Class 10th Science CBSE Solution
In Text Questions-pg-224In Text Questions-pg-228- Draw magnetic field lines around a bar magnet.
- List the properties of magnetic lines of force.
- Why dont two magnetic lines of force intersect with each other?
In Text Questions-pg-229- Consider a circular loop of wire lying in the plane of the table. Let the current pass…
- The magnetic field in a given region is uniform. Draw a diagram to represent it.…
- Choose the correct option: The magnetic field inside a long, straight solenoid carrying…
In Text Questions-pg-231- Which of the following property/properties of a proton can change while it moves freely in…
- A small aluminium rod AB is suspended horizontally from a stand by the ends of two…
- A positively charged particle (alpha particle) projected towards west is deflected towards…
In Text Questions-pg-233- State Flemings left-hand rule.
- What is the principle of an electric motor?
- What is the role of the split ring in an electric motor?
In Text Questions-pg-236In Text Questions-pg-237- State the principle of an electric generator.
- Name some sources of direct current.
- Which sources produce alternating current?
- Choose the correct option: A rectangular coil of copper wires is rotated in a magnetic…
In Text Questions-pg-238- Name two safety measures commonly use in electric circuits and appliances.…
- An electric oven of 2 kW power rating is operated in a domestic electric circuit (220 V)…
- What precautions should be taken to avoid the overloading of domestic electric circuits?…
Exercise-pg-240- Which of the following correctly describes the magnetic field near a long straight wire?A.…
- The phenomenon of electromagnetic induction is:A. the process of charging a body B. the…
- The device used for producing electric current is called a:A. generator B. galvanometer C.…
- The essential difference between an AC generator and a DC generator is that:A. AC…
- At the time of short circuit, the current in the circuit:A. reduces substantially B. does…
- State whether the following statements are true or false: (a) An electric motor converts…
- List three sources of magnetic fields.
- How does a solenoid behave like a magnet? Can you determine the north and south poles of a…
- When is the force experienced by a current-carrying conductor placed in a magnetic field…
- Imagine that you are sitting in a chamber with your back to one wall. An electron beam,…
- Draw a labelled diagram of an electric motor. Explain its principle and working. What is…
- Name some devices in which electric motors are used.
- A coil of insulated copper wire is connected to a galvanometer. What will happen if a bar…
- Two circular coils A and B are placed close to each other. If the current in the coil A is…
- State the rule to determine the direction of a: (i) magnetic field produced around a…
- Explain the underlying pricipal and working of an electric generator by drawing a labelled…
- When does an electric short circuit occur?
- Why is it necessary to earth metallic appliances? What is the function of an earth wire?…
- Draw magnetic field lines around a bar magnet.
- List the properties of magnetic lines of force.
- Why dont two magnetic lines of force intersect with each other?
- Consider a circular loop of wire lying in the plane of the table. Let the current pass…
- The magnetic field in a given region is uniform. Draw a diagram to represent it.…
- Choose the correct option: The magnetic field inside a long, straight solenoid carrying…
- Which of the following property/properties of a proton can change while it moves freely in…
- A small aluminium rod AB is suspended horizontally from a stand by the ends of two…
- A positively charged particle (alpha particle) projected towards west is deflected towards…
- State Flemings left-hand rule.
- What is the principle of an electric motor?
- What is the role of the split ring in an electric motor?
- State the principle of an electric generator.
- Name some sources of direct current.
- Which sources produce alternating current?
- Choose the correct option: A rectangular coil of copper wires is rotated in a magnetic…
- Name two safety measures commonly use in electric circuits and appliances.…
- An electric oven of 2 kW power rating is operated in a domestic electric circuit (220 V)…
- What precautions should be taken to avoid the overloading of domestic electric circuits?…
- Which of the following correctly describes the magnetic field near a long straight wire?A.…
- The phenomenon of electromagnetic induction is:A. the process of charging a body B. the…
- The device used for producing electric current is called a:A. generator B. galvanometer C.…
- The essential difference between an AC generator and a DC generator is that:A. AC…
- At the time of short circuit, the current in the circuit:A. reduces substantially B. does…
- State whether the following statements are true or false: (a) An electric motor converts…
- List three sources of magnetic fields.
- How does a solenoid behave like a magnet? Can you determine the north and south poles of a…
- When is the force experienced by a current-carrying conductor placed in a magnetic field…
- Imagine that you are sitting in a chamber with your back to one wall. An electron beam,…
- Draw a labelled diagram of an electric motor. Explain its principle and working. What is…
- Name some devices in which electric motors are used.
- A coil of insulated copper wire is connected to a galvanometer. What will happen if a bar…
- Two circular coils A and B are placed close to each other. If the current in the coil A is…
- State the rule to determine the direction of a: (i) magnetic field produced around a…
- Explain the underlying pricipal and working of an electric generator by drawing a labelled…
- When does an electric short circuit occur?
- Why is it necessary to earth metallic appliances? What is the function of an earth wire?…
In Text Questions-pg-224
Question 1.Why does a compass needle get deflected when brought near a bar magnet ?
Answer:A compass needle is a tiny pivoted magnet. It gets deflected when it is brought near a bar magnet because the bar magnet exerts a magnetic force on the compass needle.
Why does a compass needle get deflected when brought near a bar magnet ?
Answer:
A compass needle is a tiny pivoted magnet. It gets deflected when it is brought near a bar magnet because the bar magnet exerts a magnetic force on the compass needle.
In Text Questions-pg-228
Question 1.Draw magnetic field lines around a bar magnet.
Answer:![](data:image/png;base64,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)
Question 2.List the properties of magnetic lines of force.
Answer:(i) The magnetic lines of force always originate from north pole and end at the south pole of the magnet.
(ii) The magnetic lines of force are closer to one another near the ends of the poles of the magnet but they are spread away from each other in the middle region of the magnet.
(iii) The magnetic lines of force do not cross with each other.
Question 3.Why don't two magnetic lines of force intersect with each other?
Answer:The two magnetic lines of force do not intersect each other because net force acting at any point on a magnetic line of force will be in one direction only. If the two magnetic lines of force intersect with each other, then the compass needle would point in two directions at the same time at that point, which is not possible at all.
Draw magnetic field lines around a bar magnet.
Answer:
Question 2.
List the properties of magnetic lines of force.
Answer:
(i) The magnetic lines of force always originate from north pole and end at the south pole of the magnet.
(ii) The magnetic lines of force are closer to one another near the ends of the poles of the magnet but they are spread away from each other in the middle region of the magnet.
(iii) The magnetic lines of force do not cross with each other.
Question 3.
Why don't two magnetic lines of force intersect with each other?
Answer:
The two magnetic lines of force do not intersect each other because net force acting at any point on a magnetic line of force will be in one direction only. If the two magnetic lines of force intersect with each other, then the compass needle would point in two directions at the same time at that point, which is not possible at all.
In Text Questions-pg-229
Question 1.Consider a circular loop of wire lying in the plane of the table. Let the current pass through the loop clockwise. Apply the right hand rule to find out the direction of the magnetic field inside and outside the loop.
Answer:![](data:image/png;base64,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)
Fleming right-hand rule states that the direction of the magnetic field is perpendicular to the direction of current to flow.
To find the direction of the magnetic field we curl our hand in the direction of the current and our thumb will point to the direction of the magnetic field
In the diagram, the current is flowing clockwise.
If we apply the process as mentioned above the direction of the magnetic field will point towards inside the table if the current flowing in the circuit is clock-wise.
Question 2.The magnetic field in a given region is uniform. Draw a diagram to represent it.
Answer:Magnetic field is said to be uniform if the magnetic induction has the same magnitude and the same direction at all the points in the region. It is represented by drawing parallel lines, as given below:
![](data:image/jpeg;base64,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)
Question 3.Choose the correct option:
The magnetic field inside a long, straight solenoid carrying current:
(a) is zero
(b) decreases as we move towards its end
(c) increases as we move towards its end
(d) is the same at all points
Answer:The magnetic field inside a long, straight solenoid carrying current is the same at all points. Therefore, option (d) is correct option.
Consider a circular loop of wire lying in the plane of the table. Let the current pass through the loop clockwise. Apply the right hand rule to find out the direction of the magnetic field inside and outside the loop.
Answer:
Fleming right-hand rule states that the direction of the magnetic field is perpendicular to the direction of current to flow.
To find the direction of the magnetic field we curl our hand in the direction of the current and our thumb will point to the direction of the magnetic field
In the diagram, the current is flowing clockwise.
If we apply the process as mentioned above the direction of the magnetic field will point towards inside the table if the current flowing in the circuit is clock-wise.
Question 2.
The magnetic field in a given region is uniform. Draw a diagram to represent it.
Answer:
Magnetic field is said to be uniform if the magnetic induction has the same magnitude and the same direction at all the points in the region. It is represented by drawing parallel lines, as given below:
Question 3.
Choose the correct option:
The magnetic field inside a long, straight solenoid carrying current:
(a) is zero
(b) decreases as we move towards its end
(c) increases as we move towards its end
(d) is the same at all points
Answer:
The magnetic field inside a long, straight solenoid carrying current is the same at all points. Therefore, option (d) is correct option.
In Text Questions-pg-231
Question 1.Which of the following property/properties of a proton can change while it moves freely in a magnetic field? (There may be more than one correct answer):
(a) mass
(b) speed
(c) velocity
(d) momentum
Answer:A proton when moves in a magnetic field, magnetic force is exerted on it. Due to this force, its velocity can change. And, since momentum is dependent on velocity, momentum can also change. Thus, options (c) and (d) are correct.
Question 2.A small aluminium rod AB is suspended horizontally from a stand by the ends of two connecting wires as shown in the Figure given here. A horseshoe magnet is placed in such a way that north pole of the magnet is vertically below and its south pole vertically above the aluminium rod. The aluminium rod is connected in series with a battery, a key and a rheostat. How do you think the displacement of rod AB will be affected if:
(i) current in rod AB is increased?
(ii) a stronger horseshoe magnet is used?
(iii) length of the rod AB is increased?
Answer:When a current-carrying conductor is perpendicular to the magnetic field, the force acting on it is directly proportional to the following parameters:
(a) magnitude of current flowing in the conductor
(b) strength of magnetic field applied, and
(c) length of the conductor.
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)
Here, greater is the force, greater will be the displacement of the aluminium rod.
(i) if the current in rod AB is increased, then more force will act on the rod and hence the displacement of rod will also be more.
(ii) if a stronger horseshoe magnet is used, then the strength of magnetic field will increase leading to greater magnetic force on the rod, which will provide greater displacement.
(iii) If the length of rod AB is increased, then more force will act on the rod and hence the displacement of rod will also be more.
Question 3.A positively charged particle (alpha particle) projected towards west is deflected towards north by a magnetic field. The direction of magnetic field is:
(a) towards south
(b) towards east
(c) downward
(d) upward
Answer:We know according to the Question the positively charged particles are moving towards West indicating the direction of current is towards West, as the deflection is towards North we can interpret that the Force is Towards North.Using Flemings Left-hand thumb rule we adjust our forefinger, center finger and thumb of our left-hand indicating the direction of Magnetic Field, Current and Force/Motion Respectively
Hence the direction of Magnetic Field is (d)Upward
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)
Which of the following property/properties of a proton can change while it moves freely in a magnetic field? (There may be more than one correct answer):
(a) mass
(b) speed
(c) velocity
(d) momentum
Answer:
A proton when moves in a magnetic field, magnetic force is exerted on it. Due to this force, its velocity can change. And, since momentum is dependent on velocity, momentum can also change. Thus, options (c) and (d) are correct.
Question 2.
A small aluminium rod AB is suspended horizontally from a stand by the ends of two connecting wires as shown in the Figure given here. A horseshoe magnet is placed in such a way that north pole of the magnet is vertically below and its south pole vertically above the aluminium rod. The aluminium rod is connected in series with a battery, a key and a rheostat. How do you think the displacement of rod AB will be affected if:
(i) current in rod AB is increased?
(ii) a stronger horseshoe magnet is used?
(iii) length of the rod AB is increased?
Answer:
When a current-carrying conductor is perpendicular to the magnetic field, the force acting on it is directly proportional to the following parameters:
(a) magnitude of current flowing in the conductor
(b) strength of magnetic field applied, and
(c) length of the conductor.
Here, greater is the force, greater will be the displacement of the aluminium rod.
(i) if the current in rod AB is increased, then more force will act on the rod and hence the displacement of rod will also be more.
(ii) if a stronger horseshoe magnet is used, then the strength of magnetic field will increase leading to greater magnetic force on the rod, which will provide greater displacement.
(iii) If the length of rod AB is increased, then more force will act on the rod and hence the displacement of rod will also be more.
Question 3.
A positively charged particle (alpha particle) projected towards west is deflected towards north by a magnetic field. The direction of magnetic field is:
(a) towards south
(b) towards east
(c) downward
(d) upward
Answer:
We know according to the Question the positively charged particles are moving towards West indicating the direction of current is towards West, as the deflection is towards North we can interpret that the Force is Towards North.Using Flemings Left-hand thumb rule we adjust our forefinger, center finger and thumb of our left-hand indicating the direction of Magnetic Field, Current and Force/Motion Respectively
Hence the direction of Magnetic Field is (d)Upward
In Text Questions-pg-233
Question 1.State Flemings left-hand rule.
Answer:According to Fleming’s left-hand rule:
![](data:image/png;base64,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)
Hold the forefinger, the center finger and the thumb of your left hand at right angles to one another as shown in figure above. Adjust your hand in such a way that the forefinger points in the direction of magnetic fields and the center finger points in the direction of current, then the direction in which thumb points, gives the direction of force acting on the conductor.
Question 2.What is the principle of an electric motor?
Answer:The Principle of an electric motor is stated below:
When a rectangular coil is placed in a magnetic field and current is passed through it, forces acts on the coil which rotates it continuously. When the coil rotates, the shaft attached to it also rotates. In this way the electrical energy supplied to the motor is converted into the mechanical energy of rotation.
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)
Question 3.What is the role of the split ring in an electric motor?
Answer:The split ring is also called commutator. In an electric motor the role of split rings is to reverse the direction of current flowing through the motor coil after every half rotation of the coil. Due to this reversing of current, the direction of force remains unchanged on the two sides of the coil and hence the coil continues to rotate in the same direction.
State Flemings left-hand rule.
Answer:
According to Fleming’s left-hand rule:
Hold the forefinger, the center finger and the thumb of your left hand at right angles to one another as shown in figure above. Adjust your hand in such a way that the forefinger points in the direction of magnetic fields and the center finger points in the direction of current, then the direction in which thumb points, gives the direction of force acting on the conductor.
Question 2.
What is the principle of an electric motor?
Answer:
The Principle of an electric motor is stated below:
When a rectangular coil is placed in a magnetic field and current is passed through it, forces acts on the coil which rotates it continuously. When the coil rotates, the shaft attached to it also rotates. In this way the electrical energy supplied to the motor is converted into the mechanical energy of rotation.
Question 3.
What is the role of the split ring in an electric motor?
Answer:
The split ring is also called commutator. In an electric motor the role of split rings is to reverse the direction of current flowing through the motor coil after every half rotation of the coil. Due to this reversing of current, the direction of force remains unchanged on the two sides of the coil and hence the coil continues to rotate in the same direction.
In Text Questions-pg-236
Question 1.State different ways to induce current in a coil.
Answer:The different ways to induce current in a coil is listed below:
(a) The current can be induced in a coil by rotating it in the magnetic field between the poles of a U-shaped magnet.
b) The current can be induced in the coil by keeping it stationary and rotating a magnet inside it.
c) The current can be induced in a coil by changing the current continuously in 'another coil' kept near it.
State different ways to induce current in a coil.
Answer:
The different ways to induce current in a coil is listed below:
(a) The current can be induced in a coil by rotating it in the magnetic field between the poles of a U-shaped magnet.
b) The current can be induced in the coil by keeping it stationary and rotating a magnet inside it.
c) The current can be induced in a coil by changing the current continuously in 'another coil' kept near it.
In Text Questions-pg-237
Question 1.State the principle of an electric generator.
Answer:The electric generator works on the principle that when a conductor is moved in a magnetic field then the current is induced in the conductor or in other words electricity can be generated by rotating a coil inside magnetic field.
Question 2.Name some sources of direct current.
Answer:The examples of sources of direct current:
a) Dry cell
b) Dry cell battery
c) Car battery
d) Solar cell and
e) D.C. generator.
Question 3.Which sources produce alternating current?
Answer:The examples of sources of alternating current:
a) A.C. generators
b) Car alternators
c) Bicycle dynamos.
Question 4.Choose the correct option:
A rectangular coil of copper wires is rotated in a magnetic field. The direction of the induced cum changes once in each:
(a) two revolutions
(b) one revolution
(c) half revolution
(d) one-fourth revolution
Answer:When a rectangular coil of copper wires is rotated in a magnetic field, the direction of the induced cum changes once in each half revolution. Thus, option (c) is correct.
State the principle of an electric generator.
Answer:
The electric generator works on the principle that when a conductor is moved in a magnetic field then the current is induced in the conductor or in other words electricity can be generated by rotating a coil inside magnetic field.
Question 2.
Name some sources of direct current.
Answer:
The examples of sources of direct current:
a) Dry cell
b) Dry cell battery
c) Car battery
d) Solar cell and
e) D.C. generator.
Question 3.
Which sources produce alternating current?
Answer:
The examples of sources of alternating current:
a) A.C. generators
b) Car alternators
c) Bicycle dynamos.
Question 4.
Choose the correct option:
A rectangular coil of copper wires is rotated in a magnetic field. The direction of the induced cum changes once in each:
(a) two revolutions
(b) one revolution
(c) half revolution
(d) one-fourth revolution
Answer:
When a rectangular coil of copper wires is rotated in a magnetic field, the direction of the induced cum changes once in each half revolution. Thus, option (c) is correct.
In Text Questions-pg-238
Question 1.Name two safety measures commonly use in electric circuits and appliances.
Answer:The two safety measures that are commonly used in electric circuits and appliances are:
a) Make a Provision for electric fuse
b) Earthing of metal bodies of electrical appliances is must.
Question 2.An electric oven of 2 kW power rating is operated in a domestic electric circuit (220 V) that has a current rating of 5 A. What result do you expect? Explain.
Answer: We will first calculate the Current drawn by the oven,
Given, Power(P)= 2kW
= 2x 1000 W
= 2000 W
Voltage(V)= 220V
We know P= V x I
Therefore the current drawn(I)= ![](data:image/png;base64,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)
= 9 A
The Current drawn by the electric oven is 9 Amperes which is high as compared to the fuse in the electric circuit which is of only 5 Amperes as a result the fuse will blow off cutting of the power supply when the electric oven will operate.
Question 3.What precautions should be taken to avoid the overloading of domestic electric circuits?
Answer:The following precautions should be taken to avoid the overloading of domestic electric circuits:
a) Too many high power rating electrical appliances (such as electric iron, geyser, air conditioner etc.) should not be switched on at the same time when used.
b) Too many electrical appliances should not be operated on a single socket.
Name two safety measures commonly use in electric circuits and appliances.
Answer:
The two safety measures that are commonly used in electric circuits and appliances are:
a) Make a Provision for electric fuse
b) Earthing of metal bodies of electrical appliances is must.
Question 2.
An electric oven of 2 kW power rating is operated in a domestic electric circuit (220 V) that has a current rating of 5 A. What result do you expect? Explain.
Answer: We will first calculate the Current drawn by the oven,
Given, Power(P)= 2kW
= 2x 1000 W
= 2000 W
Voltage(V)= 220V
We know P= V x I
Therefore the current drawn(I)=
= 9 A
The Current drawn by the electric oven is 9 Amperes which is high as compared to the fuse in the electric circuit which is of only 5 Amperes as a result the fuse will blow off cutting of the power supply when the electric oven will operate.
Question 3.
What precautions should be taken to avoid the overloading of domestic electric circuits?
Answer:
The following precautions should be taken to avoid the overloading of domestic electric circuits:
a) Too many high power rating electrical appliances (such as electric iron, geyser, air conditioner etc.) should not be switched on at the same time when used.
b) Too many electrical appliances should not be operated on a single socket.
Exercise-pg-240
Question 1.Which of the following correctly describes the magnetic field near a long straight wire?
A. The field consists of straight lines perpendicular to the wire
B. The field consists of straight lines parallel to the wire
C. The field consists of radial lines, originating from the wire
D. The field consists of concentric circles centered on the wire
Answer:The magnetic field near a long straight wire consists of concentric circles centered on the wire.
Question 2.The phenomenon of electromagnetic induction is:
A. the process of charging a body
B. the process of generating magnetic field due to a current passing through a coil
C. producing induced current in a coil due to relative motion between a magnet and the coil
D. the process of rotating a coil of an electric motor
Answer:The phenomenon of electromagnetic induction is the production of induced current in a coil placed in a region where the magnetic field changes with time.
The magnetic field may change due to the relative motion between the coil and a magnet placed near to the coil.
The direction of the induced current is given by Fleming’s right-hand rule.
Question 3.The device used for producing electric current is called a:
A. generator
B. galvanometer
C. ammeter
D. motor
Answer:A generator is used to produce electricity. Thus, option (a) is correct.
Question 4.The essential difference between an AC generator and a DC generator is that:
A. AC generator has an electromagnet while DC generator has permanent magnet
B. DC generator will generate a higher voltage
C. AC generator will generate a higher voltage
D. AC generator has slip rings while the DC generator has a commutator
Answer:The main difference between an AC generator and a DC generator is the commutator. An AC generator has slip rings while the DC generator has a commutator. Thus, option (d) is correct option.
Question 5.At the time of short circuit, the current in the circuit:
A. reduces substantially
B. does not change
C. increases heavily
D. varies continuously
Answer:During short circuit, the current in the circuit increases very heavily. Thus, option (c) is the correct option.
Question 6.State whether the following statements are true or false:
(a) An electric motor converts mechanical energy into electrical energy.
(b) An electric generator works on the principle of electromagnetic induction
(c) The field at the centre of a long circular coil carrying current will be parallel straight lines
(d) A wire with a green insulation is usually the live wire of an electric supply
Answer:An electric generator works on the principle of electromagnetic induction. Thus option (b) is correct.
Question 7.List three sources of magnetic fields.
Answer:The Magnetic fields can be produced:
a) By using a permanent magnet.
b) By passing electric current through circular coil.
c) By using an electromagnet.
Question 8.How does a solenoid behave like a magnet? Can you determine the north and south poles of a current carrying solenoid with the help of a bar magnet? Explain.
Answer:(a) A current carrying solenoid behaves like a magnet when its end one acts like a north pole and the other end as a south pole. So, if a current-carrying solenoid is suspended freely by tying a thread in the middle, it will come to rest pointing in the north and south directions in the say manner like a freely suspended bar magnet.
(b) We can determine the north and south poles of a current-carrying solenoid by using a bar magnet. This can be done as follows: We bring the north pole of a bar magnet near both the ends of a freely suspended current-carrying solenoid. The end of solenoid which will be repelled by the north pole of bar magnet will be the north pole of the solenoid. And the end of solenoid which will be attracted by the north pole of the bar magnet and move towards it, will be its south pole.
Question 9.When is the force experienced by a current-carrying conductor placed in a magnetic field largest ?
Answer:The force experienced by a current-carrying conductor placed in a magnetic field is the largest when the current-carrying conductor is perpendicular to the direction of magnetic field.
Question 10.Imagine that you are sitting in a chamber with your back to one wall. An electron beam, moving horizontally from back wall towards the front wall is deflected by a strong magnetic field to your right side. What is the direction of magnetic field?
Answer:The direction of electric current is from front wall to back wall as it is opposite to the direction of electron. Now , since the direction of force is towards the right side. Hence by applying Fleming’s left hand rule, we can conclude that the magnetic field inside the chamber is in downward direction.
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)
Question 11.Draw a labelled diagram of an electric motor. Explain its principle and working. What is the function of a split ring in an electric motor?
Answer:The labelled diagram of an electric motor is shown below:
![](data:image/png;base64,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)
The electric motor is a device which converts electrical energy to mechanical energy. When a rectangular coil is placed in a magnetic field and current is passed through it, forces acts on the coil which rotates it continuously. When the coil rotates, the shaft attached to it also rotates. In this way the electrical energy supplied to the motor is converted into the mechanical energy of rotation.
The direction of magnetic forces is towards our right side and the direction of current is clockwise as we look into the diagram.
In an electric motor the role of split rings is to reverse the direction of current flowing through the motor coil after every half rotation of the coil. Due to this reversing of current, the direction of force remains unchanged on the two sides of the coil and hence the coil continues to rotate in the same direction
Question 12.Name some devices in which electric motors are used.
Answer:Electric motors are used in electric fans, coolers, refrigerators, mixer and grinders, washing machines, water pumps and electric cars.
Question 13.A coil of insulated copper wire is connected to a galvanometer. What will happen if a bar magnet is
(i) pushed into the coil
(ii) held stationary inside the coil
(iii) withdrawn from inside the coil.
Answer:(i) As a bar magnet is pushed into the coil, a slight deflection for a very less time is observed in the galvanometer including the production of a momentary current in the coil.
(ii) When the bar magnet is held stationary inside the coil, there is no deflection in galvanometer indicating that no current is produced in the coil.
(iii) When the bar magnet is withdrawn from the coil, the deflection of galvanometer is in opposite direction showing the production of an opposite current.
Tagging ||| Physics||Magnetic Effects of Electric Current||Electromagnetic Induction
Question 14.Two circular coils A and B are placed close to each other. If the current in the coil A is changed, will some current be induced in the coil B ? Give reason.
Answer:If the current in coil A is 'switched on' or 'switched off', then an electric current is induced in the coil B (see Figure given here). This can be explained as follows:
![](data:image/png;base64,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)
(i) When we switch on the current in the coil A, through switch S, it produces a magnetic field around the coil B and in this way coil A becomes an electromagnet and produces a magnetic field around coil B. The change would also be seen on inserting a magnet into the coil B. So, an induced current flows in coil B for a moment. When the current in coil A becomes steady, its magnetic field also becomes steady and the current in coil B stops.
(ii) When we switch off the current in coil A, then its magnetic field in coil B stops quickly. This effect is just the same as pulling a magnet quickly out of coil B. So, in this case an induced current flows in coil B in the opposite direction.
Question 15.State the rule to determine the direction of a:
(i) magnetic field produced around a straight conductor carrying current.
(ii) force experienced by a current-carrying straight conductor placed in a magnetic field which is perpendicular to it.
(iii) current induced in a straight conductor moving in a magnetic field.
Answer:(i) The direction of magnetic field produced around a straight current-carrying conductor is determined by using Maxwell's right hand thumb rule.
(ii) The direction of force experienced by a current-carrying straight conductor placed in a magnetic field is determined by Fleming's left-hand rule.
(iii) The direction of current induced in a straight conductor moving in a magnetic field is determined by Fleming's right-hand rule.
Question 16.Explain the underlying pricipal and working of an electric generator by drawing a labelled diagram.What is the function of brushes.
Answer:The principle of electric generator is Electromagnetic Induction. The schematic is shown below:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZMAAAFRCAAAAACUVx8CAAAAAXNSR0ICQMB9xQAAXF5JREFUeNrsnXdcU9nz94+9K81eUKwgAvZeVtfe+9oVsANC6GDva1nXrZZdXcvaG3bB3ruuXZAWeklIIfWWz/NHEhIggSQg8n1+zGtfa0hu7k3uO2fOzJyZOQRlUtqElN2CMiZlUsYErM5jmqJpnT+ZMibFJ89XfASAa6EpBR6WdZcVLv+s88S6SZMn7QxL0Py5/3YZk2KTDWQdAHQnFws8LKQ2nflzos4wcfEIClpAQjV/T1pQxqTYZEsF+2fAvpZ1L4NK3P84GwDvaqacgVwUf0UGQPLgkQLS/pUzAAD8q+kAAOVQCsCmPpmQPr4vB2Z4AYrIq0IAomufFWVMiiKh01xPAYuX9z8vGda7S/8OsdjQvXcXm/si246DO9k/we22/fq1iz5Vr8LqpO/eygI69e46WwBAOVQB4I8RykfN+/dr9R9meCErYFDvjvvYEx169/6OKWNSBAlaEjiPjll2u8+lJO8sYMz7+IZ/UQ+an8si3orkjgGoPxqYO5gdUZ2KtPt0o/kt6skPHwHQvdbu2LG68kE4LlEqZ3bHzGXgbAX2u7wg8yBfpyxjUgQJnva0RdZebzidAdYsXNgy/WzjD0DwvwISDJxchpaOCxfO6cifWB1R9pFnl+XYWT19V65cdRb0MBnA65w8L+SjTe+FC0eSeyF2CwPK5pOiMRmDkW/3rIHzleix3c9c7pN4wkUKBP4rIEHAPz7o+s+ZM9duSsZVR5R95LllAJ0uyZlPAHpQHJBh/859xQPiG3YmLFyGuydtexwtY1IUJuOwzGaCROr8YDlJQVaftMc2myEbc0rDpHMwcG0K+lVDpH1U2FAFHrW4BUA5OFX1/nZzgYud6FnelKc3cDcgZWMmFLXGlzEpgiwbBJb0gtj28nkLv3UB9X/G5ZpBP3a+kEW8gN3uONd23bpyG/AHORzd8FW046h1M7cAgLJ7sur9v7Rat67yKox1w4P6busGBAoH261bWeWfMiZF8Rmvgz0UDupcLG5v3/Lh0UkWj3+9t3KvYt9zIOoxcG7LluMAjh2XnEnHl5+37JcAAHNVqj7BxS1bDgN3HgNPf9qyOxPy37dsvVI2nxSrPOp6Kv1Egwtl8a5SJPIdQ8cM/YMpY1ImZUzKmJRJGRMThXejyLPH85gyJsUp4TN2FZnJVdfYMibFJ6eWhBfDWZ65J5QxKS45sYxfLOd56s4tY1JMo8SnuNafHs77VMakOOTIsuxiO9eTuZ/KmBRZhLu9BcV4urfuUWVMiigvZ4ZIi/WEb9wiy5gUSW7NvVTcp3w153UZk6K4FG5fwXp9M/dVGRPzkSxK/hqnjXZ/U8bEXOd9qfDrnDjK7U0ZE7Pk6JLMr3XqT3MflTExXT5PCsz4imd3fVTGxOSJ2D1C9jXPn+T+pIyJafLiq3sR3FID5X+EyYMSCIHEut4sY2ICErcvJXCVOPebZUyMFOWVhcklcqHMhbfLmBinUxbNTiuhS6WXCiiln0nkgt0ld7Ek98tlTAqVGPcSjRCmLLpYxqSwUeJWwvFB0dLLZUwK9hTnvCjpSwq/OZTSzeTct1jayFx8uoyJIeH7zfnyLa7L8zhZxkS/JCz4R/JtrizzOVXGRJ8kul37ZteWLDtdxiS3nBYAqQvuf8NPIPQ6VMZEV540WYHkhXe/6WcQ+h4oY6KV+KGk2Wn/bx3koAMPljHJkX8IIWTPN/8YlP+hMiaaYeJACCHNb33z4kSJ3+4yJirZTwghpNqwrG/+SaQhu8qYAMD1aoSQZnNulIoa3hV7gMgr/+eZ9CRkwm/PSsunWXEktmvlQ//HmWxv0P2huBR9nvWtCRku+7/N5NZ7SWn6OJ/7EUJKeqCU1WIXJHJnQggh45LLmJQaURxyJ4QQcr2MSSkS5ZuhVoQ4ysuYlCah3g22IhfKmJQyuba0FVPGxIAwDAsAbOF3KPchtEwmkynAsuZe+EEZE0NmUO9WuwHghx4FH5f0HFutdMp5H3R16dTJZRG8Nv1PfM3/KSYyK/ITgP9qWRZ83Ng6ODdLx3690OSfs6eP38NYzzImxc6kCen1BVgy9Dslvvgu9eECgvVLT955nXHhvofXYQDnlnok4UqT8vuf/5gJ8aalewEA551UqmeKLyLuA9dvyb3CIPM9WsakGJjUHjbmNKiFB39g3ny3/chIZ172ZI9/Z1iFJdUasW91sy8ImHBir2vsW+eqj1aRGO6AwH+HrFcCuNj+S1pauhxTfOG7EQgaTXkPx9tmT/7vMknjZWbyMngZqn/0Pdb/Io//8WMeJlWXhq7GgeDsoezOYOCyZerFupF4YnE5o9xa8C3XousDYNFkjK6N9STtzEQW1zq/B3Ct0ffDho29jym+WLkDWD+EYcatH3GkCN8pMy3dTMmMV3x7JoGtnRwdnRyc2zt1aO/s4OzYwcnBpb2zU3tnB93n1Y876D7fsXq1vbmZVJt1vmH2Hl98L8X9HSvrE/F+XwDeR7n270BPDkhp2HL0yDrdMbwWNpC0E14580mHTIqi2Bwmw2X4hbShzP5KL5f0792nb5++fVT/mfJv3wGtXn1zJmuXb9uqI+s3bdi6df2PazZtLVS2/1K36vk8TMZi4jXfJ5LBdJglZ1Ng48z9fgA4R7nt3oCaEpzUbtu27bsuYaiKyRIAoAFc6CDSzCcrfwU2D5PhV9LWbMP43vBVu/fu3bN3z17Vfyb8+9fBkeR58TAJ79mzp06X6viePfukGGe9+qzXOzEk00a8eUfDPIkSMjIUU62GIaM/ZrsC68rzrjQ+mXDEKjy++UtQo5bB2QMYvxGDK2StIslX+36gLna7DeBsa1XXnHGeCA4UpnoMUkbYbuw2wsyVzPvDilDOdXPT6AfFw+QAIaQ/L+fPD4QQo3opin1CUnRDRawim58lZNjI/wRgCsMSUi9v7oq8px/S7fyR9QP7Rze3uX1bJ2BXn85DmlxJGfQFdMhOfGjdw7F7EnY18z3aKY7a1WJEvVUSAPeGqHodLNqKY9/Z2w7amNRhORLbrTbPfRzx0Hwk59yy59wsHiZHCCFkSs7v6hMhleKMeJvU5xdRriZCyiw6m8qm2YxkBehC4nocizv5nHM5C0QC1EcG7+f/ji/it//hvXzAAeYLVLuZpXqtVAJ4+QYyGrg4X53O+Fk1d3zJBrD8ECD7AEBsViXxncH3ioDENQNTbhUjE3LHRCYU5zgSKQAyFgClABgaqrtTeKjCu/xjIz7YX43fMJObvy/B0NfgIoySo3MTZZharExavTOJichnP6Bg1POsXl1lGI1XjafGfDDR8XFDx5RgT8ero56b/+aDSzKkguIcJ1btCOlkChPeokL9ZNbgQrdnY2MdOkEGVXJIIoY9Nf/NhxYIIc4sznHSI6ozsbpgPBOBx3ETPzOlvblu9UtN5oquXBxchKqxfzlZAKTFycQeawmpGWYsE4mnyctA2i1GF1cv0dZNFy8ZN9ROur0z/yJ/eaitnWLUXQ7gT6xIlhjJJNMjl7cnM6WFI72U/FeiP/8DLfq5xxRu259cVoRWVbuDRADDFDcTCGuQciulxjBJmx+Wa97INqUf8DwyvGS3rzxWv21r+7Z7zkUXeNRp7yJ8qr3LWdBQKAFMLFYmWEkISTOCSabb4TxzuYQ2+uNPduh7r0SR4EhjF+cOHVpaj9n0u+GDjhelqfEeP0CRrgrmTLhdrEzgQ8pNlRfKhL/0ioyna+bS/AxjEz+YSfWivUq4GDrM1tnZ2dm5Y7uGzafNuJ6td+vMA8uK0NR4J0cCKvljNlgpW8y6C7hXi5ClhTFJWngdcV90p02hWJJv3LOqkUMrcoUC5ZMaZh5abghg2tv3H959fPvh/bsPbz+8y/v4Xc7jt/kef9Q8fp/v8fsPP9s5q8TFqUXzbp3nvP+Qb/o74F+EUfKrrwwUnZ0hhoyfxRT3OMGZ+sT5Cz4WxCTeLRwKvkQ1TigaAOSUHlUspQCKSY1K16FHTbGPxpZgQ6feUNu6nmUDi/o2VvUt6lvVrWfZwKKe6rFNPcsGljmPLRpY1qurelxf9biBRX1rm/oWDSzr5ntct36zTs454uLQzs7aKq8XciiQNR/Jz8sAVpgiyMigIMwoTltYxQTfE+IUm1AAkwR33TAVZXAekSslSpFYkZAQp/0FMsNaRyPay2D04u2xo8eOHzt+7Nhx7T9GPz5m8DGnhYsGiYO9vd2gY4fzNJ7c768oiuISKijIvnz4nPiVmLxrRcg5UTmDTFIWFNzrMiedR8hLS+PzhckZwpyZRzGkSQJwZUpJu4JhTdRDxK51385/vsq3Uc2uIigudtMSOSga8ow0vkzOKkVfgQnuENJgZxVDTGLddCuo2fy+mEzzFJ2aLqREUkarFMTD7FIA3Bhd0kxONnd2dna2a9hz5pJUPQ2Md4UWYZRsmx/HMgolmyWmKVqsADCp+JnwvieEGNJdkXNzmbGMKWm20hEdkwCIV5d4EfSRRk4Otk19V+vP1N69ogin3rwsi/8fH4BCouTzMhUAxt4udibIGm6QSbSbcZFDfbFHWV+nRADgDijxMNah+m1GXjxvIEb9+/IipEBu9uFGJbz8T2Vdy0Vi+Vdigp2GmMQW2P5MN1uUBsNSucCIe7RRTaxpQ9mSZnL8t88GV7J3rDA/pZ5Z6ZXNxN+7/USlEKUZqRTNF38VJlRQVb1MProWGDWlcn05GQ3de8/r66jeIevjoBJnUkAEcsf6IoyS4HHvKXy6eO+daj5ixCJ5WqKwuJgcIKSFzp/W+tbj38wxf7lH0L+3ZrXf5y+UHvl5YxHevMb3XSLLcp9FU4CcBQBakJFebHZX3Gq3dTpa6OzSBX/kdXXfueaJrxf+c885QtixZ45HMDCl9CD5aZ3572VX/wpWyQpFchqAakahhZmSYoutAMpczh+db7h/dNc0yqZVo52RglFIC1TGcvU5eY6dtSbo8C+lhQizcb35S5jygI0AWF6qTK4aI4yYAsRZTDEyKUReuX7IiTfmWPOSxFiB4dGiVKo+LFI7ddep9R38ubQw2bjd/PcqA9anpPPTeAkCoZhhpTIFlCJG9SssKSZP5+SswLE5YVUqPSEuwWBlNZsRn8UAQGrXIToF8eGz+aUEyeYiIEHwb/jwOfFTdIZCAtAJyTo2Zgkxee6qL1VKmMTNUhge/UrVmkpam4G6vvPMw6WDCL1haxFGSeB6UDGpCR+SKJYBmMw0Ka2UiZkSZPLSPV6vPmaMsCOjbL/LZS3MulgqkChXbjffJJcs+VUpyEhLyxSxACtIj42O4SnFmZmqH2GJMHnkauqe31r9Ft9yYO6RNOdcqWCy6nfz3yvzWsFSkqyMzzwKlCzzxae3/z1IkWZnS6WKkmJyb57JG4EyIvUDbofxeSyz0sFkTRGQ0D47VdOpmAIykp7df/QqTiBTAFK+soSY3NevuKQincfKHD0g56sMQ9VfCc1G53Vz5n5VJp7jwnna6VZgIOVPseI38y8hWZZTM6OQ0Mmpnx89eSaFVAFZQioNeUkwebAwNY9eUicES3I4MMlfNIDY1I9iLZO4+qPymQAzv2oT2cENOru4PVI7t89s/9Cve4KKMEriPFUnlUvBJCQIRFIqJVkE0HKwSgloJfX1mdxyT8yrl/K5iRQ/U/ODZHjR6axGd31uMSb/VxryVTvYjmnt6NCumfOGv98AL9s21bugSQftM/8CL4YeVjntoiyZVKKTbaGQ0wBEyfKvzuSaWyH504o8SSCshNWMpcjW0/PbZTvdv2pnk7GtnJ2dnTu0aDDQf2GrZh/1uxb7zT//w77HALEQMhpQ6n4TOiZWCYASS4ot3mVAIhblD06xDGS0jj1s6L2RdafrSdrZsEE1tJKTk5NTklKSkpOTUpJSDDxWPWH4cb43pY5uo86EaGtrRVpdScrfvS074O8izK39TgPgi0BT2blDfky6yglj4pXjbn9NJtcX6/G5GZn6o8j5BbknH2tP0+s8q0rt3jW2bdbMrnHLJs2bN27Z2K5ZU7vGdk1sWzRp2djOtpldY7umzVs0btm4hW1Tu8Z2TW0NPbZr3LKJ+nEzu8YtG9u2c9Hmp7g4OTq3HXM6z5KDyLsIo+ROz9MAaL4QYKSglXIprRMlpFkAVCxv1J2vyOTyogL3FZV84rG00sCLrxvN1B/QUEVi07at2bBu/fp1G9atU/+7fr3mPz3Pr9c+r/Pieu2bVM9vDOjUPidlyL5Du6ZdVq/PXYQr5xwrApI+ZyEERJkKAIwkKzlLRolYQK5SYmIKNAOFfNJX1F1n81pceedKvhiMgdDK62YLURCTryTskNYuLi4uHTu2s2/l2Mnvxsu81ojvcfNPfrPvFel7HiCWAwAj5qXzBDQFsFlC9Thh0pNEzNecT8I8eabdD51YxevaC5lvwQQTWrR3dnaya+k8bNn7/Kn+fO8idPu40ecu3h/8zEo0UzvDKiQsWEam1OTmSGKiojO+ot11wdO0Xpp0unbueVF5kcFgbJGZvDp26tTJUydPnTp56tSpPP/+Y1+1Wv36FoQ0Wnri3PkzJ3LJ8cNeRUBy3f5v4MuVGJ2lCtXQkwOQiRklwIoz3n9K/3pMTnkY2MldzlB6s6F4XxI0euyR9WJ8NSaXm5ECpEJBL1YsQur4lX67XkYqMuOkmiU9XX+AEYppBQB5Ynyc4qsxOerBAxRCcf7YKcXqr3vPePMhTfXCg4a++GpMjllWtrI0IFa1KheExLoI3ur5vpeTbr7JBA3IFbRU44sJ5EoZC2VGkipMr0iRKr9abOWojxgAm51lbPkVyzApH2MUAPCgagFIisrkTF3DSCwtbaoWgKTeA/Mve/a7K4J7r/57q5SzTNrb10kADdBiUWpaxsd3ImFcitr8ZL9eDPK4r9KUwylAKQFSP4oA3CMB+GpMjtasYpiIpVWtAlRX0yIgOdP/CT7fevfqTYoSyIp/mwhWxkJOQ5mV+Djis0BAAYBSrdS+CpODPvmGh2oOkes3pmSJWSIJAIkSuFE7CF+NyT8W1awKZFLeIJImRagzPtn/BdislE/xccksMrhyKaUzwydG8RiFRMLSiq/J5G9fEZg8EwlDA5Bm6ptJGLA8qVygKv0Jtymkx0lRmBytXbUgJJZW1coZQtK4CNtAHhv0HgBYJSNnwGZyVcaPQqrqJ8rQkmxFtlDE5tybr8Dk7yA5GIGeiYRKicmn0hha1dcDDC8dQETFwtrOFIHJ39Wrq5BYVdF/42tYVTSApNlL85H82/8twGZla0J7wlgJBTBZInGWiAHobHEWq6kmoJmvwmRfMABQee++koIyk5c7B0yp0WkAII6T4SrZgK/GZFet6urhUK5PiB4JXdONjPRf6ZNP/CfaFgHJoe+eAYAwU5ak8qHlKV9kAKsAstKlqja6unfpKzDZE6jMH3NU1WMpRHm8xFxxFYqHsJqFIjGfyYGqVdSKi3TVnx5wvdlQvfE5ZUgRdnneP1DTf4fOVjnwoqgYABI5IM6WALSAxwCQilULKIriZ/Jbvuldlp6pGzxRrZfonevPWRqRnWMuk501qmuQ9NSf3Hqo3EC9lbupC8xvNKSc1iPvwjed9iGSBeSZMjBgkJ0lAwAZNzpNwQKIf6OcVrxM/vSUI889Z/i5pntVm2yZnjycs+WMyWEzk8nvlTRzCemdqN9YJAP0OlPRruYX4yt+sM9VZ8coAShi4ykJw0/gCbIB0JIMnhIQRCXKATC8iOMPh+XbeJK9pJKHZjD5Y5FKPbFpuskFUr7E0NogK+GnqTXYKfKrMZfYvN6cm/NLxRpq26pc7wQDqm243vhc5FzzvXflOGfVxRTZACD5/FAAANlJaUlfMlLj49MBgLp58oVIlp6pAMCm3T139lb/vFe8PEdjhIQ8M5XJTi9NJFiqnVSkyZEfvhhKJ2XToz6qXvu3ulFIsNGccfJjtRqqUWJBBiTleiV92WMlAOyrOkak750xbuY3GqLHOKiHpPQ5HwA/4hyP5TGghPy0qPiURC5XCkD54GTYW74SUIoY9lNY2I3/huUemMx2C0JIpUqVKlUgpNk0qSlM2G0hen5psrgPMdHxCSIDSYOMhC9kARyyMHJXvb2jTG6cyW6pkjOXDMyzfpDUtnu/kC+xv1efrHeUxLmZP71LRrdPBgsWgOjKYz4NWWI8LU2SqKZWQQYvJZMBTckzUqO/CAAwlBjSp8+jMvOsMx4rR0i7PXFxcXFvOtclZK8pTLb+mCtaohZhbCw3ISGRW3Dg66DR25LG9DV5m99N5Wtq5pLBeQ2r1K5t2jo4dKxXV29F7Pt55lcxSUZ1yAAjkggZIC382INE6BqktFyQzcsGZDwZLcoUqEKQMhYiKq/dJV5EqobkfBVCepjAZPtmAKrkSrBZMu3FM1K53ISkAgs19pN/jP6u003NuVtTuZZ6LiFD0vO+mN61vbNTB0en9j+sP5hvKL+bWwQkg3smghakZGQKGcQduB4j0GVC8TPU2RdKgB8dk6LM8dTyrjM+rkQa5Pzxpgupc9RoJr+pMgP1JQ5KBfykAofJ7urGI8HcSybdG9Gm8mrFZVFtQv7OAuld2qvzVBo6/DD3jlj3pxPjkWA2EvFAlwxAnikWSjMYJD34zAIyRpmV+kUCVkYJeIIc95lKevclQwlGQgHISkkRTMqVt3KTkPpaV9uvVjVXI5koVkx+8vLZs2ePz9169uzZs2fPnz/LkecPr5y/eueZYfnD0ojyhYyTv/z5559//vFPn00Pw69HhBsnd39vUketuCxr2oY9uBlx8/qNmxE3I27euH4z4uaN27/Yd9AkRXRoadet27InjzTpQ+lOQU8fXbtinvTqmQ2A4vMlSpmEVigYIP1JXOr7qMeJDBiW0YkHsoxQIGcBllHQbCYvQ5l7nNwlxEpbdJienCYyksl9UgSpdMKYWHMV63o2NvVs6rZpUq9OPes6FsaItU3FarUtNTGuyo1tGlk3sqnXwLqRdYN6qsfNnLTdbZyd2jVuOHCtZnD8t9itTe0l82abJU0SAIBJS2GBdJVWenfhs1QiFfO0KkwmAQC+xmjJvHUriSvJO5+kDCek+QszfMarnXfvMkbyHPX3dtJv166rxlyBe/yUSkauPmWsnAvrplkusSBT/zp1WrUOn7MCf/LU2cOdHdVA2tvbt+n288lcJQCfRi81U3dNeAcAitRMlfcsycricxM1I1DlMSsofioFSJ9fV6+SJ53++fT5d/liK6cJIbbzl/FNZXJ3tnkffWjfDFPf4mrCDhjbbNSjpA6ZpD89wNveydnZ2dmxZcuufX3f5KvJiNswx7xdU0c9Bwuw6pQ6xefobF7OiaQKgM1maYah5ILMB4dPxAOAUiH5dPPSTUE+JqKZ1oQQYt+ly8U0oQlM7kzV1vNqRZ7X2JLk9su4PZxFJn/bM/3TjDySCShXS+OXTNW78ElvIK06Oru0aeI4feGdbH2LO7TDWrOYjH4DlcaSp6cyupF6QCIBaKEIAGQv7147eebEWwBIfqsEJVDoiQtTCcObqJR8rc4n001jYrKs6iY0Z2wZWWHE+pPaGiN4ut5CEnoNGefs0KLR5B+PGMqSze7e2azS79EXE1SnjH78UQ1HlSQtF6ZlsFCqCj2kLyJOnTsYLgSgYARyw2taz3x9nVST74ATZjLRG2PMJ0/bmxXdGxFrXLBpGamjUVwz9LbXYlcTjtil594Lhk3e1MmEjDFnF+5Rmx8yAJTZ4myaASDNyMhQAgA3iqeeYyCnwXt46fiRaADyQut+o44dW1KeEFIh3MxxkpX3d6nky/PWNYiaLTKr4r//J6Osc3+iVlx1yBy9o4RZTnyAqIJ8EMFkQgi5bEZHlRF/iwEwb66rSj0UCS8jJQCEafGf4vmsPBsAREpAnPQ2KptVN+xX/1QmG4rV05+2lidkhty8cZKv4yYlErN5mnnsbmteczjXUCMOohaVq6MJO7rphxZE/Ao5SdZIQgjRcaONlzH/AQB199BdnhIAy/uYBgDylKg7EenqukEZzdDyvHkLoKlctQ6M6M0FnWWdnRakaph544RVx1jkBegwO/NmT0T1L1wxZi+uUFtjBM/XOxoVAcS/kJMkjFGp8CoHzZhPPgCsHEl3ImNUqk+tI7I/vfmi7eJL57MrUj+K6VxMsiY2I7reSQ9C/izaHF+AclppLTOPScqIwkfJUs30XpvM15sJS/mT4EJOkjlM49R2NWM+eQZAyYKmxDJWqv4RsVDwkhQyVSWaahQwOnVBUqGM+XQuJndPtdTyhOj2oetOyO9Ft7sMaONhLWnzmCT2LEznKeeVr6NBskSvEaz0JcsLOUlSDhLS0PQOL6MeAGCFCrAMy+epy9Gy+bwsuXqlVQr+ZwlYFpQcUMVaMmPSJOkvk3LP8fSfhDhp/+R3IBYnTGfCiGWUjgUmkuhVNe8dHpuHBOIZhfTMEs4vV1szl+jfK1bqRVYVRn6kNvjT0cOscUKxCrEiSwZWxkKQBoARi6U5yoF5euCLRqNRCjkNWpCQkk2nJylzz/Ef65Gq+zV5FikDCZlhht1Fxccm5gQC5J9i9Gv/wJ5CM5ngzuSCkcwhFhojeJn+OLoXKWwFOaa3FsnGV73fmjyfvIeSz8pSNcX2cvWinoJVxeQpyN6+EEPTSw0AKJlQCcjSFBNv5/Z8CSFtfGMAILQPIfWvm2MLK9MSc1bzJHH6o/T0sj/MjoNfnVCQ1hNPUSOxqkW89R4oXUwKaxgY3UeLZDmYBSa3uxnzRipRsuIvkty941iAkSghfP8yS51JRQEALaI0Wp4V5K3TShtXgRDSdsCAAT0JITYPTfUZaXX0WfshdD+QUDur3ypn/satsf3+LcClmEfUiqs2CdB752ULKvfqO+V1QTuoJA3SIlkNYPVmk8fJnRQxhKkpNAAZwyoZGgCTLQMgzeS/P3kmZ+QxNMDSOQ4KI8xXOyc73LWe+sNU6/LQ1NgKW2DtOs3Xvny1TRF21Nmy0uBL/ElaxaU/GVzkSvYcqufQ2m7tv4b66n7ppUWyHgDOz080dT65lJINiZgCaCkDWkzJKQoUVwRAmZ356Nil1wqoImIqXUbLNB4Ey+ipMb07XyVHTYtBsgWZttm83OYPr1+g+UiweY3Bla+x5dSKqzYJ0T/bzCM/YW8zZyfnZvX7hKzXFzf50CkPEmCsqQ2qRl9LUtvgtFQ1WmkKkMpVWaFvTl/4qGGi0mBpQrl65Zyiiqlv6p2pAA2whgLbeUvhYwsuMinMI3Q3YLMlTM+JcVn8qPeINNda+4D9TZ2dnV1c2jdpNHrIvow8XGK75xApp7HwJoWZyuR6PpXBMhLVDiISVvj+Q67sKorPjRWwKpXPsuOKj4nK6s6nsPTq9JS2plTYcB88evTk4dOHjx8/fPrwyaNHr8ZuevLwyeOHueXRo7WW1dSKy7LCoKcvnj5+9vjpk8fPHj17/ET1+MmzvlVnvXz+eJWdZjuT1i2cnUY/vKfjV77roh0l2zRPblhgYkeR0W/yeWkKpdp3lMih292PZkAlJyfG8zVbXBRTvnCO3SXN68/l6i3Iar77imEmfL+4blb16ja0amRTv751I6sG9Wwa2to1qVPXuk4usWhUpVwtNRKLSsSiQb0G1g2t69ezaWjV0KZefeuG1vUbtWzb0K5pg/o2uu0iOtjbNa22KCeV6G1HLZKftZ9hcLzJtnBuJJk6xo4cAJuTlqikwIhSk6JFkKs8yGJmIv7yWf8ORrSIBiXPCUlX6WzC90vfvWbNplWb1q7duGrT6g3rV29avbljwKmjx46c1pEzF/uX15T21C7nue/4sWNHjh09cuzo0WNHjh47euzokWPndzSo+dPpY0dP7BrQPodJu7aOrYddPZmsvlakoxbJTt2oQ7KJTN4BgFKhqUzLp0FYHceakTGi1FQZACoutbiZZMbFJ8Qk6wtySZIosExOTLrZeJO+IUUxFKP6H01TDMWcnZjfnupZWY2kRsWNeuNs8mlV1d3Mfmzs4uzs7Oxi37zl4P6Ho7R59s+dtIXXv+RaIPhgDhNGWlAQVpW7wqrmmGS+DGAEkbziZpKaGB0dFZepaUale1dzW2XD0lAkEY3Pm8abNESNxLJWBf35+ZkTK2rSyHY3dnZ2drZrMGCRL1/XIHzeXlsonztX1sfVHCa5NIXOHcnmSmhG1dGaVSt7KQuwWYJspriZpMTGR35KUgIySa5fal6/ZXdbWdGY4J+xecyA74h66b0W+Um/HziE5HSB+L2ho72dXfCOPA7Ku3ZaxZWnKX7cIFP9+LwDhFLmVNgy8S+jk9NlDADwMwAwKntZns6Ts8XOJCb2c6q0wJg9CwB9KiiLyCQr8EDu8FR5jeKqpH+UJH2vRYKfGnb44e7dvIGXhzpI8vboih1mIpP/ZLq/QzkFgGIBGQOASufGf4pJowBlRooMgDRGAihFKSkJUlZcXD1w1ExEyZnZqv0JDOWiqvbTGNmgqEzwbw+d/PqY7zQxruqVd+o9PHlkZZ0mT3v2JOU3Re7b5RCpmq+54JfBpuouRpiTqcKyACuVSpXqOSRbkBwXw41KAViFBAAkXAEFVsyNTaRAF9s4+aGgVxk2zw4D439DkeXPFTnagduDqOeSGpV36x8lAyufLOR8T1ppkeRfWEwfblo+x+gPoGRCFgAomsmSKZLiM9LEWhc6I+u/Yx+1643CVD5YfvKXFLr4/JO7Ew2/xoqTBfxkkVRHwU59WnQm2KWJen3qqrGCa1TR3xcwphc5X8jZ7msVVyV9Pbp+NW2zuzGPsuTqTrhKmk1J5P33KSNNKVFC1TIDsqTbdzMZUNkqhcJk8BheYryq1WFxjZMCljTYtC9xMbGpOnvJ/mNTLDuN/7Q6EQA+9VRP71Y1KukfJXH9SGH7ot9opDWC9XayuzrXtHFyNUGek3XISnj8NKlERgsoFqCFmVlU9I3wVLCirEyVDpVLsllxUvQX2dfw4zXRZ11RCrgJXG6KdpyEkE/FwQSHh+65HxXTUYOkWnX9OwjF9K1ZWAjxZpMcJDX1Z5SfN5FJ2N1HkXz1UgWbJRSJ5HyKzciiAYi+pEY/fvpCBsil6rUMEY8BRMlRCgCYEF78TNTVLToxJFFCQopO9dwa8rFYmIBaZ7V4oEZxVa+uf1klukeNwvpu3WmpRWKgpbSpTPZfPHn4rtril6Vwk9KS0igIBAxAJ3OToxMpmdrM0XbEVKg2bH8293PxM9FcQv2BGACUQjcUuYZ8KB4m2O3Ru7x6lFSvqH+VLKpTxZuFnOVqwxwk1QwpufOmOY1jLt+6sO+oyjOWZ8Z8ivycKGABiZzNFqSlpKdEJSmBbJGSQt4upY9mFL6yVNS8FVrXeWLEtJTGirapxUJEsXFWJ01ApVqtQ3qP+dCpQmFILlhrkRhUcudmmPTRxl69eWDvYwlYKZAWG/khKiqLUVmgMn4WT5h07/5nJTLjuOkMlLkazz01ZsOFYs3hZnmpfBp+vxQPknVze1ZW+yXVauvvMfuxk2VhM2ZYvRwkVobnnbvtTcqTGH3u7r7bmQAroJD8+XPkmw88TRSHlWRSGW/DX7MQxqfyWLBSHgVG3Zbo2Vxj6vWKN6+eEYgYLP+zWJisd+1ZST2XVKmqv/I00tmysAWiqzpIriIs3VCEberPpny2USci9rxkAcgUEPEEwpioBN2lVlqQIgYYAQUFC/7dD1KhSAQA12cZZf0UjQktFudee2QYvGxbLNsvrZvlou4jaFXV4ozeQ163rVHYXrbntEawxS1g0MjFJ/TntGwxqYHFiC3Ht7+BUs4yCoBOSeMmJWQzYFIy8x6oBHinTkSJRRSAG7MjUXxMfsiXhqrKyFRkZCoBNltXZYaRYtguQ7JyTpeKGiRW+j3Cl22rFYbkeO0cJHVuAZjYoKnj99MexucP9q8zaXfMUb+dDksAlcZNZQA6Iz4yTsQCtFBfy+WMSz9fFFMMiztzjVylMXucqAJfWUJWw0cjl8nJIiORhrp2VdcqWlWurX8aeOPQoDAkxyxykDS4BQCTW7u0b93Wpd3yiDtMUZiMvpPCYwC5QBWKF3xKAyiZDBSjUDfrl+ZEZsVnfzmakpSK+3O5+MpM1C5E7q9GK4qFCbNmtotmvaRGw2t6j3nRoVlhjTmOWOYgsVWlXaj22nB0bNGkddD2p0UYJ/9BbU5RSgWjCr0K+aDf3494TwOARKSUyFjIGUD56tabbJHi6uw4lAyTvDeTMoEJ/fzkibCwE+fOnzx9/uSp82dOnD97IizsxNmLR+bW6KBWXJZ1qh2QJCRwuVwuV/V/LpfL5cYLTrSoESZIyPO0rqQ+m1AnB0mV9eIEbkLS28Ft1cv0zk4tGn43b3miQGEWkzFvlcmqJlm0pnUcK5SDeXr9aaz6V0oJGVX8XrW8dHmh8Uv+xcWEzkmPNJrJcasWtrbNmrdo1rJJ8yatmrZs2rypna2tXYuOzapVr6GJcRHSpUP7Du0dHe3bdWiTIx37tLW07e3Yob2jY/sObRzbt8kn7ZxsdGr06zs7drLv6NhOp1re2cW+bt0ei++ay4Qv19SVqhJSFCkUIMxZI6AECooBwKgcuGNuJnT3Ly4mMlazF7nRTJ56+QcE5PkvICB4YfeuldSDxKpS69k+Ab75ZPnwOgNCQ/x8C5CVtloizZctV53Er7emXN7JqX2z5lP9/5Yx5s0nzwViQKmAEoBEpo1o6LhXlCSLgiL+S4oCuLrYlNVwk5gYlQVV1PlkvUc3dbdNy0qN9Xc8++TcsrDms9e0THTaNExtpWpg4NCuZb/fj6aYPZ+MfaDKg2QVBf5OleA+evsxDsddTdoDwxQmUsXXZyL1c7WvYK0eJU0f6T3mfv1GhVVQ762lnd51AkyTWzs7t2/ZpmuvNc8ji2J3jXmrqc1iddPYwQIsm62TBMd9cetd7B9LTAs2mcLEuALZIjHJ9J7noO7cbFWxmf7umfcaNy4MyYFK2t7Buos541u1atpp6uKXWXTR/JPR79VVBtkyBUWLc26MjIGConTcaOH758+XLzKx2rb4exYUhUnGMjeHquq5pGJz/aPkXjP7wuJ4f2q7PrfNtb7Wr/6cNWf1hw1MGyfvAFaqTt9mMqTqKLmSVu+aq42TSyTr3E3NTjCLCS3L/ZiRFQ8T4TI3e01bm4ot9Lsftxu2K2yU/FkzB0m73EmkN84aUuwmjpObEkDyJAvCVJlEIqe1TCQKBaPLBMcWmbz5unm12HTux7p/F4FJ+lLXNurOzVYVWumv6omo3aqwYpHdWsXVNtro8JppPuNVBZD9jI+kl4+idYcBwzKavQJkNFhgzxKTkRRFd+nPqTefCXe+W+tqasVVobX+fuXhNq0Li3Zv1e4U0Mb43aFNHCdvAZqfkA3h60tPJMhZEWdl2jHCAgr86m1G+qHpdb8a44vOkwypySQ3l0m8m7sGiWWFNvoVV3iDjoUFjX7RbgbkZEKRtelzvDhTClCfn9xLBhRMTgd/dZourQRL4YCnOb2oTKtnlKubTQOAWJvXJhEpQGdRRWKSMN+9tablfAV7/avHV6wLRbJTu++Miykth0zUXc+g4KfzAIgfXooUK5WsembNlgtTJFD3gWb+XizC12bC6morbf5Kdnx0FliFvChMktzc7DTbl9Too9/rPV+lQ2E92jZoLS5nk4oUTRwn/0EmkIkBiF69S1AHYlkaoBhxOq2UgmEZ4Bdvs5AUzRZWDxlpbJRAW5RsFpMv89xaaLx3ixo/3biskou3ddTx+VpOhSBhtmkDKh24+IpMcsaxPCYp97QqSqMpOWQAfg4ws5WGKUzy7s2U0wMnNU3n6ufJKZM/xac57s2r6WzoU6G8Sojl5FWa5gdhVr3TC0GyUoukR5xpn2C9aUyeivh8qVjE5koSUcoZMKJMtdO+k2Nu1rQpTCh9FTC0LI8Flj7Y5P3XP81f1iTXVliazqiWdQiZoTImj9fsU0gcj12h3S+rh6nV1Rs2mHL0mGfC1Ni4xASdUaygU++9FUKeIZNBnAn8GmR2wYdpuosR5YtKMOl5Iwc+e0z8DO+XnmhraA8/K0tVU5WjpIdGOSe/0y/rtUZwj0wTPwI9Z4uJdhebzc/MzLFBWdCi57/ezshMlQGKt6cjfw5SoGSYSGMSc31bmgKblZeJ/3bTPsLzH95/rlzH4M5kZCaAfyv2Uuuw//Y4F9rSuLvJdWKv7SNMYvIOAJsWnyZTrZ4oACr15sGzH2NFAPvs0JUFq4ASYsKmR+b6utp9tXT6qy23Nyky/XDySzwtiMks4GDNIep6lBstCu8yPdD0nL8Lw6UmjhNp+n+vn99Jg5JSACI+QPM+vU5LEyvp7Ds3QtegxJiAVqeW5etjq5PYstak3NQH0z4Brwxv42dBfHGo4jA1kgibwpEMyjD9NoS5m3T46LdMSsLbE6duC6Ri8BOSUxNEQmEqVwqGlsoo4Y8rFCXIJGdYGCx4ZbDWlBzuh9M/A6CO1SblK6ilfA1dPuQHxT9ksNr3OV/NCCTmNEI1MYd7VAQto3jnbycyCinSTt2hGIUwLTY9mwZYGbZsLlqdWjHnSEhlQKgJTO7/oA7cnlk4ffKUqVOmTp0ydXanGjpIRkkPlx9iAhL9O5kVM5PRTxgAYpXVkXn5uhQ6lQY/rgVKmAmdbdgVYmQyIMR4JjematUcJZXJpTKZlEaAplbOsg5xkx6qNF4dNDpVo3AkI/lm3YbLpnV/H/0eCjGr7k2f+CldqbNasb6o262b1m8FAJManywquLNp6vfG1mldn6nHs6N2NNQ02K5F3JX7yqv3NWF31SwcyRiDo0SQUoBCYX+dYyqTLBkAGV/Kstw38XTOaoVizY90STIR04AoLi46mTE4vwMAJu9lzUeS+kPOHrE1yntgDxmv+o5Zflr3o8aAQYM0+8S6DNIRV8Nz6+KmgffeG/wZdTtrGpN3YAEGSkahQNrN2zmGnjx4M1CSTOQMIIpL5SbQujH7/H2GR1gYNcddmq5nxenpwKqaUVK10RbsJupOhJEjtIPBeh+Av1UBYEsjbTzGtUnrJr1+2qM/ChY9FKYyAYQCqZQFIMu8/5KvXjUJ2oGSZQIA4pS4+HQWOjH7/DKoijGm4OmpepDcblZO03yocrPj+L3iLNVlHjroRBdVG7dtIIQQstLYLk8Lmrs4t2/aePTSv/WEiOKHm85EEp+ZqVYQmR9uPU1mAKzaim/AhKH4PP23gZJoVNq8ukZ0qj+/RE88KKKRJifVosbQ5OwtNdXNah811yIZrn6fyJYQMtLoL7qkubOzs7NLq2ZOg8ffiM/jIUb2NZ0JnZgiY2UKGQVA+fDRBzlkwcWCpBhtYXmsJsiS/b3h2EbWzUtXr169euV3+2N3IsIjwsMjwiOuXL8aHn414tqFX600q1pWter8dW9BDftbNyPCI26dttTZCurI3fCI8IiI8Bs+hFToe/76zWs3r92ICL9x7Ua46oRXIsLz74B1dFAbdVcvxzZt2zp6X83VSy/EzVQmjAK8rGwZq7K/JIJkHqsM2IlSxkSqNWzaGW49+LB1TWtrmwY29Zs2sbGxtrG2trG2qVPXwtq6ToumJGdHE4vKlaxa2tq1btPY2qZus9o6hlWF+g2trW2sbWysG1QnxKIGIbb1GljVr2vdwKqBtY21jbV1XQubPP3Y6tSpU7t+B22jNecO9q1tWmzUUbD9I027a2OeR7+TfXwclamuIc0WC4Gg31BKmLB6XPuazgYPFx7w8fVfMWhSxJULly5dvHzx4uWLly5fuHzx0t0Vdeto/PfaFTsfiehdbf7tsAsXb5201RpcpOXeG6r3XLp4OezgwcvnTjk2uxhxSXWuS5cuXlK/mHeHuvvrHZxyWt+1bt3Zwf/OdR0FOzzJxHFyNyZGdvXfO08TFQwgTcgQKhWhf+FbMtFNJZLqsXt7fF+QjpPj0Pz8bkRid806o1Ulqy1CbCznoXIVj2lXRci0/KtaKcN+NMbKo2c1VzVaa93EccL4F8m55kRJbxO3ahzzimbx7uHNC5eSGCDmQQbEnOIaJcW0TxCb56587lhQy2UcX5S/cfrrdpqCUqtyTn8Dq4iqi7xonTYPhSzWZ8/Jtngac0c9bF2cnBxtG0z3zd+05cf5JmaPqvpBUty3Z6+nCj6n8SHx3YtvyiS//tLxVQTZSiQY6CSvkr/n5A/cvmheQaO4iMt7MCvU2wPEj9MSqRpkIDHnnBE9m5n5TRzsW3Y5sF+f+TH1pol3TdPnjvf5S2T4QyUo7wMoBUwMueoZCTwkVgsyfLJt8/IhYS431ZScWJTrzQUTUE61yc97bbdA0uqaYcNhQUphX4Gd2a7jyhf6HUzlxCumMlFX00sk8qxYOaTe+/ANmChzM6BlefbYyNlNlUkVgPlrksHF1x/d8ukJeWBNNRKr2mRIGuT+RNXH+20HLZL2Be199sC90JSI7c/5hgJR+weauvPvqEcApDxuQqICAH9psSIxuhY7OzcCRSqVOx6cs+kwqwBwnRwzcKqt7vlcxaQ5tTXTew2LWamQe6k3+XnWTIukU0zBMf95kebfgzU/mvqO0XckDJUcffviuVgGAs/DAEqB7srVZwWMkJcrLnnFUI7X1vzTe3xfTcdzy6p1llOQc4hqm7OHOki6F7ZD4GPXL2bfg0CT44ZjHqeLBPykZyfOvIJ06Ul8Uya6GfRUltaiZXPrBZFrI30WP7NmvhqJMCYm5tryH5/GxLzpTiytrFSJ282uKqD0JqrF7If1dJAUvsL+2j3WzFvwcHa6yePkrihbkJzK/XxfKFh6FN+WiUKnyw7/jQE1TAMn6+hR8OyqpUoA+HImzK29fbvvfRZ2bmffihBSo7aVpaVVefs3gHQ+Ua0J3a2rRTLamNSgl67mtQ1jtsw0+T1j7mWKJZlfBFAmLT6Gb8wkl2RLaUqpp+BBLAEmLs1vmK30oADIt4b0aDU9OMDf29vPz8/Pq2e37pVITSurcg5vAaE72QgAsp+1xe1ktnFpt89cT5hzB1K73zD5PaNvp2fLM2OywJt1AaWGCcPlAwqZRF9upDhDijEkXwv30KUygHq1dLL7tivBgzuM+Gf3fA+fQL/Q5Stm9qlQoer3kYB4PtkMACnjtUQq+xubCf124Va56Xfg80jT3zP2bTaPlyVj0hd9BSTmMGEBpUL2Og60kNHrpUizBFRydde8Bq+XFJCsablkr6Pt8GWHbu77wamZXY+5fiEcToj/IkdyF5DMLfcTAKSO1iKpd5E1+ssI1y0yeWrA5Oem37XR/0FKUZLn886jNDBhxVK14oKooKydac1zOWgyD18WSJw5a0ln/33uS3yCg4M8lnhyxrbtNWFFgI9vUIBzr3f0LLIDAD7pbK7U2rTGv5fcTU0UfrLAjNyjkdcBcfaVAbdQKpgw0hzPRMQUsL8sj3B0R4mHL4Dd3RoM27fG29vX38/X19c/wM83IHiQS5cZIRyO7/J5Y6aQ3wDgnb0Wib2p+3JFuCebfntNZxIOMK+H3cU3ZaIvyY5mNfkRSgXyxiXlP9ppe9BJF3No4DSpvmCFh7d/4IpF7h6enl5eAUH+nOWB9tazgzkczqqBZDsAvG2pgyTK5C90d6Ep6ovZtyrTjLs26iWQOufrjBLjmUgLipwyEhYMmDwm2LwhOQbagkAlkD5zhEegj++KJRN/culbr1bt6tVHzVsc5OPPcXeeEsLh+HotGHkXeK+zzOsQbcY3ur3ABPV1r5NZ/URHv0OC63V8YyYFiKZZvSJPxP5KDXWdjXj+cgA8/23rfDgc38FdHLreOdioWo0KFQhp4rnK1zdoaYcpq/x8/AKWLn36QidHuzvXrK90y9VolEzIHrMuMYob6xqOb8tkWuHH6NFtd8pvAQCR+woA0gE9t3v4cVZ/12nCilurG9ewsrSyqlGZ1OvsEcAJ9OjUyd2f471uXYOmWiSjzHXM77nGGHnkWjND7FPCFzzEN2YyMjU1KS7VgKSlpaampkZGclNTU7kJOi9ID5FOp/lJrstZALcsZ3v7B44YO8sv6Lq3Ok3byqpytWodlwb6rBxOpoVwOBwP7d6JFbwEZn+p5/ONCH5lp+7v8qso0xxJ79nrOb4xk/c2ts1tmzUvUGyb2TZv3tzWVvc5+5rlKxGLzQyAyPYzg305PTz3Lgm8Nb+COhfCqmrt/bwbPeev9PXv3tvfl8PxC9VsQma1ny3Ct3o55d9Cj/FvZl27T4/uZkjP1tav8K2ZiM4cP1GonNTzVNilre6qqq1pDXx9/T0H+nFCzs8qlxMHtjgB4P7wYcv8A+bM8uNwOCvUi1hNrxXtayX4+RbmdoQfOR128oRZ8u8p+pszKbpE2M4M8vPqu4wTEDxSszWWRWWrKwCQ1Z14+vtvdOT4cjgBMy0IIaRJkVWD8i/vbPyPSskwkS9rE+jrN2S415U/G1fI6b5pfx0AEgbXsPMO8Hev3muFD4cTWp8Q0qg4VEOYZ1YZkwLkUcXhy0MHLtx0aUO9GjkbW4/4CABJQ6qdz2y+xC94VD0PP45vgEt50vpFsVz03MKUMiaG5QAZtmLxtAVXg8vXUk8lNcv7RQMAt1fFMCjH9w7292jUO5TD8fchdsW0fQouLkgrY2JIeLbfbfAbOeSNf3n17G5VvZoqRS2qB7kC4He7EM7KAb2Xczj+ru1jiu26NxfxypgYkHTSfWPQqFE+FWtpkNT4AwAQ3afKFUCx0abSqJDlPZ0DfTn+P/RIjoyMjIqSFseFry9KK2NiwIdrMjDIr1elahobuGId1Rp2XI861wChKyFkYGjQ5NpTgjieu6wrVqlSjZCCY/SJp88ZdeVr7twyJuo40rHg4ODgYN+VCQDAeOzmBMwvp2lyU6dKZ9VS0MfO1a8D/JGEEPJ9qM/KDmMDF53YaVXH2rpKB8eC0+COELIo2JhN6m/Mu1TGRCUc1b57J/kAoBz7Ypn/gmrqPX9qVRmgqkH96FLuLsDrS1RMOCHtx/ic+qlancaNq7fzb3q/wPNfIISQhoPnSgrtI/fU/XfF/yKTN+fDbsYAmVH4kq9dn+iFye3zPt+4NYEQUsNZ7flRIy5y/BeoNJdVzXJBQjWSOneBdBUS8n0oJ8Rh+MUtVevaNKrm/EtTsu91QaJp1NWo0d7Xr1+/Lijhjufnq4mcHfsE4NoRADFhol/yLvNHn1CUHiaHa8+YMan2HfzZHavz9a95PdW0hbsj27YtnTHHzZbUzGnjxfac6xewoFptlVsSqI6hdal7F0jsQ3KYBNv/9FNly2aNarUPnk9ME8sCO9j866nOKhv+PQW0aBAFKnRhbEDe7L9w+5jSw8RuCQC3kdjVA1n5In9yE/rniUNcXUPXrIkHMMVbOyGwPWb7BSyoWqN27dq1qi5XrXy9bW3xCPjQnWiZhDiNqVC5evXqnXzrEVOld4Gf66y3yor70VKA/dUrBiKzvDqDQwSwt9W64bqjenGAeZUFAJJwVd4g9+M3YNK3Dw9AFHb3wraf5Os7DhqxTnXjPg0eM+Wee5Lc688Rw2cBvw4Z0bNHuvKnwSP65SuASYi9P3PExEPnNYkcujqQGnaB4z+viVtHa6tuMyfSAPCiVfXnwJO2RIdJqBOpYWlZs7Jja4urDwuWc26a95W3arTt4cOHhewddmZZNgCIv8/C6L9+Xwhuj5gn03C2x2Av/DjQofvUDAC43kHFZNfQTv1nKbBoYLu+i5Hl3qd3t/7vS5xJYmcy5/xnYHcvzHCVjre8FBfqKQeAx9V2cu80i1Ja+Me96sSPd7oat7Ii/wI5mf1P7l5IV8/tGDNyzoM4A4uu1KQ7Pv5zWq3wWbrUx3/IKwCvHOq+AL1du3OiikmNRk2bNKo6eOHVQj/2WdW7Ovb6g2/UMsuppekA4HgWYz/fHsi79R0uN8PP5GJact8LlHziVlrL5Enfz0lvqu+4XftRSkL38LQ2C7mJ49YqS5oJUhfMn1z1Jnb1gvsS6YitwD7yOOnzZ+rmdOCxfbRoMAup40O/VtnAuKg3bWf+rRNyzVq9muPmtqbATIM9izgBcxr7+Pv7+/puGA88b9P0BeRLdJXP96E+qx1JpSqVqpMmRti4Jwkh9T29jTc/zizKBDB/6J16n7hOeyfNRLgDdrTLwg6ydOPG1oSvZdLfAcAID46DEnBqleYSDniQlJJm8gYAQp15+3vBfYl05CbgHxI21sH+09MfgEf20aLBSggcH3m7Ahj3EnFbyvW5AIBRKh9Nnz5n+/ZCF1CjHLz9PR0GBHM4vr7j++B50wb/QT5NZ4r2JwNDg8YPnjx46AjrHcbE6U8Q34OPTPqiV5cKgTj3tXOlWL910jtcc8DWUXLsIEHbf/7nhALAdac4ALBrB8B7qbcHAJeWaS7XAU+SWtJMhr4CcKVl0kHVONkO/FXj7ctHj8R3pqqZKCBwfLi5nhjy7z+IkpG6rfJ14N8hwzxv3TImrB7TdpV3yNB2K3w4HL95cx/YWn1A9igtkuo3E2vPCQzt1G9zqPfJGQZsipQf7Lu6tF+jXkwSmL4d+nslEG/b5B9gS9M22bjmgG1Dpfib3AWC3wLAdftkANjWKhuszcqNdeSQNO2f7nIQmDCFKmkmM6wPHd9bcTO70wFTZ0snjT10mKMqPLoyHLhbP1LYTYGsRmeowWsPDSL8Z7aci942D4A0brqRuiNt+WrPoOkd3P04nGUb9xLb9+CN1CKxCMPW5qHeq6d9F+z5e/8w/V3wb7Qi3SaPbUI8iuRD8DtUuQk8rNxVhgsNsLaHBNSGSof8mv8HALeJ96FDhyKl3Tof2jxKTHltPtSrMz+9K/lnkd0blPh8sspj8Kzfgae7cea8dEovzwXH1V7UMYD7M0++j4Zs5yc88VsW0O4zIjy+X2Zi1sbVJiGclV07B3E4/n71rV6DP0QHyWVIao8I8l0828t3WVCofsPzUkOyTgw8nUQWFWWdHlFnAeB0NBD1M+7tVwL4zXOZ6pYnhHh7enreB4/j6fMeQIgnJw0JXSZ6ej/7JrEVbRRWOuAnA4f+M0kKDHkNwGTPPmLGDg//+W3cA/39m7R8gdj+OjnaN4DF9UI4waNbLvf6c/Y2ve+Pb67KJIZ4GnEt0fvDbXXn28e7ZNO2Gfp4A/oH9p1kTionZOvGrfQJGb5ypX8T2wTc1+lG2+EpkOUyyd/fw26Rn+eEtXw2Nn9yQ5JjBc0WybJRZEtJ3p+U0be/PRPEGs6NunvyLWPeZcIXhPhyggeMbukQh591ep92fQ6k9Rm+nOM/ukuA58rBcmRZ5m/N606Wa2OKFZt8KskbxKIUMDFW7oUZeCF+FcfHx8fHx8dXJ+88rMfSoDEjiFM8Vut4JX7JQHKfhp7+fgENFnoeDjoBrCb5ki5vWtvq2KI/kmHJ+P9azGcStVjPDuIs32fQjOYuA/v3799/UN2hQ0fc1riXc9avaENap8Jbu0FJ5cMAk/CdjU+gX0Dvwb5HNvwOnKhA5uU555smtXQz2Nlx5GIZEwMi9DoFwctctulz/87beyzzX7l27dq1q0KWefR0dbW9q1oTj5npWs/OUzZTp1fHb1nvno13OODl78/pNCjQZ/WvLDLHkbxMpBtJSG6z2KaRCZnEXDEoGnzjlxs/FtLNMIYpxUwgDd0/iug06ri8svrCBX0H9B8zqF+/ft9PX748IMDXq3fjfjsUALCP9JfKB2uR1Dr4ZwdS1X5WiJ+f9yDP0KET9wL4lxAyP889IL3yxNDXES/jrYset3EsAv8uMPodbVvm/ltxIvf81eN6aWaCFEKIT85f53wn1Jjm6NKv94gBvXv3rlzNqdPCQF9OqGe3BWtlwLkGQ37dP1GLZHpjt+ZThkxZ6efj7z9w918uwWIAMd0JIf1z92NZRPK2aYjvXMXoBin73NLg8xOOLDH6S9m3zv13RtPcq8eHZpdmJvR4Qoi1Oi4rOTVwznyHybMClocGhYSGhrpO8O7atqtfMMcv5I+mc1NPV+6meKLTGKLS4OkjRm9cGegTFMhx2Hhy0DkWALKuv2xfp5E6/UESEx0dHb2PdH8UnVuSNpERqdF5JTYjkxsdHR3N1bWUlO578LJl+8VnW40fMehXILzbiFGqwhHRmGEjxsQwe/qOGBiiSOP8PWL4bDHi+4wYUbMj1t0B1m+EcsXAEatFvrW6XpQsGDGiRxS275oSAqp7ZmkeJ5f71CBE1S05shepM83LJzAwcElAaAgnwD8gcEXgrh7u0/x9OV5ekxqWH4cvw7S+e5fJSwKCAgNDly+f26dS/XHrctJI5ZPe89Qu6bOxI0eOHDmw99DxI/PI6PaVO43N++Qgq2pdRo4cOdJNN7/6mvUVyBavTblS71/uzgkUz/Yn6bteUQDg2vozd9n9l43+5l5reogmU7ivyFL0G8zlNmqHH04B02bhUJOr3PV7U9seFrt14nLHdsEi8jQdijbTSzMT4ORkotooeUhDl6lBvoEBHLcTk7sN8ps1f/kyjq/PxnFkgL8vxy94YpW1fzfUjhK7v3z9fX0DR/Tr6VLObaluOkTwn8Zc9jZxyRc951WweZw/ftwxAwj5E0eXAhec0ze23rZ1hepXNOUOAGxzBbBxG22xBZTjvIzuacBMF8w7B7guYpZsANKTJR1u4rswQNQtxaeNBEDwmNLNBMzpYR4ADi9dExq4LHDy+P42rjvc6gd3qt3jL46/v9+8oXWXBAX4+oTO0F0sqbVx/tIlSzynVSAOu/P0fphulJ0rDSR/5H2OUz4gv0V0qksGEPgrji4GznZOsa09ZdQYtxMAMP0uAMxaAGDzT1LHJwBnycu2POBAX8y7ALh6JttuA4CMDhEYlQxIHB5wFgJAyIRSzgQQJQMHPQ/5evttW9S2T88Rk5cvnv1T2/qNO1cY5ukRsOIHF/cFPr6c0OHaCqwVs8a4uLi4dLQ/8i7fusScM0Zd9F3T5nm8+cwqPfTk0R9vzQUC/saxRcDZjhlbHITAh3gAGHsIuDtr53gW8Nwqt78DLHaVdXoBDLDHvDPAwsWivhuB4zsUDhHoFQF8cpR6zWEBLBha6pkAOGAbGLAsZNaqqfu9fHz/mtBywnqJXHplUK1qfwRwgqdbkRmBHH+v+hokv4Lmi0QikUhPgQg967JxEY9Vedo9KyaV19dw+XnzIwBnUthfs4BjtmmSLgNO7aqzFwA2Vdh71HH9x1azj4bUvZ5V/zowayJcbQ4erNQQ07ofPdB+Ls4uPHh09CZUGP7Jq/a/RxpNxewJLCBpEvq/wMSyXrBP0KwZY9z9fP0XTvB7rX76rP/00aGckGkdnfz8OIFu6myU3QWd6RzHyOr213bWubTchRr6a5P99gL3/Da9uAR8+F2IFL/hc9U9Z3+bNTIgA684g5dchmBnLHD+NLBmyZKQXbi4bLBXYARwcdHg4Bhs9ruHDZPHr2Bw/jQLSAZTpZ8Js9Jyhl/g0rqT//T28QuaP1vHD/at+UMoJyjgu+6BHN/g7oUjwRqjt0l8Ububzjh73qLWa72HrW+bx4PXiTtQeZYpdCesPP/qxCIXt0fpZ/J7+WkhQW4u+xd4+/p6jN+SK8UjpPIUf06AW83ZAb5BgysQUqOQtfvNxu+xM5fo6JB55KD+owQ/RBRvLCR5+O3Sz4Q3roZX0MImrUP8OZzQrp1y97cLIlUD/PyXWriEcjhBvUj9wtr0bVlu9HVT+5OcjS2OkK7xho57Xrx5QBffovQzCScdvFf2JIsCOByfwOG5U69315rTuk8AJ2iQ0woOx29xw8J6L0T5PDX+wp+aV1a3b/6nctvXZXFhndnkl3JTVqxw6hzgy/FZPj73FvZ/VHc7bGUZxAke39zTj+Pr1auw+ujzprjI7K8Vq/7CALJ/iF0kyphoJbaaY7Bfz1pz/l975x4e07X+8XX0FKfVoz9tCUqrCI27UpeeBnUJEblO5rb3WmsmiQgSmdkzmZnM5KJEEhWVJmiR1rWI49fS9nAkWkWrtPihVKuoiKpbiUQJuXzPH0nIZSIJ+Z3H0+z3n+SZy1rP835m773W+77r/UZLUmRibHrlt+aTKQueIl1ijaaoN3xtktHyfl3huy0Nas1YlPQc0R/aOZh0/3MlVB6aSW4zX7t19DCHJJnMrpXldkrnk6DZjxPyDLdINpXGKklRmrF1DLZd0bDJt08kLcjjE49DZlJ5aWkPsUoGFmqWJKPNWJlJyl9Cy7TD+8dKVm9/qyRJ+hfCwsLCwsJqSzDdSk5r4PQ3V2Yu21gKmUllK+wcGGVVtHdIkmSKECt1pUv869S4sjTvk4E2u/tEixSesPlJQkjHl0ltD/Jz4+vXY/POlQMH8ee1h2VSMGZVpG1yF6skSeYpL9/9xRbPIaZ1FZl3D3u0u3lu6Oys4U+2b9/uGaFLbRV7OePqM+X+3erWTyTJTGq1WwOnmKwr+0dJkmSOGFhRjFfyJgnBWxVBR0/7tA2GgOTtQx7r2P65pybuDastS3ihbiYnUuNaEkJIoszkPkxCzYZYqyRJktW9a/mtpySeTAMS7uq92iOWDA/eMaCly/NPP8mi4xNqO7SeNaWO1e9soUJ8Q75O7nudRIW5fx0uSVJ0J5eyLXPJTDKjBFhV7r5WE+wmyXXR0GadXdq3oclt23Uc0Mu5tXPpdV+rJNLYrsobY3JkJlXvXUZ7YoRJkqzDuhQCQJGVGACgpOxCsVuG2Y2z+7do/vT//P0vg2a2Jv8fZpKZVGYSJllXD4qSJMkcPuAPAIWWu7UsC73JhBTMG2SPCunw2BOtmrciI+fbY2Jrs/gu4bH3Nds9CKOqvJF8UWZSiUl/bo4K7hotSZJ5ilsxUGQl99QZC7LzgOmv2mOGkbYdn+/gQnq/fb9OZ4q6Yi/bNwf+tUyG7h38ee2h9ycv+EVZFW1mmCTJFO5/CkWRpFoabvezfjbHCNL8762eeoxE3LrPWI6VdWeLbp7+skcPQsicJsLkzANsiG86FhhMxuFjoyXJaLOJiCSx1T6x1e1No+PVNm6u3d26xd53LKG+rVHmBA6c2USYJDzIeaSTHSyG+KjXHZJkMg/sriLVTyoUx7k6DDNDhPjoWM866h90m+s967n9TYNJzuSoB+hFfqynRbJ4PBVkkySrwck95YL77AirYoJDmr7GZx+AXHNt8ZNS/ievl38AJqsUvuaGQ7n1lo/JbHMdbDVJjgASUeP2l9XTETkzyC3GGOeTUQggl7xWS2brk8jLMo+qTApTlII6suGaLhs8UmdEBzQLsTkCyGuj91V793w3b7M0I1wbZQmdfAoArvvWtgmfnSDjqMZkvygy7hPX4ALlHDs3Gy0LPKIUj70WPcdSbUcttTSYrMn9rVLo8PLOdf9XW7QqcZaMoyqT0k/9tALjyvirDR0iLSjBGMWebtfiHzGRC0KqPlBS+3IpyjYxdEacT4VI8Q5CSLm2XLXVlMykGpMLMwTKGFMpZjf0pPWd+Dcs0T06EM9FRmmGcYKj0gmepObeseapfjx8zrrQil41e1sSMtyJcujZabtlHFWZ5ChFvci5qPOc2+Dj79OEhK7k1SCbIVIyT5kQWdFZ6cCsPl52KW5Euynz1kfc1WssUD+hW+5kkE+pTKMqk9vvaSnljKn0zG9W+Wb7yrvzU1NT56ekvp2SmpqaXHutWY5LrxajZqnUvhtNVtPbG4IVmQC+1XRtFmOXbOwZ75gFEZVEmE5+kTvCySBbmEyjKpNiqmVKPaWMcj4x4eq1i7siDWZflbd/gI9mklLp46/w0htmJB6/5Kyq8Nf2xHem0eHl0nXqPDZl0TxLXI/ObkN940SDxeGtXKt7xVS1Eq9obXzNitBspUyjKpNDeoFRzhinjFHV9AimDlQKgp4LIudMR7mo0QsKUVAJy2oqwV1RPOGZlGGzSyE9O5NWU5My1y3W9O69PsphMQWNjvlMYd5bo3HN1BqlpLfSU2UaVZnEKBhjjDHKGWNMEATKahgXRJH60LRq6fTzHuRDrNUPHBFkixWGelj9e/cZuWap0Wg2mVJVA+LsFied+3aEV++HmTNWhlGVye1of861AqNTlGVUuIZzrSiqyixApdRSptMwxrioEOZWbvFxfhxZC2CnwYVbTNFxdqMlzmIOn2GLMkx9uWfPvm87V5cJWludyTgZRlUm/5zEKeWCThkklF0TQaJO7eejt9qsNqvVZrPajAH+fiJjXNRpRCWPP1wxwG9ezcvFur/W6rvpw6Mcjskp6TbL5CHkpR6+P9bWG+VyWLVqoIujZBhVmBQv9uOM8bv3LsbU+oDZy1Iq9dTIW7xwYZiPklFOGRVVQnZZKPH8mMfvnkgseS8w5Pmew4YNyozr50YCAnbdL/Z/cEi1aJe8FK7K5JBeqPbsUIcGxNcI4B7+V5pCUDDG1EwXOO9XAGf+QaoE2H9flJiQYJ0eNydxSR0T51c79pB9QoZRhckXXjqRMUHDucAp1VHOaBBT2Woe2iw8liSoNFodF9TKyUdxdhRxkvP4/b7Z8WsXqw17J79Y5lCDybWZvno1ZVzgXKtlTAzRMVGn1PvFOemXWXj8raAAypjIA6btHv1kQ/XTf136woDW66u8tLztAZlDDSbnfLmoo1Qn6sr/cibqKNP6O5xGiffPV4iMMU59XmmowOqxnh5pe2JIlRN0aWSfzKE6k+JMbdluhKt0lZkI3C/aeeh+hUbNGFOxsJ8aOF281x0Aab2AglD2FZB7JWZOBtkeshQAtrNYoPAHvM9uN3kmd0K1nHLGKBM41VHKKWeUU6ajOi+H09bjpfuiKGUiD+QN6/J68oWyHkMnkT583OgXF2Blt5aeK8gI3WDvnJJlHRWvjdpX6jZY33789abO5CcuckFPqYYzxgTO9eXbdkrFyQFvOa+5KrVxyhhXaw43ZLYssrr8v5l7ABXBouZ7b71LPkGe51fHOqwovRkZfau57ubF/3Jz1EeQSZyCMSZQqhM514pl+xTGuFqvppwqEp2mg0+//rLAGGMqfUOulKPtPqj495/xcX1bIHV8Ed7pmgvoF2bpASwc/fMrO4FJqqbOxKGiVK9mnJXvG9V6ytScafSU+Wq03h87+doRt5aZaf6UMeptyq3/bKVTUwDg4pul6S3mLh7aAqlj/0BapxwgaGm2AGCRx6kB2YBJaOJMNggC5zSIMSZykZXHhrU6ylW+LELac9ZJMvho3xZ7cHOugjEmKFc14AD6+22zb+Jivzd+75oAeBCkjrqB90gmisbuPOGyBAi333bbCkxr6kyW+Ymca4M41wq6wLJcI2W6QD/vuMRNRU6rRY/2absHwA17AKN6raIBpXols8jIBU8NyStJarVi9qQ2xXM8CzH3+R7LDaN+xDr35UlDsv546VvAPqlpMzltEEQd11YKrlBBG6h486MNtZVb3+j3TJnOxbFgLWNMnVTYgAkXRxlt1wG8a9iMtUVf7QR27c02pBYB+MwQfwl5q4qBnzY2bSZbx3Ou0ol6SvUi5yJXBqqZccfB+4hKr+1YURn6b6Wg0VHFNsjWmExuLVBxJlbsS1STFDbTjsv3V/m+fLfvX8kHfnrK1JGFsiMbk8klXybqKNVrGNP6+djfWdugr58K89czbeBm2ZGNyeQbLWWMUUGlUoRv3tLg0tRNopJTteW67MlGZBLGOFUFaoMjso49iFxxfmQgozygfj2t/sjPd67MVJx/R0Zxj4mo8VVY7cuv5D/gAJu0lAt+S+sjLX7+lceaNUt2lg0+0Ha5jOIek4kRGSsLHmKASyqRUxpQnzM62W2VlPq+5iSDtYcslFHcY7L9IXOuhSvVAg2aVJ+eZlv7AChw+x6/HKc7cQO4fQw4H6Q/jr1kafLkMwCO64NvAJjL/rdp7+Mf0g76ilTUJt2o+5Pbeh46c2aXOg/jOzVbLfoCa3wx8w3r2M4/HSV9pvTttBG7XMeO8voGrKfNt/8lmckD2w+hWp1S1NZDu+cLF9fevZ7YBrzknl/UsSswfygmGAox98gRknjnTJf5aBUEbBTx8gogPFdmgluVHtO/O900fuj8jOjaAJGLtB4/6yzXLd/unfbsdgxfCXTrA6S7I7PF+NkfFu8nS4CUZLR6PS5eOyB/fnN78m353oUzI9zviZutmepkHbWGuDodYn2AyKnwVT2eJ70LAQwPxLAMoFMfYKE78NXSELLve7IYSJp7u9/Kd9OXb7mBz9IHjcyTmexo/fd7ctR5uTUXRwV9lznXvF/vRzlTxdTdxndrr4u4tL+NA0PfBYb0QLFrP4RvAUYO/5IsBhKTS7qbgO12qE4ht+PPTZ5J8fjgaaOLgE+ycDaz5LcDwPqwt8rLIPcviMwsvWUmduf3kyNTtZypptbdA+LIc1665/5mKEafDcAvg+OUPQcikSxZMOHgd2Q+EBONI100H5A50D31gfuwa02eSX7nL3a9+DsQ2xPWScXvDL4+rVP09BevA8DWViHmLtrfIlx8natDl6Yo1DzQUPd1cjvdGmVfA5SuzgOwy2Q5/RGwTJK+R+7M74DdO4EfLMalABKNtqa77LrLhPctLRmkBUp6e3bah7TR54g3cLgIQKlgBE67nsGrtYl7zVVpmFqSixkbm0m/1v37t3EtBj4nsUC6+53vBo9/cXcegN8GZgHwP5E3sLbWHHOVjGkiimRnNi6THW1Xb9my4W/LgMX9pt9Emvu1O7htfsYE4OrIuplQppkhM2lkJoEUAIL94Gj3i8cYLHr9nMdS4FkPAAh74wY+ap+b12ejzOS/yGRr9+8B4MfuyYM/xS890lZ4FS5t6zWhzzEAONl/jFfneUWXX6+tXjtZSbnMpLGZXP+1GACKf72QByD/0q084PzJk+WZqhunTp4DSq7VtrVOUTBBKzN5hOJdwDv+XCkzebSYJKool9ddjxSTr0O0nClNJbIzHx0ma/xFTrVy8vZRYrLZlzFRkyv7shGZLFUqlcpA273Xku7mpz5bh6MpdYxwMz2QMlH1m+zLRmSiSNizZ88mElXx0hxyt1rLLx5n6zpFelgtaLiovyj7shGZsCwAIJOAbzIyPsGpoWQVzq3OyPjXzYNuPgevHAK+zcj4GDiatTpjXc0q1F0BlFFVpvyIb1Qm2wDsfzwFma4m0+Mph/qR2YgcE2UbuHN3l+Hbsn2wqbvJ1DIa4STY1M2vevqvwKpljPkdlF3ZmExChvp6j+436w8MswCfuUEihThYBOg+hu887FBiVDiwvUdJFLmGM92qt4rKUVBGtcazsisbk4ku7cj2Pt4Axv0M3Ox3yEAu4Fa2YXznHfB8EztU8DwKFPX/1kFyAb/qhVxJKqbTTFwne7Jx713/Bk50+hDwvAAUDjodQa7/Mm60hIiPMWEWdqgwKQcoHXzCTs4Ck6qd8/0+RMuYdrLcdaBxmWg3AVhClqP/VCDaDcEEGWQ/DrhmYcxMfB6AoXpgVjdIJAeYUO06ifHmjPskyY5sXCZlkmNqDXa5jBv33Dac7Bt8iQ/37Nvicyzsu3ZXMPZ2GDf22U/haH0OUFd9nuyaplRzgX4pO7JxmRTcBoA7BcCV7G2XAeSfRdGhw7lXClFy7uqdAuDq51suATeulADVeggVXE2f7qNKkhfCj1Zs5Wy6/pTsx0eLCXCoQPbjo8ZEtsa1/wBwAfphlTM2OAAAAABJRU5ErkJggg==)
An electric generator is a device that converts mechanical energy obtained from an external source into electrical energy as the output. The flow of electric charges is induced by moving an electrical conductor, such as a wire that contains electric charges, in a magnetic field. This movement creates a voltage difference between the two ends of the wire or electrical conductor, which in turn causes the electric charges to flow, thus generating electric current.
The function of brushes is to make proper contact with the rotating rings because through them the current is supplied to the coil
Question 17.When does an electric short circuit occur?
Answer:An electric short circuit takes place when the live wire and the neutral wire of electricity supply line touch each other directly. This occurs when the plastic insulation of live wire and neutral wire get torn.
Question 18.Why is it necessary to earth metallic appliances? What is the function of an earth wire?
Answer:Earthing of a metallic appliance is done by connecting a metal wire to the earth, because the earth is at zero potential. This is done to avoid the risk of electric shocks. This is because when live wire at the high potential of 220 volts touches the metal case of the electrical appliance, then the current passes from the electrical appliance directly to the earth through the low resistance earth wire. Since the current does not pass through our body, we do not get an electric shock. Thus, the function of an earth wire is to provide an easy passage to the leaking current from an electrical appliance to go into the earth and hence prevent electric shocks to the user of electrical appliance.
Which of the following correctly describes the magnetic field near a long straight wire?
A. The field consists of straight lines perpendicular to the wire
B. The field consists of straight lines parallel to the wire
C. The field consists of radial lines, originating from the wire
D. The field consists of concentric circles centered on the wire
Answer:
The magnetic field near a long straight wire consists of concentric circles centered on the wire.
Question 2.
The phenomenon of electromagnetic induction is:
A. the process of charging a body
B. the process of generating magnetic field due to a current passing through a coil
C. producing induced current in a coil due to relative motion between a magnet and the coil
D. the process of rotating a coil of an electric motor
Answer:
The phenomenon of electromagnetic induction is the production of induced current in a coil placed in a region where the magnetic field changes with time.
The magnetic field may change due to the relative motion between the coil and a magnet placed near to the coil.
The direction of the induced current is given by Fleming’s right-hand rule.
Question 3.
The device used for producing electric current is called a:
A. generator
B. galvanometer
C. ammeter
D. motor
Answer:
A generator is used to produce electricity. Thus, option (a) is correct.
Question 4.
The essential difference between an AC generator and a DC generator is that:
A. AC generator has an electromagnet while DC generator has permanent magnet
B. DC generator will generate a higher voltage
C. AC generator will generate a higher voltage
D. AC generator has slip rings while the DC generator has a commutator
Answer:
The main difference between an AC generator and a DC generator is the commutator. An AC generator has slip rings while the DC generator has a commutator. Thus, option (d) is correct option.
Question 5.
At the time of short circuit, the current in the circuit:
A. reduces substantially
B. does not change
C. increases heavily
D. varies continuously
Answer:
During short circuit, the current in the circuit increases very heavily. Thus, option (c) is the correct option.
Question 6.
State whether the following statements are true or false:
(a) An electric motor converts mechanical energy into electrical energy.
(b) An electric generator works on the principle of electromagnetic induction
(c) The field at the centre of a long circular coil carrying current will be parallel straight lines
(d) A wire with a green insulation is usually the live wire of an electric supply
Answer:
An electric generator works on the principle of electromagnetic induction. Thus option (b) is correct.
Question 7.
List three sources of magnetic fields.
Answer:
The Magnetic fields can be produced:
a) By using a permanent magnet.
b) By passing electric current through circular coil.
c) By using an electromagnet.
Question 8.
How does a solenoid behave like a magnet? Can you determine the north and south poles of a current carrying solenoid with the help of a bar magnet? Explain.
Answer:
(a) A current carrying solenoid behaves like a magnet when its end one acts like a north pole and the other end as a south pole. So, if a current-carrying solenoid is suspended freely by tying a thread in the middle, it will come to rest pointing in the north and south directions in the say manner like a freely suspended bar magnet.
(b) We can determine the north and south poles of a current-carrying solenoid by using a bar magnet. This can be done as follows: We bring the north pole of a bar magnet near both the ends of a freely suspended current-carrying solenoid. The end of solenoid which will be repelled by the north pole of bar magnet will be the north pole of the solenoid. And the end of solenoid which will be attracted by the north pole of the bar magnet and move towards it, will be its south pole.
Question 9.
When is the force experienced by a current-carrying conductor placed in a magnetic field largest ?
Answer:
The force experienced by a current-carrying conductor placed in a magnetic field is the largest when the current-carrying conductor is perpendicular to the direction of magnetic field.
Question 10.
Imagine that you are sitting in a chamber with your back to one wall. An electron beam, moving horizontally from back wall towards the front wall is deflected by a strong magnetic field to your right side. What is the direction of magnetic field?
Answer:
The direction of electric current is from front wall to back wall as it is opposite to the direction of electron. Now , since the direction of force is towards the right side. Hence by applying Fleming’s left hand rule, we can conclude that the magnetic field inside the chamber is in downward direction.
Question 11.
Draw a labelled diagram of an electric motor. Explain its principle and working. What is the function of a split ring in an electric motor?
Answer:
The labelled diagram of an electric motor is shown below:
The electric motor is a device which converts electrical energy to mechanical energy. When a rectangular coil is placed in a magnetic field and current is passed through it, forces acts on the coil which rotates it continuously. When the coil rotates, the shaft attached to it also rotates. In this way the electrical energy supplied to the motor is converted into the mechanical energy of rotation.
The direction of magnetic forces is towards our right side and the direction of current is clockwise as we look into the diagram.
In an electric motor the role of split rings is to reverse the direction of current flowing through the motor coil after every half rotation of the coil. Due to this reversing of current, the direction of force remains unchanged on the two sides of the coil and hence the coil continues to rotate in the same direction
Question 12.
Name some devices in which electric motors are used.
Answer:
Electric motors are used in electric fans, coolers, refrigerators, mixer and grinders, washing machines, water pumps and electric cars.
Question 13.
A coil of insulated copper wire is connected to a galvanometer. What will happen if a bar magnet is
(i) pushed into the coil
(ii) held stationary inside the coil
(iii) withdrawn from inside the coil.
Answer:
(i) As a bar magnet is pushed into the coil, a slight deflection for a very less time is observed in the galvanometer including the production of a momentary current in the coil.
(ii) When the bar magnet is held stationary inside the coil, there is no deflection in galvanometer indicating that no current is produced in the coil.
(iii) When the bar magnet is withdrawn from the coil, the deflection of galvanometer is in opposite direction showing the production of an opposite current.
Tagging ||| Physics||Magnetic Effects of Electric Current||Electromagnetic Induction
Question 14.
Two circular coils A and B are placed close to each other. If the current in the coil A is changed, will some current be induced in the coil B ? Give reason.
Answer:
If the current in coil A is 'switched on' or 'switched off', then an electric current is induced in the coil B (see Figure given here). This can be explained as follows:
(i) When we switch on the current in the coil A, through switch S, it produces a magnetic field around the coil B and in this way coil A becomes an electromagnet and produces a magnetic field around coil B. The change would also be seen on inserting a magnet into the coil B. So, an induced current flows in coil B for a moment. When the current in coil A becomes steady, its magnetic field also becomes steady and the current in coil B stops.
(ii) When we switch off the current in coil A, then its magnetic field in coil B stops quickly. This effect is just the same as pulling a magnet quickly out of coil B. So, in this case an induced current flows in coil B in the opposite direction.
Question 15.
State the rule to determine the direction of a:
(i) magnetic field produced around a straight conductor carrying current.
(ii) force experienced by a current-carrying straight conductor placed in a magnetic field which is perpendicular to it.
(iii) current induced in a straight conductor moving in a magnetic field.
Answer:
(i) The direction of magnetic field produced around a straight current-carrying conductor is determined by using Maxwell's right hand thumb rule.
(ii) The direction of force experienced by a current-carrying straight conductor placed in a magnetic field is determined by Fleming's left-hand rule.
(iii) The direction of current induced in a straight conductor moving in a magnetic field is determined by Fleming's right-hand rule.
Question 16.
Explain the underlying pricipal and working of an electric generator by drawing a labelled diagram.What is the function of brushes.
Answer:
The principle of electric generator is Electromagnetic Induction. The schematic is shown below:
An electric generator is a device that converts mechanical energy obtained from an external source into electrical energy as the output. The flow of electric charges is induced by moving an electrical conductor, such as a wire that contains electric charges, in a magnetic field. This movement creates a voltage difference between the two ends of the wire or electrical conductor, which in turn causes the electric charges to flow, thus generating electric current.
The function of brushes is to make proper contact with the rotating rings because through them the current is supplied to the coil
Question 17.
When does an electric short circuit occur?
Answer:
An electric short circuit takes place when the live wire and the neutral wire of electricity supply line touch each other directly. This occurs when the plastic insulation of live wire and neutral wire get torn.
Question 18.
Why is it necessary to earth metallic appliances? What is the function of an earth wire?
Answer:
Earthing of a metallic appliance is done by connecting a metal wire to the earth, because the earth is at zero potential. This is done to avoid the risk of electric shocks. This is because when live wire at the high potential of 220 volts touches the metal case of the electrical appliance, then the current passes from the electrical appliance directly to the earth through the low resistance earth wire. Since the current does not pass through our body, we do not get an electric shock. Thus, the function of an earth wire is to provide an easy passage to the leaking current from an electrical appliance to go into the earth and hence prevent electric shocks to the user of electrical appliance.