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1. Arrange students into groups. Each group needs at least ONE person who has a mobile device.
2. If their phone camera doesn't automatically detect and decode QR codes, ask students to
4. Cut them out and place them around your class / school.
1. Give each group a clipboard and a piece of paper so they can write down the decoded questions and their answers to them.
2. Explain to the students that the codes are hidden around the school. Each team will get ONE point for each question they correctly decode and copy down onto their sheet, and a further TWO points if they can then provide the correct answer and write this down underneath the question.
3. Away they go! The winner is the first team to return with the most correct answers in the time available. This could be within a lesson, or during a lunchbreak, or even over several days!
4. A detailed case study in how to set up a successful QR Scavenger Hunt using this tool can be found here.
Question | Answer |
| 1. Spy party quiz: Final mission! | intro | 2. There's a clue for each of you hidden in this room. Your final mission is to use your wits to defeat the foreign ninja spies who are holding your party bags hostage. | When I tell you where to look, each of you must find a clue and bring it to us to be scanned. | 3. I really hope this works … | ok | 4. …because if it doesn’t … | ok | 5. … well, anyway, let’s not even think about that. | ok | 6. Austen Umber (Lucien) and Eliot Sapphire (Rufus): your clue is number 1. Look near something that can be opened and shut | Doors | 7. 1. Bronte Almond (Oscar) and Harper Platinum (Ryan). none. Where spies once met to have a feast, a clue remains. Look underneath for number 2. | under party table | 8. 2. Defoe Amber (Max) and Dumas Rust (Albie) look behind the things that take the light away for number 3. | curtains | 9. 3. Cooper Bisque (Otis) and Dickens Nickel (Archie), [THIS IS AN INTERRUPTION BY A NINJA SPY: THE PARTY BAGS WILL AUTOMATICALLY SELF-DETONATE AFTER ANOTHER 8 MORE MINUTES] the spies came to feast but where did they sit? Look underneath for number 4. | under a chair | 10. 4. Fitzgerald Bronze (Joe) and Verne Mustard (Luke) look near the man with the missing face for number 5. | mugshot man | 11. 5. Kipling Cornsilk (Charlie) and Twain Midnight (Hugo), you’ve climbed over and twisted under these. Look close to them for number 6. | near laser course | 12. 6. London Deer (Hesham) and Swift Mantis (Samuel), for number 7, look near the first things you saw when you came through the door. Think back to just before you registered as a spy. I know -- it seems a long, long time ago. But hurry. I can’t hold the foreign ninja spies off forever! | welcome table | 13. 7. Steinbeck Teal (Sammy K.) and Stoker Ivory (Ross): as fully trained spies, you'll have noticed that transparent breakable rectangles surround the room. Look close to them for number 8. | windows | 14. 8. Nesbitt Flax (Sammy L) and Thackery Lion (Ollie) seasoned spies like you will have noticed something red to use in case of emergency. Look close to it for number 9. | fire extinguisher | 15. 9. Stevenson Grey (Christopher) look carefully at Jamie’s dad to find number 10. | Dan's back | 16. 10. Hurry, we’re running out of time. The trunk will self-destruct if we’re not fast. Jamie, if … there are 11 players in Manchester United’s main team and 7 of them actually turn out to be spies from Leicester, how many are ordinary footballers? But that’s only the first number! We need two more! Look for something that makes cold air hot for number 11. | 4 and radiator/heater | 17. 11. I can hear the clock ticking! Hurry, hurry. They mustn’t self-destruct! Arthur, if … there are 11 players in Chelsea’s main team and 6 of them leave tomorrow to join Leicester, how many will Chelsea have left? So now you have the first two numbers. But we need one more! There are four places where the walls meet. Check them all out for the final clue! | 5 and a corner | 18. 12. Arthur and Jamie: This is the final clue. You might need to ask your friends for help with this because it’s hard. I’m warning you (even though I’m a code and you’re probably quite surprised that I can say all this), it’s really, really, really hard. OK then. Here goes. How many real (and even though I’m saying this in highly sophisticated code, I mean really totally genuine) ninjas are at this spy party? If you can work this one out, you have all three numbers in order. | 0 |

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