymond[/name_m] & [name_u]Indie[/name_u] (30)
2: [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (25)
1: [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (24)

10: Rosemary & Lincoln (84)
9: Maggie & Harper (88)
8: Olive & Asher (84)
7: Esther & Hudson (55)
6: Tabitha & Maverick (53)
5: Derek, Raymond, & Indie (35)
4: Josephine & Crimson (28)
3: Patricia & Milo (38)
2: Abraham & Ezra (58)
1: Walter & Apollo (26)

10: [name_f]Esther[/name_f] & [name_u]Hudson[/name_u] (65)
9: [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (62)
8: [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (96)
7: [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (33)
6: [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (90)
5: [name_m]Derek[/name_m], [name_m]Raymond[/name_m], & [name_u]Indie[/name_u] (40)
4: [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (88)
3: [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (61)
2: [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (40)
1: [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (29)

Ooh, [name_f]Rosemary[/name_f] and Linclon and so are [name_f]Maggie[/name_f] and harper are almost at 100

Hello

10 [name_f]Olive[/name_f] & [name_u]Asher[/name_u] (98)
9 [name_f]Maggie[/name_f] & [name_u]Harper[/name_u] (105)
8 [name_f]Rosemary[/name_f] & [name_u]Lincoln[/name_u] (98)
7 [name_f]Tabitha[/name_f] & [name_u]Maverick[/name_u] (69)
6 [name_m]Abraham[/name_m] & [name_u]Ezra[/name_u] (67)
5 [name_f]Esther[/name_f] & [name_u]Hudson[/name_u] (70)
4 [name_m]Derek[/name_m], [name_m]Raymond[/name_m] & [name_u]Indie[/name_u] (44)
3 [name_f]Josephine[/name_f] & [name_u]Crimson[/name_u] (32)
2 [name_f]Patricia[/name_f] & [name_u]Milo[/name_u] (42)
1 [name_u]Walter[/name_u] & [name_m]Apollo[/name_m] (34)

[name_f]Maggie[/name_f] & [name_u]Harper[/name_u] win

[name_u]New[/name_u] list coming up

[name_f]Felicity[/name_f] & [name_u]Aria[/name_u]
[name_f]Ivy[/name_f] & [name_u]Tatum[/name_u]
[name_u]Henry[/name_u] & [name_m]Ethan[/name_m]
[name_u]Benjamin[/name_u] & [name_f]Emmie[/name_f]
[name_f]Ophelia[/name_f] & [name_u]Blake[/name_u]
[name_f]Lilith[/name_f] & [name_f]Lola[/name_f]
[name_u]Florence[/name_u] & [name_u]Kai[/name_u]
[name_f]Eleanor[/name_f] & [name_u]Finn[/name_u]
[name_u]John[/name_u] & [name_f]Bethany[/name_f]
[name_f]Rowena[/name_f] & [name_u]Harper[/name_u]

10: [name_f]Ophelia[/name_f] & [name_u]Blake[/name_u] (10)
9: [name_u]Florence[/name_u] & [name_u]Kai[/name_u] (9)
8: [name_f]Felicity[/name_f] & [name_u]Aria[/name_u] (8)
7: [name_u]Henry[/name_u] & [name_m]Ethan[/name_m] (7)
6: [name_f]Lilith[/name_f] & [name_f]Lola[/name_f] (6)
5: [name_f]Eleanor[/name_f] & [name_u]Finn[/name_u] (5)
4: [name_u]Benjamin[/name_u] & [name_f]Emmie[/name_f] (4)
3: [name_u]John[/name_u] & [name_f]Bethany[/name_f] (3)
2: [name_f]Rowena[/name_f] & [name_u]Harper[/name_u] (2)
1: [name_f]Ivy[/name_f] & [name_u]Tatum[/name_u] (1)

10: [name_f]Eleanor[/name_f] & [name_u]Finn[/name_u] (15)
9: [name_u]John[/name_u] & [name_f]Bethany[/name_f] (12)
8: [name_f]Ophelia[/name_f] & [name_u]Blake[/name_u] (18)
7: [name_u]Florence[/name_u] & [name_u]Kai[/name_u] (16)
6: [name_u]Benjamin[/name_u] & [name_f]Emmie[/name_f] (10)
5: [name_f]Ivy[/name_f] & [name_u]Tatum[/name_u] (6)
4: [name_f]Lilith[/name_f] & [name_f]Lola[/name_f] (10)
3: [name_u]Henry[/name_u] & [name_m]Ethan[/name_m] (10)
2: [name_f]Rowena[/name_f] & [name_u]Harper[/name_u] (4)
1: [name_f]Felicity[/name_f] & [name_u]Aria[/name_u] (9)

10 [name_f]Felicity[/name_f] & [name_u]Aria[/name_u] (19)
9 [name_f]Ivy[/name_f] & [name_u]Tatum[/name_u] (15)
8 [name_f]Rowena[/name_f] & [name_u]Harper[/name_u] (12)
7 [name_f]Lilith[/name_f] & [name_f]Lola[/name_f] (17)
6 [name_f]Ophelia[/name_f] & [name_u]Blake[/name_u] (24)
5 [name_u]Henry[/name_u] & [name_m]Ethan[/name_m] (15)
4 [name_f]Eleanor[/name_f] & [name_u]Finn[/name_u] (19]
3 [name_u]Florence[/name_u] & [name_u]Kai[/name_u] (19)
2 [name_u]Benjamin[/name_u] & [name_f]Emmie[/name_f] (12)
1 [name_u]John[/name_u] & [name_f]Bethany[/name_f] (13)