Computer Search
Base Set 2 · #101 · Rare · 2000
$2.72est. value (ungraded)
Live on eBay
Affiliate — we may earn a commission2000 Base Set 2 Computer Search #101 value & prices
How much is the 2000 Base Set 2 Computer Search #101 worth? Raw, ungraded copies sell for around $2.72, while graded examples can be worth significantly more. This Pokémon card is part of the Base Set 2 set.
Use the grade table above to compare values across PSA, BGS, CGC and SGC, and the eBay links to find live listings. Scan your copy with Ripbin to track it in your locker.
Collector's notes
Modern-era production quality means more cards survive in near-mint shape — which raises the bar for what earns a top grade and keeps gem-mint premiums meaningful.
Pokémon cards combine nostalgia with a massive active player base — demand spans collectors, players, and investors.
Buying & selling tips
Before buying a Computer Search #101, compare several live listings — prices for the same card can vary widely depending on condition, seller reputation, and whether an auction is ending soon. The live eBay listings above update throughout the day.
If you own this card, scan it with Ripbin to add it to your locker — you'll see its value tracked over time, and other collectors can discover it and send bids.
More from Base Set 2
Full Base Set 2 checklist →
Other Computer Search cards
All Computer Search cards & values →
Frequently asked questions
- How much is the 2000 Base Set 2 Computer Search #101 worth?
- An ungraded Computer Search #101 is worth approximately $2.72. Values change with the market — check the live eBay listings for current pricing.
- Where can I buy the Computer Search #101 card?
- Computer Search Base Set 2 cards are available on eBay — use the grade-specific links above to find current listings, or browse the live listings carousel on this page.
- What affects the value of the Computer Search #101?
- Condition and grade matter most, followed by playability and set popularity. Parallel versions, print runs, and overall hobby demand also move the price.