# Live $SIS Orbit Tracker | Super Intelligence Satellite

> Track the Super Intelligence Satellite on a live 3D globe: a 550 km, 53 degree orbit modeled with real orbital mechanics, with day and night, ground track and coverage.

Source: https://siscto.si/orbit/
Updated: 2026-11-02

1. [Home](https://siscto.si/)
2. Orbit

Orbit tracker · live

# Where the satellite is right now

A live model of $SIS in a 550 km low Earth orbit at 53 degrees inclination, a common shell for broadband satellite constellations. Position, day and night, ground track and every counter run on real orbital mechanics, measured from the moment the takeover began.

Altitude
:   550 km

Velocity
:   7.59 km/s

Period
:   95.5 min

Inclination
:   53°

Live model

## Ground track, footprint and daylight

The dashed ring is everything the satellite can see from 550 km. Gold dots are city lights on the night side. Switch to 60× or 600× to watch whole orbits play out.

Illustrative model. $SIS is a meme token, not a spacecraft.

Latitude
:   32.31° S

South of the equator

Longitude
:   87.51° W

West of Greenwich

Altitude
:   550 km

Low Earth orbit

Velocity
:   27,320 km/h

7.59 km/s, Mach 22 at sea level

Orbital period
:   95.5 min

15.08 orbits and sunrises a day

Orbits since takeover
:   3

Counted from Nov 1, 2026 19:00 UTC

Distance since takeover
:   168,869 km

4.21 trips around the equator

Mission clock
:   T+06:10:51

Time since the uplink was restored

Orbital mechanics

## The math behind the tracker

Four formulas run this page. Plug in Earth's gravity and a 550 km altitude and everything else falls out.

### Why 7.59 km/s

Circular orbit speed is v = √(μ / r). With Earth's μ = 398,600 km³/s² and r = 6,371 + 550 = 6,921 km, v comes out at 7.59 km/s.

### Why 95.5 minutes

One lap is the circumference divided by speed: T = 2πr / v = 5,730 seconds, or 95.5 minutes.

### Why 15 sunrises a day

A day has 86,400 seconds. Divide by a 5,730 second orbit and the satellite circles Earth 15.08 times, with a sunrise on every lap.

### How far it can see

From 550 km the horizon sits 2,557 km away along the ground, found with R × acos(R / (R + h)). That is the dashed footprint on the globe.

Join the takeover

## Fifteen sunrises a day, all on-chain

The satellite never stops moving and neither does the crew. Follow every orbit in the Telegram.

[Buy $SIS](https://pump.fun/coin/FdKdpz11GsTofLaNiddrhxrsE4APZYSSfLFqQ9YKpump)
[Join the Telegram](https://t.me/sisctotg)
[Swap on Jupiter](https://jup.ag/swap/SOL-FdKdpz11GsTofLaNiddrhxrsE4APZYSSfLFqQ9YKpump)