Official Bob-Omg Social: Count to 300 bob-ombs!

[Silvera]

92

 

[Blossom ✿]

93

 

[Felix the Slayer]

94

89 I've actually never played Galaxy. D:

Do yourself a favor and go get a copy.

 

[LucarioDude]

95

I hope it comes to the Australian eShop some day, Japan has both on their eShops.

 

[The Stoopid Unikorn]

I've actually never played Galaxy. D:

I am no longer your friend

96

 

[Luig]

97
I'd actually recommend starting with 2.

 

[The Stoopid Unikorn]

I'd actually recommend starting with 2.

I think that may hurt his experience on the first though, since most of 2 is recycled from 1.

98

 

[Luig]

99
I sarted with 2 and I didn't mind the recycling.

Spoiler

WE RECYCLE!!!!

 

[The Stoopid Unikorn]

100

I started with 1 on Day 1

The game still blows my mind as of today.

 

[Fluttershy]

78

Contrary Serperior, not bad at all. xD Needs more Talonflame to counter though.

Why T-Flame?

Hearthstone is proving to be rather addicting.
83

playing Skyrim? Did you take an arrow to the knee and become a Guard?

101 I've only played SMG1. I haven't played the second yet..

 

[The Stoopid Unikorn]

I've only played SMG1. I haven't played the second yet..

Spoiler alert; It's an amazing game, but the first one is still much, much better.

If it weren't for Yoshi and the power-ups, it'd be the ******* child of Mario 64 and Galaxy 1.

102

 

[Luig]

103
The hours I've spent messing with the infinite flutter glitch.......

 

[LucarioDude]

104

Why T-Flame?

Talonflame is like the Captain Falcon of Pokémon.

 

[Silvera]

105

103
The hours I've spent messing with the infinite flutter glitch.......

A glitch?

 

[The Stoopid Unikorn]

Talonflame is like the Captain Falcon of Pokémon.

One does not simply compare itself to the Falcon.

106

 

[Hat N' Clogs]

107 robs

 

[LucarioDude]

108

One does not simply compare itself to the Falcon.

106

Why compare when it's true?
http://data:image/jpeg;base64,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

 

[The Stoopid Unikorn]

108

Why compare when it's true?
http://data:image/jpeg;base64,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

He is not the Falcon
He is the Pawnch

109

 

[ELITEWarri0r115]

110 Mins. of laughter

 

[Kneutronic]

111 WT*s?!

 

[LucarioDude]

112

He is not the Falcon
He is the Pawnch

109

Oh I see what you did there.

 

[Fluttershy]

104

Talonflame is like the Captain Falcon of Pokémon.

also fun fact once I saw it's HA I knew T-flame was going to be OU lol
113

 

[Kneutronic]

114 Priority Brave Birds.

 

[The Stoopid Unikorn]

Best pony is a Pokémon nerd?

Better find a new best pony then

115

 

[Kneutronic]

Best pony is a Pokémon nerd?

Better get a new best pony then?

Sorry. Once you get a senpai, it'll be hard to let go.

116

 

[The Stoopid Unikorn]

117 best ponies

 

[LucarioDude]

118 Brave Birds

 

[Hat N' Clogs]

119 more robs

 

[The Stoopid Unikorn]

120 best ponies

 

[Kneutronic]

118 Brave Birds

Too much Brave Bird.

1/21

 

[Hat N' Clogs]

122 10th Doctors that were robbed of Rose

 

[LucarioDude]

123 people upgrading to Windows 10.

 

[Luig]

124 Hat n' clogs that i recommended to watch mlp.

 

[Hat N' Clogs]

125 recommendations and robs

 

[The Stoopid Unikorn]

126 ponies

 

[KingofPhantoms]

127

Had another weird dream last night.

 

[Hat N' Clogs]

128 robs on Survivor

 

[Fluttershy]

Best pony is a Pokémon nerd?

Better find a new best pony then

115

You can't. It's impossible knowing how much love you give me
(obvious RP as best Pony is obvious )

118 Brave Birds

I'm no expert but I think this pokemon is hacked

129 what was the dream?

 

[Hat N' Clogs]

130 Mariners robbed of a win vs. Red Sox

btw Red Sox ownage is awesome <3 (Score was 15-1) lol

 

[LucarioDude]

131 cheeky Gengars