How to consult the Yi Jing I Ching WG (Book of Changes)

There are a variety of methods for casting a Yi Jing (I-Ching), to adapt to modern times where speed is a factor, shortcuts are often used. The oldest and most complex method uses Yarrow sticks produces different outcome probabilities compared to modern versions.

IChing/Yi Jing

In our Yi Jing (I Ching) section we have a full reference of the history of the most influential classic of ancient China.

We fully describe both the ancient yarrow stick method of divination as well as the quicker and more modern coin method.

We offer a free, online consultation of the Yi Jing using the ancient method and there is a page explaining the meaning of all the 64 hexagrams.

Shaking a vase

64 sticks each marked with one hexagram are placed loosely in a vase. The vase is then tilted at an angle and shaken until one of the sticks slowly works itself loose and falls out of the vase. This method yields one gua (hexagram) each time .

Tossing coins

It was as long ago as the Tang dynasty that coins started to be used to cast a Yi Jing. Sets of three 'I Ching' coins were, and continued to be, minted specifically for this purpose. There are two distinct methods:

Six coin tosses

Only one coin is needed and all you do to build a hexagram is to toss it six times and record the outcomes. Traditionally heads are counted as yang and tails as yin. The hexagram is built from the bottom up.

6 coins
Tail-Head-Head-Tail-Tais-Head = Yin-Yang-Yang-Yin-Yin-Yang = Hexagram 18

Six sets of Three coin tosses

This is a more authentic method as it produces two hexagrams. The three coins are tossed to give each line of the hexagram starting, as ever from the bottom. Three heads give changing yang; two heads (one tail) unchanging yin; one head (two tails) unchanging yang and three tails gives changing yin. The probability of a changing yin or yang is 12.5% (1 in 8) and for unchanging 37.5% (3 in 8), so this method does favor the stable forms but yin and yang are equally likely.

unchanging yang line Representation for an unchanging or young Yang line. Two heads.
unchanging yin line Representation for an unchanging or young Yin line. One head.
changing yang line Representation for a changing or old Yang line that is transforming to Yin. Three heads.
changing yin line Representation for a changing or old Yin line that is transforming to Yang. Three tails.
yi jing, i ching, coins
1 tail and 2 heads in Yi Jing (I Ching) coins Image by CD343 available under a Creative Commons License . Head-Head-Tail = Unchanging Yin
3 coins
Tail-Tail-Head = Unchanging Yang

I Ching Yarrow sticks

Consult the Yi Jing

Consult the Yi Jing

Culture

We offer a free consultation for Yi Jing (I Ching) the Chinese system for fortune telling. It uses the ancient yarrow stick method and gives full information about the 'gua' (hexagram) that is chosen. The consultation takes account of user action - it is not random.

The yarrow stick method is considered the most ancient and authentic way of consulting the Yi Jing, but it can take several minutes to cast a hexagram.

Yarrow sticks are stalks of the herb Achillea sibirica (Siberian Yarrow). It is a close relative of the ornamental plant 'Achillea' grown in gardens. Yarrow was used medicinally to both staunch bleeding and cause nose bleeding giving it a powerful association with life. In Asia a simple method of divination was to insert the foliage in the nose and the answer was determined by whether or not the nose started to bleed. The reason for the Western botanical name ‘Achillea’ was chosen is because Achilles used it to staunch the bleeding of his troops according to the Illiad .

50 yarrow sticks are used, the first step is to take out one stick and set it down parallel in front of you, this is the 'observer' and takes no further part in the process. This leaves 49 sticks. The following steps are repeated six times once for each line of the hexagram starting at the bottom.

1 stick
Yarrow stick frames
  1. Divide the bunch of sticks into two bundles and take these in either hand. This is where the diviner needs to concentrate on the question to be answered as it is the division of the sticks that determines the outcome.
  2. Put the right hand bundle down, and take one stick from this bundle and put it in between the little finger and ring finger of your left hand.
  3. Now count out the bundle in your left hand in groups of four onto the table until four or fewer sticks remain. Put these remaining sticks between the ring and middle finger of the left hand.
  4. Turn your attention to the right hand bundle you put down, pick it up and now count them out in fours just like the other bundle. Put the remaining sticks (always between one and four) in your left hand and gather them together with the sticks between your fingers into one bundle and place them cross-ways on the single 'observer' stick that you started with.
  5. Pick up all the sticks (except those on the observer) and repeat steps 1-4, gathering up the remainders and placing them on the ‘observer’ to make a second pile on the observer stick.
  6. One last time, gather up all the sticks and repeat steps 1-4, gathering up the remainders and placing them on the ‘observer’ again. You will now have three little bundles of sticks laid out on the ‘observer’ stick. Count up the number of sticks in each little bundle and note down the total. These three numbers generate the first bottom line of the hexagram.
  7. Now you need to repeat all the steps 1-6 five more times building up the gua figure by one line at a time, from the bottom upwards.

Yarrow stick counting Yarrow stick counting Yarrow stick counting
Accumulation of the remainders 9, 4 and 8 using three divisions which is interpreted as an unchanging Yang line.

Women in China

Gender equality in China has been a long time coming. Traditions dating back thounsands of years are hard to shift. There has yet to be a woman appointed to the top rung of government committee. Change really only started to come after the foundation of the Peoples Republic in 1949. Our page on attitudes to women covers the few Imperial women leaders, marriage and concubines as well as foot binding.
Read More

Probabilities using the Yarrow sticks

The mechanism of counting in fours is a little more complex than you might first think. As the remainders can be 1 to 4 you might expect the counts of the groups to be anything from 1+1=2 all the way up to 4+4=8 but this is not the case. In the first round there were 49 sticks, the second and third rounds only used the 'fours' so they are always a multiple of four. To appreciate how it works you need to go through the mathematics. If there are 'n' sticks in the left hand, then the first remainder of the left hand pile can be 1, 2, 3 or 4 sticks but this leaves 49-1-n sticks in the right hand pile. The remainder of the right pile can only be 3, 2, 1 or 4 respectively. So the total for the left and right remainders can only be 4, 4, 4 or 8 respectively. With the extra stick from the right side this requires the total for the first bundle to be only ever 5 or 9. If your total is not 5 or 9 then you have miscounted. In effect you only need to count the sticks in the left hand, those in the right hand just confirm you have counted correctly. You will also note that the probability is not 50:50 as it would be for tossing a coin. This accounts for the different probabilities of outcomes in the yarrow stick method.

In the second and third round of divisions there are a multiple of 4 sticks to start with not the original 49 so the mathematics is different. Although the left hand remainder can again be 1, 2, 3 or 4 sticks for the right hand the remainder can only be 2, 1, 4 or 3 respectively. Adding the two sets of remainders gives 3, 3, 7 or 7. With the extra stick from the right side this requires the total for the second and third bundles to be only ever 4 or 8. If you have a total other than 4 or 8 in total then you have miscounted just as in the first round. However in this case there is an equal probability of getting a total of either 4 or 8, as with tossing a coin.

Now comes the task of converting the counts into one line of the hexagram.
9+8+8 = Changing yin; (chance 0.25x0.5x0.5 = 6.25%)changing yin line
9+8+4 or 9+4+8 or 5+8+8 = yang (chance 6.25+6.25+18.75=31.25%)unchanging yang line
9+4+4 or 5+4+8 or 5+8+4 = yin (chance 6.25+18.75+18.75=43.75%)unchanging yin line
5+4+4= Changing yang; (chance 0.75x0.5x0.5 = 18.75%)changing yang line
Note the unequal distribution; changing yin and unchanging yang are less likely so the process favors yin.

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