A row of red and blue cards can show a two-element repeating unit: red, blue; red, blue. The child identifies the unit, predicts the next card under the agreed rule, and checks it against earlier groups. The order matters as much as the colors: two red and two blue cards arranged red, red, blue, blue do not follow the same marked AB unit. This activity uses large accessible samples and a visible reference. A short row without a stated rule can have more than one possible continuation, so the intended unit and starting point are made explicit.
Choose two clear colors
Prepare several red and blue cards of the same shape and size. Place a red and blue card in a two-space frame as the reference unit. Use clear samples under steady light and name the selected color areas.
The child may point, place cards, use gaze or a communication device, or direct a helper. If visual color differences are not accessible, use distinct symbols or textures as an adaptation and state that the new rule concerns those features.
Mark the starting end of the row. In this example A means red and B means blue, so AB is red followed by blue. The labels are optional; the child can follow the colors and order without reading letters.
Build and continue the row
Keep the framed red-blue unit visible while the child arranges the pieces.
- Place a red card followed by a blue card.
- Repeat the same order: red, blue.
- Point to the two pairs and compare each with the framed reference.
- Ask which card begins the next unit. Under the stated rule it is red.
- Ask which card follows that red card. It is blue.
- Compare the completed third pair with the first two.
- If a choice differs, point to the corresponding position in the reference and allow a revision.
- Let the child make a new two-color unit for a partner.
A conversation at the end of a unit
Adult: ‘We have red, blue; red, blue. What begins the unit again?’ Child: points to red. Adult: ‘Yes, red starts the next pair. What follows it?’ The child checks the frame and chooses blue.
If the child selects blue after the last blue, compare the start of the reference unit with the next empty position. The last blue ended one pair; the next red begins another under the agreed rule.
A child may suggest a different pattern. Ask them to show its unit and build it on a separate strip. A new rule can be valid without being the continuation of the original red-blue rule.

Order matters
Compare red, blue; red, blue with red, red; blue, blue. Each row contains two red and two blue cards, but their orders differ. Frame the two-position groups from the marked start.
In the first row both groups match red, blue. In the second, neither two-card group matches that unit. Counting colors alone does not establish the sequence.
The second row could follow a different repeating rule, such as red, red, blue, blue. State that rule if it is the intended activity. The comparison concerns order, not whether one arrangement is aesthetically better.
A partial pair
Lay out red, blue; red, blue; red. The last red begins a new pair under the stated rule. A blue card completes it.
Point to the second position of the reference frame and compare it with the empty position after the last red. The child can place or indicate the blue card.
If only the next card is requested, one blue completes the partial unit. If the child continues farther, a new red begins the following pair. Marking unit boundaries helps keep the positions clear.
Make the first activity easier
Use large red and blue cards with a two-space reference frame. Build one pair and ask the child to match the next position while both choices remain visible.
A helper can hold the frame and move the selected card. The child can respond through pointing, gaze, speech, or a device. Repeat the color names if that support helps.
One completed pair with a visible model is a complete round. Add a second repetition or a missing position later. Record the support rather than treating a model-assisted choice as unsupported.
Add a more demanding task
Show three complete red-blue pairs and cover one card in the middle. State the unit and starting point. Ask the child to identify the missing color by comparing its position with the reference.
Another challenge is to replace one card with the wrong color and ask which position breaks the rule. Compare each pair with the frame rather than relying only on the total number of colors.
If the reference is hidden, the task also requires memory. Restore it when the child needs support. A more complex row should still have distinguishable cards and a clear starting end.

A missing red card
Lay out blank, blue; red, blue and state that the marked row repeats red, blue. The missing first position is red under that rule.
The child can point to the first position in the complete second pair and place a red card in the blank. Read both pairs from the marked start to check.
Without the stated unit and start, a short sequence could support other explanations. The answer follows the agreed rule. A partner can ask for clarification if the first position is not marked.
A missing blue card
Lay out red, blank; red, blue. The missing second position matches the blue card in the second position of the reference unit.
Offer one red and one blue choice. After the child places blue, compare both complete pairs. If red is chosen, point to the second reference position and let the child revise.
A visible blank makes the target position clear. The child can indicate the card while a helper moves it. The task checks the agreed unit rather than the ability to manipulate small pieces.
A row read from another starting point
An alternating row can be described as red-blue units from a red starting point or blue-red units from the next position. Those descriptions can refer to the same repeating cycle with different marked starts.
If the exercise asks for red-blue groups beginning at the first red card, mark that boundary. A child who groups blue-red from a shifted position may still be noticing the same alternation.
Compare the resulting sequence rather than declaring the shifted grouping universally wrong. The chosen start determines how the units are framed in this task.
Change the two colors
Replace red and blue with yellow and green. The unit becomes yellow, green, repeated in that order. The AB structure remains two alternating elements even though the color names change.
Build two complete pairs and ask for the next position. Keep a reference frame visible. If green and yellow are difficult to distinguish under the current light, choose a clearer pair or use accessible symbols.
Do not mix the old and new mappings in one instruction. Say which color occupies the first position and which occupies the second. The child can point to the frame instead of naming the letters.
A patterned or mixed-color card
A card with red and blue stripes contains both colors. If the rule requires a plain red card followed by a plain blue card, the striped card does not match either complete position as stated.
A different rule could use the striped card as its own element. Agree on the mapping before building the row. Point to the relevant area or whole card when comparing.
If the child's color access differs, use distinct symbols or textures to represent A and B. The repeating order can still be practiced, while the activity is described as a pattern of those accessible features.
A pattern and an object shape
Use a red circle and a blue square for the first unit, then repeat them. Both color and shape now vary together. The child may describe the rule by color, shape, or both.
Replace the second red circle with a red square. The color sequence remains red-blue, but the original shape sequence changes. Ask which rule the task is checking.
For an initial color-only pattern, use cards of the same shape. Introduce different shapes later to explore how two properties can create overlapping or conflicting rules.
A partner continues the pattern
The child builds two red-blue pairs and asks a partner to continue. The partner points to the framed unit and places the next red card. The child checks the position and asks for the following card.
If the partner chooses blue, the child can point to the first position of the unit. A helper can read the colors aloud while the child communicates the correction.
Swap roles and let the partner create a new two-element rule. The child can ask which end is the start. A clear rule allows both people to check the continuation.
Count units and cards
Frame three complete red-blue pairs. Count three units, then count six individual cards. A unit and a card are different things to count.
Add one red card. There are still three complete pairs and the beginning of another. Add blue to complete the fourth pair, then recount if the child wants to check.
The color totals are also separate counts: in three complete red-blue pairs there are three red cards and three blue cards. Equal totals alone do not prove the cards are in the stated order.
Observe and continue
A useful note might say, ‘With a red-blue reference frame and two complete pairs visible, selected red to begin the next pair.’ Include the choices and support.
If the answer differs, check the marked start, the rule, the visibility of the colors, and the position being asked about. One row does not establish understanding of every pattern or color.
For related work, see patterns with shapes instead of colors and AAB color patterns. The colors and creativity activities offer an optional digital continuation.
Make a new two-element unit
On another day, let the child choose two distinguishable colors or accessible symbols. Build a reference pair and mark the starting end of the row.
Repeat the unit twice and invite a partner to continue. The child checks each position against the frame and can revise the rule for a separate row.
A useful explanation identifies the unit and shows how the next piece follows it. A short sequence without an agreed rule can admit other continuations, so make the intended condition explicit.
Compare positions in two pairs
Place red, blue in one two-space frame and another red, blue pair in a second frame. Align the frames and ask the child to compare their first positions. Both are red in the prepared example.
Compare the second positions: both are blue. The position-by-position check explains how the second pair repeats the first. The child can point while a helper names or moves the cards.
Swap the second pair to blue, red and compare again. The group still has one of each color, but its first and second positions differ from the reference. Restore it if the goal is the original rule.
Start a new pair after blue
Build red, blue; red, blue and point to the last blue card. Ask what begins the next pair when the reference unit is red, blue. The next card is red.
A child who selects blue may be focusing on the immediately preceding card. Point to the full reference frame and show that blue ends the pair while red begins the next one.
After adding red, ask what completes that pair. The blue card belongs in the second position. Compare the finished group with the reference before continuing farther.
Complete a pair that begins with red
Show red, blue; red and a blank space. The second red is the first element of an incomplete pair. Ask which color fills the blank under the agreed rule.
The child can point to the blue card in the reference frame and place a matching card in the blank. Read both groups from their first positions to verify the order.
If the row is not marked into groups, the child may need help locating the unit boundary. Use a paper frame rather than adding a new rule after the choice. The frame makes the reference visible.
A blank in the middle of three pairs
Lay out red, blue; blank, blue; red, blue. State that the marked row repeats red, blue. The blank occupies the first position of the second pair and therefore needs red.
Compare the blank with the first positions in the other two groups. The child can point to both red cards before choosing. Then check the entire row from the marked start.
A different invented rule could describe a different continuation, so the answer is conditional on the agreed unit. The goal is to apply that rule to a visible missing position.
A card placed in the wrong position
Build red, blue; red, red. Compare the second pair with the reference. Its first position matches, but its second position is red rather than blue.
The child can replace only the last card and then check both pairs. The row's total number of red cards changes, but the reason for the repair is the position required by the unit.
If the child intended a red-red unit instead, start a separate row with that rule. Do not silently change the rule while evaluating the original sequence. Both patterns can be explored with the same cards.
Make the unit visible with a strip
Draw two adjacent boxes and place red in the first and blue in the second. Keep this strip above the pattern row. The child can compare the first and second positions of each pair.
Slide a second empty frame beneath a pair to isolate it without covering the cards. Align its first box with the first position of the pair, then inspect both positions.
If the frame is shifted by one card, it may show blue-red, a shifted view of the alternating cycle. Explain which start the current exercise uses. The cards have not changed; the grouping boundary has.
Color and size can make two patterns
Use a large red card and a small blue card, repeated in that order. The row alternates in both color and size. Ask the child which feature they are using to describe the unit.
Replace one large red card with a small red card. The red-blue color sequence remains, while the earlier large-small size pattern changes. Compare the two rules separately.
If the first activity should focus only on color, use equal-sized cards or explicitly say size does not control the choice. A child who notices the size difference is making a valid observation about another property.
Use a movement to check the unit
Point to the red card and tap once, then point to blue and tap once. Repeat the two actions while reading the row. The taps mark the two positions but do not replace the color comparison.
A child can use a gesture, sound, or device to indicate each position. If a helper performs the movement, confirm which card the child selected. The support should fit the child's preferred communication method.
If the row is changed to a different unit, update the movement sequence. A rhythm can help track order, but the visible cards remain the evidence for whether the stated color rule is followed.
A vertical row
Arrange red above blue and repeat the pair downward. Mark the top as the start and ask which card comes next after the second blue. Under the stated unit, the next card is red.
The direction on the page changed from horizontal to vertical, but the ordered unit remains red, blue. Trace from the marked start through each pair.
If a partner reads from the bottom, they may describe a shifted order. Agree on the starting point and direction before checking. A child can indicate the path with a pointer or direct a helper.
A row with no blue card
Show red, red, red and ask whether it follows the stated red-blue unit. Compare the first two positions with the reference: the second should be blue, but the prepared row has red.
The row could follow a different rule in which red repeats by itself. That observation does not make it a match for the currently stated red-blue unit.
Let the child replace the relevant cards to build red, blue; red, blue, or start a new row with the all-red rule. Name the rule being checked each time.
Compare two complete rows
Make one strip red, blue; red, blue and another blue, red; blue, red. Mark the first position of each strip and ask which matches a red-blue reference from its marked start.
The first strip matches that grouping. The second is an alternating cycle described from a blue starting point. If the task requires the red-first grouping, the marked start distinguishes the intended strip.
The child can frame each pair and compare positions. Avoid claiming that the second strip is not a pattern at all. It follows a valid blue-red unit from its own start.
A color reference in a picture
Draw a row of red and blue balloons: red, blue; red, blue. Ask the child to identify the repeating color unit. The balloon outlines are the same kind of picture, while the selected colors alternate.
A string or border may have another color, so point to the filled balloon areas. The child can add the next red balloon or direct an adult to draw it.
If the drawing contains differently shaped balloons, state whether shape is part of the rule. A color-only question can ignore the shape difference while still acknowledging it as a visible feature.
Record a child's invented unit
The child chooses green and yellow and builds green, yellow twice. An adult can draw the two-position reference and write the child's rule if requested.
A partner uses the record to add the next green and yellow cards. The child checks both positions. If the partner starts at the other end, clarify the marked start before comparing.
The record documents one chosen unit; it does not prove that every short sequence has only one possible explanation. The child can invent a different rule on a separate strip.
A matching check after a change
After completing three red-blue pairs, move one blue card out of the row and leave a blank. Ask which color is needed in that position under the existing rule.
The child can compare the blank with corresponding positions in the reference and other pairs. Place a blue card and follow the whole sequence from the start.
If a card is inserted instead of replaced, later positions shift and the grouping may change. Say which action occurred. A careful check follows the actual row rather than an earlier arrangement. A partner can point to each pair while the child checks the corrected sequence.
Helpful answers
What is the repeating unit in red, blue; red, blue?
The stated unit is red followed by blue, repeated from the marked start.
Do equal color totals prove the order is correct?
No. Red, red, blue, blue has equal totals but a different order from red, blue; red, blue.
Can a short row have another possible continuation?
Yes. Agree on the repeating unit and starting point when one specific answer is expected.
Can the activity use symbols instead of colors?
Yes. Distinct accessible symbols or textures can represent the two elements; describe the adapted rule.
Can a helper move the cards?
Yes. The child can indicate each choice and confirm the placement using an accessible communication method.




