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Session 1. Seeing the Education System: Parts, Loops and Surprises
Objective. Describe a school or district as a system of connected parts, tell inputs, processes, outputs and outcomes apart, draw a simple map with feedback loops and delays, and predict one unintended consequence of a proposed change.
A new rule rarely lands in an empty room. It lands in a school where pupils, teachers, parents, timetables and exams already push on each other. Leaders who look only at the part they are changing are often surprised by what happens next. This lesson gives you a few simple habits for seeing the whole: choosing what you count, spotting loops and delays, and asking who will respond to a rule before you announce it.
Key ideas
A system is more than its parts
- Course 14.7 Education Research & Policy taught you to weigh evidence and write a brief. This course asks what happens when a good idea lands inside a living system. A school is pupils, teachers, textbooks, a timetable, parents, exams and a budget, joined by relationships that decide how the parts behave together.
- A list of parts does not predict results. Two schools with the same textbooks and the same hours can differ because of how the head and teachers talk, what is rewarded and what parents expect. So 'buy more of X' is rarely the whole answer.
- Systems thinking is a habit more than a theory: before acting, ask what this is connected to, what will respond, and what happens later.
Inputs, processes, outputs, outcomes
- Inputs: teachers, textbooks, time, money and the pupils who arrive with what they already know. Processes: teaching, assessment, school management, contact with parents. Outputs: lessons delivered, exams sat, pupils who finish a grade. Outcomes: what pupils can actually know and do, and how they fare later.
- Leaders count inputs and outputs because they are easy to count: textbooks delivered, hours of training, pass rates. Outcomes are harder and arrive later. The World Bank's 2018 World Development Report on education puts learning, not only schooling, at the centre; use that as your test question.
- For every indicator in your school plan, write I, P, O or R next to it (input, process, output, result). If the plan has only I and P, you cannot yet tell whether pupils are learning more.
Feedback loops and delays
- A reinforcing loop feeds itself: a pupil who falls behind in Grade 5 maths loses confidence, tries less and falls further behind. A balancing loop pulls back toward a goal: when the share of pupils behind rises, the school adds catch-up lessons, and the share falls.
- Delays are the quiet trap. A training in September may show in pupils' reading only after months. A leader who checks after three weeks, sees nothing and cancels has misread the delay, not the training.
- To draw a loop use boxes for things that can rise or fall, arrows for influence, a plus sign when both move the same way and a minus sign when they move opposite ways. Mark a delay with two short lines across the arrow.
Unintended consequences
- People respond to what is measured and rewarded. Imagine a district target of '95 percent of Grade 9 pupils pass'. A school may quietly steer weak pupils to evening classes so that they do not sit the exam. The number looks better; the learning has not changed. This is invented for practice, but the pattern is familiar: a measure used as a target can stop measuring what you wanted.
- Four questions before any change: who benefits, who is hurt, who will change their behaviour to meet the new rule, and what will we see after one term and after one year. Unintended effects can also be good; look for those too.
- The remedy is rarely to drop measuring. Add a second measure that would reveal the cheat or the harm, and talk to the people closest to the work before the rule is final.
A reinforcing loop in Grade 5 maths
Count early signs, not only final results
What pupils can do after a year arrives late, so leaders lean on what they can count today: books delivered, hours of training, pass rates. A better plan keeps one outcome measure and adds two or three early signs that move sooner, such as the share of lessons in which pupils explain an answer aloud, or the share of pupils who finish the weekly reading task.
Early signs are not the goal. They show whether the process you changed is really happening while you wait for the outcome. If an early sign moves but the outcome does not after a fair time, question the link between them rather than celebrating the early sign.
When a fix brings the problem back
Some fixes relieve the symptom and leave the cause, so the problem returns. Extra homework to cover gaps can reduce sleep and attention, which creates more gaps. A catch-up lesson taken from pupils' own break may leave them tired for the next lesson. Ask of any fix: what does it do to the thing it is meant to help, a month from now?
Keep a one-page log of fixes tried and what followed. Shared by the head and deputy, it stops the school from repeating a failed fix under a new name.
Examples from the classroom
Counting books
Scene. A district report in Samarkand says that 100 percent of Grade 7 textbooks were delivered. Dilnoza visits three schools and finds that in two of them the books arrived in October and stayed in the storeroom until the head signed for them. She asks the district to add a second figure to the report: the date by which every pupil in a class had a book in hand.
Insight. An item counted as delivered can hide a delay in the process; add the measure that shows use.
The extra-homework spiral
Scene. Aziz in Fergana notices that Grade 6 teachers each give extra homework to catch up on a harder topic. Pupils sleep less and are slower in class, so teachers add more. He draws the loop on one sheet, shows it at a staff meeting and proposes a limit of 30 minutes a night across all subjects, with one class's reported sleep checked weekly.
Insight. Reinforcing loops build quietly; a simple map makes them visible.
Publishing pass rates
Scene. Malika, a methodist in Tashkent, hears that her district will publish each school's pass rate. She asks four questions: who benefits, who is hurt, who will change behaviour and what we will see next year. She proposes publishing, beside the pass rate, the share of Grade 9 pupils who actually sit the exam.
Insight. Ask the four questions before the announcement and add the measure that would expose gaming.
Common pitfalls
- Counting only inputs and outputs and calling it progress.
- Drawing a map with only teachers and the head and leaving out pupils and parents.
- Treating the first quick result as proof that a change works.
- Blaming people for a problem that a loop keeps producing.
Map One School Problem as a System
- Whole group (10 min): open the Activity Kit and look at the symbol card. The facilitator draws one tiny example on the board (more catch-up lessons, fewer pupils behind) and shows boxes, arrows, plus and minus signs, the letters R and B for loops, and the delay marks.
- Trios (20 min): choose problem card A, B or C (or your own real problem). List 8 to 10 variables, draw the arrows with plus and minus signs, mark at least one loop as R or B, and mark one delay. Do not aim for a perfect map; aim for one you can explain.
- Trios (15 min): swap maps. The reader explains the other trio's map aloud in one minute using 'when this rises, that rises, then...'. Together mark one place where the map may be wrong or missing a voice, such as parents or the pupils themselves.
- Part B, pairs (15 min): take policy cards 1 to 3 from the kit. Trace the arrows on your map: who changes their behaviour? Write one intended and one unintended consequence, and one extra measure that would show the unintended effect early.
- Whole group (15 min): gallery walk past two maps. The facilitator reads the answer key for one problem card. What did the map show that the first conversation about the problem did not?
- Alone (10 min): write your leadership task from the kit, choose a real problem from your school or cluster and fix a 45-minute slot with three colleagues.
Your facilitator will guide you through this activity in the session.
Questions to discuss
- Which arrow or loop on your map would a colleague not have thought of before you drew it?
- Where in your own school do you count inputs and outputs but not outcomes?
- Think of a rule you introduced or lived under. What did people do in response that its authors did not expect?
Reflect
- Which problem in your school keeps returning after you 'fix' it, and what loop might be bringing it back?
- Whose view is missing from the maps you usually draw or the meetings you usually hold?
- What delay do you most often forget when you judge a new practice?
Try it tomorrow
- Take three indicators from your school plan and label each input, process, output or outcome.
- Draw one recurring problem as a loop on a single sheet, with plus and minus signs.
- Before the next new rule, ask one colleague the four questions: who benefits, who is hurt, who changes behaviour, what happens in a year.
Further reading and links
A school is a system: results come from connections, loops and delays as much as from parts. Sort your indicators into inputs, processes, outputs and outcomes, and before any change ask who will respond and what happens later.