The G123 query and our own simulator
G123 is a search topic in this independent guide. A matching name, logo, domain or app snippet does not establish a gaming business, official address, licence, app, account service or financial facility. Rotor Pegs is our original virtual-coin simulator, not a commercial replica, software test or representation of another publisher’s rules.
Our rotor calculations provide no external verdict
Enumerating4096 sign sequences checks Rotor Pegs and its exact normalization only. It does not establish another publisher’s identity, licence, payment ability, safety, privacy, app availability or mathematics. Search snippets, WHOIS age, support replies and HTTPS are not sufficient business verification.
Our browser simulator requires no package
This demo runs in the browser and needs no APK, installation package or external customer account. No app publisher, store listing, digital signature, permission set or installation workflow associated with G123 is independently established here. The guide supplies no package destination or instructions to bypass device protections.
Requests and privacy limits
The game needs no login or personal-data form. That does not mean no personal data is processed. Pages request Google Fonts and a Statinside counter; hosting, CDN and third-party requests may expose IP addresses, device information, URLs and request times. Exact retention periods, cookie lifetimes, linking practices and anonymity have not been independently established here. We make no promise that technical data cannot identify or be linked to a person.
Frequently asked questions
The G123 query and our own simulator?
G123 is a search topic in this independent guide. A matching name, logo, domain or app snippet does not establish a gaming business, official address, licence, app, account service or financial facility. Rotor Pegs is our original virtual-coin simulator, not a commercial replica, software test or representation of another publisher’s rules.
Fair signs update a retained three-state rotor?
Begin rotor state r=1 and position x=0. Sample twelve independent equally likely signs −1/+1 once. For each sign, update r=(r+sign) modulo3 into 0,1,2, then x=x+(r−1). The rotor state persists between steps. These signs are generated by the program; there are no player direction choices. A move can be −1,0,+1, depending on the newly updated rotor.
A repeated direction can return to zero?
Twelve +1 signs cycle rotor states 2,0,1, giving displacement +1,−1,0 repeated four times and final x=0, raw score0. Twelve −1 signs also return to0. Alternating +1,−1 signs cycle states2,1 and move +1,0, producing x=6 and raw score36. A fair input sign is not the same as the movement direction.
