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Viewing Profile: Puggy82

About Puggy82Neil Stewart, who moved from Britain to Tauranga, New Zealand in mid-2008, first captured online tournament headlines when he chopped the PartyPoker May Madness $1 Million Guaranteed event for $109,000. In October '08, Neil won the PokerRoom ChampionChip Final $117,600 and also also has a $125,000 cash from his 5th place effort in the Titan Poker $2.5 Million Guaranteed from March '09.

Latest Posts by Puggy82

  • Main event experiences
    Written by Puggy82 No Comments
    Last Updated: July 4, 2008
    Main event experiences
    As you’ll be aware, yesterday was day 1a of the main event. I headed over to the Rio shortly before play commenced with my friend Neilmc who was playing. Any attempt to watch the play was completely futile, as he was placed as far away from the rail as possible. So instead i took a stroll roun...
  • Welcome Party
    Written by Puggy82 No Comments
    Last Updated: July 4, 2008
    Welcome Party
    Wednesday night arrived quickly and the excitment in our camp built as we looked forward to meeting with the rest of the team. When we arrived in the conference room to pick up our PR goodies the place was filled with players from all around the globe laughing and joking with each other in a plethor...
  • Vegas Baby!
    Written by Puggy82 No Comments
    Last Updated: July 4, 2008
    Vegas Baby!
    Having been in America for over two weeks now, you would think i would have had time for a blog entry…. If i was to say i haven’t had time i would obviously be lying, but i have hardly spent a moment resting – ok I’m lying again. Myself, Neilmc and the beej arrived in Vegas a...
  • Decision Made!
    Written by Puggy82 No Comments
    Last Updated: May 29, 2008
    Decision Made!
    As from mid September this year, myself and Neilmc will be based out of Mount Maunganui, New Zealand for 6-8months. Working 9-5…. going to be a shock to the system, but we feel it will: a) Increase our MTT volume b) Increase our winnings c) Live a more normal life, working normal hours. d) Be ...