Create one continuous, polished 4-minute 3D animated educational video for Grade 6 Mathematics, Section 4.2 “Pictographs”. Title: “Mili & Arin Discover Pictographs”. Use the approved Mili and Arin character reference images. Preserve both characters’ established faces, hairstyles, outfits, proportions, colour palettes and voices exactly. Mili is curious and energetic; Arin is calm and precise. Do not redesign either character.
STYLE AND SETTING: Continue in the same premium modern EdTech 3D animation universe as the preceding “Mili’s Data Mystery” video. Set the scene in a bright Data Lab with clean teal-and-white tables, simple picture symbols and smooth transitions. Use readable mobile-friendly text, accurate counts and natural lip-sync. Generate narration and visuals together where supported; gentle background music must remain low under dialogue.
SCENE 1 — SAME DATA, NEW QUESTION (0:00–0:30)
Mili and Arin look at the frequency table: Cricket 7, Hockey 5, Kabaddi 4, Badminton 2.
Mili says: “Our table is organised, but can we make the differences easier to see at a glance?”
Arin says: “Yes. We can represent data using pictures or symbols. This is called a pictograph.”
On-screen text: PICTOGRAPH = DATA SHOWN USING PICTURES OR SYMBOLS.
SCENE 2 — TURN THE TABLE INTO PICTURES (0:30–1:15)
Animate each row into a line of matching simple game icons. Use one icon for one student. Cricket shows 7 icons, hockey 5, kabaddi 4, badminton 2. Preserve the exact counts.
Mili says: “Now I can compare the rows quickly. Cricket has the most symbols, so it was chosen by the most students. Badminton has the fewest.”
Arin says: “Exactly. A pictograph helps us compare data quickly by looking at pictures.”
On-screen text: TABLE = CLEAR NUMBERS | PICTOGRAPH = QUICK VISUAL COMPARISON.
SCENE 3 — WHAT DOES ONE SYMBOL MEAN? (1:15–2:00)
Mili points to the icons and asks: “Does one picture always mean one student?” Arin changes to a clean new example and shows the key: one bus symbol = 5 students. Display three bus symbols and calculate 3 × 5 = 15 students. Make the key prominent and do not mix this example with the game table.
Arin says: “Not always. The key tells us what each symbol represents. Here, one bus symbol stands for five students, so three symbols represent fifteen students.”
On-screen text: KEY: 🚌 = 5 STUDENTS. The key must be visible beside the pictograph.
SCENE 4 — A HALF-SYMBOL EXAMPLE (2:00–2:40)
Switch to a separate example with the key: one moon symbol = 10 children. Show two full moon symbols and one half moon symbol. Animate the calculation 10 + 10 + 5 = 25 children.
Mili says: “If one full symbol represents ten children, half a symbol represents five. So two full symbols and half a symbol represent twenty-five children.”
Arin says: “Correct. Always read the key before counting the symbols.”
On-screen text: KEY: 1 🌙 = 10 CHILDREN; ½ SYMBOL = 5; TOTAL = 25.
SCENE 5 — PICTOGRAPH DETECTIVE METHOD (2:40–3:25)
Show a simple pictograph with the key star = 5 students. Five stars represent 25 students. Highlight the key first, then the symbols, then the multiplication.
Mili says: “So first I check the key, then count the symbols, and then convert them into numbers.”
Arin says: “That’s the method. Check the key, count, convert and compare.”
On-screen sequence: CHECK THE KEY → COUNT SYMBOLS → CONVERT TO NUMBERS → COMPARE.
SCENE 6 — QUICK CHALLENGE AND CLOSE (3:25–4:00)
Show a simple fruit pictograph with key: one apple symbol = 4 students. Mango has 3 symbols, apple has 2, banana has 4. Ask: “Which fruit was chosen by the most students? How many chose banana?” Pause, then reveal Banana; 4 × 4 = 16 students. Avoid adding more questions that make the pacing rushed.
Mili says: “Banana has the most symbols. Four symbols times four students means sixteen students!”
Arin says: “Excellent. Pictures help us see data quickly—but the key tells us what the pictures mean.”
End card: PICTOGRAPH: CHECK → COUNT → CONVERT → COMPARE.
