# Week 32 · The count has a story

**Foundation / Queensland Prep · five optional 35-minute integrated blocks, Days 156–160.** Pair with [English Days 156–160](../english/term-4/weeks-31-32/LESSONS.md) and [mathematics Days 156–160](../mathematics/term-4/weeks-31-32/LESSONS.md). The English practice sources include two original adding/taking-away stories; the maths pack includes distinct worked cases. The integrated examples here are **different** and are never substitutes for either subject's fresh Day 160 check. Run the final block after those checks.

**One safe setup:** Use ten *broad* paper inventory cards and two large paper pockets labelled IN BOX and OUT OF BOX. This is an imaginary classroom supply desk, not a record of a real student's possessions. Use no pins, staples, scissors, tiny pieces or photos. The adult prepares the pockets and checks the desk is reachable. Ask a child before a partner moves any piece; an adult can move pieces exactly as the child directs. Count every moved card once and keep the starting set visible. A drawing or full-word strip model is equivalent for reasoning when physical handling is unsuitable.

| Day | Thirty-five-minute sequence | Keep this evidence; use it for the next move |
| ---: | --- | --- |
| **156 · What happened first?** | **5 min** read a new imaginary supply note: “Ari had seven large paper labels in the box. One more arrived.”; **7 min** child retells WHO/FIRST/ACTION/THEN from the note, naming that no label left; **8 min** model 7 + 1 by moving one new card into the seven and counting 8 once; **10 min** child draws or directs a pocket layout that keeps the starting seven and arriving one distinguishable; **5 min** ask which detail the layout shows and which it does not. | Keep first/action/then record, two visible parts and the total 8. If a child says eight because of a numeral alone, return to matching each full-sized card once. The point is a representation of the event, not speed. |
| **157 · Leaving changes the model** | **5 min** adult reads a second invented note: “Beau had eight large cards in the box. Three were moved to a display.”; **7 min** child tells whether the total *in the box* should grow or shrink and why; **8 min** move three from eight, count the five still in the box and also check 3 + 5 = 8 with the same cards; **10 min** child chooses or designs full-word labels for the two pockets so a new viewer can see what the five and three mean; **5 min** explain why the display cards still exist although only five remain in the box. | Save two pocket labels, 8 → 5 in-box model and child explanation. Treat “three were destroyed” as unsupported; they moved. Do not conflate items remaining in one place with all items in the room. |
| **158 · The event changes the count** | **5 min** compare the 156 and 157 notes without giving an operation label; **7 min** child invents a *third* fictional supply situation starting with 6 and adding 1; **8 min** model 6 + 1 = 7 with full cards, then compare with the five left in the 157 box; **10 min** child makes two simple paper panels for the 157 note and new story, each with FIRST / ACTION / THEN, and dictates a faithful sentence for both; **5 min** peer/adult points to the evidence for each final quantity. | Keep distinct first/action/then panels and 7 versus 5. If a child supplies a plausible but different event, check its numbers instead of forcing the example. A quantity without an event is not a complete retell. |
| **159 · Does our organiser help?** | **5 min** show a teacher-made broad-paper pocket stand and ask who made it and why; **7 min** child proposes one change that may help someone see the two parts (for example, headings or a dividing line), predicting what it will clarify; **8 min** test with a fresh model of 3 + 5 = 8 broad cards and ask a consenting viewer which part is which; **10 min** child makes one change and repeats the *same* 3 + 5 model, recording what the viewer actually understood; **5 min** compare first and second version and name one limit. | Keep child design choice, original/revised pocket label and an actual viewer response only if one occurred. The design target is clearer communication, not proof that one label works for every user. Mathematics requires a correctly matched 3/5/8 model, not only a neat holder. |
| **160 · A new desk, a careful explanation** | **5 min** *after* both separate subject checks, present a different imaginary classroom display: ten broad cards begin in a box; one is moved to a tray; **7 min** child independently says WHO/FIRST/ACTION/THEN, names WHO as **not stated** and predicts the in-box count; **8 min** direct or perform a 10 → 9 move and verify nine by one-to-one counting; **10 min** create a tiny paper explanation for a later imaginary helper, with full-word labels and a source-bound sentence; **5 min** child says what the model can establish and what would need checking in a real room. | Keep the first prediction, model, 9 count and corrected explanation if needed. This is follow-on practice with a different context and numbers; never count it as a new independent check or substitute its evidence for the held-out Day 160 case. |

**Curriculum and honest limits:** The subject pack crosswalks control English and mathematics claims. This route samples ACARA v9 Mathematics AC9MFN04 where the learner shows parts that recombine to a whole up to 10 and AC9MFN05 where an *actual stated* add-to or take-away situation is modelled with materials and counting. These are opportunities, not a completed achievement standard. The optional pocket redesign can sample Design and Technologies AC9TDEFK01 only if a child recognises the adult's holder as designed for a purpose, and AC9TDEFP01 only if they generate, communicate, make and evaluate their own safe change; a tidy worksheet alone does neither. The [official ACARA v9 workbook](https://www.australiancurriculum.edu.au/downloads) was retrieved 29 September 2026, SHA-256 `db446882d2c00cf7c085a03e250e2442fda6c44011fc114680c46c1dc7a822c3` (Learning areas rows 17166, 17171, 19725 and 19733). [QCAA's Queensland v9 guidance](https://www.qcaa.qld.edu.au/p-10/aciq/version-9) and the school's adopted plan determine actual teaching and assessment. No formal mark, state endorsement or classroom pilot is claimed.

**Access and care:** Offer a fixed mat, large text, tactile labelled pockets, a full-word strip narrative, spoken/sign/AAC telling or a child-directed adult mover. Keep the mathematical evidence the same: show the starting quantity, what moved and the final quantity, then explain. A spoken or AAC retell can demonstrate meaning but does not alone prove independent reading. Children need not discuss supplies at home, money or possessions. Build with broad paper only; avoid small pieces and public performance. Original SubjectNest script and invented inventory © NeuroForgeIO Pty Ltd 2026, [CC BY 4.0](https://creativecommons.org/licenses/by/4.0/); credit, link and indicate changes. ACARA and QCAA retain their own rights. Local educator and access review remain pending.