These offers are optional 25-minute contributions. Use notice 3 + model 5 + guided 8 + own choice 6 + exit 3; split or continue later without a speed judgement. Adult reading/moving/drawing follows the child’s direction; mathematical hints and child decisions are separately recorded. Choose one ordinary route now and another later. All contexts are invented; no real booking, money, personal record or household inventory. Fresh E/F are separate staff native holds, not provided through these learner routes.
Day 31 · A collection you can trust
Useful outcome: Include every object once; make and verify pairs; distinguish objects from groups.
Prepare: Twelve large marks for modelling; separate fourteen- and sixteen-mark sets; two spaces labelled waiting and counted. Use reusable drawn marks, large safe materials or directed adult movement. Read the ordinary pair aid if useful.
Notice · 3 minutes
Spread twelve marks. Ask: “How could we make these easy to count without losing any?” Accept a first one-by-one count. Move one already counted mark back; ask how that could cause a duplicate. This is a teacher demonstration, not a trick test.
Model · 5 minutes
Put twelve marks into six pairs. Check each pair really contains two. Move a pointer only once per pair and say/indicate 2,4,6,8,10,12. State: “Six names the groups; twelve names the objects. The last count includes all of them.” Do not count a pair and its two members as three objects.
Guided attempt · 8 minutes
Make fourteen as seven pairs, letting the child direct which marks belong together. Leave one pair uncounted and ask which group still needs inclusion. Count 2 through 14 with a completed-group pointer. Show the same set in a ring; spacing changes but object membership does not.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Library desk
Child task: Organise fourteen unordered pretend library-card marks in pairs and give the total.
Teacher move: Ask where completed pairs will go; let the child choose a counted/not-counted division.
Observe: All fourteen included once, seven verified pairs, cumulative 2 through 14; not merely seven.
Next move: If an object is missed/reused, use eight different marks in two spaces, then retry a new fourteen layout.
Route B · Game-box check
Child task: Direct an operator to put sixteen pretend game pieces into pairs and show the number of objects.
Teacher move: Move only the pieces named by the child; after pairing ask what the final number describes.
Observe: Child chooses the membership/count; eight pairs and sixteen objects are distinct.
Next move: If eight is reported as the total, audit one pair as two objects, then quantify a fresh ten-mark set.
Route C · Change the view
Child task: Move twelve marks from two rows to an own ring or other layout; check the total.
Teacher move: Change position without adding/removing and ask what stays the same.
Observe: One-to-one correspondence and twelve retained; new spacing does not add objects.
Next move: If layout changes the claimed amount, match original/rearranged marks one-to-one before a new small layout.
Exit and same-day next teaching · 3 minutes
Show four pairs without a numeral. Ask for the number of groups and objects, with a reason.
Teaching reference: Four groups, eight objects; each group has two.
Choose next: Keep the same grouping goal next session. Revisit one-to-one coverage before longer twos if objects are omitted; revisit unit meaning if the group count is mistaken for the total.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 32 · Twos that count the objects
Useful outcome: Tie every twos count to one full pair and the cumulative object quantity.
Prepare: Seven pairs/fourteen marks to model, one extra pair, twenty marks and a blank count strip. Do not supply a completed answer strip during the own attempt.
Notice · 3 minutes
Return to one actual pair. Ask what it is worth. Add a second pair and ask whether the quantity grew by one object or two. Invite pointing, numeral selection, sign or speech.
Model · 5 minutes
Count seven verified pairs as 2,4,6,8,10,12,14. Add a full pair; the new final count is 16. Contrast adding one object: that would make 15 and leave an incomplete pair. The comparison concerns object change; no formal division rule is needed.
Guided attempt · 8 minutes
Use twenty marks as ten pairs. The child counts each pair as the teacher points once. Deliberately pause after three pairs and ask how many objects are included so far:6. Restart only if needed; otherwise continue 8 through 20. Do not treat a fluent spoken list unlinked to pairs as quantity evidence.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Decoration order
Child task: Choose pair positions for twenty large paper-decoration marks and count the objects.
Teacher move: Place a marker by the pair the child is counting, without naming the next count.
Observe: Each step names two more actual objects; twenty is the last included count.
Next move: If recital outruns pointing, reduce to six pairs and link one count to each, then try a new set.
Route B · Quiet footprint sketch
Child task: Match 2,4,6,8,10,12,14 to fourteen paired footprint-like symbols. No walking is needed.
Teacher move: Ask which pair makes the count 6 true.
Observe: Cumulative labels connect to the first three pairs; not a label on one six-object pair.
Next move: If labels shift one pair, anchor the first pair at 2, rebuild the next two, then fresh labels.
Route C · Finish the tray
Child task: Sixteen marks are partly paired. Finish the grouping and count all the objects.
Teacher move: Leave the loose marks for the child to place/direct, then ask what the last count includes.
Observe: Eight equal pairs; all sixteen included; child completes membership.
Next move: If one group has three and another one, audit these groups and redistribute before a new count.
Exit and same-day next teaching · 3 minutes
Five pairs are present. Someone says the last twos count is 8. Show what their account missed.
Teaching reference: Five pairs contain 10;8 counts only four pairs, leaving one pair.
Choose next: A missed pair needs a coverage routine; a known count list without quantities needs one full pair per step. Keep response speed out of the decision.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 33 · Invent a growing twos picture
Useful outcome: Recognise, continue and create a sequence whose quantities grow by two.
Prepare: Separate stages with 2,4,6,8 square marks; blank stage spaces; number cards 12–22 as needed. No colour discrimination, cutting or handwriting is required.
Notice · 3 minutes
Show stages 2,4,6. Ask what changes from one stage to the next. If the child notices colour/shape, accept the observation then ask about how many marks. These are increasing quantities, not an ABAB repeating unit.
Model · 5 minutes
Make 2,4,6,8-square stages by keeping the earlier marks and adding a pair. Next is 10. Label the total at each stage or direct an adult to label it. Show that the label 10 alone does not prove there are ten actual marks.
Guided attempt · 8 minutes
Begin with twelve marks, then add one pair for 14, another for 16, then 18 and 20. The given start stays included. Ask the child to identify the two new marks in one transition. Permit an object row, chosen shape marks or symbols whose unit meaning is agreed.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Picture trail
Child task: Choose an own mark/symbol and make four stages that grow by two; show a next stage.
Teacher move: Ask what was added at each transition; do not select the child’s mark or draw the mathematical increase for them.
Observe: Own stage quantities follow one two-object change; representation and labels agree.
Next move: If it is a repeating decoration only, contrast 2/4/6 growing quantities and ask for a new three-stage creation.
Route B · Numbered path
Child task: Start at 12; continue 14,16,18,20 and choose the next label with an object explanation.
Teacher move: Retain the twelve base and invite one new pair at a time.
Observe: The start is included; the next value is 22, with a two-object change.
Next move: If the child restarts at 2, physically retain the base then add one pair and recheck from a different start.
Route C · Same rule, new form
Child task: Create a twos sequence in one form and direct another form for the same stages.
Teacher move: Ask which quantity in one version corresponds to which quantity in the other.
Observe: Equivalent stages; the child, not the adult, chooses the rule and totals.
Next move: If labels and objects conflict, check one transition and ask for a fresh own third stage.
Exit and same-day next teaching · 3 minutes
Show 4,6,8 and state that each next stage adds two marks. Ask for the next quantity and an own way to show it.
Teaching reference: 10 with a supported two-object addition. Other starting points are valid in a separate own sequence, but the stated rule governs this item.
Choose next: Separate recognising a provided rule, continuing it and creating an own example. Plan another creation if only copying was observed.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 34 · The groups need a check
Useful outcome: Check equal membership before skip counting; repair the actual grouping or count account.
Prepare: Twelve marks in boxes containing 2,2,3,1,2,2; thirty-two marks with the same local three/one defect; twenty-four marks and a faulty twos list for twenty.
Notice · 3 minutes
Show the alleged pairs. Ask whether boxes that look alike necessarily hold the same amount. Invite the child to count members of any chosen box. The teacher names the claim “each has two”, not its correctness.
Model · 5 minutes
In the twelve-mark model, one box has 3 and another 1. Move/direct one mark from the three-box to the one-box. Now six pairs remain 12 objects. Merely changing a label cannot make an unequal group equal. A count list assuming 2 for every group was unsupported before repair.
Guided attempt · 8 minutes
Organise twenty-four as twelve pairs. Show the same objects as two verified tens and four singles, explicitly replacing the arrangement. Check 24 both ways. This comparison revisits number structure; it does not claim completion of flexible partition or sharing outcomes.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Label rack
Child task: Repair a thirty-two-mark arrangement with one three-mark and one one-mark “pair”; count the repaired collection.
Teacher move: Ask which two boxes need membership checking; let the child choose the move.
Observe: Thirty-two retained, sixteen genuine pairs and cumulative 2…32.
Next move: If only the label changes, carry out the child’s proposed membership repair, then check a different defect.
Route B · Display plan
Child task: Show twenty-four as twelve pairs or two tens/four singles; compare totals.
Teacher move: Remove replaced groups from the old location; ask what each representation counts.
Observe: Same objects/twenty-four; no old/new duplicate total.
Next move: If the child adds both models, match one object set to both drawings and teach replacement on a fresh small set.
Route C · Count-list editor
Child task: For twenty paired marks, inspect 2,4,8,10,12,14,16,18,20. Find the first break and repair the account.
Teacher move: Ask which actual pair makes the third cumulative count.
Observe: Third count should 6; the account missed 6, rather than the objects becoming fewer.
Next move: If the error is guessed without quantity support, line up the first three pairs and reconnect 2,4,6.
Exit and same-day next teaching · 3 minutes
Four groups are labelled “pairs” but contain 2,3,1,2. Is counting 2,4,6,8 justified yet? Explain or repair.
Teaching reference: Total 8, but equal-pair grouping is not yet justified; move one from 3 to 1 for four true pairs. A correct total alone does not establish equal groups.
Choose next: Teach membership audit separately from the total. A child may know 8 while needing grouping support; retain both observations.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 35 · Your own count, then a new order
Useful outcome: Show a child-chosen account and collect separate first evidence for grouping/counting and sequence creation.
Prepare: Twenty modelling marks, twenty-six for ordinary practice. Staff prepares E from the offline check preparation/learner pages; do not show its layout/answer beforehand. Allow a separate sitting.
Notice · 3 minutes
Ask how the child would help a pretend collection desk avoid recounting a pair. Take a small own first explanation, not a recall race. Choose one ordinary route for guided/own work.
Model · 5 minutes
Make twenty as ten pairs, count 2…20 and change the spacing. The same membership makes the same total. Use a new blank picture stage to model how an added pair changes quantity; do not reproduce E’s collection or task arrangement.
Guided attempt · 8 minutes
Count thirteen verified pairs as 26 and contrast 13 groups with 26 objects. Ask the child to choose where to keep counted pairs. Revisit two or three groups if unit meaning remains uncertain.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Collection desk
Child task: Organise twenty marks in an own layout and explain why a spacing change leaves the amount unchanged.
Teacher move: Move only where requested; ask which objects would be included in the last count.
Observe: Full coverage/twenty with an actual quantity reason.
Next move: Missing coverage: use a new eight-mark waiting/counted set, then a different larger set.
Route B · Sorting-machine sketch
Child task: Audit thirteen true pairs and challenge a report saying there are 13 objects.
Teacher move: Ask what 13 names and what each group contains.
Observe: Thirteen names groups,26 objects; actual twos count matches.
Next move: Count one and two pairs as 2/4, then a new ten-mark collection if the unit remains unclear.
Route C · Own twos trail
Child task: Create three or four growing stages with a stated two-object increase and explain a continuation.
Teacher move: Ask what changed in one transition; preserve the child’s first stages.
Observe: Creation rather than copied stages; consistent rule and representation.
Next move: If one transition fails, model a different two-stage case and request a fresh own sequence.
Exit and same-day next teaching · 3 minutes
After E first capture, ask which representation helped the child check. Reflection is optional; pointing is enough.
Teaching reference: No prescribed reflection. Use E’s separate descriptive key only after first capture.
Choose next: If E shows quantity but not skip-count/group evidence, teach the group unit with a new smaller collection before fives. If only sequence continuation is observed, request a new creation. An access barrier needs a new mode, not an incorrect judgement.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 36 · Five has to be five
Useful outcome: Verify each five-object unit before counting full groups by fives.
Prepare: Five panels with five large marks each; separate fifteen-/twenty-five-mark sets; an alleged fifteen-mark set with 2 full fives and one four. Five-slot frames may support access but do not prove occupancy.
Notice · 3 minutes
Show a five-slot panel with four marks. Ask whether the frame alone tells how many objects are there. Count the actual marks. Keep the intended capacity and actual quantity distinct.
Model · 5 minutes
Audit a full five-panel, then five full panels. Count 5,10,15,20,25, pointing once to each complete unit. Five names the groups,25 the objects. A missing mark would invalidate treating its panel as a full five.
Guided attempt · 8 minutes
Make fifteen from three groups of five. Then compare a different alleged fifteen arrangement containing 14. Child can add one actual mark for 15 or report 14; both match a different honest purpose. Do not force adding if accurate relabelling is chosen.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Bookmark panels
Child task: Make fifteen marks as three full groups of five and count the objects.
Teacher move: Invite an audit of one group before the whole count.
Observe: 5,10,15 tied to three full groups; not just a spoken list or 3-object claim.
Next move: If 3 is the total, count actual members of one panel then two new groups as 5/10.
Route B · Pretend kit
Child task: Organise twenty-five component marks into own verified fives and track the cumulative count.
Teacher move: Move a count pointer only under child direction; keep completed groups visible.
Observe: Five equal units; every object included once, final 25.
Next move: If a group is skipped/reused, use a completed-group marker then a new fifteen-mark arrangement.
Route C · Incomplete panel
Child task: A plan claims 15 but has two full fives and one four. Repair the objects or the claim.
Teacher move: Ask what the child wants the plan to say, then carry out only directed physical changes.
Observe: Actual 14, or 15 after adding one; child justifies the chosen correction.
Next move: If counting by 5 is automatic despite a four, audit a different incomplete group before skip counting.
Exit and same-day next teaching · 3 minutes
Two audited fives and another full five are present. Ask for the next cumulative count after 10.
Teaching reference: 15, supported by the third full group of five.
Choose next: A correct answer with an unverified unit still needs membership evidence. Start tomorrow from actual full fives before extending sequences.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 37 · Make the next five-stage
Useful outcome: Recognise, continue and create a sequence with a five-object increase, including a stated nonzero start.
Prepare: 5/10/15/20-mark model stages, a ten-mark base plus three sets of five, blank stage spaces. Chosen shapes/symbols need only an agreed one-mark-one-object meaning.
Notice · 3 minutes
Show 5,10,15 marks. Ask what was added each time. Ask how the third stage differs from the first; do not require multiplication notation or a fluent spoken explanation.
Model · 5 minutes
Create 5,10,15,20. Add five new marks for 25. Compare a label 25 beside twenty actual marks: the label claim needs correcting or five actual new marks. Preserve the distinction between a predicted next stage and one actually made.
Guided attempt · 8 minutes
Start from ten actual marks, then 15,20,25 and 30. Ask the child to identify the base and the latest five. If a count restarts at 5, retain the base and add the new unit visibly.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Quiet paper tickets
Child task: Create 5,10,15,20 and an own next stage using marks, not real admissions.
Teacher move: Ask which five marks are new in a selected transition.
Observe: Own quantitative stages and next 25, not a copied drawing with only a changed label.
Next move: If objects do not grow, audit two adjacent stages and request a new creation.
Route B · Page markers
Child task: Begin with 10; continue 15,20,25 and choose the next count.
Teacher move: Keep the initial ten included while adding each new five.
Observe: Next 30; the child connects labels to actual stage amounts.
Next move: If restarting at 5, show the given base, add five and recheck from another chosen start.
Route C · Your shape/symbol rule
Child task: Invent a short fives sequence in an own form and explain how it can continue.
Teacher move: Ask the child to check one transition; a willing viewer is optional, never required.
Observe: Creation, consistent increase and a supported continuation in the selected form.
Next move: If the rule is unclear, identify the five new marks together on a different example then fade support.
Exit and same-day next teaching · 3 minutes
Given 15,20,25 with five more each time, show the next stage amount and how it changes.
Teaching reference: 30 with five new marks.
Choose next: Record recognition, continuation and own creation separately. If labels alone were chosen, ask for an object/shape/symbol account before extending range.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 38 · Two fives, one ten, the same objects
Useful outcome: Replace two five-groups with one ten-group without changing or duplicating the collection.
Prepare: Forty actual marks/eight fives, blank ten-group boundaries; fifty and sixty ordinary sets. A frame stands for a full group only after member audit.
Notice · 3 minutes
Place two full fives beside each other. Ask how many objects together and how they might become one counting unit. Do not add a replacement ten model to the old objects as a further ten.
Model · 5 minutes
Forty marks as eight fives count 5…40. Pair the fives to make four tens using the same objects; count 10,20,30,40. The step size and number of groups change together. The total stays 40.
Guided attempt · 8 minutes
Use sixty as twelve fives or six tens. Let the child choose which grouping to use and check the alternative. Discuss different numbers of counting steps, without valuing speed or declaring one method universally best.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Catalogue panels
Child task: Pair eight five-panels into four tens and give the object total both ways.
Teacher move: Use the same objects, with a new boundary or directed movement; remove obsolete count pointers.
Observe: 40 in both accounts; replacement rather than duplicate inclusion.
Next move: If 80 appears, match the one collection to each representation and replace boundaries on a new ten-mark case.
Route B · Certificate plan
Child task: Count sixty symbols as chosen fives/tens, then show why another grouping agrees.
Teacher move: Ask why group count changes when group size changes.
Observe: 12 fives or 6 tens give 60; a group count alone is not the total.
Next move: If 6 is reported, audit one ten and count the first two tens before a new collection.
Route C · Which steps?
Child task: Fifty marks can be ten fives or five tens. Compare the two complete count accounts.
Teacher move: Ask whether fewer counting steps means fewer actual marks; match objects before changing boundaries.
Observe: 5…50 and 10…50 end at 50; different steps cover the same set.
Next move: If the smaller group count is treated as smaller quantity, pair two fives into one ten and recheck another set.
Exit and same-day next teaching · 3 minutes
Show four full fives and replace them with two tens. Ask how many objects before and after.
Teaching reference: 20 both times; four five-groups and two ten-groups represent the same collection.
Choose next: An unchanged numeral copied from the model is not enough. Seek a one-to-one/verified-unit explanation on a new regrouping.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 39 · Choose a way through a large collection
Useful outcome: Organise, audit and skip count a real represented collection through 120, with honest evidence of the range actually completed.
Prepare: Ordinary large-collection aid with 120 actual unlabelled marks; keep its teacher total out of the own prompt. Smaller child-chosen quantities and large/directed marking are available. Prepare a sixty-mark guided set and a 120 count trail.
Notice · 3 minutes
Ask how a pretend display-maker could avoid recounting a large picture collection. Children can choose groups or a counted/not-counted division. A prediction is retained as a prediction until grouping/counting is actually performed.
Model · 5 minutes
Use a different fifty-mark set: make five audited tens and count 10,20,30,40,50; or ten fives. Show how to audit one group and full coverage. Do not label the own large collection’s total or pre-sort it into twelve tens.
Guided attempt · 8 minutes
Compare sixty as six tens/twelve fives. Then link successive ten-steps 10 through 120 to actual complete units on the count trail. The linked trail is a supported example, not proof of independent partitioning of the unlabelled large field.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Display-maker
Child task: Choose and make a grouping for the unlabelled 120-mark field; count it and check full coverage.
Teacher move: Ask which marks remain unassigned; an adult draws only boundaries directed by the child.
Observe: Actual chosen units, no omissions/reuse, cumulative count and 120 only if genuinely completed.
Next move: If unfinished, retain partial range and continue later; if membership fails, teach the same goal on a new smaller set.
Route B · Long count trail
Child task: Make successive full tens and a linked 10-through 120 sequence; change orientation and check it.
Teacher move: Ask what one step counts and what the last step includes.
Observe: Twelve actual tens and their cumulative labels; orientation does not change quantities.
Next move: If only labels are copied, reconnect one full group per step and collect a new count attempt.
Route C · Two accounts, own set
Child task: Count sixty as fives/tens; then choose and verify an own manageable larger collection, at most 120 in this offer.
Teacher move: Record the actual selected size and support; ask for one unit audit and coverage check.
Observe: Child’s actual selected range, strategy and total; no unmade 120 claim.
Next move: Choose next range from evidence; a smaller accurate account is useful partial work, then a new larger opportunity.
Exit and same-day next teaching · 3 minutes
Give three full tens and ask what the count 30 includes. Then ask how a new fourth ten changes it.
Teaching reference: All 30 objects in the first three groups; the fourth adds 10 for 40.
Choose next: Continue at the range/strategy actually shown. A completed teacher count, a prediction or uncompleted diagram is not pupil quantification through 120.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Day 40 · A new collection, a new next step
Useful outcome: Transfer grouping/counting, diagnose a stated skip-count rule and create an own sequence; choose next teaching from separate evidence.
Prepare: Eighty modelling marks, including a separate eight-ten plan with one nine group; one hundred ordinary marks. Prepare F privately; keep its arrangement and solution away from ordinary modelling. Split components if needed.
Notice · 3 minutes
Ask how to tell whether a label matches a pictured collection. A child can choose a group to audit. Do not ask for private possessions, a real score or a photograph.
Model · 5 minutes
An alleged 80-mark mural has seven tens and one nine, so actual 79. Choose to restore one mark for 80 or relabel 79; both are honest solutions to different purposes. A prediction of restoration is not an actual mark added.
Guided attempt · 8 minutes
Show one hundred as ten tens/twenty fives, explicitly replacing boundaries. Invite an explanation of the same total. Do not model F’s unlabelled collection, stated-rule fault or own-sequence prompt.
Own choice · 6 minutes
Choose one route; the child selects/directs the mathematical action. A different route is available later.
Route A · Mural plan
Child task: Audit eight alleged tens with one nine; choose to repair or relabel.
Teacher move: Ask what the child wants the plan to communicate and request the actual quantity evidence.
Observe: 79 before repair or 80 after one actual mark; group audit supports the choice.
Next move: If blind counting gives 80, count the incomplete group and use a new near-full group before the fresh component.
Route B · Score-marker design
Child task: Count 100 as ten tens or twenty fives and show an equivalent account.
Teacher move: Use the same marks and let the child direct the new grouping.
Observe: 100 both times; not 200 from retaining old/new representations as two collections.
Next move: If duplicated, demonstrate replacement on a new small set and retain the first response.
Route C · A countable note
Child task: Choose a manageable collection and leave an own clear grouping/count explanation another person could check.
Teacher move: Ask which actual objects are included and how the next count follows.
Observe: Own mathematical decisions; a viewer and polished handwriting are unnecessary.
Next move: If explanation is only a label, ask for one group audit and a new short sequence in the chosen mode.
Exit and same-day next teaching · 3 minutes
After F first capture, invite a voluntary reflection about a useful check. Choose one specific next offer from the key rather than give a whole-year verdict.
Teaching reference: No required reflection. F’s staff descriptive key keeps group coverage, cumulative count, sequence work and checking separate.
Choose next: Reteach the absent component with fresh data; change access where not observed. Preserve an accurate smaller range as partial, and schedule another large grouping opportunity rather than crediting an unperformed one.
Retain the first response, actual range and support; a later corrected or adult-supplied model is a separate record.
Original teaching prose, fictional scenarios and diagrams © NeuroForgeIO Pty Ltd 2026, CC BY 4.0. Credit SubjectNest by NeuroForgeIO Pty Ltd, link source/licence and note changes. Curriculum and Queensland source expression retain separate rights. Computer review is not a human trial.