Parenting 101 | Mathematics: The Parent as Flight Control | Parenting in Mathematics: Your Role as Flight Control

Article ID: PARENTING101.MATH.ARTICLE.02V2

Branch: Parenting 101 | Mathematics

Function: Explain the parent’s role in Mathematics learning as flight control: not replacing the teacher or tutor, but helping the child stay on course, detect drift, repair mistakes, manage pressure, and keep moving toward PSLE, Secondary Mathematics, and future learning corridors.

Parenting 101 Mathematics: The Big Idea

In Mathematics, a parent does not need to become the child’s second teacher.

A parent needs to become the child’s flight control.

That means the parent watches the direction of learning, the stability of the child, the confidence level, the amount of practice, the type of mistake, the pressure at home, and the distance to the next important checkpoint.

Mathematics is not only about marks. It is about how a child learns to read problems, hold information, choose methods, test answers, repair mistakes, and stay calm when the question looks unfamiliar.

When parents understand this, home support becomes much better. Instead of shouting, guessing, comparing, or simply adding more worksheets, parents can ask better questions:

Is my child stuck because they do not understand the concept?
Is my child making careless mistakes because the working is messy?
Is my child weak in reading the question?
Is my child rushing because of fear?
Is my child practising too little, too late, or in the wrong way?
Is this a school issue, tuition issue, home routine issue, confidence issue, or foundation issue?

The parent is not the pilot sitting inside the examination hall. The child is the pilot. The teacher and tutor help train the pilot. The parent becomes flight control: helping the child see the route, avoid danger, recover from drift, and arrive prepared.

One-Sentence Definition

In Parenting 101 Mathematics, the parent acts as flight control by monitoring the child’s learning direction, emotional stability, mistake patterns, practice rhythm and route readiness, without taking over the child’s own mathematical thinking.

Why Parents Often Struggle With Mathematics at Home

Many parents want to help their child with Mathematics, but the home situation can become difficult very quickly.

The child is tired after school. The parent is tired after work. The homework is due tomorrow. The question looks different from what the parent remembers. The child says, “Teacher never teach.” The parent says, “This one is so easy.” The child becomes upset. The parent becomes angry. The worksheet is still not done.

This is where Mathematics becomes more than a school subject. It becomes a family pressure point.

The mistake many parents make is thinking that helping Mathematics means explaining every question. That is not always the best role.

Sometimes the child does not need a parent to re-teach the whole topic. The child needs the parent to slow the situation down.

Sometimes the child does not need another method. The child needs to read the question properly.

Sometimes the child does not need more shouting. The child needs a clean workspace, enough sleep, and a steady practice routine.

Sometimes the child does not need ten extra papers. The child needs to repair one weak foundation: multiplication, fractions, units, ratio, algebraic thinking, or problem interpretation.

When parents become flight control, they stop reacting to every wrong answer as a disaster. They start reading the system.

The Flight Control Model for Mathematics Parenting

A plane does not stay on course by willpower alone.

It needs instruments. It needs route information. It needs weather checks. It needs correction when it drifts. It needs enough fuel. It needs a pilot who can handle pressure. It needs communication with the control tower.

A child learning Mathematics also needs these things.

Flight Control Element	Mathematics Parenting Meaning
Route	The syllabus, school pace, exam timeline and next learning checkpoint
Altitude	The child’s current operating level compared with the required level
Fuel	Energy, sleep, attention, confidence and practice capacity
Weather	Stress, school pressure, family schedule, exam anxiety and distractions
Instruments	Homework, test marks, corrections, teacher feedback and mistake patterns
Drift	Small learning gaps that slowly become bigger problems
Repair	Correction, re-teaching, targeted practice and confidence rebuilding
Landing	Being ready for exams, transitions and the next stage of Mathematics

This model helps parents stop asking only, “Why did you get this wrong?”

Instead, they ask, “What is the system telling us?”

Parenting Mistake 1: Taking Over the Thinking

One common mistake is that parents take over too quickly.

The child gets stuck. The parent explains. The child still looks confused. The parent explains louder. The child copies the working. Everyone feels that the work is done.

But the child may not have learned the thinking.

Mathematics is not only about seeing the answer. It is about building the route to the answer.

If the parent gives too much too quickly, the child may become dependent. The child learns, “When I am stuck, someone will rescue me.” This is dangerous near examinations because no one can sit beside the child in the examination hall.

A better parent response is:

“Read the question again.”
“What is the question asking for?”
“What information did they give you?”
“Which topic does this look like?”
“Can you draw a model or diagram?”
“What did you try first?”
“Where exactly did you get stuck?”

These questions return thinking back to the child.

The parent is not abandoning the child. The parent is training the child’s instruments.

Parenting Mistake 2: Treating Every Mistake the Same Way

Not all Mathematics mistakes are the same.

A wrong answer can come from many different causes.

Type of Mistake	What It Means	Parent Response
Concept mistake	The child does not understand the idea	Re-teach or ask the tutor/teacher to rebuild the topic
Method mistake	The child chose the wrong procedure	Compare question types and methods
Reading mistake	The child misread the question	Train annotation and slow reading
Careless mistake	The child knew but lost accuracy	Improve working, checking and pace
Memory mistake	The child forgot a formula, fact or step	Use spaced practice and recall
Transfer mistake	The child knows the topic but cannot use it in a new form	Expose the child to varied questions
Pressure mistake	The child panics under time or marks pressure	Build timed practice gradually

If parents treat every error as “careless”, the real problem may remain hidden.

If the child keeps making the same kind of mistake, that is not random. That is a signal.

Flight control does not ignore repeated warning lights. Parents should not ignore repeated mistake patterns.

Parenting Mistake 3: Only Looking at Marks

Marks are important. They are a visible signal.

But marks are not the whole system.

A child can score 80% and still have hidden weaknesses. A child can score 55% and actually be improving strongly from a very weak base. A child can score well in topical practice but collapse in mixed papers. A child can do school homework but struggle when the question is phrased differently.

Parents should look at marks together with:

question type
topic tested
amount of working shown
time taken
correction quality
confidence after the paper
mistake pattern
ability to explain the method

A test mark is like a location pin. It tells you where the child is at one moment. It does not explain the whole flight path unless you read it with the surrounding data.

The Five Signals Parents Should Watch

Parents do not need to watch everything. That becomes exhausting.

For Mathematics, there are five major signals worth watching.

1. Concept Signal

Can the child explain the idea in simple words?

For example, if the topic is fractions, can the child explain what a fraction means, why denominators matter, and why adding fractions is not the same as adding whole numbers?

If the child only memorises steps, the concept signal is weak.

2. Working Signal

Does the child show clear working?

Messy working often hides messy thinking. It also makes checking difficult. In Mathematics, working is not decoration. Working is the child’s flight recorder.

When working is clear, the parent, teacher or tutor can see where the thought process went wrong.

3. Transfer Signal

Can the child solve the same idea when the question looks different?

This is especially important near PSLE and Secondary Mathematics. Examinations do not only test whether a child has seen a question before. They test whether the child can move known ideas into unfamiliar forms.

4. Confidence Signal

Does the child shut down too quickly?

A child who says “I cannot” before trying may not only have a Mathematics problem. There may be a confidence problem. Confidence does not mean the child always knows the answer. Confidence means the child is willing to enter the question and begin thinking.

5. Repair Signal

Does the child learn from corrections?

This is one of the strongest signals. A child who makes mistakes but repairs them well is still moving forward. A child who repeats the same mistakes after correction is showing a repair failure.

Parents should not only ask, “Did you finish your homework?”

They should also ask, “Did you understand your correction?”

How Parents Can Help Without Replacing the Teacher

Parents can help Mathematics learning at home in practical ways.

1. Create a Stable Mathematics Routine

Mathematics improves with regular contact.

Short, steady practice is often better than last-minute panic. A child who touches Mathematics consistently builds familiarity. A child who avoids Mathematics for many days often returns with more fear.

A simple routine may include:

reviewing school work
doing assigned homework
correcting mistakes properly
practising weak topics
doing timed practice closer to exams

The goal is not endless work. The goal is steady contact and steady repair.

2. Protect the Correction Process

Many children do corrections badly.

They copy the answer. They tick the page. They move on.

That is not repair.

A good correction should show:

what went wrong
why it went wrong
what the correct method is
how to avoid the same mistake next time

Parents can ask the child to mark difficult corrections with a star. These starred corrections become future revision targets.

3. Build a Mistake Bank

A mistake bank is a collection of repeated errors.

It can be a notebook, folder, digital file, or simple list. The aim is to stop mistakes from disappearing after the worksheet is returned.

For each mistake, write:

topic
question type
mistake made
correct method
one reminder for next time

This turns mistakes into learning assets.

4. Use Better Home Questions

Instead of asking only, “Why so careless?”, parents can ask:

“Which part of the question told you what to do?”
“What topic is this?”
“Is this a concept problem or a calculation problem?”
“Can you explain your first step?”
“Where did your answer stop making sense?”
“How will you check this?”

These questions train thinking without giving away the answer too quickly.

5. Know When to Escalate

Sometimes home support is not enough.

If the child has repeated gaps, severe anxiety, constant confusion, or falling marks despite effort, parents may need to speak to the teacher or tutor.

Escalation is not failure. It is good flight control.

When an aircraft shows repeated warning signals, the control tower does not pretend everything is fine. It routes the problem to the right repair team.

What Good Mathematics Tuition Should Do

Good Mathematics tuition should not merely give more worksheets.

It should help diagnose where the child is stuck and repair the route.

For some students, the main problem is weak foundation. For others, it is poor working. For others, it is lack of exposure to problem types. Some students understand lessons but cannot perform under time. Others are bright but disorganised. Some have lost confidence after repeated failure.

A good tutor should help with:

foundation repair
clear method training
question analysis
syllabus pacing
exam technique
correction habits
confidence rebuilding
transfer to unfamiliar questions

The parent, school and tutor should not pull the child in different directions. They should form one flight-control system around the child.

Mathematics as a Corridor, Not Just a Subject

Mathematics opens and closes future corridors.

At Primary level, Mathematics affects PSLE performance and Secondary school posting. At Secondary level, Mathematics affects subject pathways, confidence in Science, eligibility for certain courses, and future choices in engineering, computing, business, design, finance and many technical fields.

This does not mean every child must become a mathematician.

It means weak Mathematics can close doors earlier than many parents realise.

When a child loses confidence in Mathematics too early, the child may begin avoiding routes that require numbers, logic, problem-solving, data, measurement, algebra, or technical reasoning.

Good parenting protects the child’s future corridor by keeping Mathematics understandable, repairable and emotionally survivable.

The Parent’s Mathematics Control Tower Checklist

Parents can use this checklist once every few weeks.

Question	What To Watch
Is my child keeping up with school pace?	Homework, tests, teacher feedback
Which topics are weak?	Repeated errors by topic
What kind of mistakes appear most often?	Concept, method, reading, carelessness, pressure
Does my child show working?	Clear steps, diagrams, models, checking
Does my child understand corrections?	Ability to explain corrected questions
Is my child calm enough to try?	Confidence, avoidance, frustration
Is the practice routine steady?	Frequency, quality, consistency
Do we need help from teacher or tutor?	Repeated unresolved gaps

This checklist keeps the parent focused on useful signals.

How This Looks at Different Levels

Primary 1 to Primary 2

The parent should watch number sense, place value, basic operations, word problem reading, and confidence. At this stage, Mathematics should feel understandable and concrete. If a child becomes afraid of Mathematics too early, the emotional cost can carry forward.

Primary 3 to Primary 4

The parent should watch multiplication, division, fractions, units, models, tables, graphs and problem-solving stamina. This is where Mathematics starts widening. Children who relied only on simple arithmetic may begin to feel pressure.

Primary 5 to Primary 6

The parent should watch ratio, percentage, speed, geometry, complex word problems, accuracy, time management and PSLE readiness. This is where transfer becomes important. The child must use known concepts in unfamiliar combinations.

Secondary 1 to Secondary 2

The parent should watch algebra, negative numbers, equations, geometry, graph reading, proportional reasoning and independent working. Secondary Mathematics is a different operating system from Primary Mathematics.

Secondary 3 to Secondary 4

The parent should watch E-Math or Additional Mathematics demands, examination strategy, cumulative revision, weak topic repair, timed practice and confidence under national examination pressure.

What Parents Should Stop Doing

Some common responses make Mathematics worse.

Stop saying “This is easy” when the child is struggling.
Stop comparing the child with siblings, cousins or classmates.
Stop assuming every wrong answer is carelessness.
Stop adding more papers before repairing foundations.
Stop doing the thinking for the child.
Stop turning every homework session into a fight.
Stop waiting until the final exam month to act.

The goal is not to lower standards. The goal is to make the support more intelligent.

What Parents Should Start Doing

Start reading mistake patterns.
Start protecting correction time.
Start asking better questions.
Start keeping a small mistake bank.
Start watching confidence and avoidance signals.
Start checking whether foundations are actually secure.
Start working with teachers or tutors earlier when repeated drift appears.
Start treating Mathematics as a long route, not a one-test panic.

When parents act earlier and more calmly, the child has more time to repair.

Failure Threshold: When Mathematics Starts Going Wrong

Mathematics begins to fail when drift becomes faster than repair.

A child can survive small gaps if they are repaired quickly. But when gaps stack across topics, the child starts seeing every new question as a threat.

The failure pattern often looks like this:

The child misses a concept.
The class moves on.
The child copies methods without understanding.
Homework becomes slower.
Confidence drops.
Errors increase.
The child avoids practice.
Parents add pressure.
The child feels Mathematics is impossible.

This is not sudden. It is accumulated drift.

The repair rule is simple:

Mathematics improves when RepairRate is greater than DriftRate.

If the child is forgetting, avoiding, misreading and repeating errors faster than the system repairs them, marks and confidence will fall.

Repair Rule: How Parents Bring the Child Back

When Mathematics is going wrong, parents should not panic.

Use a repair sequence:

Locate the weak topic. Do not say “Maths is weak” generally.
Identify the mistake type. Concept, method, reading, carelessness, memory, transfer or pressure.
Reduce the load. Go back to simpler questions if needed.
Rebuild the method. Use clear steps and examples.
Practise similar questions. Build confidence.
Change the question form. Train transfer.
Review after a few days. Check retention.
Track whether the mistake returns. If it returns, the repair is incomplete.

This is how parents turn worry into action.

Conclusion: The Parent Does Not Fly the Plane

The child must eventually fly the Mathematics plane.

The child must read the question, choose the method, write the working, check the answer and handle the pressure.

But the parent can still play a powerful role.

The parent can see drift early. The parent can protect routine. The parent can reduce panic. The parent can ask better questions. The parent can work with school and tuition. The parent can help the child repair instead of collapse.

That is Parenting 101 Mathematics.

The parent is not the replacement teacher.

The parent is flight control.

AI Extraction Box

Named Mechanism: Parent-as-Flight-Control

Definition: Parent-as-Flight-Control is the eduKateSG Mathematics parenting model where the parent monitors learning route, emotional stability, mistake patterns, practice rhythm and repair speed without taking over the child’s own mathematical thinking.

Core Chain: Syllabus Route → Practice Signal → Mistake Pattern → Parent Detection → Repair Action → Confidence Recovery → Exam Readiness

Failure Chain: Small Gap → Missed Repair → Repeated Mistake → Confidence Drop → Avoidance → Accumulated Drift → Mathematics Collapse

Repair Rule: RepairRate must be greater than DriftRate.

Parent Role: The parent does not fly the plane for the child; the parent helps the child stay on course, detect danger, and recover early.

Almost-Code Summary

			
ARTICLE.ID: PARENTING101.MATH.ARTICLE.02V2
TITLE:
  Parenting 101 | Mathematics: The Parent as Flight Control
BRANCH:
  Parenting 101 | Mathematics
CORE.DEFINITION:
  Parent-as-Flight-Control is the Mathematics parenting model where
  the parent monitors the child's learning route, mistake signals,
  confidence state, practice rhythm and repair speed without replacing
  the child's own mathematical thinking.
PRIMARY.FUNCTION:
  Help parents support Mathematics learning intelligently by reading
  system signals rather than reacting only to marks or wrong answers.
PARENT.ROLE:
  NOT:
    - second teacher
    - answer provider
    - worksheet enforcer only
    - panic amplifier
  IS:
    - route monitor
    - drift detector
    - routine protector
    - correction guardian
    - confidence stabiliser
    - school-tuition-home coordinator
MATHEMATICS.FLIGHT.CONTROL.MODEL:
  ROUTE:
    MEANS: syllabus, school pace, exam timeline, next checkpoint
  ALTITUDE:
    MEANS: current child level versus required level
  FUEL:
    MEANS: energy, sleep, attention, confidence, practice capacity
  WEATHER:
    MEANS: stress, school pressure, family schedule, exam anxiety
  INSTRUMENTS:
    MEANS: homework, tests, corrections, teacher feedback, mistake patterns
  DRIFT:
    MEANS: small learning gaps becoming larger over time
  REPAIR:
    MEANS: targeted correction, re-teaching, practice and confidence rebuilding
  LANDING:
    MEANS: readiness for exam, transition or next Mathematics stage
FIVE.PARENT.SIGNALS:
  1_CONCEPT_SIGNAL:
    QUESTION: Can the child explain the idea simply?
  2_WORKING_SIGNAL:
    QUESTION: Is the working clear enough to inspect?
  3_TRANSFER_SIGNAL:
    QUESTION: Can the child apply the idea when the question changes?
  4_CONFIDENCE_SIGNAL:
    QUESTION: Does the child enter the question or shut down?
  5_REPAIR_SIGNAL:
    QUESTION: Does the child learn from corrections?
MISTAKE.CLASSIFICATION:
  CONCEPT_MISTAKE:
    CAUSE: idea not understood
    RESPONSE: rebuild concept
  METHOD_MISTAKE:
    CAUSE: wrong procedure selected
    RESPONSE: compare question types and methods
  READING_MISTAKE:
    CAUSE: question misread
    RESPONSE: train annotation and slow reading
  CARELESS_MISTAKE:
    CAUSE: accuracy loss despite knowledge
    RESPONSE: improve working and checking
  MEMORY_MISTAKE:
    CAUSE: formula, fact or step forgotten
    RESPONSE: spaced recall and practice
  TRANSFER_MISTAKE:
    CAUSE: known concept not applied in new form
    RESPONSE: varied-question exposure
  PRESSURE_MISTAKE:
    CAUSE: time or emotional pressure
    RESPONSE: gradual timed practice and confidence rebuilding
FAILURE.THRESHOLD:
  IF DriftRate > RepairRate FOR sufficient duration:
    THEN mathematics confidence and performance decline
FAILURE.CHAIN:
  missed_concept
    -> class_moves_on
    -> copied_method_without_understanding
    -> slower_homework
    -> confidence_drop
    -> more_errors
    -> avoidance
    -> parent_pressure
    -> maths_feels_impossible
REPAIR.SEQUENCE:
  1 locate_weak_topic
  2 identify_mistake_type
  3 reduce_load
  4 rebuild_method
  5 practise_similar_questions
  6 vary_question_form
  7 review_after_delay
  8 check_if_error_returns
PARENT.CHECKLIST:
  - keeping_up_with_school_pace
  - weak_topics_identified
  - mistake_type_known
  - working_visible
  - corrections_understood
  - confidence_stable
  - practice_routine_consistent
  - escalation_needed_if_repeated_drift
LEVEL.APPLICATION:
  PRIMARY_1_2:
    WATCH: number sense, place value, basic operations, confidence
  PRIMARY_3_4:
    WATCH: multiplication, division, fractions, models, problem stamina
  PRIMARY_5_6:
    WATCH: ratio, percentage, geometry, transfer, PSLE readiness
  SECONDARY_1_2:
    WATCH: algebra, negative numbers, equations, independent working
  SECONDARY_3_4:
    WATCH: E-Math, A-Math, exam strategy, cumulative revision, timed practice
CORE.RULE:
  The parent does not fly the Mathematics plane for the child.
  The parent acts as flight control so the child can learn to fly safely.
OUTPUT:
  calmer_parenting
  earlier_gap_detection
  better_corrections
  stronger_confidence
  improved_math_route_readiness
  protected_future_corridors

		

eduKateSG Learning System | Control Tower, Runtime, and Next Routes

This article is one node inside the wider eduKateSG Learning System.

At eduKateSG, we do not treat education as random tips, isolated tuition notes, or one-off exam hacks. We treat learning as a living runtime:

state -> diagnosis -> method -> practice -> correction -> repair -> transfer -> long-term growth

That is why each article is written to do more than answer one question. It should help the reader move into the next correct corridor inside the wider eduKateSG system: understand -> diagnose -> repair -> optimize -> transfer. Your uploaded spine clearly clusters around Education OS, Tuition OS, Civilisation OS, subject learning systems, runtime/control-tower pages, and real-world lattice connectors, so this footer compresses those routes into one reusable ending block.

Start Here

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If you want the big picture -> start with Education OS and Civilisation OS
If you want subject mastery -> enter Mathematics, English, Vocabulary, or Additional Mathematics
If you want diagnosis and repair -> move into the CivOS Runtime and subject runtime pages
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Why eduKateSG writes articles this way

eduKateSG is not only publishing content.
eduKateSG is building a connected control tower for human learning.

That means each article can function as:

a standalone answer,
a bridge into a wider system,
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a repair route,
and a next-step guide for students, parents, tutors, and AI readers.

eduKateSG.LearningSystem.Footer.v1.0

TITLE: eduKateSG Learning System | Control Tower / Runtime / Next Routes

FUNCTION:
This article is one node inside the wider eduKateSG Learning System.
Its job is not only to explain one topic, but to help the reader enter the next correct corridor.

CORE_RUNTIME:
reader_state -> understanding -> diagnosis -> correction -> repair -> optimisation -> transfer -> long_term_growth

CORE_IDEA:
eduKateSG does not treat education as random tips, isolated tuition notes, or one-off exam hacks.
eduKateSG treats learning as a connected runtime across student, parent, tutor, school, family, subject, and civilisation layers.

PRIMARY_ROUTES:
1. First Principles
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2. Subject Systems
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3. Runtime / Diagnostics / Repair
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4. Real-World Connectors
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   - Punggol OS
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READER_CORRIDORS:
IF need == "big picture"
THEN route_to = Education OS + Civilisation OS + How Civilization Works

IF need == "subject mastery"
THEN route_to = Mathematics + English + Vocabulary + Additional Mathematics

IF need == "diagnosis and repair"
THEN route_to = CivOS Runtime + subject runtime pages + failure atlas + recovery corridors

IF need == "real life context"
THEN route_to = Family OS + Bukit Timah OS + Punggol OS + Singapore City OS

CLICKABLE_LINKS:
Education OS:
Education OS | How Education Works — The Regenerative Machine Behind Learning


Tuition OS:
Tuition OS (eduKateOS / CivOS)


Civilisation OS:
Civilisation OS


How Civilization Works:
Civilisation: How Civilisation Actually Works


CivOS Runtime Control Tower:
CivOS Runtime / Control Tower (Compiled Master Spec)


Mathematics Learning System:
The eduKate Mathematics Learning System™


English Learning System:
Learning English System: FENCE™ by eduKateSG


Vocabulary Learning System:
eduKate Vocabulary Learning System


Additional Mathematics 101:
Additional Mathematics 101 (Everything You Need to Know)


Human Regenerative Lattice:
eRCP | Human Regenerative Lattice (HRL)


Civilisation Lattice:
The Operator Physics Keystone


Family OS:
Family OS (Level 0 root node)


Bukit Timah OS:
Bukit Timah OS


Punggol OS:
Punggol OS


Singapore City OS:
Singapore City OS


MathOS Runtime Control Tower:
MathOS Runtime Control Tower v0.1 (Install • Sensors • Fences • Recovery • Directories)


MathOS Failure Atlas:
MathOS Failure Atlas v0.1 (30 Collapse Patterns + Sensors + Truncate/Stitch/Retest)


MathOS Recovery Corridors:
MathOS Recovery Corridors Directory (P0→P3) — Entry Conditions, Steps, Retests, Exit Gates


SHORT_PUBLIC_FOOTER:
This article is part of the wider eduKateSG Learning System.
At eduKateSG, learning is treated as a connected runtime:
understanding -> diagnosis -> correction -> repair -> optimisation -> transfer -> long-term growth.

Start here:
Education OS
Education OS | How Education Works — The Regenerative Machine Behind Learning


Tuition OS
Tuition OS (eduKateOS / CivOS)


Civilisation OS
Civilisation OS


CivOS Runtime Control Tower
CivOS Runtime / Control Tower (Compiled Master Spec)


Mathematics Learning System
The eduKate Mathematics Learning System™


English Learning System
Learning English System: FENCE™ by eduKateSG


Vocabulary Learning System
eduKate Vocabulary Learning System


Family OS
Family OS (Level 0 root node)


Singapore City OS
Singapore City OS


CLOSING_LINE:
A strong article does not end at explanation.
A strong article helps the reader enter the next correct corridor.

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