Lunar Cycle Tracker - (Moon + 3 Mercury Retrogrades)This script overlays the lunar and Mercury retrograde cycles directly onto your chart, helping traders visualize natural timing intervals that may influence market behavior.
Key Features:
🌑 New Moon & Full Moon Markers:
Vertical lines and labels indicate new and full moon events each month. You can fully customize their colors.
🌗 Last Quarter Moon Fill:
A soft pink background highlights the last quarter moon phase (from 7.4 days after the full moon to the next new moon).
🪐 Three Mercury Retrograde Zones:
Highlight up to three retrograde periods per year with customizable date inputs and background color. Great for spotting potential reversal or volatility windows.
Customization:
Moon event dates and colors
Manual input for Mercury retrograde periods (year, month, day)
Full compatibility with all timeframes (1H, 4H, daily, etc.)
Great for astro-cycle traders, Gann-based analysts, or anyone who respects time symmetry in the markets.
Fully customizable & works across all timeframes.
This tool was created by AngelArt as part of a larger astro-market model using lunar timing and planetary retrogrades for cycle-based market analysis.
Astronomy
Astro: Moon SizeThe Astro: Moon Size indicator, built using AstroLib , calculates the distance and visualizes the apparent size of the Moon based on astronomical positioning. This script is tailored for the 1D timeframe and provides insights into lunar perigees (closest approach) and apogees (farthest distance), making it useful for astrologically-informed trading strategies.
New Astro Indicators Feature:
By setting the Julian Date to X number of days in the future, and offsetting the plot by X number of bars accordingly, it is now possible to visualize future projections of TradingView indicators that reference the AstroLib . This feature has been long requested and is far overdue, so thank you to everyone who pushed for this feature release. Enjoy, time travelers from the future!!
Key Features:
Moon Size Calculation: Uses Julian Date (J2000) conversion and AstroLib functions to determine the Moon's apparent distance.
Future Projection: Displays the Moon's distance from 28 up to 500 days ahead, with color gradients indicating proximity/size.
Pivot Identification: Marks local maxima (apogees) and minima (perigees) with labeled date stamps for easy reference.
Dynamic Labeling: Adapts label positioning and size based on the Moon's current trend and relative size.
Usage Notes:
⚠️ Timeframe Restriction: For now, the script only functions on the 1D timeframe and will prompt an error otherwise.
⚠️ Asset Restriction: This script is meant to be loaded on charts for assets that trade 24/7, like BTCUSD historical index.
Astro: Celestial Body Channel LinesThis is fork of the previous Astro: Planetary Channel Lines indicator that now includes over a dozen different celestial bodies, made possible after the most recent update of the AstroLib library.
Celestial Body Channel Lines is an approach to financial astrology that involves using the positions of the celestial bodies to predict trends and patterns in the stock market. The idea behind celestial body lines is that the positions of the bodies in the sky at the time of a market event can significantly influence that event.
The celestial body lines approach involves mapping the bodies' positions onto a stock market graph, with each body's position representing a specific line. These lines are thought to indicate areas of support and resistance, as well as potential turning points in the market.
This indicator includes geocentric/heliocentric celestial body lines on the chart for up to two bodies, price scaling & vertical offset, mirror/inversion switch, retrograde highlighting, and aspect recognition with customizable precision.
Astro: Celestial Body LongitudesThis is fork of the previous Astro: Planetary Longitudes indicator that now includes over a dozen different celestial bodies, made possible after the most recent update of the AstroLib library .
Celestial longitude is a measurement of the position of a celestial body in its orbit around the Sun, expressed in degrees of arc along the plane of the body's orbit. It is one of the fundamental coordinates used in astronomy to describe the position of a planet or other celestial object.
The concept of longitude is important in astrology, where it is used to determine the position of the planets in the zodiac. In this context, the longitude is measured along the ecliptic, which is the apparent path of the Sun on the celestial sphere. Astrologers use the position of the planets in the zodiac to make predictions and interpretations about personality traits, life events, earthquakes, market events, and other aspects of human experience.
This indicator includes geocentric/heliocentric longitude lines with retrograde identification, Vedic Nakshatras, and astrological zodiac & aspects for each of the celestial bodies. Hover over labels for additional information.
Astro: Planetary Channel LinesPlanetary Channel Lines is an approach to financial astrology that involves using the positions of the planets to predict trends and patterns in the stock market. The idea behind planetary lines is that the positions of the planets in the sky at the time of a market event can significantly influence that event.
The planetary lines approach involves mapping the planets' positions onto a stock market graph, with each planet's position representing a specific line. These lines are thought to indicate areas of support and resistance, as well as potential turning points in the market.
This indicator includes geocentric/heliocentric planetary lines on the chart for up to two planets, price scaling & vertical offset, retrograde highlighting, and aspect recognition with customizable precision.
Astro: Celestial CoordinatesCelestial coordinates are a system of measurements used in astronomy and astrology to describe the positions of celestial objects such as stars, planets, and constellations. There are several different celestial coordinates, including right ascension (RA), longitude, latitude, declination, and altitude. Each coordinate has its own astronomical or astrological significance, as outlined below:
Right ascension (RA) is a coordinate used to describe the position of an object in the sky along the celestial equator. It is measured in hours, minutes, and seconds and is analogous to longitude on Earth. RA is significant in both astronomy and astrology because it allows astronomers and astrologers to accurately locate celestial objects in the sky.
Longitude is a coordinate used to describe the position of a planet or other object in its orbit around the Sun. It is measured in degrees and is significant in astronomy because it allows astronomers to accurately predict the positions of planets and other objects in the solar system.
Latitude is a coordinate used to describe the position of an object in the sky relative to the celestial equator. It is measured in degrees and is significant in both astronomy and astrology because it helps astronomers and astrologers to determine the positions of celestial objects in the sky.
Declination is a coordinate used to describe the position of an object in the sky relative to the celestial equator, similar to latitude but measured in degrees north or south of the celestial equator. It is significant in astronomy because it allows astronomers to accurately locate objects in the sky.
Altitude is a coordinate used to describe the height of an object above the horizon. It is measured in degrees and is significant in both astronomy and astrology because it allows astronomers and astrologers to determine when objects will be visible in the sky and at what angle.
In astrology, celestial coordinates are used to create maps of the positions of celestial objects. This indicator plots the corresponding celestial coordinate
values for each planet, moon, or sun and labels key turning (pivot) points with a date (& optional time). Hover over labels for additional information.
Astro: Planetary SpeedPlanetary speed refers to the rate at which a planet moves along its orbit around the Sun. The speed of a planet can vary depending on its distance from the Sun, and is generally fastest at the point in its orbit where it is closest to the Sun (perihelion) and slowest at the point where it is farthest from the Sun (aphelion).
The significance of planetary speeds lies in their astrological interpretation. In astrology, the speed of a planet is thought to influence its energy and influence earthly affairs. Fast-moving planets, such as Mercury and Venus, are believed to have a more immediate and fleeting influence, while slower-moving planets, such as Jupiter and Saturn, are thought to have a more long-lasting and significant impact.
Astrologers use the speed of the planets, along with their positions, aspects, and other factors, to interpret their influence. By understanding the energy and symbolism associated with each planet, astrologers can provide insight and guidance to individuals seeking a greater understanding.
Astro: Solar SystemA bird's eye view model of the solar system is a simplified representation of our planetary system as seen from above. It can be thought of as a two-dimensional map of the solar system, in which the planets are shown in their approximate heliocentric longitudinal positions relative to the Sun and each other.
In this model, the Sun is shown as a large, central emoji, with the planets arranged in orbits around it. The inner planets - Mercury, Venus, Earth, and Mars - are located close to the Sun and inside the asteroid belt, while the outer planets - Jupiter, Saturn, Uranus, Neptune, and Pluto- are located farther out.
In a bird's eye view model, some of the details of the solar system are necessarily left out or simplified. For example, the distances between the planets are not to scale, and the orbits are shown as perfect circles rather than the elliptical shapes they actually are. Nonetheless, this model can provide a useful visual real-time representation of the relative heliocentric longitudinal positions (aspects) of the planets in our solar system.
🏅 Shoutout to @LuxAlgo for the circle code!
Astro: Planetary Aspect TableIn astrology, planetary aspects refer to the angles formed between two or more planets in a horoscope or birth chart. These angles are created by the positions of the planets in the sky and are thought to represent a particular energy or influence that can impact events on Earth.
The most common planetary aspects are the conjunction (when two planets are in the same position in the zodiac), the opposition (when two planets are direct across from each other in the zodiac), the trine (when two planets are 120 degrees apart in the zodiac), and the square (when two planets are 90 degrees apart in the zodiac).
This chart overlay displays a real-time table of current interplanetary aspects for all AstroLib celestial body combinations.
Astro: Planetary Aspect DatesIn astrology, planetary aspects refer to the angles formed between two or more planets in a horoscope or birth chart. These angles are created by the positions of the planets in the sky and are thought to represent a particular energy or influence that can impact events on Earth.
The most common planetary aspects are the conjunction (when two planets are in the same position in the zodiac), the opposition (when two planets are direct across from each other in the zodiac), the trine (when two planets are 120 degrees apart in the zodiac), and the square (when two planets are 90 degrees apart in the zodiac).
This chart overlay is a simple companion indicator that highlights aspect dates for the following oscillator:
Astro: Planetary AspectsIn astrology, planetary aspects refer to the angles formed between two or more planets in a horoscope or birth chart. These angles are created by the positions of the planets in the sky and are thought to represent a particular energy or influence that can impact events on Earth.
The most common planetary aspects are the conjunction (when two planets are in the same position in the zodiac), the opposition (when two planets are direct across from each other in the zodiac), the trine (when two planets are 120 degrees apart in the zodiac), and the square (when two planets are 90 degrees apart in the zodiac).
This oscillator plots the current geocentric/heliocentric aspect for up to two planets and features a customizable precision of degree (up to +/- 15 degrees) for each aspect.
Astro: Planetary LongitudesPlanetary longitude is a measurement of the position of a planet in its orbit around the Sun, expressed in degrees of arc along the plane of the planet's orbit. It is one of the fundamental coordinates used in astronomy to describe the position of a planet or other celestial object.
The concept of planetary longitude is important in astrology, where it is used to determine the position of the planets in the zodiac. In this context, the longitude is measured along the ecliptic, which is the apparent path of the Sun on the celestial sphere. Astrologers use the position of the planets in the zodiac to make predictions and interpretations about personality traits, life events, earthquakes, market events, and other aspects of human experience.
This indicator includes geocentric/heliocentric longitude lines with retrograde identification, Vedic Nakshatras, and astrological zodiac & aspects for each of the 9 planets plus the Sun & Moon. Hover over labels for additional information.
🏅Shoutout to @AdzAdama and @Virinchi for all the help with this indicator
AstroLibLibrary "AstroLib", or Astro Library, is a collection of public Pinescript functions & calculations for use in astrology & astronomy indicators. Unless noted otherwise, this library was written jointly by @badsector666 and @BarefootJoey.
Library "AstroLib"
t_(txt)
Parameters:
txt (string)
JDNv2(t, withFraction)
Parameters:
t (float)
withFraction (bool)
J2K(t)
Parameters:
t (float)
J2KtoUnix(TimeInJDN)
Parameters:
TimeInJDN (float)
atan2(y, x)
Parameters:
y (float)
x (float)
DegSin(x)
Parameters:
x (float)
DegCos(x)
Parameters:
x (float)
DegTan(x)
Parameters:
x (float)
DegArcsin(x)
Parameters:
x (float)
DegArccos(x)
Parameters:
x (float)
DegArctan(x)
Parameters:
x (float)
DegAtan2(y, x)
Parameters:
y (float)
x (float)
range2pi(x)
Parameters:
x (float)
range360(x)
Parameters:
x (float)
gst(days)
Parameters:
days (float)
DegDecimal(Degrees, Minutes, Seconds)
Parameters:
Degrees (float)
Minutes (float)
Seconds (float)
Rectangular(R, theta, phi, Index)
Parameters:
R (float)
theta (float)
phi (float)
Index (float)
rLength(x, y, z)
Parameters:
x (float)
y (float)
z (float)
spherical(x, y, z, Index)
Parameters:
x (float)
y (float)
z (float)
Index (float)
obliquity(d)
Parameters:
d (float)
requatorial(x, y, z, d, Index)
Parameters:
x (float)
y (float)
z (float)
d (float)
Index (float)
recliptic(x, y, z, d, Index)
Parameters:
x (float)
y (float)
z (float)
d (float)
Index (float)
sequatorial(R, theta, phi, d, Index)
Parameters:
R (float)
theta (float)
phi (float)
d (float)
Index (float)
secliptic(R, theta, phi, d, Index)
Parameters:
R (float)
theta (float)
phi (float)
d (float)
Index (float)
precess(d1, d2, DEC, RA, Index, ddec, dra)
Parameters:
d1 (float)
d2 (float)
DEC (float)
RA (float)
Index (float)
ddec (float)
dra (float)
riset(J2000, DEC, RA, GLat, GLong, Index)
Parameters:
J2000 (float)
DEC (float)
RA (float)
GLat (float)
GLong (float)
Index (float)
ssun(d, Index)
Parameters:
d (float)
Index (float)
rsun(d, Index)
Parameters:
d (float)
Index (float)
sun(d, Index)
Parameters:
d (float)
Index (float)
SunLongitude(d, Index)
Parameters:
d (float)
Index (float)
Sunrise(J2000, GLat, GLong, Index, altitudex)
Parameters:
J2000 (float)
GLat (float)
GLong (float)
Index (float)
altitudex (float)
smoon(dx, Index)
Parameters:
dx (float)
Index (float)
rmoon(d, Index)
Parameters:
d (float)
Index (float)
tmoon(d, GLat, GLong, Index)
Parameters:
d (float)
GLat (float)
GLong (float)
Index (float)
moon(d, Index)
Parameters:
d (float)
Index (float)
Element(d, pnum)
Parameters:
d (float)
pnum (int)
kepler(m, ecc, eps)
Parameters:
m (float)
ecc (float)
eps (float)
rplanet(d, pnumber, Index)
Parameters:
d (float)
pnumber (int)
Index (float)
planet(d, pnumber, Index)
Parameters:
d (float)
pnumber (int)
Index (float)
altaz(d, DEC, RA, GLat, GLong, Index)
Parameters:
d (float)
DEC (float)
RA (float)
GLat (float)
GLong (float)
Index (float)
prise(d, P, GLat, GLong, Index)
Parameters:
d (float)
P (int)
GLat (float)
GLong (float)
Index (float)
MoonSize(d)
Parameters:
d (float)
Refraction(Temperature_C, Atmospheric_Pressure_mBar, Altitude_Deg)
Parameters:
Temperature_C (float)
Atmospheric_Pressure_mBar (float)
Altitude_Deg (float)
MoonRise(d, Longitude, Latitude, Index)
Parameters:
d (float)
Longitude (float)
Latitude (float)
Index (float)
f_to_sec(dec)
Parameters:
dec (float)
f_to_time(sec)
Parameters:
sec (float)
deg_to_time(deg)
Parameters:
deg (float)
toDMS(coordinate)
Parameters:
coordinate (float)
convertDMS(lat, lng)
Parameters:
lat (float)
lng (float)
convlatdec(deg)
Parameters:
deg (float)
PlanetName(pnum)
Parameters:
pnum (int)
PlanetNameV(pnum)
Parameters:
pnum (int)
PlanetSign(pnum)
Parameters:
pnum (int)
PlanetColor(pnum)
Parameters:
pnum (int)
zodiaccolor(deg)
Parameters:
deg (float)
degsign(deg)
Parameters:
deg (float)
degsignf(deg)
Parameters:
deg (float)
degnash(deg)
Parameters:
deg (float)
degname(deg)
Parameters:
deg (float)
retrogradesym(deg)
Parameters:
deg (float)
degaspsign(deg)
Parameters:
deg (float)
degaspname(deg)
Parameters:
deg (float)
degaspfull(deg)
Parameters:
deg (float)
degaspfullV2(deg)
Parameters:
deg (float)
degaspnameV2(deg)
Parameters:
deg (float)
degtolowest180(deg)
Parameters:
deg (float)
degaspfullapproach(deg)
Parameters:
deg (float)
virinchiaspectcol(deg, bull_col, bear_col)
Parameters:
deg (float)
bull_col (color)
bear_col (color)
virinchiaspectemo(deg, bull_emo, bear_emo)
Parameters:
deg (float)
bull_emo (string)
bear_emo (string)
aspectfastsigndeg(deg)
Parameters:
deg (float)
aspectfastfull(deg)
Parameters:
deg (float)
aspectslowfull(deg)
Parameters:
deg (float)
aspectslowsigndeg(deg)
Parameters:
deg (float)
aspectslowsign(deg)
Parameters:
deg (float)
aspectsignprecision(deg, precision)
Parameters:
deg (float)
precision (int)
aspectsignprecisionV2(deg, precision)
Parameters:
deg (float)
precision (float)
aspectsignprecisionV2ext(deg, precision)
Parameters:
deg (float)
precision (float)
IPaspectsignprecision(planet1, planet2, precision)
Parameters:
planet1 (float)
planet2 (float)
precision (float)
IPaspectsignprecisionFull(planet1, planet2, precision)
Parameters:
planet1 (float)
planet2 (float)
precision (float)
IPaspectlineprecision(planet1, planet2, precision, style, width)
Parameters:
planet1 (float)
planet2 (float)
precision (float)
style (string)
width (int)
rDeg(deg)
Parameters:
deg (float)
AngToCirc(angle)
Parameters:
angle (float)
AngToCirc180(angle)
Parameters:
angle (float)
sidereal(deg, sidereal)
Parameters:
deg (float)
sidereal (bool)
J2000(JDN)
Parameters:
JDN (float)
JDN(t, d, tz)
Parameters:
t (float)
d (float)
tz (float)
getsun(index, day, dayr, latitude, longitude, tz)
Parameters:
index (int)
day (float)
dayr (float)
latitude (float)
longitude (float)
tz (float)
getmoon(index, day, dayr, latitude, longitude)
Parameters:
index (int)
day (float)
dayr (float)
latitude (float)
longitude (float)
getplanet(planet, index, day, dayr, latitude, longitude, tz)
Parameters:
planet (int)
index (int)
day (float)
dayr (float)
latitude (float)
longitude (float)
tz (float)
