Mespper 🇧🇷 🇨🇳

#VirtualReality #虚拟现实 (#VR ) and #WebVR #360 typically refers to generate realistic images, sounds and other sensations that replicate an environment.

[Mespper 🇧🇷 🇨🇳 @mespper]

@Garageplusepoch Really great, guys. Thank you for sharing.

[Mespper 🇧🇷 🇨🇳 @mespper]

@aframevr @kobrastreetart @Garageplusepoch @chinateleglobal @ChinaTelecomUS @unimedbr https://t.co/FJYlJ4V8hG

[Mespper 🇧🇷 🇨🇳 @mespper]

@rp1platform Yeah, all possible.

[Mespper 🇧🇷 🇨🇳 @mespper]

@aframevr

[Mespper 🇧🇷 🇨🇳 @mespper]

For a great scene, why not something more immersive with #VR, #XR and #AI?

[Mespper 🇧🇷 🇨🇳 @mespper]

@AGraylin @htcvive @GSMA Thank you for share, Sir Alvin.

[RP1 @rp1browser]

Cheers to the visionary XR industry trailblazers who joined us yesterday for our groundbreaking 1st open tech demo, showcasing the power & capability of 100,000 full fidelity VR Avatars! 🚀

Together, let's shape the future of the spatial internet! 🌐

#Metaverse #VR #FutureTech

[Mespper 🇧🇷 🇨🇳 @mespper]

@rp1platform Really great for a demo with real-life examples.

Thank you for sharing, RP1 Team.

[Mespper 🇧🇷 🇨🇳 @mespper]

@rp1platform @ARealityEvent Great, guys....we hope here in Latin American for your tools.

[Mespper 🇧🇷 🇨🇳 @mespper]

@gdb Really awesome...thank you for share.

[Mespper 🇧🇷 🇨🇳 @mespper]

*VR Quest 2: https://t.co/EK1QVxBPYC

[Mespper 🇧🇷 🇨🇳 @mespper]

For a great artist, why not something more immersive with #VR, #XR and #AI?

For sure and...done | - no public access - |

From Brazilian to Brazilian. Congrats on the amazing/awesome arts, @kobrastreetart

- https://t.co/TT6LPRpuEB

- Music: @alokoficial - Me and You Feat. IRO

[Mespper 🇧🇷 🇨🇳 @mespper]

@kobrastreetart From Brazilian to Brazilian. Congrats on the amazing/awesome arts, @kobrastreetart

- VR Quest 2: https://t.co/TT6LPRpuEB

- Music: @alokoficial - Me and You Feat. IRO

[Mespper 🇧🇷 🇨🇳 @mespper]

@AGraylin @TheEconomist @htcvive Please, Mr. and Sir. Alvin, would it make more sense if one signal equals before the calculus of your equation?

About Metcalfe’s law, not exactly "square of its nodes" as you mentioned, but: n(n-1)/2 , where n = participants/node.
So much thank you for your brilliant share.

[Mespper 🇧🇷 🇨🇳 @mespper]

@poolio @BenMildenhall @ajayj_ @jon_barron Really great. Thank you for share, @poolio

[Mespper 🇧🇷 🇨🇳 @mespper]

@PICOXR Great, thank you for share. Congratulations.

[Mespper 🇧🇷 🇨🇳 @mespper]

@AdeptAILabs Congratulations Adept...yeah this is really awesome and fascinating. Thank you for share.

[Mespper 🇧🇷 🇨🇳 @mespper]

@TechEmails For the perspective share, our thanks.

[Mespper 🇧🇷 🇨🇳 @mespper]

@AGraylin @htcvive Great, man. Thank you for share.

[Mespper 🇧🇷 🇨🇳 @mespper]

@SkarredGhost You, really deserve Mr. Tony. Congratulations.