tag:blogger.com,1999:blog-86407451932373265962024-03-21T22:05:20.434+05:30Electrical WorldElectrical World contain basic interview questions of electrical engineering related to an electrical machine, power system, power electronics and basic electronics. It also consists diploma electrical jobs, eee projects and electrical engineer jobs for freshers. Articles on electrical seminar topics, electrical mini projects,electrical engineering projects list, electrical projects for engineering students, electrical projects for diploma students also listed.Prabhathttp://www.blogger.com/profile/09519663747934924139noreply@blogger.comBlogger259125tag:blogger.com,1999:blog-8640745193237326596.post-21859368260449179702020-10-27T19:42:00.013+05:302020-10-27T19:49:27.928+05:30How to Test and Troubleshoot a Transformer? Whether its good or defectiveTransformers are stationary electromechanical devices, the operation of which is based on the fact that any alternating electric field creates a magnetic field. <br /><br />This allows two circuits that are electrically isolated from each other to interact. The current in the first circuit creates a magnetic field around it, which, acting on the second circuit and transferring its energy to it, creates a current in it. This article will show you how to test a transformer.<br />Visually Verify Transformer. <br /><br />Often the cause of the failure of the transformer is the overheating of its internal winding. If the transformer housing is swollen or shows burn marks, please do not check it further.<br /><br /><br />Identify the winding of the transformer. It was expected to have easily readable labels. However, it is often helpful to have a circuit diagram containing your transformer to find out how it is related. The circuit diagram can be found on the product documentation or on the manufacturer's website. Which could be identified in 4 ways:<br /><h3 style="text-align: left;">1# Identify the Input and Output of the Transformer</h3><p>The first electrical circuit to produce a magnetic field is connected to its primary winding. The voltage applied to this winding must be shown on the transformer itself and can be found on the diagram. The second circuit, which derives the energy from the magnetic field, is connected to the secondary winding of the transformer. The voltage produced in this circuit should also be indicated on the transformer itself.</p><h3 style="text-align: left;">2# Identify Filtration at the Outlet</h3><p style="text-align: left;">Condensers and diodes are often attached to the secondary winding of a transformer to convert variable power to constant output power. This filtering and waveform shift is not expressed in the label of the transformer. They must be seen in the attached diagram.</p><p style="text-align: left;"></p><h3 style="text-align: left;">3# Identify Input of the Transformer</h3><p style="text-align: left;">Link the source with the input circuit. Measure the voltage through the primary winding by using a tester in AC (alternating current) mode. Either the primary circuit or the transformer can be defective if it is more than 80 percent lower than anticipated. Disconnect the primary winding from the input circuit, in this case. If, after that, the input voltage (but not the disconnected primary winding) increases to the intended value, then the transformer 's primary winding is defective. The fault is not in the transformer, but in the input circuit if the voltage has not increased.<br />4# Measure Voltage at the Transformer 's Output<br /><br />Use the AC tester mode if you have decided that the output is not filtered or converted from the secondary one. Switch the tester to DC mode if there's filtering and signal conversion. Either the transformer or the signal filtering and conversion unit would be affected if the tester does not display the expected output voltage. Separately, check all of the components of this block. If they are all in place, then the transformer is defective.<br /></p><h3 style="text-align: left;">How to Check a Transformer with a Multimeter?</h3><p style="text-align: left;">Checking the windings of the transformers can easily trigger panic in the beginner, having a bunch of leads coming from various windings is hard to find out where to start such a check.<br /><br /><br />First of all, you need to deal with a simpler example and grasp the very concept of how to inspect a transformer with a multimeter. Today we're going to show you how to test a 220V to 12V step-down transformer with a multimeter in two phases.<br /><br /><br /><img src="https://lh5.googleusercontent.com/gKgy_MA4NFDnAHLFHfHjd_USx0E9Npt5n-S-LQG7zf1qXQEq2IbPdBnN5zdVsu0ZBW1BNROWc2_Df3rravhGIH5pKrFKOV0Fn1unHUr16CNP54S2izCji7dHl9hyNEEoGvpzF1pShfzJj1CBPg" /><br /><br /><br />Our basic charger transformer has only four terminals, i.e. two secondary winding wires and two main ones. The whole process of testing the transformer with a multimeter is to verify the integrity of the windings. First, you need to switch the multimeter to the diode test or resistance measurement mode. Then one of the windings is tested, the polarity of the relation of the probes doesn't matter.<br /><br /><br /><img src="https://lh5.googleusercontent.com/dShlPdBg1-0xuCPacQeqFF7qIlrT1GC3QpxPIYVNuonZ5w3Dvwqn9EBPsBKx8b9wLVpbRgW9wJtXBIPs76VMxABRs7EDpxJsdS3NEhJxVOlRyTBtJ80kzxUYSP4ZtnIitGYdhYKgMgAlfiF5RQ" /><br /><br /><br />And if the issue occurs unexpectedly, how do you decide the windings of the transformer? It can be addressed by the fact that the resistance of the primary winding at the step-down transformer is often higher.<br /><br /><br />A winding that has a split doesn't ring at all. If there is a need to check the transformers that have several lines of primary winding and several secondary windings, each winding of such a transformer is tested separately.<br /><br /><br />This method of testing the transformer with a multimeter is very simple and helps to determine the integrity of the winding.<br /><br /></p><h2 style="text-align: left;">Troubleshooting Transformers</h2><p style="text-align: left;"></p><p style="text-align: left;"></p><h3 style="text-align: left;">Investigating Replaced Transformer</h3><p style="text-align: left;"><br />If a newly bought transformer is likely to damage from elsewhere in one of the circuits. It has a higher chance that those transformer circuits are more likely to burnout due to short circuiting.<br /><br />When we replace the new transformer with the old one, we really have to make sure it never happens again. Additional checks are likely to be carried out if any damage is detected. <br /><br />In the case of transformer overloading circuits, the resulting overheating of the core is more likely to burn. Main power connexions should be cut off to further prevent damage to the entire transformer. <br /><br /></p><h3 style="text-align: left;">Isolate Transformer from Input and Output to Find Cause of Failure</h3><p style="text-align: left;"><br />This phase is known to be the best method for identifying the root cause of major failure. A linear fuse would only have a single source input and output. This is the best way to evaluate whether the problem emerged from the input or output circuit.<br /><br /><br />For complex removal of inputs as well as transformer outputs, removing one by one to find out which causes this failure is the main component of the overall entire circuit.<br /><br /><br /><br />Author’s name: Kiran Daware<br /><br />Company Name: Nicore India Pvt. Ltd.<br /><br />Website: https://nicoreindia.com/</p><p style="text-align: left;">Bio: Kiran Daware is the junior electrical engineer at Nicore India Pvt. Ltd. He is into development team of silicon steel magnetic core. He is also a technical writer at <a href="https://nicoreindia.com/">Nicore India</a> where he owns blog a <a href="https://www.electricaleasy.com/">electricaleasy</a>.</p>Prabhathttp://www.blogger.com/profile/09519663747934924139noreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-20249376011047330762015-05-02T16:56:00.001+05:302015-05-02T16:56:08.766+05:30High Voltage Engineering Interview Question With AnswerHello Friends. In last post we shared a lot of mcq on high voltage
<br>engg. Now we are going to share interview question on high voltage
<br>engg. In this post, breakdown in gases, liquids and solids is mostly
<br>discussed. Lets start and enjoy interview question of high voltage
<br>engineering.
<br>
<br> Q.1 Mention the types of insulating materials which is used in high
<br>voltage engineering?
<br>Ans - Insulating materials are four types.
<br>A. Solids
<br>B. Liquids
<br>C. Gases
<br>D. Vacuun
<br>
<br>Q.2 What are the salient properties of usual metals ?
<br>Ans: These are:
<br>A. Specific resistivity in ohm meter.
<br>B. Temperature resistance coefficient.
<br>C. Specific Gravity.
<br>D. Tensile strength when used in overhead line.
<br>
<br>Q.3 What are the usual materials for conductors used in high voltage
<br>equipment and transmission lines?
<br>Ans- Conductors are mostly fabricated from metals. Depending on the
<br>equipment the following metals are found in high voltage work, gold,
<br>silver, copper, aluminium, tin, lead, iron, nickel, chromium, and
<br>others.
<br>
<br>Q.4 What are the physical and electrical properties of important solid
<br>insulations suitable for high voltage work?
<br>Ans- The three important properties to look in solid insulation are
<br>a. Dielectric strength which denotes kv/cm or kv/mm which the
<br>insulation can withstand and which a designer will use based on
<br>experience.
<br>b. Dielectric constant.
<br>c. Loss angle called delta which denotes the heating losss in the
<br>insulation under the high voltage. The usual form in which this loss
<br>is denoted by tan delta.Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8640745193237326596.post-41405776097585612842015-04-18T20:02:00.001+05:302016-01-08T09:19:21.459+05:30Interview Questions On Alternator<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]-->Hello Engineers.<br />
<br />
Today we are sharing alternator interview questions with answer. <br />
<br />
Q. 1. What are the two types of turbo-alternators ?<br />
Ans. Vertical and horizontal.<br />
<br />
Q. 2. How do you compare the two ?<br />
Ans. Vertical type requires less floor space and while step bearing is necessary to carry the weight of the moving element, there is very little friction in the main bearings. The horizontal type requires no step bearing, but occupies more space.<br />
<br />
Q. 3. What is step bearing ?<br />
Ans. It consists of two cylindrical cast iron plates which bear upon each other and have a central recess between them. Suitable oil is pumped into this recess under considerable pressure.<br />
<br />
Q. 4. What is direct-connected alternator ?<br />
Ans. One in which the alternator and engine are directly connected. In other words, there is no intermediate gearing such as belt, chain etc. between the driving engine and alternator.<br />
<br />
Q. 5. What is the difference between direct-connected and direct-coupled units ?<br />
Ans. In the former, alternator and driving engine are directly and permanently connected. In the latter case, engine and alternator are each complete in itself and are connected by some device such as friction clutch, jaw clutch or shaft coupling.<br />
<br />
Q. 6. Can a d.c. generator be converted into an alternator ? If yes then how ?<br />
Ans. Yes. A DC generator can be converted into an alternator. By providing two collector rings on one end of the armature and connecting these two rings to two points in the armature winding 180° apart.<br />
<br />
Q. 8. Would this arrangement result in a desirable alternator ?<br />
Ans. No<br />
<br />
Q. 9. How is a direct-connected exciter arranged in an alternator ?<br />
Ans. The armature of the exciter is mounted on the shaft of the alternator close to the spider hub. In some cases, it is mounted at a distance sufficient to permit a pedestal and bearing to be placed between the exciter and the hub.<br />
<br />
Q. 10. Any advantage of a direct-connected exciter ?<br />
Ans. Yes, economy of space.<br />
<div id="brs" style="clear: both; overflow: hidden;">
<h3 class="med _kk _wI" style="text-align: left;">
Searches related to Basic MCQ Interview Questions On Alternator</h3>
<div class="card-section">
<div class="brs_col">
<div class="_e4b">
<b>electrical machines objective</b> questions <b>and answers pdf</b></div>
<div class="_e4b">
<b>electrical machines objective</b> questions <b>pdf download</b></div>
<div class="_e4b">
mcq on alternator <b>with answers</b></div>
<div class="_e4b">
<b>power factor of</b> alternator <b>at no load</b></div>
</div>
<div class="brs_col">
<div class="_e4b">
<b>objective</b> questions on <b>synchronous machines pdf</b></div>
<div class="_e4b">
<b>open wire test is used for?</b></div>
<div class="_e4b">
<b>synchronous machines</b> questions <b>and answers</b></div>
<div class="_e4b">
<b>synchronous machines objective</b> questions <b>with answers</b></div>
</div>
</div>
</div>
Q. 11. Any disadvantage ?<br />
Ans. The exciter has to run at the same speed as the alternator which is slower than desirable. Hence, it must be larger for a given output than the gear-driven type, because it can be run at high speed and so made proportionately smaller.<br />
<div class="MsoNormal">
<br /></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-44371457232923280852015-04-15T12:19:00.000+05:302015-04-30T08:14:13.628+05:30Objective Types Questions Of High Voltage Engineering Part 2<div dir="ltr" style="text-align: left;" trbidi="on">
Q.1 A generating voltmeter is used to measure
<br />
A. Impulse voltage
<br />
B. AC voltage
<br />
C. dc voltage
<br />
D. All
<br />
Answer : c
<br />
<br />
Q.2 A series capacitance voltmeter can measure
<br />
A. DC voltage
<br />
B. Rms value voltage
<br />
C. Ac voltage
<br />
D. All
<br />
Answer : c
<br />
<h4 style="text-align: left;">
Must Read: <a href="http://www.electricallive.com/2015/04/transformer-interview-questions-with.html" target="_blank">Transformer Interview Questions</a></h4>
Q.3 cvt when tunned does not have
<br />
A. Ratio error
<br />
B. Phase angle error
<br />
C. Both a and b
<br />
D. None
<br />
Answer : b
<br />
<br />
Q.4 Electrostatic voltmeter can measure
<br />
A. Dc voltmeter
<br />
B. Ac voltmeter
<br />
C. Both a and b
<br />
D. None
<br />
Answer c
<br />
<br />
Q.5 sphere gaps are used to measure
<br />
A. Dc voltage
<br />
B. Ac voltage
<br />
C. Impulse voltage
<br />
D. All
<br />
Answer d
<br />
<br />
Q.6 hall generators are normally used to measure
<br />
A. Impulse voltage
<br />
B. Unidirectional impulse current
<br />
C. Any type of impulse voltage
<br />
D. All
<br />
Answer b
<br />
<br />
Q.7 for measuring high impulse currents, the best type of shunt is
<br />
A. Squirrel cage
<br />
B. Bifilar strip
<br />
C. Disc
<br />
D. Coaxial tubular
<br />
Answer d
<br />
<h4 style="text-align: left;">
Don't Miss : <a href="http://www.electricallive.com/2015/04/interview-questions-on-alternator.html" target="_blank">Alternator Interview Questions</a></h4>
Q.8 to measure a high voltage of peak value about 150kv, the suitable
<br />
sphere gap would be
<br />
A. 5cm
<br />
B. 10cm
<br />
C. 15 or 25 cm
<br />
D. 50 cm
<br />
Answer c
<br />
Q.9 cockcroft walton circuit is used for
<br />
A. Dc voltage generation
<br />
B. Ac voltage generation
<br />
C. Both a and b
<br />
D. None
<br />
Answer a
<br />
Q. 10 cascaded transformer is used for
<br />
A. Dc voltage generation
<br />
B. Ac voltage generation
<br />
C. Both a and b
<br />
D. None
<br />
Answer b</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-59190374701690113052015-04-15T01:24:00.001+05:302015-04-30T08:15:39.119+05:30High voltage engineering objective interview questions part 1<div dir="ltr" style="text-align: left;" trbidi="on">
1. Electrical conduction in gases was first studied in
<br />
A. Loeb
<br />
B. Maxwell
<br />
C. Townsend
<br />
D. None
<br />
<br />
Answer : c
<br />
Q.2 SF6 is a
<br />
A. Natural gas
<br />
B. Electronegative gas
<br />
C. Ionize gas
<br />
D. Non attaching gas
<br />
Ans : b
<br />
<h4 style="text-align: left;">
Must Read: <a href="http://www.electricallive.com/2015/03/electrical-engineering-interview.html" target="_blank">Electrical Engineering Interview Questions</a></h4>
Q.3 Minimum sparking potential of air is
<br />
A. 40 v
<br />
B. 100 v
<br />
C. 4.4v
<br />
D. 325v
<br />
Answer : d
<br />
<br />
Q.4 The requirement of gases for insulation purpose is
<br />
A. High dielectric strength and thermal stability
<br />
B. High thermal stability
<br />
C. High dielectric strength only
<br />
D. None
<br />
Answer : A
<br />
<br />
Q.5 Transformer oil is
<br />
A. Askeral
<br />
B. Silicone oil
<br />
C. Polyster oil
<br />
D. Mineral oil
<br />
Answer: D
<br />
<br />
Q.6 The breakdown strength of mineral oil is about
<br />
A. 20kv/mm
<br />
B. 30-40 kv/mm
<br />
C. 50 kv/mm
<br />
D. None
<br />
Answer : B
<br />
<br />
Q.7 Dielectric constant of mineral oil is
<br />
A. 1.5 to 2.0
<br />
B. 2.2 to 2.4
<br />
C. 3.0 to 3.5
<br />
D. None
<br />
Answer : b
<br />
<br />
Q.8 maximum dielectric strength obtained with pureliquid
<br />
A. 100 kv/mm
<br />
B. 10 kv/mm
<br />
C. 1mv/mm
<br />
D. All
<br />
Answer :a
<br />
<br />
Q.9 which liquid has highest breakdown strength is
<br />
A. Mineral oil
<br />
B. Silicone oil
<br />
C. Polyolefins
<br />
D. None
<br />
Answer : b
<br />
Q. 10 conduction and breakdown in commercial liquids is affected by
<br />
A. Solid partical
<br />
B. Vapour
<br />
C. Electrode materials
<br />
D. All
<br />
Answer : d
<br />
<br />
If you face any problem with any question then comment below.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-59481612861544071992015-04-05T08:56:00.000+05:302015-04-05T08:56:03.994+05:30Electronics Engineering Projects On Doorbell Circuit <div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
The electronic doorbell in this article is
the most simplest among the advance projects in this website. There are
many other benefits of the project doorbell. The circuit for the
electronic doorbell here will help realise whether the visitor is in
front door or in back door. More about there is two LED indicatorwith
different colours which provide visual indication to check if anyone had
come nor not in your absence.</div>
<h3 style="text-align: center;">
<img alt="" class="alignnone" height="198" src="data:image/jpeg;base64,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" width="405" /></h3>
<h3 style="text-align: center;">
PART LIST</h3>
<br />
<table align="center" border="0" style="height: 61px; width: 327px;">
<caption>Transistors</caption>
<tbody>
<tr>
<td align="center" style="text-align: center;">T1,T2,T5</td>
<td style="text-align: center;">BC148B</td>
</tr>
<tr>
<td style="text-align: center;">T3,T4</td>
<td style="text-align: center;">BC158B</td>
</tr>
<tr>
<td style="text-align: center;">T6</td>
<td style="text-align: center;">AC128</td>
</tr>
</tbody>
</table>
<table align="center" border="0" style="height: 61px; width: 323px;">
<caption>Diodes</caption>
<tbody>
<tr>
<td style="text-align: center;">D1,D2,D3,D4</td>
<td style="text-align: center;">1N4001</td>
</tr>
<tr>
<td style="text-align: center;">D5</td>
<td style="text-align: center;">GREEN LED</td>
</tr>
<tr>
<td style="text-align: center;">D6</td>
<td style="text-align: center;">RED LED</td>
</tr>
</tbody>
</table>
<table align="center" border="0" style="height: 35px; width: 324px;">
<caption>Capacitors</caption>
<tbody>
<tr>
<td style="text-align: center;">C1,C2,C3</td>
<td style="text-align: center;">0.01 μF</td>
</tr>
</tbody>
</table>
<table align="center" border="0" style="height: 99px; width: 320px;">
<caption>Resistors</caption>
<tbody>
<tr>
<td style="text-align: center;">R1,R7,R8.R9,R10</td>
<td style="text-align: center;">2.2 KΩ</td>
</tr>
<tr>
<td style="text-align: center;">R2</td>
<td style="text-align: center;">47Ω</td>
</tr>
<tr>
<td style="text-align: center;">R3,R4</td>
<td style="text-align: center;">100KΩ</td>
</tr>
<tr>
<td style="text-align: center;">R5,R6</td>
<td style="text-align: center;">10KΩ</td>
</tr>
<tr>
<td style="text-align: center;">R11,R12</td>
<td style="text-align: center;">330Ω</td>
</tr>
</tbody>
</table>
<table align="center" border="0" style="height: 154px; width: 315px;">
<caption>Miscellaneous</caption>
<tbody>
<tr>
<td style="text-align: center;">S1</td>
<td style="text-align: center;">ON/OFF toggle switch for memory</td>
</tr>
<tr>
<td style="text-align: center;">S2,S3</td>
<td style="text-align: center;">Switch for doorbell</td>
</tr>
<tr>
<td style="text-align: center;">BATT</td>
<td style="text-align: center;">9-Volt Battery</td>
</tr>
<tr>
<td style="text-align: center;">LS</td>
<td style="text-align: center;">Loud Speaker 8Ω</td>
</tr>
<tr>
<td style="text-align: center;">OTHERS</td>
<td style="text-align: center;">
PCB , Connecting Wires,<br />
Hardware,enclosure etc<br />
</td>
</tr>
</tbody>
</table>
<br />
<br />
<h2 style="text-align: center;">
Circuit Description</h2>
<div style="text-align: center;">
<img alt="Click here to view the circuit" class="aligncenter" height="247" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAFhAh4DASIAAhEBAxEB/8QAHgABAAIBBQEBAAAAAAAAAAAAAAgJBwECAwQGBQr/xAB2EAAABgEDAgIFBQcIEwcOCwkBAgMEBQYHAAgREiETMQkUFUFRFiJhcYEXGBkyV5HwI5aXobHB0dUkJSYzOEJHUlNUVnJ3kpOy0tbXJyg2Roa28TQ3WGJmc3aCg6bFxtPhCik1Q1VjZYeVt8c5REhneIWipcL/xAAdAQABBAMBAQAAAAAAAAAAAAAABAUGBwECAwgJ/8QAZhEAAgICAAQDBQEGDQ0MCAMJAQIDBAURAAYSIQcTMRQiQVFhFRYjMnGBkRckQlJUVZOUobHR0vAIJSYzNVNiY2SSwdPxNDZERUZWcnR1lbLUGENzg5aztOFlgsQnN2aEhqLD1db/2gAMAwEAAhEDEQA/AP38aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhrQTFL3MIAHxEQD93WusB5/qyltr9XjEZero9FyYuRp11fuY6q5OBKHnyDRppVmKrtZuoKvynQapRs6kq9rDU0hByUWm9R10hjEkioz9Ck6La6tD8Wxv5DZA3rZHrwhyNqSlTnswwe0yxKCkJk8oOSwGi/S5UDez0xu5A0iMxCnPInIIfjFEvvHqDgPhz31uAQEOQEBD4gPIfnDUQcV1TGkx91LEc9hTH9UPHMqRI3GjwD1ndMUSjSRczj6sOmcW8r1biG042kIF66lmzqkQ0sBm9dknC0k1GEdIZE2sDztrwH354w5jMPPnj+YuE4DXeeqIVchmJR410VUArLH5isCkjr8PQE9iDsEkBtxmafISVEMEKJarXZw8c07FJaNuOrLC0VipVkHeUHqdUIdHUIVVZGz3ppppJxIOGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4acByA/Dy+3XXM5blOCZlkynHkQKJyAIgA8CPAjz9HbuHIc8chrUXKBQ6hUJ0iPSBuoAKJhEClKBhEA6jGECl78CYQLzyIAO3Q3b3W7+nunv/Bxx9og2y+dESp0wDrtToHv73bsQe4HYjjnEAHsOgAAdg1oUxTB1AICA9wEB7CA9+efpDv8ApzrXWvHUEEAj0PccNNNNHGeGmnAcgPw8vt1gLctnMu3bFEtk81TcXIsZJwMYaJSnYyuIJjOSraLSdvpN+V25K3Ku5RaooQ0NPSbiRdsUjx7aKGUmojrXglszRV4F65p3WONCyJ1SOdKOpyqqWJA2zAfMjhvyuUoYPG3sxlJzWx2NrTXLtgRTzmGtAhklkENaOaxJ0IpbohikkOj0oTxn0OfePP0+WmqdSelbnFWyb1PbDLKM1iJKIuyZIeHbKprgcUDprlxcKShFgTUFIxTiVQCHEgmApuNhfSvTJxECbZJM4h5gXJLswh9YBi8ePMPz6fvuT5g/YA/flD/zX1H5+Kq/9IDwl7f2Uy9/T+x3mnuO3cf1k7jv/Ttu43WgdgDtx9HPP7eqmWfpJ8lycUtPR+za9SEG3BUV5lla7A6ikAQ/n4rSKGJDs0wR/wDnROsXw/6fjXxCelQs6g9Ke1ieObgR4JkGQMPAeY8FxYI8B7x93v1r9ymePpSXt66u0PzH9Ncbnx88KVCluZbChxtOrlrmsdQ7d1JwemHf1Gx/BxcFoPPuHj6fPVQTH0o1wlXxYqM2oWSRkzt1HZI1jfJR2/O1SUTRVdFZt8VHcGbprLIJKLFT8MiiqaZjAZQgD9t56SLKUemCr/ZlfmKQjwCryz2JsmIj5B1rYjIUR+jnv7uNZPKmeB0aSAn0Bu0N/m9q4yPHvwpYFl5kslR6sOWuayO3wJGDI7b33PFsWmqokvSN5ZWjxl0dlmQ1okvIGk0rHZTx5RKPAgL0uIjNg4EQAeVOwjwPcdcDP0kmUZEwkYbM74+OUORKzs9icmKA+8So4kOIAPxEONY+5XO9/wBKR6HY/p2h2Pb/ACrse/cH8n12/R58LPd/site8NqPuY5s94fAj+sfcH5jfpxbJoHPvDj6PPVVgekMzQPYNj+TRH4BNWv/AGQa3/hCs1DwAbHcoCI//bNsHkB8uA+4/wDSHv8Af9OsfctnP2JH+/sf/wCa4z+jt4Xf84Ln/wAL82/T/wDAvxH+g4tQ0AQHuGqsA9INm0wiUuxrKJh45EoS1tEePLkQDD/PHcA58u+uUPSA5yEeA2K5WMPYOAlLfz9oBh3zEA0fctnP2JF+/sf9P8q+v9O28/o7eF5/5QXfp/Yvzb8da/4i+O/4uLSvj+19GmqoZD0jeWYoDDJ7LMhxvSKRTC/sdkaAUVjlTRA3rGIkuBVUUImmAj885ykIAmMAD4KS9LTKRb4I6R25rRb8pigdhI5KcNnw9aaihCg3cY4QWIYxElFCiKRupNJQQKIFExd15TzzntSQ+vpcon4b/U2Se+/5dDhNP/VAeFFcbk5ksL3A9/lzmeLuSB3MuGjG/oDs60Aew4ub1oHmPf4duPL7ffzqqWB9Ivl20RzSYrWynItiiJBsm7YSkDYLNLRz1qqZQqbpo+YYictXLZUyShU1kVDpnMmoBTmEpgDpyvpKMmwUrEQU3s3vMNN2E6ycBDStqsEfKzajcyRF04iPd4lRdyZ0TroFWKyRXMmZZIpwKKhAHT7ls4WKipH1D1Ht2P2Pn29q2Nep2Pn8+FJ8dvC8RrMeYLoifXTIeVubRG29Bel/sPoOydDROz6fW2YQAw8D34+v3611UYr6Tq9ovIePW2jW1J/YV3jWAYq3WYI8nHMe9LGyDeHbHxQC0kuxkDlYPEWRF1Gz0xWq5U1xBMfKp+l1UVImolt3OqRZIiyJ08rGORVFQRBNVMxcZiB0lBAQIoURKYQECiIgOthypn29KKH8V2gfj9LX+w8cm8ffCdQC/M8y7/Xct81gb0DoE4Mb7MD2+BB9CN3O6appD0tT434u252bjt2yisPw8+MYj9H6Drk/CzSXAD97U+4HyH7pzjgfqH7mHA+Q/m0fcnn/ANgj9+Ufp/lX4vz/AF40/wDSB8JP+dUh/Fy7zT//AKQfPi5LvyHf6w+OtAAee/fjyH48+fb9rVOKXpYJdUehLbPJKnAomEE8lOTmAoCACYSlxeIgUBEAEfLkQ94hrer6VmeImoqbbFKpERSWXVVUyM7BNJFFM6q6ypjYuKBEkUyHVVUExCkIQ5zmApTCGRynzAf+Ajv/AJZQ7fXtZJ+I3rf04D/VAeEoGxzTK3b0HLvNOz6em8IB8fiR8PnxcWIgHn7+f2vPWBM/ZMwfQKRIq5tdVl7XVGyrg1am45nYVpwW/wA4EWdbVQeqySgH4KJitDINuoVnSzdAqipa3c07tt4clQKtkHFkPjWr0XNlyZUrEqDBU1oy6xdyb5yzq4WE8gpI43YydvVhnIvI5WNky1FWfbVKVWTnodzOLfUwb6O6wWWbZZS3b2Z/drIVw1nkaU5ftphuR8YxzLI2qTO3eEeEMVnAOTxlbeoRqUjGKk9pyse4epyHavgq9RPa8veSBEcqlSs4luSyRtp0Gu0YV/cL7YAgj3RolqzHinluYbJ5e8OuV7OXsz1o5rOfzkElPlvH1LUay1rLlx514ywsJkrAQuyMhHWRIiS12wXHAe5XDNhZ1TENYr2P0rdJQM1j2QqddLX3r2GdR0pHyS8KhHEhnouEQhpMoqszLxkq2OwVN67EGULKamUCj45jF4Wg1CsUqHcvlJNzF1SCi69HuJFVu2aqyC7OJas2yr5VqyZtlXaiZlzt2jZEynhoJFJXyG7p5R0Z6YrOIq9F7a8Y5QjMJy8ywm3EHYq4lHP2EPKXJhRo+rnZKUqGev2kdHwUW7UmZBsVB61alaPVWsZlonpEdo4h+qZTVAeA8qHkfz4+d3+SQ+Q88CHHYQD3cjxvYjJyyytUo3GqyuHWGNnuGIlVIWV4w2pApBIfTKCBs63w5creIXJVOjTrcxc08vRZ2hW9nmyN2Gry8t1PNlUz4+G20PVUaWORQ9YmF3RmCr1AcTa8+BEOBDn3+WtdQoH0iG0MA7ZUWEfh8g8j/v1EP3g+nXEh6RPaMqikqpk902UOQpzt1aHkIyqJjlARSUMhVl0RUTERKcUVlUhEB8NRQvBhQfYeZ/arIfvSf+ZxLP0UfDfYH3d8pgkE/wB38XrQ16sLJAPfsCQTo9u3E3NOQ5EPh5/bqFH4RDaF5fdUXH3f8Asj+X21Lv8ATzrT8IftC8/uqL8h/wBweR/eH/glx7g/d0fYmZ/arIfvSf8A1fG36J/hx/z85R/+IcX/AOa78TY01Cf8IhtD/Kov+sPI/wBP/ckH0ft62m9IhtF4+blVYB+I0LIwiP0f8EgAPr/a+J9h5n9qsh+9J/5nGD4o+HAG/u75SP0HMGL38PnaHz/j+XE2tA5948/T5aqyyb6VDFVVsdfj8eVaWypXXSZXFosTZw7p6kIiZ4CPqkJD2aEburFMEaJOXird4vW4cDKxTdGdWO6kzQuc0/SJbRTJkMplFdM5ilMZMaHkURIYQARIYxKmcgiUREoiQxijwIlMIcCPR+Xs2ixu2MtsJBtQkLSOuiNiSNQzxHfp1qpb4b1vhDV8YPDK3Yt1U51wEclJkWWS1kIKleUuNg1LVhoq11QAQ7VJJljPuuVJAM2tNQo/CIbQw8sqLfrCyOH/AKo/oH5tafhENon5VFv1h5H/ANUf3vt1z+w8z+1WQ/ek/wDM4XHxQ8Nx/wAu+UvyZ/Fn/wDU/wBO/E2NNQn/AAiO0QP6qa4/8hMjf6ohraPpEto3uyiuP/IXIwf+qOs/YeZ/au/+9Zv5nGp8UvDcf8uuVPyZ7Gn+Kyf6A/Tc2h59w8fT56CIB3HUIvwiW0cA4DJy/wCsXIn79UD6PP4fYGv4RPaPyUPunuAAeeTBRcicF7duQ+SfPn27Abz79u+j7CzP7V3/AN6zfzONR4qeG3/Pnlb1Hrm8eB3IH9/+uzv07kkDibmnfke/1B8NQfX9IptKIgqolk1yqsQhjkQJRcggdUScmKkQy1VTRAyvHQUyiiRAEwCc5AARDEmMfSkYZtT2fb5FhpjFbVisJ6/IOSSNvRnmCj18igDlGsQzl1DzCbJBk9fsFEHkWgZ8LVjPSZ2yqg9F5ezbxySDG2wI9bVomVz1HQ8uNgHk16sEVun1PbXCSbxg8MobVSq/OuAaS4H8qSG/DPWi8sdTe124WetS6hro9qkh8xvdTqf3RZ3pqEv4RHaKAdsor9vd8hMi/wCqWn4RLaMP9VFcP+QmRRD7f5kgH83bvrn9hZn9q7/71m/mcLT4p+G47fd1ypvW/wC72N18PU+0aHr8/geJtfp+n59adhD6P4B/h1CX8IltG/KgvyHkHyFyL3/80v3e2tv4RPaRzx909xxxz1fIXIf5v+CfPP8A4nHHv50fYWZ/au/+9Zv5nGp8VPDYaJ565V+HpnMe3r+Kc9h/Qa0TN3TUIR9IntI/Kc48+38wuQ+fr5+SofvD9GtB9IptJ4/65jr6gouQef26tx+7rP2Dmf2rvfvaX6fNPr/AeMforeGu/wDfzyv3+P2zQ+g76n/oB9OJv607CP0l/a51B43pFdpRSmMGSXZzEIcxSFo1/AyggURBMnVWSJgc/AFIKhyJgIgJzkLyYNyfpFdpRzAB8lO0iiBhEx6NkAQAQNwACCdYUNyYPnBwUQAOwiBu2j7CzP7V3v3tN/M/pr8WweK3hqSB93PK42dDeaoADvruTPpR39Toa7+gPE4BEA7jpyHIh8PP7dQgS9IrtIUMoVTJbpEpDCBDnouQDAqHIh1kBKrqGABAOeFSpG7hyXnkAxhZ/SkYChrUwhYKMuVvry/ge0LjFxBI6PjwXN0j4cTYnMNPPRaCPW/6Y1ACogJo80ktw3HZOXs07FVxlwEL1beF410PUB5Aqlv8EEsddgfinteL3hnUhSaXnbl6RXlSELVyMFyUM50GaCq00yRA/hTOixIO7uo78WXAHHYNNQqL6Q7aEIcjlhQoiAdhoWSx4HjuHJaeICHP0/b8NpvSH7QgHtlVY31UPJAAH56gH5+PePf3a5fYmZ/arIflp2Nf/LG/z8Lv0TvDgAMefOUNH/8AiLElgD81FssPhsED8mtcTX01Cf8ACIbQ/wAqi36w8j/T/wByX1fnH7dB9IjtF47ZTW5+PyDyNxxz/wCCQd+Pf5c+7WRg8z2H2VkPx+yTgf8Ag4wfFHw3A393fKR/Fn8Zv83tPE2AHn6BDzD4fDvrXVZ9/wDSj4HrD+La1CMteS2boAVk5OFjD19CLR8fwzoFb3D2C8fyIIFO4SRRbpR6gmQSUlW5jrC3yg19IttJXbt1l8lO2ayqKairRejX86zZQ5CmMgsdrWHLYyqJhFNQzdwugJyiKSyqYlOPR+Xs0qIxxlwiQHQWFmYa9etFBeM/LrVd/DfCKDxe8Mp7FisnOvLySVegSPPkYK9dzINj2e1MyVrQH6s1pZQh7OQdDicGo7ZxVz0hMY0Uw03qTiFUtjQmSwsQvgkQrBnDIhxgzIKJt0gIgL9V8ZXxHIKkjwatnSZ3aI4xD0iG0P35UWD/AJB5HH8/8yOhvSHbQuB4yqqYR93yDySAc+XmNQ7fWAa6VcVmK0ySnC25tBgY5qU7xkMvTsjoA2CQw7jTAfI8Js3z14c5vHS0V8SeXsa0jwuLdDmbEwWozDNHL0o7WG92QJ5cgAPVGzrsb3xXxYr1coXdNY7FkMcfz12YZrx7jStU9jdrswyJDVyfi4hVMKZDxz5lEDWHUZY4yWkns2yKwmJl5PR0iuRVWOjkMk0GYusxuAqGzewRk/J1fEGV7NlZ9ZVrBJPnilBimyd5w63kJlaTLISAxdrssCzmmjwjpESoQDBo3M0TenjpGS2+PZWq8G3EtLCetsFDSgxbscc2hvPqtkGykgtERMvNViPQbKv1GpSNWSkqxbPXxm6JjgqdMwYQU3SbmKlU2G6Sz4cxiGCbM6h3L9jXJFwOX4/HsqsdCtWKRm3kkFVmEylkGjxg2SIik49qIouU66ydv5mJlrPdnhCSYn2RxVFWuLTtWBtmMpE1WOVVLFE81kQDfXIOpgQOPPEdLlnE5NrFTxAbmCu+dOdzD4CumaIwCW4LORjz92jLIkSWZ1oR2JpHGq1SQxQ9MjgW4tw4RJx1cCHJQMHSJSj5AICUpgH+mEDB1gIiAiIhzrnDn3hx9HnrpRrhB2wZum/dBw3RXR5IZP8AU1SFUJ+pnKU6fzTB+pmKUxPxRKUQ4Du6rhwQzBthgSCD2OwdHY+fz49pV2V68LxkMjxRshB2pVkBUg99ggjX04aaaa147cNQz32QzOxYMTgZEi6rCayXiCJeoNl12y7hnI5Nq7N2gmu34MmJ26yvJjmKlwA9Yj2IaZY/DngR8u3Pl56gz6RSScwu2C0TbMTleQtnxxKtDESFUxXbLIFbWaCAAit0iLkqQEOPhFKcS9S6RRE2nTCbOVo9J6W9oj6W3rTdQ0dj00dd/hxBfEwoOQeazKgkjGFuGSLQYSII/fTR0G6l7aI+OvjxM+HhoiIiYuJiouOjIuMjmUfGxsexbM2EewZNk2zRkyaN0k27Vo1bppoNmyCaaKCKZEkiEIUpQ+l6u3/sCP8Akif6Ojf+cIf95S/zC65tN7u5ZiXYksST1E7Ozs73338+JdWrVlr11SvAqrDEqqsUaqqhF0FAXQAA7AAAa7a44gRRAOARSAPgCZOPzca09Xb/ANgR/wAkT/R1zaa06m/XH85/p8Bx38mH+8xfuafyccQN0A7gikA/EEyB/wD8618FEfNJMf8AyZf4Ncmmjqb9cfznjPkwj0ijH/u1/k44/BR8vCT4+Hhl/g08FEPJJIP/ACZf4Ncmmjqb9cfzng8mL+9R9vT3F7fwfQccfgpf2JP/ABC/waeCl/Yk/wDEL/Brk00bPzP5zweVF/e4/wDMX+T6D83HH4KX9iT/AMQv8Gngpf2JP/EL/Brk00bPzP5zweVF/e4/8xf5PoPzccfgoj28JIfiHQX+DVde/KiUqZmdq8tNVuHkXzzc3jKnPF3cc0cnf1mZGckJCvPgXSOV1DvpCJj1njFYDorJJOG5yHbPXrdzYxwHIj8fP7NQO3yiJVtpogAD/vxcMAPJikACnRtSYm6ziVMol6+SlMcpljAVBAFXSqCCrniJZI78JSR07SAlWIJUxsGBO/QjsfmPXiEeIdClb5TyMdmpXmQSUHVZYY3CyJfrMjgOhAZWAKnQKkb3scTqRRSKkmAJpgHQTyIUPIofANbxRRHzSTH60yj+6GtU/wCdp/3hf80Nb9NpZtnufU/E/PiaRxReVGPLj0ETQ6F0PdHoNccIt0B7CikPmH87J7/P3e/3609WbD5t0B/8kn/o659NHW/65v8AOP8ALxn2eA+sEP7mn83jg9Vah/8AuyH+ST+Ij/W/SOnqrb+10P8AIp/6OufTR1v+vb85/l4x7NW/Y8H7lH/N+g44fV2/9gR/yRP9HXEqyZLEOko1bnIcpiHKZFMQMU4CBiiAl4EDAIgIDyAgIgId9doOOA48vd+g610B3B2HYEehDEHt6d9/DgatWZSrV4GVgQVMSEEHsQQV0QR8OMFUjbNgbHT5vJ0/FtTiZFjPTtlinxo1KQewMxZQ6JlWtO5P1xxWWjpvwyTioBWNiWUcUkawZNmBCNy5xFMg8/NLz0iXyDng3AD9IgPSHICPA9IfDXJoIAPYdby2J5mDyzSSuAB1SSMzAD07kk9uE1DE4vFwtWxuPpUK7MWaGnWirxMx7FikSIpYgDZI2fjxH57tY2+yVplbhI4sqz+WnlDOp1o8aGc1iblBfPJIbBMUlZQ9OlLV67IP1gtj6BcWUBfvCBK+G6XIp9j72/bwHABgTC/1ji6jjx//AKPkefr1mnTXU3rp1u3Z90BR9/kACjsqjTegGgB6fLhCnK/LUZkZeX8KGlkeaVjjKRaSWQ9UkrloCWd2O3cklj3Yk8YX+9v27/kFwv8AsW0f+ItPvb9u/wCQXC/7FtH/AIi1mjTWPbbn7Ls/u8v8/jf7muXP2gwn/dVH/UfQfm4wv97ft3/ILhf9i2j/AMRafe37d/yC4X/Yto/8RazRpo9tufsuz+7y/wA/g+5rlz9oMJ/3VR/1H0H5uMLjtv27+7AuFw/+62j/AMRa0Hbdt3Hj/cFwx2Htxi+kB7uO/EH877e3v8w51mnTR7bc/Zdn93l/n8B5a5d1r7Awn/ddEenp/wAH+g/J+bil30leIcbYyq2KLzjyjUymSsfdXMYqzr9NqTCFmUncaaXSPY4gkILOfBg5rqKTRpKkdRpmkjLtnjF2k9ECWao7bdvAJJ9WB8MmN0F5E2LqOIj80P8A7C7/AFjyI+8dQk9K+mmODKKsJQFUmWIhMh+PnAmpT7wZQoD7gMZJMTB7xKX4Bq0VP+dp/wB4X/NDUgyFyz9hYFxYnDmTKJI4lcM4SWuUDsG6mChz09ROtkDQ4qLlHlzCDxV8V4HxGLkrR1ORZ6td6NaSCs1jH5VJ2hhaIxwtM9dGl8tV8wqrOSw2MNfe37d/yC4X/Yto/wDEWn3t+3f8guF/2LaP/EWs0aaj/ttz9l2f3eX+fxbv3NcuftBhP+6qP+o+g/Nxhf72/bv+QXC/7FtH/iLT72/bv+QXC/7FtH/iLWaNNHttz9l2f3eX+fwfc1y5+0GE/wC6qP8AqPoPzcYX+9v27/kFwv8AsW0f+ItPvb9u/wCQXC/7FtH/AIi1mjTR7bc/Zdn93l/n8H3NcuftBhP+6qP+o+g/Nxg9xtt28GRU4wPhoggQ48kxhSCmDgoiHBiwYCHA8D80Q/e1XBsdw9imxZm3jQVkxxSbPDUvIzCIqkdaKxDWNvX40tpyiyBpFkm2b8WiZ2sXHoreCYplyMmwLmUFFMS3Fq/zpX/vZ/8ANHVXuwcOM+b7/oy0yD/zzzD5fm0/465bOF5gZrM5ZIsf0MZZCVLXokPSSxKkqSpIPodHt24qTnLl7BR+JnhHFFhcVHFZvc2CzGmPqJHOsHLFyaFZUWEJKscqCVVcMFcK66Yb4m997ft3/ILhf9i2j/xFp97ft3/ILhf9i2j/AMRazRppg9tufsuz+7y/z+Lb+5rl39oMJ67/ALlUfyf+o9frxhUdtu3cQ4HAuGAD/tcXUgBDj6Qg+e/7fl5+e0Nte3bz+4NhsBHkePuY0kQD88GIfZ+by1mvgOOOO3w+3nWusi9dHpbs/u8v876catyxy23c8vYQn4E4qj6j0/8AUcYT+9r27B/UHw39uMaSP7sH/wBGtwbbdu4f1BcMj9eL6QP/AKD1mrTR7ddP/C7X7vL9P8P6D8vfgHK/LS+nL2EH4sVR/wBRxhUdtm3Yf6g2GQ+rGFJ/iPQNtu3cOf8AcGwyP14vpA/m/lHrNQAAdg00e23PT2uz+7y/T/C+g4z9zHLYII5fwmxrR+yqPw/9xxhQdtu3Y4gP3BsMgHu6cYUkofaAQYfT59uQDz51WrkzCOKGvpGsFUNpj2oMqXPY2dzcxUmMBHMaxJSLBhmBdu6ewDRujEuVfEhYwV/FaGI6Fi1ByVUqCZSXKjz7g5+jy1WDlbt6UXbcJe/OHJYR+2NzsAj/AIvf9vT5gbtwz3wbVhtYfJunVNIwV46zMjDbHRUjakdwe49O1V+K/LHLy4/lJ48HiYjJ4iclVpjFj6kRmrW81BDYgk8uFS8U0bFJI22rqSCCCeJm/ezbdO3OCsP9uwf7m1M5Hy8+IXv3H3861+9m26/kJw/+xrTP4l1nAfo76aZftC/+zbX74l+n+H9P6bPFnfcjyqP+TeB9P2po7+H+I/F/BxhENtG3YA4+4Rh36xxnShH84wn7un3tG3b8hGHeP8GdK58/j7D54/d+j35u01j2+9r/AHZa/d5dfD4df0HG33J8r9v7HMF27D+tND6f4j6DigPfPjDHULu9wfRK/TK3VKha4DGDCehKhCsqs0fksWVbVAyrnorpYnwJV3FgizJMEE7pqDdmqKbtNkmzUuFb7Z9vPhkE+CcPDymmPI42phjGESB1CbmE7d+OOO49xEeRHVWO/wB6fv59t4m5EoRuFDDx5/NzfaR7dw79viH1hq8FH+dJf97J/mhqS5m3ajxXLzJZnQyUpC7LNICzCUAFiGHU3oNnZ7DXpxSPhxy9gbfP3i9FZwuKnSnzJTjrRy4+pIkERp78qFXhYRR9XcIgVdsxA2TvC33tO3X8g+HP2M6X/Emn3tO3X8g+HP2M6X/Ems26ajXt939mWv3eX+d9P4/meLv+5Tlj/m5gv+6aH+o4jvP7T9t9ihJeCcYUxgybzEa9jF3cPRaxDyrZF+2Vaqrx0tGxTZ/HPU01RO0fMl0XbRwUi7dYixCGLHtbYWtIU+u4nn9wOULBheBkWDn7nb9GuthkI6IkE5GMg3FniIqNnEopmZJJs1jkFk4qHbIszVaNrr6Jg3sXYZprvFmMlCCFtSN7wYeb0zFGUEB4zKHMbAE6ZCrDfrvWmjIeHXJeSdZJ8DViZY2gcUGmxqWIHkjlevcShJWS5AzxIWhsrLEwBBXRIPWZtU2TVu0SAATbIpokKXq4AiZSkAA6znN0gAAAdRzG445MYe49nQBAe4aAID3DTcSWJZiSSSST6kn1PEzjjSKNIo1CRxoqIoGgqKAqqB8gAAOGmmmscb8NQs9IBUHN62s5RhGEhDRzxmwjJ8i068LHNFEq7Mx026aoPzqJItJF80ZOGUQu5MVp7WWapO1WyB1HSE09Vkb2ttuS8j3Kl5aqDyBvkLjxAjqUwXfJJ+0plkWi15V6eQat3MqzqasvJIPyxTxSfTjmpWzVud7MumTZeEdvGCWI5Os0s6wCN1kVmGw7owZYtkgL5munrYhV3sniuPFaxcj5HzcNLFTZZr1WSlNDBJ0SV69keVLdChXlnFVW84wQRyTTBOhF97qEg9tO6aDzriqSyRK16Ux1F1UFmtkkrUqyZ1kp4qPI9mpSGsCjkiD2uxafX63LvUY1NsKK5ViFBuqoGdablTGmRCvz0K/U65kizopyZqtZIawAwUXS8ZAj00S9dg1OsiJVUSr9AqJiByAYogOqz5Lc/EbgdkOczYZx5O1+w1OpMKhNUtvCrnZR7O0MWDaZc0+Tg0mjSXjYmBfTjpkuyTYzDAsYjJydZZIPYxvIeqxjt2ttNzxH169xGM5GlWHbpk6rJTGL8dL4yVfpO7hjIJSHtIwrlRo1OozdmeVpOOmAcpLO7W6aIRpSeK6crWIq9V2aRvYHWxKsNIuJXEcSQyMQfwX2svUNuuxvRbWuITgPELP9HLWOpRLzfUnw2PnyHM6QNQrPau2b1OCN0G3r9EtFopNVpmDa8xYmYA2YNZqHet3DtnJsHTZqu4bOnDd0gsi3cszmTdN11E1DJortVCmTcJKGKoicpiqlIICAd5u4bu0UnLVdJdBdMiqK6JyKorJqlA6aiahBEiiahBAxDkMJTkEDFEQEB1WthHbNDvttWdsMTtdd1inXDKeVy1tgm2sDWdawUXPJRlTlHqkysV9Prt16wzkIVdwQ7Gbq6EBGyyUsUJReRl5tkRcobdMGoPWq7J0liTHSblm6Q9UctVyVCGBVuu2BqxBssgcDJqtwYswROQyXqrbp8EjReo16wlMVkzNHZMOigUGMoGWTqDsNlupWUbC6HvHfaxOWOZsxmpaC5DDx4+K5hRkTItiSRo7i2fJmp+VJXhby0jaGWOYt1SeY6+Uoj6mzppppps4nPDTTTRwcNNNNHBw0000cHAR41Xt6RV28rmNcX5PbNmcg0wxnfHOUpiNXkUGDiRjq8eXajHMPHTXBd4/eSjRmUqbZyuzRXWl0UFVI4qZrBwD5olAe4APf4CPPA6pJ3L4ku2NM4ONx2e2DHc1gtjOrNWNXlXgRy2Lo+02GJYRJWNLP4dZnghk128IiDo7hvanIpv7EjFTJkJlB+5drxz5BGeRdxjrSv+rtsfd8iNi0aq7qSAzODsjpDHQ4qbxlzFzF8n2I6tSZlvSJDPl021bl+NHSVctdhSC1NPXrOivJDHXdXRXErxJtuLQ6HuBoVvw5BZrk3K1DpcygiZNzeTMoI7U68wWvNSOFFHirMSyU0dFjDLIOlUZoXcetFndISLFRxkuu3ao21Bd1WbNBz7doJCu1oiUYSKbcyxTHRIudm4WKgdQhTGTKoJTHKAiUB4HUKMu25TcbtrxzN4ZjZ5/F5PyRiduhLtq+Em6x41jclxCs5P2arKioR8wqkhAuYayxpirRSZxdLzDkaylKSCfgcXbc725ue5Wj7lpNbMcJccdYfbQ1wTp56nAWJhBPshOFUSQ9eapwUXc6zNljXxWkK6eyLFAa9OsV0HUksil1OMovDZllsNTmSzIoqEiWVIlnhi0BpAzp5khYtKjHy9hApJVDFzvzTBfw1Clio+YsZZwtGU8xLGaNK3flxV68JOqN55IILRq1hEsVCeOM2+lrHmKsb2Jub3S2kJF2Vza66hXZwrI8NOrTUanDyxJNEF408bJHcgzfEkG4guxM1WWB2gIKoCon87XqElU1001kVCKIqEKomoQwHKcpg6imKYoiUxTFEBASjwIcCAiA6qIsPtOgYR2oqlwtZn+VmOMJGqNrtN0bIU9VsCxEpVomLts1b6ZAQ09JO5t0iKEdGVp5DMjOGBLA2kJ6vRSTlvJWXYYgo2sYjxpWodxLPIiv0Spwca6noF9VZpwwiIFhHtF5atSTCKkK/IqoNkzvIZ5FxziNcGUZqsmx0TIEQX6EVSJZY5Xl6ppogSq9LrE5XrXpZgAR0kbIZuo6XpUM0o5U5uvcwZCxStUIKZr4zG3pUSWZpYZb1aGbyJVnhgYurvMreUskcaxx9cvmyPFDk3TTTTXxP+Gmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OKs/SwKCGEaEj5lPlSMVEfgKdSuhQD7QVH82rSEufCT78D4ZO/n/ShqrX0sAh9xOg9+/wB1KNEA79w+SVy5HnjjsPHmICPPYB4Hi0tP+dp/3hf80NSHIf73+X/h99y2z8/v1bv/AKPycU7ygSfFzxd7n3aPh+F+gOOzDa16juSddj3PG/TTTUe4uLhpppo4OGmmmjg441B5SU4/sZ+P8Uf39VebB+Qz5vuAQ7/daZAIfAQueYefzDq0RQBFM4B59Bv3B1V7sJKJM/78CjyIly20KIj5iIXTMId+ADv279g+rUgxv9xeYv8A2OP/APr4uKh52B/RN8HDo6GR5xG/hs8qXTr8fbt+Xi0XTTTUf4t7hpppo4OGmmmjg4aaaaODhqrzKBxP6UjbqBg46MRTBA547gETnIwD+c3b36tDDn3hx9HnqrjKXb0o+3ft/UmlePp5is3hz+fkO3w+On/l8AzZIf8A4Jlf/piP9PFS+LjFaHJR32/RN5F6hoEEDNQt8ifUD4j0/PaPppppg4trhpppo4OKO9/aaiu+jbgmmQ6qh43CpU00yiY5zGzbaQKUpQATGHkfIoCYQD5oCYQDV4CP85S/72T/ADQ1SfvnICu/za8mYxygcmCSiKZhIYQHO1lAS9QcCBT/AIh+kQMJDGApiiICF2CfAESD39BePP8ArQ/e+OpPm2H2Vy2vxFCRj/8Aml0B8/1B+H+nVHeGETDnzxkmJHS/NdWID/CjoRux1r01Kn6o/UDsW5NNNNRji8eGmmmjg4aaaaODhpppo4ONB93bt7+/lx3D9vVXG97FuZJ690y/nj5jLu32tfOuGCa1JqQEq8dEQfOzTLlu0QUG5tXEg0hG/qq3rsjGiPqkQzhIqTtth1aP5cAI8iPPu89VWb7H+W2FmiE7pJ2SE2avGjSMydK4zdwLW4etTCq8ehGWVaaItIpVmVll4eJeFhUwYO4OSl2kmdB8aKMo/cuFxkk6GgB8twwmG2dNe8lcgq4sOO0XQysW/VAb3UvjSld+SrIsxZSRPaqxjfGlfJrziQNDZzCSLJA+FhcB8itiGeHyQS0TMF1KzadljCWVsdmHC0RHVaJrToGM5Q20IygHFQm5QDTrtq9jY4pYwysgrIqPzyEaZy1evlJAyjtSRTkEG8pukoccFLx39wdufh29/Osc4qxfR8RU2LpuP4JpAwDFEhk27ZMAVduDppgtISLkQ8eQknXQU7l85MddcQKBjAQhClyOHPAc+fv/AEDTbfkhluWJK/nCFpGMfnv1y63362+J2N99kDQLMQTxNeUaWRo8t4ermPs18nDShS0+LrivQLgbUV4v1MaKVX3QiswZ0jiVgigAA7AAAHwAADQAAOwAAB8ADjWumkfEkAA9AB8OwA7fLhpppo4zw0000cHDTTTRwcNNNNHBxtNz0m48+B4+v3ft6pBzRUrrWNw7/IG9BlashbamtscPKHJwMuaUxvRm7ifmQqbfIOPIWKaPVzMY91FQspK+z00pn1tGBmpS9Iu3LNW78eeB48+B4+v3ao+3LxWQrDuurGMtz9ytjPBeVJ80Vh2LxfLt4mvru15+rxEPEXeIcoHeyr1s4cMDycy6JKOYiy2dlJ1qRg4dBOLbyblc/pqyC0SIasjSMdi0saaaQ0mXRE4TbeuiqtsEbBo3x2j6uX8O6RXZ7K52lHRhHQ2Ce7PIsVVOZY5A0cmLlmZISCOsTSR9DIT1i4bG1kpFwpcDYMcP4mUpT5gmSAdwhEyRoNGZjsTNEEEyJAyPGuGy0c6jVEGziNdtV2Dps2cN1ESe76S+fAcj5jwHfXmabVK/SKzD1SrRbSFr8GzSYxUYxIBG7VsiXpAhQ5MY5xMJzrKqnOuuuZRdwoddRQw+n78j2+ofjqP2GQzymJpDGZGKGQgyFN+6ZCO3XrRbX6oduw4t/DxWYsVj47yVUuLTrraSmjJTSwIlEq1Uk2611fYiVyWCBd998bBTTHzIQePLkpR4/OGt4AAdgDgPgGmmuOz8+HIKoOwoBPYkAA6+Wxw0000cZ4aaaaODhpppo4OGmmmjg4a0AQNzx3+Pn79YD3B50i8E1qvzEgjHndW61sKRBOJyQew9aZz0tHyr6OXs8zHw8+9hoRQ0So0cSaEJIlZrOW675NnFpv5NjHlnuhzhMY5ZTtexLQLDNPJ+4JoW6v5ch5vDatHpMM3l3V0Xu8e0UGIVtT47irVetzCDV2g/RWm7G+h4li9TTca+Lt2Y45o1QRyOUR3lSMEqD1H3mAIX4/HZGgSRxDctz3y7hr9nF3LFl7tOqlqxDVpWrTRpI0awhhBE4VpfMDJshdBizKFJFgemsZYZyMnlzFdByWnGDChdqtDWI0QLwkj7MVk2KLldiV+RFsD0jVZQ6KbozRmo4IQqyrJmqc7VLJoc+8efp8tIZY3hkeKQdLxsyOvY6ZTojYOjog9xsH4HiUUrkGQp1b1V/MrXK8NmCTpZeuGeNZI26XAZdqwOmAI9CNjhprTsUB+AAI/v6on3db88/wCJtxmQscUuXrEdW62FbaxCLuDbPFVBlahETi7p84dvTKmd+0JpyCzpEzaHZRkbFquY9uKEy9mnLEYezmbDwVTErxxGVmlYqvSrKutgMd+/8vnxCvEPxGwfhriauXzsV2avcvx4+KOjFHLMZpIpJQxWWWBOhUibqIfe9AAntxID0sKj02IMdgk3bGjByQ3M7dKOl03qL4KvZvZzdCP9TMg4bOW55NR47VfNl2KzRkgg0ekfuVmFqqQh4aXfzIXj3/0oe8O2vz6bir7ftzNcgY+9WykYqb49wTTcus0Z5ebTDK1uyBWWLwrysw5nMaylWUY49ZrTZkwSk5qKsUg5gGElIe31gj7xsO3V1knFGOcgPIwsI7utJq9pXik3QPko5WfhGModoi8FNEztBEzsU0HKiDdVdECKLNm6pjoJu+bqPUw2FgkKF68l7zOhgwHtLQSRaYdnLIvUSu+nYVtN24r3wvz9TmDxI8S8tUSwlTMU+VTS9oiMUj/Y0GQpXjJEVDweXZsKkYl7zANLCXi0wyTpppqJ8egeGmmmjg4cByA/Dy+3TTWKM43iUxxhzKN+gix5pqm0C32iJCXbOHcT7Tgq9ISbAJRm0fRrxxHi7aoC9bNpCOcLNTKJoPWipgcJdIYnnljijG3kdUXf65yABv0Gzr5DhHfvV8bStX7TFa9OvLamZR1MIYEMkjBfiVUE6/08ZUVHhNQfgQ37g6q62DKgtnvfasAiIK5YZKh1FEphA9zzAbkSmADFHuHJTAAgPYQAQ41FnFXpPNwFomJxOx4xqlmiYWk321SbGmRthin0enWK49l46QeyUrYJtkxgiyLNCMnH6rVQjc8wzTZqmmGzWEnMq+juvpR3C5zg3a0RNSWZahXc8pytfftFGUOwezb98aBmokr5/I1+zFcZHBtI1yRcLPoNaFclXcPo+SgpeWmf2LcxWIzsVsRiSevReMRyB9qlyOSQH00VUbIOt6Og2tjzQvify5z/AOIfhZcwDXGp43L80QXHs1ZICktzl6zSqEaLB0mml6FdOoKxAlMZIBuZ1px58dhHjv5+X0a11W/kLdfl6rblJrFcHD4jewsQ4rrSJoNns8vUMqZCaTUfALObNSrBMJI47VZMX1gdt28A8XPMzI0qztYtVd8muhFRSlQsX3kSDoLRxeawdwgChlQnqPw267J0oAJJABIv7mbmvE8p16drLtYWG7cSjCa9eSw3nvFLMoKRgsdpC/SiBpZH6Y4o5JGVTY/xzzz3AeO3w+3Tnz47iHHby8/p1X9HboMvNN01UwzdaPSa9Vr5IXmNqsa0s7qWyKaFqTOxSkTlCXI2bhXo6pXBpXV2ENW1zIz5XpZZyMgr7DWjnVgIdw5+Pf8AP5fm1i3SnpGETdH3+ITRlHDgoWZSSV2BplZfxj17jjbl3mjF8zrkWxpsbxd98dbSzWlrOthIYZ/dSVVZkaKxE6sBohh6HYGummmknEj4aaaaODhyHIh8PP7dVWZIkGD/ANKdghqxfM3bmIxlJR8sg1dILrxcges5hl02MikkcyjJ4eJk42TTauSpLnj5Fi8KQWzxuopakIgACIiAAAciI+QBqmPegtjHCuY6xmXAlipMPuSZzUo9nMZtIWTtr7I8jbWzOH9ZdwsZKAzqjssWSyyUodo0gJS6BIzT/wBtozaZ5FWR8tJ5lu3CFlaS1jbtSEqnVEks8XSrWH3uOIdwWCt7xXq6VDHimfGywtPAcv5OWamlPB858tZ3JRzWRFesUcXfSeaHE1ynRcvsSrLA80PVEsnlmSUxxm53TWKMJ3G6X3FtTt+RKUrju3S7N0vM1Fd0d2rG+A/dtmS6hl2zRy0GVjkGsz7LdoA9hwf+ynqi7pmquphJ9vdw9F2KxxEo0v0dA1G5SFCs+QnNCsg49grLHSDeIWaylpRZqsmKBpdylHleuQSal8RvILqow72PkXbSmPtyzTQQwtNJAWWQQkSAFW6fdI2H23ZenfV8N74sGzzfy/Rx2MymRyEeNq5eGKek19XqyMk0KzgSxzKrwGONwZhMqeV38zp0eJia0578B9v0fD6+dYihc6Y0sGVZvC8RYkXuQa7AEskxCt0HChY+OFWKSUI5fESMyRfIhOwi6jBVdN2LaVarpJKJg4FDL2k0sUkJCyo0ZZVdQ4Kkow6lYA67EdwfQjuO3DvQyVDJxSTY+3BciinlrSyV5ElVLEDdE0LshIEkTDpdCepSNEDilfes2K89IJtdSUdtGIEaYVc+M9UOmiY7HNVteEaEOkksYXb87crBgmJCpqv3LZJVVBI5107pU/52n/eF/wA0NUpb4CAb0gG1wPAKuAJ4LOCYiBQKJM52c4LgI8B1NhKDkoeYmSAA5EQDV1hO6RO3PzCduePcHv1IM3/c7l7/ALNP/wA+XipfDLX3X+L3pv7tfn319lUf4N/k39RxyaaaajfF0cNNNNHBw0000cHDTTTRxgnXxA/H/tHGg89uPj378dvzD+bt9Yagl6SzqLswy8qmRMxkj0IelUvUQSmyVTyGESgJRMJAMJih1AUTgUDCACYQndqCnpKhKGyzMYmL80PkGIl4AewZKp4iHAdh5+Hl8dOGJJXKY8j19trD88yA/wAB4h3iAofkXm8OCQOXMw3fWtpQnI9e/qAfrrexvicLTkG7cOPxkU/L3cEDv9Y8/te/XZ8x7h5eQ8/Hz7a4Gn/UzfjyBFP6/wAQoh+1rlMYC8GE3zRD7PePIj5AHHvEQDngOe4AKF+7uP8ACI/h1r/b+fiUVWC1YO40IYvpoeWpJ/ED2/i436a4SrpnN0FH53PAgPHIDwA+XICId+BEvIcgJeeQEA5tYII9QR+Ptx3WRHG1YMBsbHcA9u38I/0+nGnYeQ/P5+/WuuMxyEATCPx5+kSlEeA+I8APPAdveGoiqbzMdRyVsl7PWcj1SlU+72GhyuQZenPj040rW7WpS3b1rLRakl6xDObEmMe0kiICkC/iNXpWb5q/aM+8FSxa6hBE0vToELrZLdgoGwWY99BdnseGnLcw4bB+SctfhpLP5hSSbqESrEoeSSWQKUhijVlLSyska7G2GxxL0B5EQ+HH7etdR5gtxlYsmZ7VhWFr1rfStKPFo2OzJtoQKtHuJiutrMxROuM8E0frZOkmijhOBMzQlBBgq5Ksoj4khSiAgAh5D3/PrE9aesUE8bRmSNZUDdiUcbVteoBBB7jej6cdMXm8Xm0syYq5FdjqW56NiSElkjtVnMc8JbQVmjcFWKkr1AgE8a6aaa4cOvDTTTRwcbfLpAA8+ee/kHA/QPPcQD3efPPbgYDbrmjGQ3B7J2C6b5B590q4SbWTYS8vHrN0oisEerxqrRhINmD5nMrJs20gL1u5cezUncWkoWKmZ2PlZ9D5G+of3NQJ3Pj/AL5XZMoPPHy4yOXjjuHVTCiAD/WgIlAB+kA89PGDX9PA/AVb5/KtKcj0/J29Do77duK38U3K8qOulbr5g5RQ9Shh0PzRh0bsQfe6SdN2Kk7UgqCJ6JgBUyAHkBCgH5g1vHn3Bz9HlraX8Qo+fzQH6fLW7TP68WLGAEUD0CLofIaAH4vT04aaa0ExShyYwFD4iIAH5x0cbEgDZIAHqSdAflPGumtoHIIcgcoh8QMAh+fnWoGKb8UwG+oQH9z6h1nR+R/NxgMp1plOxsaIOx8xo9xxrppprHG3DTTTRwcNNNNHBxiDLtDu92Y1c+P8go48nazZDTgvH1fe2qGnGStdsMCvAztfaWipFk49RWcQlkk3kksg2k4iPfINk5JqwkGEN5jYdapOtnrSWXqqxiJ+7yF6vdRZ4bQYYzsTxCKjYaoV9pR4W+xJ29PrqMclJylZs89dY64WAjeYmygogog5smAefq9w/H49vdxpz5c9hH3eenGrlrtNBHBJGig9Q3BC5PfqG2dGZgp0VBJCt7ygHiGZ3kHlnmOzJby1SzYnljEbGPJZGsgXoWNvLjrWokiMsSiKYxhTNHtJSykg+dqMXLQlbhoqdkY2Wl2DBu1fSMPDHr0W7XQTBMVmMGpJzJoxAwFDoae1HpUgDpIsJOkA9HoAAHYNNIHdndnYjqdixIAAJJ2dAAAfHQA0P4OJbWrxVYIa0IKxV4o4YwztIwSNQidTuzO56VALOxZiNkk8Uw7u/SA5swdne44zpcNjWSrtfZV9RFSeibA8miuZuDjnwkeuYu6RyBCndSJgZonhW5lkUiJlcKFUcPmVLl3u89kSyytss7paRm55FErh6qvIv1HCzeHTjGJ1HE5IS0i5BBNqCCInkh6Emb8rgGbBJ2Rf9Xdz2qYAyBZ5e53HFtUsVmnVmjiVmJJiKz56sxjGcM1OsuY48+BFxzFkkUpSlTTbgYAMc5hH84u9em1THG6XI9Mp0Owg65Hu6YMdXY0TotmiUjU61KLdDcVDNzGdTL6ZfIEdqoJkkFjuHaCrAiZXdt8nZDEy/pSlTeC4lGNrVgqgEpiMSPoh2b3pHJ9ACO57jXHzz/qiuUfEPHs3MHMvMkGT5bsc1WIsBiY5ZzJjorhsWKqMprRQn2epB5JbzZGU6VdhmPF82F8IYgyft+27SmSMa023SsVhzF6bVzaK5HyzpBFOnxSpY9ZWVQcOXEeR0ss4PFvVVmpnnQ8XQO7SSXLJ3JVim6bQ7FY6xXlrTMwkcZ4xr7Y3Q4kvBMmKySAEKJjrEbeKsmimXxFzpgimAnUKGqcj7psy0jH+N6RiizYhqEfiLbViW72BDKiUi2nMjrhjhaafV2hs278gTbJpCtItSTZtggJtlLuGqXt1rHrnFW4XEl3Pk/FmO8iLxJYQ97o9Vt6kN64aSLFGssCwmTxwSB2UcZ+DI70zb1w0ewM5BLxxZNRP4BILl6lqpNBZtjzqz2HeOFpWICFg4XR10CVD6x70DokEceqvD7mDl/mDHZHCcvk43N1sNVrXcpDShRmtR1zUNlH23nyUbCkdNtE6mG1DxsTxHjDe8ak5OjVF1TERet35o+QaM0nZX8K6KUxl2k7CPSITMQ5ZcARyVw145MUxAAB7SpgrbXrMmupAyjWTBsYqa/gKBymcxeooG5APxg56TAAkEQMUDdRTAFTe8d7t6wtuRxPlqbmHmO5G0IT1SyBYoQqjOsz5lgj1qw3uzhBIWBJRBVOTJGPXJkXhk3KjcypyqIECWtSn05KMiJ6tCEcxUIi4g1UljEM+jUlfWkzyBSlEyjdyiBSuymDkpXapUhIfpEF9zC1J61e9TimqpZjDiOQ7SNwxQoSR1EMVLKQQSp6ioJG4ry74lcxYnN5blfmG/jM5Lg7fs73qqeVZuVjBBOtlVDCKN4xYWOdHWRROjxLKddQmcc4lMmUCGP4hxIIl44TACGP1n5EB6eSgTtyPUcvbjkQ5NR/xrl6IyVb5RjW7PFSzavQ7VC0QDNxHuntWtCz54kLGSUQVF4k4WbtnAFarJETBFqm6IIldp9UgAAA7BqK2a0tWQRTL0yBQWUhgRvetgga/HogjuDxfODzdHmCkchjpRNVaV445VaN0fywoZkaJmBXq3sEhlYMrKrAgYN3J5Gm8S4QyFkKut41zOVuFF1GJS5HS0YV2u5QZpOHjViq3eSCLUzkHQxbd2wVlDIljiyUd616+3/P/AJI9I/uGydRJ+izrHHkNX7nEuYaYf1aFmEJhaFdqnZT0cwlJ2y2SHaN5NmnIV6UfFi3Dtkg5cLwslGSikTMtP0f5BoNWylTZ6g3aM9sVWys/UJmN9dkI4zpoKiaolTfxTplJslSKJkURcMnbZyiqQh0liGDnVbueNgG17H2F8t3qApcwynarj23WeEdFu1ydKMpOvQMtJMFU030y9ReiBUGjIrWVbSjQyTRBYWikmq9fPZXyvewldVhyFNp7klxDXmEauqK3lKgO3B91wzEdB2D6nWhQXjnyr4pZiWfI8n8x18Xy5V5dsLlcfJblrTWJYjblsPGY60g++1niiUtOmnj2An4Zr89F+DeS3Mv2jtu1dIPMWWtF4QWyqiD5F3OVs6qpgVM5Fw2dAlwRy6cPhcEOZNcpHiqrp/8AoFxhhbF+G451GYzpUDUGsg6cvpH2SzKm4fuXbx0+MZ4+WFZ+6TbLPF045u4cqNoxkKUdHItI9u2ao/m12MZRquFcq3LJts/kSGqGKLZIGYNEBO+k5J9YaVGxkFGETWMdw+eP3KbcjqZUUJHt1nL9VxCwLeUXS/QPtz3Bp5prMSrY66hj6+yNcY3X5BqWBhPO1aRPrrDWbfHu2qbVR1DzLYE/H8diyeQ8r48RJNkliN1XThzvBeNuSxD5vsQhrpMEchGf3iCU6tv0Bl37p6etd6LjcN/qXsnyvHy9TxN/2E8ytk8rZxhmgWS1FWdaqSCGyYz5HtDwydEYkVpxBKFVxExGb7bca3R4k03aZRKJiyuWzQXSqaywGcvFSotm5Em6ay6iq6pgImRNMxhHyDgNQJy9thPunmnahdwL9XEUvLx8zM41kKJWZOZiJFmk3aOAq1smWje2Udu+bsEBGNI2UbrKOZj2gnLQs7Iw7udV/wAf1XJtUlqVc4pGYr0y3Fu8ZKnWRN59Sazdy3USctHSBwBVs7bKpOW6pSqoqkOADqrKBxdljBGdk8ToWr5eYqlK+7seOrBPTirS/UI7V0Rm6rss9TRBeyMEiqAeLmVHKL4W5Dt5P1lcouVGPARxuJWrWnr5KNXdRJDFNC0KhW6o+tSVmRgTvYIA2pPccWp4t27kEuPhzeAhzPJNqetBLJTyOQoZODJTytEIrXss8YmoTxuFCdMiNJtZlQeXIJUwW1m4NMkUWw2XNMlbsc4vuNvvFIqEzAldWlCWtcZJRyLCw5Kezb6bnoWrqTk0tXmgs2BztHkdGTZpZKvxa5Zq8lL0l57iAgUPePT58B5jx79Rvp10c18jds4l3FjijrlI+kZB45cOWKoh0uF0VlU1VlmqZy8i3MBSJkEyiR0kgMA5ljbI1lZ59EAzVSXi2jN8k8UVjlW7xtJFVKVViDd8s+KQhkTJrHdMmqZzCUEDrF5MVvySXpJA1llkSGM9DxokS9JbqJKKq+80j7YkFiTsnuOJZyRZ5Wq1HTCxy058jciaevbs2Lk3nCvFHHGs80swEEdSuErxo6xIsRRVUgjj1ummmmjiyOGmmmjg42HL1pnII/jEMUR8vxgEOf29UMZfqhvR/wCaAy/jezUS7sLQuqSRxvkGdI4yihES8om+nGdYdGBaWfxztdBFM9qXNJSkc6NHGlIm2Jt5A0lfQcOSmAB4ESmAB+HICHP2aostEVM7ItydqzTl6txObqZkiyPnFevCb1ktkalLOEnLxm2awc+7MiVePjkXNX9ebPGLJSDYxYpz0SdY9ZVlnKrN5t6IN5qyViGx5AU3tb+9rK2hGyAlgynq9ekHRHHnvx9hhWlyrfeF6L0c5G0XNq+ZKvKjO8JW5LTi6jcitOiQNFKpr715rL1Lu43E17VyhjmtXhaqWWjrWFksurV7dGqRFgiVEHThkdN8wWAFE01zNxdsFjETF5Grs3nhIg48IkCrZsEnJVjk9ywyCo4kblnp1l9lUXy8o1xhMRUjOx0o7rt5raHrriSdg3PNkUmIl1Hu3b0sC68RqlEx7aPsTo9qh7zT6zcq8odWDtEJGT8SoqgdqqeOl2aMg0Ms2UKVRusKDhMFkFSgqip1JqABymAPVAAB2DTPDkbONtWGqD2brkPVE2pCipL1LGWYbPTrpJ7E632PFk5Dk/Cc54PDQ8wt9tCvQjaO9ExqrZks044pbiRV2WNPPXcixgNGnV0gFdgxeYYOlo3dKlmtgFaZ1ZXC0hQpRq2TO3ssna3Nyg55rJuiIxRGzuMaxEW4aA5dzCz1JyuRFvHJoGcOFZQjz7g5+jy04DkB+Hl9ugjx56RT2ZbJRpW6ikaxqfj0IPd2fj/JxJcRhaGEisQY+IxR2rc12Vd7Hnz9JkKjWlBKggfPZ2eKWd6pI9T0gu14sm6XZt/U8LmSVbInXUPIEzRbjxDUxCAJgQfSpWTJ0qIdDds4WXOYpEjGC6NP+dp/3hf80NVO7hwAfSV7awMVE4fc4i+y6JFyB/LjL3BwTU+aCyY8HbrB89u4Km4T/VEi6tjJ+KX+9D9zz095s/pDl5demM6gfxzyjXp9PnxWHhmmubPF2QH8LncoR6aC4nHsD6779ZBGu2hs9+27TTTUd4uXhpppo4OGmmmjg4aaaaOMH0Pp+X0/LxsMchfxhAOR47iHH2j5AA/T8QDUC/SXPWyeznKTRXxB9oLUxumokACRBRG81x8VVyoJgK3QN6n4JVj8lFws3R46lS69pvipeUrfgiYc4dtFyrl2p8izt7RpRpaZh5q1Rsa3fNZyskUgVUpN8o5hpB7IxES3BQ0jZYuCbgQqgpqpfmXtOVsq3Vimxu+Rsh3KCavUHYsLdb7HPRTV4ZMIhJ4rCychJRyjlBR08K0Bdm7Ay7khXqKLV0RQZpyty+clJDkEtRBallGlgIYyL0FXVtDt0t30d67HXfsPMnjz4vpyXUyPKFrA35pOYsJYioZVZIlpP7SrVp49ttjJB1bdB72njbXS4Y/sabLEBFD54cgilwXqLx3IXq4ATAYeOwiPAjybgB57BG/dxnGwYAwpZMlVmtsbG/ijNGYe1X/qkVCLTCoxUbNSDdIU300ybTbqLauIaKcMnj0HgkGVh2qbuVZUVbQMk7msn7gMX0hjmTKDlkSXWn7Q4eWi2WyGaVeGSbuZsZFGcfWOOWZzxYYK9Ev5BV3BtJ6cZqxxoxaSMwlLq8y4Ls+cMx47bX75PSG3CgRyd1XqiyKK8rb8utnshHw6dgK4bLGPUq/CuySDJswdx6UjJuJCLsrOyxb9ojEcbWGgwuVrR354Z4wptTRJ1gtGp7RAaUl5SCie8AG2W7Du68v+JWS8S+Rczd5SxWUxF0zRYPHXZzVdIrc0cQfIdWpkFbHrIs1jqiJZAEh3KQEjd6Oy33jI6eb8/wCX7W8dPHdja1JtHS0jJt4umIV+OTsVkSjWL+RNCw8QoNgim4IxjFoiklX/AFty7k3rt/JvLR42UjZZgyl4l63k42Rat3sc/YrJOmUgzdpFXau2TpA6iDls5QORdBwkc6KyByKpnMkbr1QXuxQyzm7NVywrhtJrI4hh8jUmPnDUeISZ12FyJYzx6UnKZGsERCSKruUjbUdw8sSngvl4VOMSI4XQmzLtkr6q7BR9dh4iEhWLKIg4WLYRUPCxjNBjHRTCPbEas2LJo2Ik3asWTZFFqyZNkkm7ZBIE0yAmCZEdOY68atXvdcUbX41kWjCABUrrDF5UcnZSJGVgSAqjfUd9weFHgtmb1iHL8rGtctVeVbMtOxzPkGYycxZea/dN+5V28itThkhMaO1iaRlaJdIFYD6agkUTMUoGERDqTAQECm6i9h5/F+aPzuk3zg4AwE56R1WPZcYbrrPUrxgBjTaXWMcXbJWVnUjlJ3aGctPp0DI+W7JcnJmNP9luUEZdOtzruPZg4eqKul3Tcvi1h6x9pmtEDn3jz9PlrZ0gPAiAB36hDgOBHv59u/cQN2EB5APpAWSjkGosWSGKRto6GUMwjkTfRIqqyKWXbEBwybOyp+Fn8z8oQ80QxwWcjkKUflz1rK494ImuU7Xle01JpJYJ5EimESq7Vngm6RpZQSeKq2W17LD3cTH3tLHtGxv7PztI3x7mGmWmRWnbNjRrErM29GlaY7KBm6t2KhGhcHrGdbx/tk8rKkgF27lw3k7VSB0lKX+tKAc8cciAcCPH08c+QB8NbtNGQyM+RMJmCjyIhEnSXJKg72WdnbZ9NKVUdyqgk8Z5S5LxfJyZJMa88n2pee/YMwroFldVUrHHVgrx6AXvI6PYkJ+/TSaXpaaaab+Jfw0000cHHEZT5wkEBAeO48CIByAf03HHYR4EOeffxwA6gdue4++N2VqCA8Bfcgk79jAY1MPwYAHjqKIFHkS8j0hyACADx8XfxuFzntzi6DacUV6uy1ck3dgi7nI2aGlJprFSZ0oNWpIlLD2OBes0ZFItmBRwcjpkZy0aoKuGzpZm1kafb5vuztkW94ruMqxx8wsOMJZ9L1RGMrbr1R4rZEG7RdnLKzE1KunqLyLaKM1Brz6KI3cuXPKXygioiQiJxy3y9esrHkIjAYJILcPeUBxJJBLAAy6PSS5U/RSG1rfHlzxp8YeVcIbfJ2RXJLl6mT5byJ1U3Wlq1Mti8rJJDOZFEgFeGRAQNGZHiLAgb/UakYBAC9uQAOPpDgBHj48CIAI/HsPfXisi5Lo+J6rKXXIFhZVytw6IKvpB34yolEw9CSDZm0ScP371yoIJNGEe1dPnaxiotWyypikGovaLvA3Vblc7VqHct6vHYyrLGYmMir1usuDRYxchD+FWmj6elJGUUWmHEwRupAhBSEL6y2VsEitHWSHh1SxeJtzVEsm7HPV6vVItTl5g/Eb6t0e32+1zkPWqfU3SEnFI5GGiPpBBqisyiY5UthtT6UWcoSvs8VGqcrGK0trMJIeWDFkfY8jbhhjihWed4WMnT1yCNIOogKs8p95E949JB6T+Dw/ZDxzjt8lx8xcm4HIZO1dyT4rGV8jEKwmEFUWbmWEcUkss2MoAmOzKPKUSo8ZkRR5nF6ePbzE5KpFSvsGjINYi5VyEtEW1lmwM5RCOno1tKMkpBqRVZNu8Ig5TIumm4cI+KVQEHDhECqmi/vXl3LWtYaric1MwzK/biMSUiYCBm5+uScpDTM4ueUjG85W38TKxgnZNFngukJWPOn6mHq6zh36qwd+dwNvFouZstp4fw7VXh6VU6g7mHt0dtF6/DBGRYwEREw9ZrZ2Kb5qdZ9MKJCSdQrfqzCAchGspVNUTxkwLzjehZNjWsLkKoV26RDGQSlmkXZ4ePnI9vJooOmqL9JnJN3LcrtFu9dopOATBVJNwqUhigceWpoWxORjazDLCo3KsTFWmRHB8ospKgOB0sQxU7G+298T2HJQ+IPJdxMJk6d+WXVCe7GJYMfYtVniN2OKRVkZ6rsskRliEqMpYAuAwNSGXLrkrF93ythHAtwuVlp1hreIWHtF9epG1SGHsn3zJLKhOamwyDYPlDM0hO5U1EzxJhPyUo9rk66Z2arIQC74EJqZeyp/OoQ+X6TZG1ubS9Dy7NxJ0bLkd5liNZx8jB1ych4uoXOQio6RNXWMXItTNoCbXk7LCncmPYHTN8/GHjcytts2B2VAnMXscY1RjRrMxaR9ihGUYi1GaTjkkko13JSbcE5d1NRqiCDyPsKr808xk26Eq1kkZFFN0X2mNcV0DEFcLU8cViMq0EDtd+qyjUPDF3IOSpkcP3y5xMu9eKpIN2/rLlVVRNq1as0jJtGjZBFZey1KzQetFA4mLo/nvGqyTMoQGWVlkIDaVgI+hxt+vzA3UDHOVuQOZ8PzXWzd3JwNjkqWYRi4LUs1THJJLPIlDHxTU0kaLqmike61iB/vAreyNCImiyDpppqN8XXw0000cHDTTTRwcNNNNHBw0000cHAOfeHH0eeorZQ2V7cMyW99ech4+GdskqRunJvU7VdoZN8DSOTiUDLsIGyRcWdckcg2ZC5OxOudoiCCh1CCHRKngOQH4eX26d+R7/UHw13r2rNR2kqzzV3ZCjPDI0bMpIJUlCNqSASCQNgHXoeGnMYLC5+slTOYvH5arFOlmOvkakNyGOdAyrMkc6OqyqjuiuAGCuyg6Yg0252xDSJjfhtdw0vCNnOOYvD8Ig2qcmo7lYk8ZUVsoPmca9RfOVjybZw3q8WxkSSarwks1QK2mSSLUyzda43wwBLwigBQAnQHAcB+Lx+g+eqxcs9/Si7bf8Dsp+f2fnUQ+H0as/wBPWbmkevgQ7swGKWU9TE7ke1YDMd+rMEXqb1OhvfFaeGGOp1sz4qywV4oSefZ6AESKgWpVwWFeCBekDpiiazN5aD3U6z0hdndLu/b0f9hz7gC2Y1bbjl8fRjpY1mWa2auxk+gwjYuS9vAR9ItDt51w3ZPEUijKJqCsYCgmc5xUFNT8we3X0pO4PBsPf9r9ifSslZ3dkJSIrJd/azMRLUOsrChHNpNvXpVqm+CPcxBzT8MdYpTqi78RQ6iJCAX9/ExT69Ov2spJRqDiRZNHTFs7OUfFIzeKILOGxuBAqqB1mrdbwViqJAqkQ5SAbqEYSZy9GTs/3GXxLJOWsUQdmt5I1eIUmDpepPHLFQi5GqblwxBuqurGFX4jnChzKtipJFKYSlEBc8fzGioi3ZHLLreoUMZVW2I+hAoY7PUJW24PYn1biD83eC9qexZl5aqV445iwUnJ20uLNLFHHJcaxOXKJ0r5bUoCsLICyjsIuKRNhlGfV70psBd8SZKdzMHlrEs1YNwNRIuD2LcqVWDQgKvdVgbrptmctOTMgxKKp0VFFjt5ExQArj9T/V3xyHA/AOfr+zUUdvuyrbztiVcL4gobGtOHCTdI7wqrh2/EqTFuwWA790dR2om+I1buHiCix26j1P1sqRFjCbUr9NXMWTrZS8tirG0cYiCkMvSS5ZnY/hHey3fsPeJ0OJ54M8k5vkXlV8Tn7Udq816SVGhkMiJWSGGvAmzGnvKkI7EuenpDMSCAEAHsOse5VxrX8wY+tGOLV62nCWuMVjnTmOVRRk45bqKuwl4lw5bvGyEtDSCLWVil3DN23QkWbVZZq4TTMipkLTkORD4ef26Y45HhdJY2KSRsro6khldSCrAjuCDo7Hp68WpcqVr9WxRuQx2aluGSvZryqHimgmQpLFIp7MkiEqynYKkj48VYymwjEO3nFGf7rWZW5WOUUwLlOIbpWx7XXEbGoHrikyDllHwdYr7YsgR7Axngv1iruUioiBDgc5lNb/RVVivM8OW22MoiUa2SdurqInZiTEooSrGvx7BeFRrwEboAWAjxnJAhzKHeODWRayAd56uRmxj5x7kP6HfPX+BfKX/Med1FL0YsW2Y7a27tAxxVmrjaZB4BkWaRSOUXDWJICZ2rZBdyT1SLbGFaSVePAUMdsRyWPQYM2ssORuXOW8jJasSSyNkakRZmJ2nku3QdaHTtAdEaJAOuoDigI+T+XOW/GTk6ngsPRx9SLlDmC6sUEKKEsHJUoPOQsCwk6Z5IwQepY5ZEBCMy8WDSqrpCNfLMgQF2k0cKNvWjim29YIkcyPrChQEU0PEAvjKAAmIn1GKHIBr80HpT3m7SGgaHnXGeCs3PMmVGYbDMWWjycXaKo6pALGVsEY8r9OnJeRGAftiEVYvHMM1WadXraztut4oH/TZ0h09I8CAgICAh2EB+jWF8qYxlslxlgqzyyyDCm2WvrQkhHwbhzAT7YXJlEnq8VZ4tZF+x9fYLHaqgJFjI9HiNjJnU6027BZJcfO+1iXzR0tM/UJET0KxlQQSxPVp1Knp+fYzDxV5Km5vxlcRzZCU0n82HGVhXapZsBkeOW2JWjlCoEaMPXlSUecRplLa/PXgn0xmKsg4NauZCMSYZrePkabW8NRwPXsu/kllSMPaTx6dMSC2OXxHLpyYBIxRSORwoc4CfWdPRobtdzMru6zVth3CMDWKCeR7jIuF8itmTRIgURmdq3CoSK7Z6kQDwDl8o0bGGKO5ciB1HL1Qw9ZoQ2T/4OVd6Jm+Tv21vMEdj6mIvTWGoVi9MZi3vK1KlUAVohOzIzrSUXiXKpDOUVn6Ek7TFZYjhwqXw0E7ntjOxbIW3q8WrK+ZcjR2RsiT8EzqiTiMhDRUFDQLBwD5JOttV3Dh7Gi+crK+20nTl8L5w3buEVWyfKAyi7dxEmJurI9c25VLR+VIj9blAE90e8g69SFQq9xo9u3FC8r8t+IlPxB5aetXywwNOVYbkl6pYqrVgE6SWFMpUQWSaoasknmzBkkIUdZ8wWlaaaarnj2lw0000cHG04CYhygPAmKYAH4CICAD9g99UfUnBU6w35JUbco2NuHWstJkLTT7lJplPF12FiJB2LV7OV2RKLRmb1tmrCOoOFcO6+0f2Zk4QiDNpl+tGXh6hC/BVX0gdeL6o8Ii12wWJwD04H9nuTr5PgUFG7c4AYhXrECpKO0jimKqEgzUTFQW5ykfsHdkrLkkQqBLj59uB0yq6LtDHINOnvEhlB0w7MDoaqfxQ5cpZyTkqxaR5mx/N2KHszky0rFa1PGluO3TkDV5x5Ue4pJIzJXYM8ToWfc1GTJrHNG7Fkgk1ZtEU27ZsgkRFBugiQqaKKKSZSJpIpJlKmmmQoFIQpSgHAa7Wmn72mIkkkk7JOyT6k/M8WsiJGixooREUKiqNKqqNKqgdgABoAeg1w0001jjbiprcQYCeks21GHy+5zEh2D3mmculD4fEPq+ny1bEQeSlD3gUv7nb84aqpzzHLynpM9tbRuZMqhcYNnoiqYxS+DGPcySTgoCUig+IZu0VKiUSgUyokKc6ZBMoW1cvIFAOORAADj6Q7D31Ic0R7Hy+u/eGJBI+hszAH8pBH5OKf8NEccy+LUhU9Dc+Sor690vHh8SzKPqokQ//AJh343aaaaj3FwcNNNNHBw0000cHABAe4aaaaOMMNgj5/wAv+jjrOC9SPBzAUvkcB8hKPzR5HqKHPA88iIhz7jfij+Zv0hO3BbCGXFbxXWarujZQezlhiRTbuShVrKt1O7bArPSKKgizOV0FhrDXrjGTdoL6MYwyiNfl3ctf5nqjZVvtSYRmIcqHxLZmc80knM6SvRtkLJxKTKRauYJRtJlOg1TXcvGckD0qDhXxIsjLwyJPVF0KkN32AN0zajU4cnZ5hcnQ7jJlMio6CdU6Ig2LCdlAfRDGzOnBIySWdlQWfqEXh3CTpoiRdV2iLowIsEpvydMKtyOVb9ePzy8UlNxL5kigBkZSIym1b3lJfetjts8eXf6o/GvneW7VF+U8xe+y1gyFLmKqaJqVJGkSKxFKslxLRSSEskqiAr1GOUdXSvEx/R8bZm+FsXJ3WxsBSyTkxsyl5krlJwi7g4EpRVrcCqxdos0o+YFko2e2hVOMYSTmbMjGzK0qnWYp0lYkZBMxDlHqHrJ0GN1CIiAgIfHgOeR7AAB3HjjnUFKNt53URc/XJ21bxX89EM5aGlJuqssS16LbTUexft3r2B9pe3XRmTaSaprRK75jHNlStlQcptknYHOpO8hTFAoCPPSXjny5HnuIh3D3BwPPvHsGmPOTmxektG7HbeZ2ctEsyrHogJGPNjj7IoAUgEEDeyfW1PC7FpiOVaODHLF3l6tj60MEUWQlx00t4vGHmuH7Pt21R55HkeVZWjcOxUIF0BinEOGaXhSpIVCmtXPqpnjmWmZeVce0LDZ5994IyNiscqKaJpCXkDIJAqdNFsyaNEGcVFM4+Gjo+ObZZ0000SzSTuZJZGkdj1MznZJPqT9T/o+nFhUMfSxdWKnQrRVKsCCOKCBFjjjRR2VVUdgO50PUkk7J3w0001z4W8NNNNHBw0000cHDTTTRwcY9yZjqp5UpVkoN2i0JiuWViZk+ZOUU1wKYTprtHjbxk1iIPo6QQbSUW78MVGEm0bvW5iLoJGL+SfMeJbdhfJlkxnZmDo0rDSztnHyi7B0ka411R2UsFYEPUn7pN6nNxyHrblqeTdOEvWCx0k+SmIh6yH9Q+blt0DWVhlsEMcSysMdk6TnGmQj2lnJN5MoKmZLx76CcmaDHqlMik5RVjzu0jFVUTVVIsVNGrXPNY3WWHcrtmkbjjrA73KC0rYlqF7CczQMZSMpi8HYH7q8v5BwznPZlMPIHn66SFkTGjpF7NphEWVSSQiJmwuT7k1Dzd2ajVp4JJTA9hFlilgjLdfQwPSOlCJCdaTTnYXfHjr+qO5cx/NXsDJheYIc1isnQoDK1sLYsU7tLKW61f2cWYiBO6S2EapGCT53mV16ZJfdsJ2RbfCYDwjBxc3DM4zItnKefyG4Sdnknasi9cO1IiEcvlFnCIJVmHcs4cGkIqjX/AGm3lZGKQEZd67kOrumrdkXxm0wXh/GEZNP80WKQiJJ85hgPSqJFS0kvY7rf7EqLBxEFlm7p26l4RGRVbOZKxr+0IttOS0chXZn6WKl97alzryGXIHADOhAWVLZndJe3Y1iLywfmivYrOYUcMClPKkiU5Aj1yfxWAvnCfgugbtwmUBSh0gBQAC9g7B80ADtx8Ph21G7d2eDJm5JLBblkl9q1FOZYRICxh6ih0RCwBWPuOkBdhSeLq5d5ZxWV5Jg5bpUMpgKNOkMF1X8aKWRkpNHAL7RLYjLKchEXWS0Bszu8vSzoOIh7VNoFR2rN7KNetFltElcoyns51ee9kptE3VSbzJCuIZnGxjNSObvlp16qqydPZMG5E2qaLgTkcrupfa0445EA7jx7/wBPLWumm1bsXZ3s2pGlmk11uwAJ6VCL2UAABVAGtdvXvxYOA5fxPK+Kq4TBU46GNpiQV6sZZlTzZXmlbqdmdi8sju3Ux7toaGuGmmmk/D1w0000cHDTTTRwcNNNNHBw0000cHDTTTRwcNNNNHBxWDljn8KJtt94/cclf2o/O3OrPee49/Ljt8PP93VYeV+3pRdt3+BuX4//AA3O4AH5/s1Z7p9zP9owX/Y0P/1dz+n5eKt8Nh/XPxTPz8SsiPzcv8ufy8NNNNMXFpcNNNNHBw0000cHGF9yH9Dvnr/AvlL/AJjzuow+jQMH3scEXvyFltod+O/8uVjCId+4ABgAR4Aee3HkIye3If0O+e/8C+Uv+Y87qMno0nHjbYa+l4bInqlit6HW0bigur1zrhz4kmp604B49D1jwk3PhMOiNSj2gNVPVhfO5DB/vZv9id5Wn+T9LzHZ+nbin8uB+jZyr30RyHn+ntvZ+28UNeo+BJ/Jr48WB6aa2icgDwJygPwEwAP5hHUe0T6DfFvllXuxAHzJA/j43aa29ZP64vnx5h5+f7nfW7RwAg70QdeujvX4+GmmmjjPDTTTRwcOfPn3fuaho0atXG/KceOHY+txW1+sN4piJjgAIT2VLarPO0yeJ0GE6ldriKw+CByeGgAKCCnSEy9QOMguT0kSToQEGq+z1ygQ3I8GXZZlaqrAJfLlNJ8gJRHvwqYA9+nDHjYudyNU5T2/GnY/Q/HiIc2MFblzYDb5lxqgHfYnzQCNH1U+8PqNHY4njppppv4l/DvyPf6g+GmsUZOzXjnEbNuvdLCizfSHiEha+xQczFnsDlMoj6nA1yLSdTEq5MboTArNmoQiiiZVlEgOA68LEbiFrBTGtwh8NZmdKPyKKsKy6qsXC2NwgQxikXMlPWOLiWSbjgDNxkJhoZVE5HBCi3EVAVpRtyRCZYWETN0rI+kRj/gs5UMB8SDofEjY3HrPNfL9S7NjpcnXa9XiM09SAtZngjBUAzRwLI0bN1L0I4Dvv3QwG+IoZZEDelE23cD5YelA55D/AOj86D24+vjv35+jjVn4e8PrH84jxqjm2bhYd76QHD2ScnVex4OhKbT5aqyYZKSaxpgbrpZVjoixFcM3T1j7ClJGwNI0kom6UjE37aQ6X67Br7RVu6Zvm79FN00UIsgsUpklUzAYihDfiqEMXkDJnAeSHDkihRKdMTEMUwvWfqzQQYUSIVCYiKMsCGTzBZsMyiRCyMQsinSsdBgT69608Jc3jMpk/Ex6dtJWsc/XLscLh4LXskmGwkMdiSrOsdmKNpq00atLEm2iceqkcd3TTTUa4uzhpppo4OGmmmjg4aaaaODjQRAOOfjwH1jz7/IPrHgPd5iGoKb91BHGePRLwUwZzxMBgVOVIglGzJAcDKCYhOkCcnMAH6jFKJSAdQSpmnQqJQKPV3DkO3IByICAh3HsA88cc8AI8APYdVWek4y84x7Gbf4iMMulYHOWGOQmSyyjgkGo1xv6t4rCeaRjtOXfMjy1pg5IrVq0eslkod4Z+duCbYyz3y/DJNlaaRL1OZGIG9bCoxPz9ADvtv5b9OKv8X8jVx3h9zJYuSmKstSKN3VC56prUESALse8zsoGyq9z1Mq+8bTWYiLdAOOOESAPIf8Aal9/Pv7D5fR5gPHa1AvHu96LtlPr9hbYSz7PHkYlmd5JUXFdhtVSVkU0ioyicDYUytRlYttIpOm7V2ozZrqkS6nDNouKjdP1xt4jAvIG2/7pSiHnzg+xgIfWAq9vh3DWkmDygldfZW2raI8yIEHY9ffB9T8Rvsd747UfFHkd6VSb7cQRywxMjmpfKlehNaYVWU9t7AJ9PUfCY2tOQ5457/oOoc/fisB//h/3R/sI2P8A9rp9+Ix/7H/dH+wjY/8A2mtfsPKfsVv3SH6f4z6j+HhV+ijyL+3sf70yB/8A0v1/J6cTH/T8+mocffiMf+x+3R8e8fuI2T/2nv8Ar1t++6kA8tsG6Ljv54/roj/z5/f/AD+egYPJ/Gtr8csC77A9ty/Uem/qfTeP0UuSO2syX36+Xj8pJr09eikwG99tkA6Oj2IEyQEB7hpqG333Ulz/AEMG6Hjv/U+rvP0f8eQ8g8/0HWgbuJMR7bXt0I8c+WPq97/eIBePfo+w8n/eF/fFf/W8A8UuSP22m2T+1OYJPp8qB32P5vycTK01DQN3cn/2L+5/jv5UCvD/AOu4e/z79tfHsG9tpVod/YLPt33HQMFFo+sSUtK0yrMWDJHrKQp13Lm9JpEFRQ6aSRRN1qrKJopFOqoQhsjA5RiAtdSSQABPXLEkjQAEpJJJ1oDe+3rxzfxW5EiRpJMzJHGis7ySYrLoiIgBZndqAVVVTtmYgBQST2J4nHrYByDzwcgh3/pgHv3557+Xn27cccfV5WnW6Kv1Jrd3gTLHhbfW4qyxB3CYJrnjJyMbybAy6RDqFTWM1dpComVQ5SnExSnMAAYansGT2Rm9/wBsDWaZ7m4Q+U63YY7JctkO/vZ3HdqcmxHL2pUldjXFitjypTg2SJTn645jXdDsDSFbSscm2kmISrOE508a9pbRMixNVBLo/T1HpWR3A2w7qImGgGPVoEAbPCzmPnatgZ+X41pzX4OYJEjgsVxI0cfn2aFWu8hSGVVikfIRM0kjIqxq7AkgA3GAYpvxTFH6hAf3B1CLNkq4it5+ypqgkYyNiiNyUM8U6TCkkmSo0+wJiIlIYpFzrV9IqRzimHhA5TA4nUKmp5LaHQ7Mwyfmex/dYzPf8a1OaeYqpJcoXOwToz1mgHLIuUrN6hLVqCj1WkDaIxCgVmUhXEkzB3BX9QXJ1JgxUsEb8txTfDe6rbPNta4+skliqtX62SUR7TRhWMxE5PZOqOzQbSCjd8YJGMUrUvKmJ7PVSHwmbRRVsSSO9ZuGOxznKvTrSLZd6FvpIHljqmoyBUPWQAyu6q2z7rb3oDfEQ5y5xrryJW5kzNWXCV4ObOXfMSRjacQY/mnHvNYQ1UcyRSw1ZpouhW8yIL0glwOLg9NVcj6V7BJTiT5D5aUAoc+KnC04Ezj4ihBAgKXtNXkSkKr89MgdCpAEQVBVNPjD0seCxOJfuf5iKUOn9UNDUboHqUIQeAJkM6nzCmMqbkgfqaZwJ1KimmdP9zmb9Ps2z/mb/hHbh4HjP4YMvUOcsMBoHTWArd9dukgNv5jXb48WlBz7x5+ny1p2HkPhxz+6GqvU/Su4GPHrvD0nLaTlJwxQSijwlPF85Sdov1XDxFVO9qRhW8Ydm3bPiuJFB2otKsDRrWQbpya8d1PwsuDPfjvMn/4PQh//AFHDR9zmb7/1ts9v8Wflvt+f8++Nh4y+GOx/ZnhNEdv02PnruNaB3s99HQ3rWuLTtNVkQXpRsVWiVaQVZxBnuxTb/wAf1KGgqtTpaWeerNlnjn1WOj8gOXbj1do3cOl/BSP4TZBZdTpSTOYvorN6RarUtihKXHbzudqUW4epRyElZ8dQMCwVfLIruEmaTyUvDVBV2ds1dOSNkznXUQbOFCJmKioIaHl/MBghoThmGwpXTHZ0NKe52d/mPyOuyeLvhy8Tzx814t4IzqSZJS0UZAQkPIF6FIDrsE7GwfQruxUQAew6arbi/SjbdH01JRTxlkCFYMjPQa2SRrbNaGmAauUUETxzeIm5WwpFkklVHrIJaCizkbNlyyJWDwzdov6Q3pK9r4AYQsdgOIdPAFqFgAT8nKQenqaFAOgphUHqEvKZDAXqVEiZw8v5odvsy4fj2hfXfv6gaHr333HffGV8XvDNl6hzty8BsjTZKujdv8FnBI+RAIPw3xP8PMe/w7ceX2+/nWuoJtfSI7dn6Yrx7+5P24KKog4Z0G1uEDKo+GZVIqiUaYPETTXbKqEN0nIm5bicpRUAuu9Lb+sIV9iSVnWOTIeKOmCycjI4vujRoqgJil8RBVaKKDgPnB0lb+KZQ3CaRVFTEIbX7BzHp9nWgT8DEwPw9QdHtvuPXsfpvoPFfw5buvOGDZRrbLeiZADrR6gxXRJA3vW/QnibvHfkPt+n4fVxoA8gA/HXA1coPGyDtsqRZBwimuismYqiaqSpCqJqJqEESHIchimKcgiUxRAQEQHnXY01EEEgjRB0QfUH5HiwUdJER0YOjqrIwOwysAVYH4gggg8NNNNY424aaxJmfN2PsB1aPuOSJF7GwknZ4SptVo+Leyy4yMyddUyx27JNRQjKKiWMtPSSg8rmjol02i20nOOIuHkcDj6QzaB+Vo4/VQcmfv00NLYMbkbUYmrUbdiIsyiSGvLKnUuuodSIw2Nj4+uwO4OoxlOdeT8JcfHZnmnl7EX0iimapksxj6NlYpuvypPJtWInKv0MRpT7vSxAVlLTS5AeO/nzx9nnrXULPwhu0D8rR/1g5M/1N0/CG7QfytH/AFg5M/1N12+xcx+1WR/eVj/V8N/6Jfh1/wA/OTv/AIlw3/nOMKZX/wD2ou27/A7LfH/6OzsH/v8Ah+7qz0TAA9+3wHz5+P1caoYzNvBxIpvdw9niqvpC20KkUhCqTT1pFyUO4IvKKZHYvnCDKws4t4sSJaXBm+OUW6ZXpkTsmiplzgYt8xDdZCH/AK8pTcf3wAP7+nHmCtYr18F58TxEYpISsilGWWOxO7oykBlZVmjJBA7sPjviGeEmew+YyvikuKyFa+p59sZFJKsgnhkpXcPia1azFPGWiminnx9xEeN2U+Qzb6WUncAgPcNaAACPUHn8e/1a1EAHsOsLZ5zxRtu1FLf78E0vGLzcfXY2Mr0cnIzEtMSKbt0RozTdO46NQ8CMjpSUXcSkpHNfVY9dBBdeSXYMHkfhhmsTRwQRtLLKwSONAWZ2Y9gB8NepJ7AbJIAJ4t3JZKhh6FvJ5O3BRx9GF7Fu3ZcRwwQxjbO7H8iqoBZ3Kois7KpzTyHIh8PP7dBAB7DqsYPSubdw7BTM0cB/3PUf7f6ovb9v7NPwrm3j+4zM/H/g9R+f/wAxfs/h07/c3nf2ss/Xsv8AB73fivT4z+Fo/wCW2G/JJMf/APDxZzpqsYfSubeP7jM0freo/wDtEHT8K5t4EBAaZmfuAh/weo4+74fdEDR9zec/ayz9fdX0/wA7v+LjB8aPC34c7Ybfw++T/wCmH0+fpxM3ckcPveM8B3+dhnKAAPx4o86I+7t2AeeePo78cx89HAxI22qUZyRB0kaQk7o5VUcLJKpOVE7nOMgWZJpqqHbNSpMk25klyIKmeoPFyoiiskuvHDLnpLsFX3FWS6ND1LLKEvcqDcarFuJSDp6Ec3kLDXZGHZrv1Wl7euU2aLh2ko4UQZuliJEOdJusoBUzZX9GHkin2bA5sewpF29txlLSJbogtHGapvPlhNTU9Xplq9IAoSjdzGAaHFYygPmrqvuma7dJmlHLu3SbG36PLVtbNaSAnKVZWD6/tQgljL9mOl8xkU7/AFR0B6ahFHnTlTmjxo5emwmbo5RU5IzlJXrs2vbnymNtrXXrjUtMadezP0p38uNyW0Cpsn1VtNRimTtwe9eFuWa8lYzreLG2D3NYnalk2wUiOpDGbx+pOWNRwyPIhTVW8m6aGcSD2ViV3aLdyqZq9j3JWjxG0jsYPiA6xpY8M4luEhJy1rxrRLJJTKTFCXfT1SgZd1KIRnPs1GRcP2DhZ6kw5H1JNwdQjbkfBKTvywY62lR52cMTJCsasoVmjYWIZSwV/dPUsTR9/g59RsG1uceXrXMUGLirSQqKORltzw2JLEUVqJ8XkaCRs9YiUeVYuQ210Rtqy6ZW6WFWFkyRli4UjAL1llLKymcbviitTtAxjiltCMoZSbUXevVco5jfy6MjHvscPhNSYqSRdyKCKpE7CvCRwNpSbPC3LpCPhpdfHWJC88eXPSHOsa2jC2Iru7I+uWM6FanpGDKLK7sdRr8259lxrh67jo0V5OOdK+oMHUjIuWTPr9XauHz1ZBMijpcymTA8ukOwgAB8ePh9A8hrrkr0FxYBDAITG07OAqADzXVlRSgXaIBoBl6gSxLMCAqHkrlXK8tz5R8llGyQtw4yCu5msudUa7xyzzpZaUi1Yd9yPHJ5TIkSrFGULSbuA5Efj5/ZpprzdrlZyGhnL+u1tW1SaPSKMMhIsYpRwUB5UEryRUSaJiQgCJSqHKBzCUgmKUTHK2IhkdUXXUxCjqZUXZOhtnKqBs+pIGu/pxN7NiOpBNYlEpjgjMjiGGWxKVUEny4YEkllfQ7JHGzE9lUkgcek01DGt7vPadIc36xYptdThF7vH47rJHs3S3Mjaba4yE5xtLxbCOJZEXbI1anmUi5mlJhOOInCxUpLNfWmjMxjSqqc8tZoFjNrxTqGO+KqcI94uxcOEkyLqpJKGWjXb5koRykQjpE7d0sQyC6QiYD9ZCKrGPtVVLzxhVWTyiwkjceYFDFQUdtlQdNrYB2D3B4YcNzdgc/NHXxlqWaaSmuQWKWlcqv7G8nlxzstmCIosjaaIOFaRCsqAxsGPpNQMEVzekkABMcWyGz0TFLwcSFXd5lADCAgUSFOokyT5KJgOcqICUpgIcSzyEeAER8gAR/Nql24b1MV0Tf7YrHMjON6dA41VwfZZtSLclI1tVbuMtZHMk1izgEu7hWLtxIVor1owN7YlQVPFFfs0I5xIrsLUs22vJWjaVlozkhe57lQAPmWPYL6k+myNGMeJXMWF5dh5XsZq9FRhl5qxixyzEhfd8xndioJSNF7ySMAsYILEAg8XRgID3DWMcyZAHGGN7Lc0Y5zMSEe3aMoOFZoOHTqask7INICsw6DdqRRyopK2GUjI8PATOqX1nqIQxigUcNffzbVQEpBzFXRVMCRiopoyiyxirB1JnIkjHnUOmKXDkVCkFMjMyb05itFE1zQpzJv9xXKbiMMRMXbiS2BqwWcn8mSjWuyUvEy1oPEyS+PW/q4xJ3yq9UsEWwnWbhqmvHFlH7CT8RKQrjd0z3oYPIzWVElCwscSvNIJIpEEiwjrMSkr3eXQRQO+2B1rZCbm3xU5Mx2Gl9j5twz3b81bGU5KeRp2Zak2SlWsmQliWViK9ESNbmdwF6IWXfUVBkrjbFtEwMyTzvuRukFIZltRGKdjvlvfs0YyEnZhByK9Sx17WUVViIoE1V41nGRrkTP2TERbs2Ef/K1tH/K/pLWMXlSTxNh+mQt1OZxD1iv3iTsKsZWD3OYkmUYVdwRvHrpuqjHuX6SLmZCTYEVdsnbjxm0GrHz7nDvpH9y+Fsw4hqVZxnfGdln4fJ8TPScc0Zz7MyEO1qVyYuFllDoRRVUVFJePROgmu5cLNHyT1Bou3AqxJ+Yb2I7eMVR0SZOmsrrYmRknfyouzdpNyQvBZmaGVbMztUoWMKZBwqB04+NbGdKm9efKvZIxpAz+UqVK6ZHPQW5LdkzRVaLoYoI0g8oo3RuIrFH1dIQHpIYjpJ3xUa2eYs/mJ+S/CbJ8v0uX8MmMvZ/mqGymQyd6fJ+0+0xe0dN1Z7tkwtK8zoJY5UVmmXajjzVC2UVycTmbpuYfpZxy3b41uylpuSQBhA1dogdyZtG48i2KTE1WSboO00lZZj6rKujpqPE1Gaj+QTceJwmtcNp2fWu22yOnU7hLK6limsAzyjhZYaZIRx5CcmcbyZ5N67fkatos7csW4VerpO3xWa0cj6xYZOLrNlRW/zQABAAKPkIFNwIByAl+b0h3HgeCgI9jCPUAgaB/pEmi8PgNrlRkqiE5hTJ+McmV1u5TWWYupiPtrCvtEpJFuu3WcNG4WNaSBIDiB3TJqApqgQAFpq5KbIWGo25Fkr3dQRxN/aq0pAWs9dFBEXlt0qQg0yFg2974sPO8l4vk7FQc1YGq1PL8s/1zvX428y9m8ejibNVsrYlkWS+bdczTK9l3aGysMkOihUz5KYDFAxfIQAQEQEOw/QIAID9AhyHvDW7XTZqgdBABH54okNwPmPzSiYQ+PHUHIgHTyIBzzyAdzUbZeliPkSPxjfrxdMEomhjlHfrRW+I11KCR+Mb/Lw0001rx24aaaaODjpunrZggd09cJN26fc6yyiaSZC+XUc5zFKUBHgvcfMQ+OvmhZoEzRw/LLx/qTUwJuHnrjb1RFQxwICarnxPAIoBjEKKZlAUKKiYHIAqJ9cAPSPs5ObpGBq5EIRT13ZtzONIBvEWAH561POJGNtpGcTZG0Yi5eua+u/BqtLpoNjqpMm6rxNVgdsSTZVqWiCn6MfcDULTHV2qsKNnLarLPsOUyVsTbDtlbSldtfr9aVkX7lCGp8JdIcYyZm7bZ4RlFpz0REtpBRV9HwHsaT4zAw36sczW/LleQDyQqFvL86GHY3ICSWl3shVGveYcUTzv4s5HlLOWcZHgPa8dXqMxybTWY4xcXFXsosbmOnMgQR0ShVJJLLhuqOJ/Tj9HKDpB0imsgoRdI4FURWSMCiahFOBKYpyCcpinKcBKYBApiD1FESgI6r79IxUZ6zYbqsxD1T5XROPMkxOQ7vFpvott/MLXa3cDWRQUH6pPaAA3eIsxasCOJBM7xOSQZvisFmqvP6Oxza5DDVyfzUYWArj7MWQFsZQTCYa2CvQVEKtGpNYSoyjMTM3tYhLCjY42JeNE27R+VmpIsmTRk8QZpxf3d/Lp/mx3G7nEcnobQkQaLwL3ErZcaxJKNn9ek0y5VM3dTTsGou1JKKeqPG0I8Kq2iH1FRbqElJJLvi6DV860Mc6E0JXfR/tk/RpTFAiuA87dWhGsh0eognp4Q89c2RZrwrr37OLtxx811K9brQap4s2x1pkMlZnrM1bGxGMO881QFkaNGRWk0LM9umWsV5gxtGTOIgSbVaAOnUwhU4U0ASsu4eOjxCuFiyoIs2xItg7j0kkY0V45BE6TdssIJGInnYU0xHkSE/xQ/g76xThNXEzrHcE+wm2rDfHbwjhSFCosGkZDHMkuo0emTZs2zUibojxssg8BVErkHCKhXA+KU5QywIe/jkQ541HL3SLlgRpNEolcCOc7mQ77rJ2GmBHffffYknubj5XEz8u4ZrlnG35zj6xe3i4wuOsbjXplpr1SDyHXpZGDFWB6lCqQo2+Gn/WE/wAQv8Gnhp/2Mn+KX+DW4xgKUxh8igJh+oA5H9rUaadu9wDfrSWl1S3yslZzFdrFilaHkGNVFmykGcU5k/GlKuyahDkkJBq1LMmXCLVUUP4Tw5UHBktIq9qdZGghmlWIAyNGjuIw29FyoIUHR1vXpwqyGYweJlqwZPJYzHzXndKUV2zXrPaePo8xK6yshldOtOpUDFepdgAjiSnhp8iHQTt5/MD3/Zp4af8AWE/xQ/aDjt9msKYz3GYZzBNSNex5dG87MRsanNHZKRc3DnkIJV4rHpz8AebjY1KzV4XiZUBnq6pKQ5TO44xnpSSkcZ1m7Ws0U9d/LnjlhkAVikqsjhWGwSraIDDuDr078d8ffxeWrLcxdujkKjO8a2aU0NmAyRt0SIJYWeMvG69LKG2rDpOiNcbPDT/sZP8AFL/BrXwyB5EIH/ih/Brdprls/M/nPC7oT9Yv+aP5PoONnhp/2Mn+KX+DUSN9hCBtQzCIEKAhDw/cCgA/8KIMOw8c+/8ANqXIFDjge4fm9/Ookb7O+07MIh3D2ND/AEf8aYMPf9OnLDsftfF7J/uhT+P+UR8QzxFRP0P+dyEUEcpcxaIUbH9abfcdtj0/g497tZOdfbXgRVcwHVVw7jVRU4JiiB1FKXCGUMCQgApAYxjD4YgAkAekQDjjWW3lWrz5zAvHkSzXcVZ+rKV5Y6JeqHkF4aVryrth0gAN1jwc5LxQmTAP5CkHKIABT9sSbWAAu2rAZQFUQDDmNAAVlfHWEApcIACqv4i3jK8fzxXxVfEPyfxD9XUOe9JrLulqz0My7mk9CRvbMO+iNjR0R8RscO2Dr158DhBNDFKExlBlEiK/SRBC4K9QOiHRWBGtFQw7gcfCrtZgKlG+x61EsYWMB9KyXqMegRu29fnJV7OTDvwkwKXx5KYkX8k8U46lnjtwucROoYRrb38u2WPso7Xs+WSmxttxviqavSd7TcyVabu27iztK1G1RaLiJp2g+sc1DOEZe2RTCNauwaqV1y8crw3CE2xs+VMBU1DCPAAQw8/DgB76oZyvWbJVMxvs17m8dXjPe351JSD7HD+tWJ6WKx5Ev5104hoqTx47b09Nmg7hYWow03GyhoqnTBz+E/lshzE4lHJPfLUJmvyWHl2Y45V8rZ8+2Z43iaGF2kjHnsGYrt+oEbCuQRxV/jXkVxnKtTFVKKIlq7RmTIGJWxfLqYq7TuRZHJ146ttzjYpY4o51FUxFHMcksCuHF1WM8hU3LNKhr/RXaknV5z18kc9cxMnDLKqREo9hZAh46aYx8ih6vJxzxsU6zRNNyVIHLU67RZBwr7vwkh800x/8Qv8ABrHuJsgUTKNAgbvjSUQmKTLBINoR+3jn8SicsJKPYF83JHSbRg9a+oSUY8YGTWaIAJ2xjpE8AyYjkYefcHP0eWmGwCk8yBJYgsrqI5TuSMBiAkh0u3UDTHpXZ76HoLZw7i1iMZZeelfeejUme7RjVaVt5IY2azUXzJemtMdyQjzpfvbL98cDZ4gSSH/5pMBDzDoL2+HfjWvgpf2JP/EL/BrcPbk3u4ETfTwH7XH0eesBRO5nFc1ZUagxJk0tiVPCgeOf4KzhEnYIWJ8tHQ0jMrymO2TWChnrxpIJEnJpdhDoliJxZy+RQgphRlrHFPMGMSSShAGcorN0r+ubpBAH1Ohx1t3cVQaBLtmjUazJ5VdbEkMJnlAB8uISFet9aPSuzrXbtxmKwVes2yId1+1V2Cs0DIer+vwlgiI+ZiHvqrpF619bjJFu5ZOfVnrZu7Q8ZA/gum6C6fSqkmcuNPvb9u/5BcL/ALFtH/iLWU4+biZRzKso6QavHcG9SjZhu3XTVVjX68cxmEmbwhDGM3cKRcpHSBElQKczN80XKAprpmN9XWyz2YPcSaeIH3uhZJEB6gPeKhgCSOnvretd+OcuLwmTK2Z8di8gyqYVnmp1LTBY3cGJZJI3IWOQyAoGAVy/YEnjC/3t+3f8guF/2LaP/EWn3t+3f8guF/2LaP8AxFrNGmtvbbn7Ls/u8v8AP45fc3y7+0GF/wC66P8AqOML/e37d/yC4X/Yto/8Rarv9JfibFdBwTUpmiY0x/SphfLkDHLytSplcrkktHq06+ulWKr6HjWbpRmo6Zs3J2p1RQOu0bLGIKiCRiW8D9fGqxvSuc/e70zt/Vnrvfn3/IfIvb/36eeXrVl83jUezO6tYUMrTSMpHS3YqWII7fEcVt4wYLCVvDLnOethsVXniw8rRTQY6pFLGwmhHUkiQq6MO+irA69D34sqimhGEaxZpiYU2rRugTqMJjdCSRCF6jGERMbgocmEeRHuIjrv640R5RSEPekmP5yBrk1H3Ys7Me5LEk/Uni3KsaRVq8UYASOCJEHqAiooA/FoDhppprXjvxivN0HDWTEuQYafjY2WinNWllVWUsxQk2Jl2DNWQYOjs3CapDrx8g0ayDNUpPHbPWrd02Ok5RSVJgrb5gbb/P4NxFOu8J4pknMzjekyi7+ZxzV5CWeLSFajHajmRey8MtKOny51TKul5FU71Rcyh3RhWE46kLlshVMYX9M34p6dZCjwJgEQGGegIclEDF7c9ymAQ8wEBANYr2cSRpfa/g96omVM5MeV1h0E6xIQIuPRiykIKhzqGIUrMCkMocyhygBz8GMIA7wyTxYiRoppYlF+MEJI6AloG7+6w3voAPqTod+3aur1TFXvESpXvY2jdlblK5LHJaq17JVK+UqKUUzI5ADW9jWgCzehPHsPvb9u/wCQXC/7FtH/AIi0Dbft49+BMLh9H3LqMP8A6C1mjVf2/fK+4fCVOr+Q8Nuq/wDJhm7XjLujJwSkm/jlJJRsnCzXrB1gZJRCKpF2DkFwZGJIvo0grvCvQSZa0Pb8hbhpxX5I5Jm6UaazMsfUASFLAsQW10qNHbEDsTwo5r+5LlHAZDmK9yrTuU8ZEs9mLHYTHT2xCZER5VikSFSkIYSysZB0RI7nsvHisw4ExHGbwdnjGv45pNciJdLNErYYiCrEPERU4vTqxCvayd5GxrJq0O8iJiWNItnglKc5UjNXRXaQtQZ2agAFACh5FAAD6gDgNflMuG9vcFbrxjPJMzZIZK34ocT7mpyjSssmSUUhbGbWHnmk1CPUxGXa2RlHhFromLGP4kXD1vHKNbOlFOELBdgu4PdtnzNDptdckKTuM6XCuZW1tHVOpDD19SbSdxdWjiyELXIGVYu1X6DyYbOCJEQdN65MM3bdIF2ZjSnNctZVMfXsWrddkx1N1lMk8zl5GszSKIuqI7ZkaKNSxXbKFOgAeKD8MvG/kG5zhmMNgOXczDZ5x5jrS49amLx0EdepFhsXUka8IbqmOKC1XyFxxEkxWGRpQpeRgbrxAB7Dqsb0rv8AQ8Uv/DPXv+Y+RNWc6rG9K5/Q8Uz/AAz17t7/APgPkX+DUc5b/u7jP+sr/wCFuLp8aB/+yznb/sZ/l8J4B+IbHy16/DiaeKKlVzYvoTQldgUo9GnQCDdi3ho1uxbtzwYtzNWzJu2IzbNQQkXzcGzdErcrd88bFTKi4VIbLpWbYpeAQQH6RRT8ufLjpDsADx8RAOR5Hz81QohxAUurQjsyR3UVAxMe5OgdRRA7hkwbtljIqLESVOkKiRvDMommoJOkTpkNyQPXab7czvYn1IxUyyFfeOtFjr5fj+H5OJhy/ja9bDYpXqQRzjG0kmHlID1LXjBVjo7K60O+vlx1vV2vAj6ugPHn+op+/wCsuuq8j49w2UbumbRZBwQ6KyCrdFRJZJUpiKorFUKZM6SpDCmcqgCU5TiQQ+dxr6euNUomSUKHmJDAXt5G4Hp/b47eQhyAgIchpOruCD1sO4/VEa/MT+Xh0mq12ikHs0Le6fd8qM9QA3oDWtnWhv0OtjQ4x/cKDTrpWZqq2KDZSMHLQEpXnjIoGZmCIlmCjGRaNXrEWsjGmcM1Cp+KwdNXKHQgq0WRWRKoSMPo/qXV6hgMjivRfsxxY8i5YkJjmQeyIruIfItjqEYBVXrlyVJNrXa3CsCpMCtmax2ikgZuL6QeuXVRmbd5G9rFGQ7pi2yZQJHylRm3jNRdlUsdrLvGLtt7Qrz0i41t4x9nTcM+iZdApo9GSaIPFGcg3bSTRRII6493jbk8axDuCouS3cPBqSc3P+zncdW5BmyfTi6j2SVSd2WOkkmDdR+qq8M3aAyj3Eu4eSpo5eSmXybqxoeU8nNi5YVv12jtSVbEbLLO0JjVJiS20A2xkRvwCCVJ7dI48ZZP+qD5Gx3PlHIyco5qvawlLNYW8kuPxkOQhuz28asSxBLb7EKU7cB++oypP0qupH1+t7z5AQ7dvf5/wcadx4Hy8+Q8/q76jhtNcZhkcF02ZzrIyT7I04k+l5NGWioOGkY6PeSDk8Axex9fj4tk2dhB+z3LxuswayDV25XZyKCDtuq3TkeHAdg937/fVeWIfZ7E0BdJDDI0ZkjJaNyhIJRiASpO9HWiO47Hj2LhcmMziMblhUtUVyVOvdWndRY7ddLMaypFZjRnEcyqwEkfUSjbVu4PGummmuPDpw1xLdQoqcdhFMweQmEOSiAj0h3MPwAA5+gw/NHl01kHRB+RB/Nxq6h0ZSdBgQT6a2NcQqkMTZSS2/Y5pk3UsW5muMG5YSuQq3fVnxa3ZHJGsw/kArck5h5Zs2n2dlcxbqElZ+uLxCyLR11sIJZyyexGZNvWLpDD+Nm1OkHMSY4WK5WJCJrseSNrdYRuFrmLV8l643BJJYYSCVmFWMcq6TTWURTASN2Tb1dg1zj+n5tNLp8jPYheF+jokmNhiAdlzs9gSVUAsddKg9yCSNARTF8nYrE5Gtk67WGmqYuPE1lkkUqlWNYV27KgmnkcQR7M8siKVDIiuzMdOQHkPh5/bqry14cxhd/STlStlJgLA1U2zkvTljKNEnsbKWtC8moiMtOxCniMplRpVFEY1gnNoLs0DN271g3Uk4xJ7HWhdx7gbsPl2/h1AgUxD0lZVOkOlTZuZPrBRIBMZLNAD0KJFOK5gKC3UiqsQiSYmcEbmUOo5BLvippYGuvDK8TGjMOqNmVtEpvupBOvUfI6Prw28/Y2hk4uW4MhSq3oRzTinEVuCOdAwMo2FlVl2QxU9u6llIIOuJAqbadvP5CsOhyIgXpxvTA5AA5DjiCNybpAREOBHtz35HUIdwlSx3tq3GbWczwdLqFJxu4nLfjfITyCr9HrsZFvrrCg0p8q7AUI500QbnCckrDPtzGLHVuvv013TNq5dMZm1UAAPINY0zBimq5rxzZ8ZXJF0pX7QxI2dHj3Hqj9o4au28jGv2S4prIg6jpRozkEEnbd5HOFmxW8mwfx6zpmv0o5eaKwgtT2JasiyQTqZZGPkzI0bsqliC6KetNn8NR378JOavD/ABl/ETnB4rD0s1UnqZTFzpQqwD2/GWYbtaGSSKFWWCzJB7POQG+9SNpSeIBeknw5N3bCEGGM8eLWSbQyZEzc4zq0AMhKLw69ftjN06dM4hueYkm4yr+MF6lHIrvTHOmsqmLdJw4JnLAe6Utjn08L5rhD4vz5DNEE3Nak3LIYi5peC6WRn6LIIO10JNm9j2CsirHgY68eonKMWbiXRgpOQTxTStw9q2zPI3DW6uNmixUY2WY0zPbGLk5ap2quxyLlOFRtLlJWSfNbyoyjFCyaKQPHzpcG8jJNmbd+ykZPK+Voja7uPqa0jJZBpZnlWYtbTC5Iq13io6eoQqNXziGsyE7HSiZ2kckq3dSaDWWUWr7tzGGdumbheOBVB5kVmqxUb1eSemGkkqZSuXmK+aUAIYFkaMdOpYTqQHQ7MADWVOeFM7f5q5Uy9PE8xPWx9TmLkPOCvjY5fs8TM6yIyRWILbCVjRySCSnJpyTNA5ZJn+KmPAgJgDkoiIAIAInHgoc8cGER4D5oiAB+MJQEojAbfAuhkY2Etszd0Y7nNmUIZa2wiK4snjnGGPirXS5OUpgnUlEvGCkXEPGHJvWJU7R0xjyKj6ydvgCob6bZi2emsIXEhdy1vj0I1PGl3xOeJducie0hVOixs8ZErrN4KbZNhI6klIdnKto+MbrPZTxSAhMTMotsmFb+Wxzu4vPrkrvNN+iUYllAJKorROK6N68pKNaRCmQRSAyyypma84Yyz1Erxih4Lt/JKT9gsyMY18K5vXHRRGnXRAYFrMrr95lSMgOsURYSSNIqkFOgafepG/OtTxLrR8s8uQWpHu2BX5rkkhMdfBUKs6faNKe2nXVnuXFRqlWOpNYSRJmtOfZwC+Qc45cyPh+MJNVnE6GQoUqtRiPFTvTStSbmwWq2s6hHQ7SNfQz1sJzPZWKVJIOZFizWB0qi5Uapshcn8Zbd1E/TbPXaHIY+rp72/qji1zVcdZQiIRdNORtC9bolfpjubhGDS8We7qRk2KEYgrEIwcgyjo2YfJlsEU+UkdkWgNch11rXnT9aPRa27HttKuiimsc6uPr9Wr42YmIcSkKhJOK2jHLqlDxG6DpZdEBVKUBi7uI2vWXK1mnpuuPseC2vmLxxHbPlzVH89JV+DbuLTLRs9SnraUbpNJRKdsSDqSjF2zZCVNDwbxSUQeQEWUqelLi5hDHbhhjYGZpJi1hev3U8oN0ydI0TIxCBNlUG9bBduaKPPmOe/c5eyeTswOmMjqY+OHDyrVbz5jfaLzaQlYNFFUhV55LIjWexJ0dQRopvJH8VMpw+aJilHjz45ABH3B9IeWuUAAOwa6TBuo1bItzqKKiikkl4qogKinQQC+IcwByZQ/AeIIgUBMAiUpQHjXd78j2+ofjpifpDN09xvtr4j8v8XFsV2kaCJpVKylF8xTrYbQ36dj3+IAB+A4aaaa147cdNVi0cHbKOG6ayjRYzhsoqQhzt1zIqtjLJGEBFJQzZdduY6fSJkVlkh+Yoco/DlKTUZttNspitwkozszdJpYmz+MZO0J5ogj6uk1mUl0FCSjYjcRbgg+BdLwBMiJBSMYo+o01ussiEFJHUj0KsQRpgw1o9veAP4wDwllo05wyzVa8ytvqEsSSBtxmI7DqQeqJmjYne0ZlOwSD5xnER1VhI+HrUCi1iIpGJh4mAg28dFsImJQFtGNkI9mCscwaRcKxAFvU2vCiUe0M2jWjlYjNgpUvuryZkOSzGthzNlgsGBts0+ZpGNMgVKPSWPegchGkcw87e3Z3LapRboF5JSdTMyTBjEtFEZtKThHb2RRuKDjkePPtz+9qpbdDmLIVu3Bq7T5d+ywzie9lhqmlkWQrT+blcnBb46GQkqvUnb5mMBGuXTmedVZN6KEq1ayaRvXXTZdRCLcyHltme9KTHHIUrTSvNKdyV0ToLTwgrJ1ToPeQeWzHZ/B7stPeNUcVXlagkd25SE+Yx9CrjqcQ9iytiwXSDFZFknpNBjbRAjnc3IYkAUFZNiGSxDB9ExvjbGlbqeJkmaVFZouHcMoxklJlF8Ms7cSr2TNKrOXaj9WSfvHT07kXB0xFYE24JNk0Uk8taw/g3C9QwLj+Mx7SU3nslks6fLPZNwDuXlpKRU9YkJWXeESbpOpB4vydQ6DVo2SSBFs2aoIIJkDMGmS4yvasOkskytK7CWUdMkgJO3cbb3j3J7nZ79vhaHLkE1XA4ivZo1cZPDQrRSY+i3XTpskSr5FZuiPcMQHQnuLoADv2JefnrDLnHzplkLIeRGzeOlFbJjil1GNhnSZECGd1GWyZMLEcvAbrHSZS57tHtlg8NwRMGCinqxjCHVmbWge8BHkQ8+3x1zimeEsVPZwFYdxsBlfRI7gHpA+Hx+fCrI4ytkkhE496vI0sDhVYxytDJD1gOCrFUlYgEEdWjokDisvbXj68O9y7vLctiq9YsiWeCGOOpqCtcrBOK1FWhvO1kidexYwiX0ionRoxnU3rlFyLlKPdOJIkq0i417NSzmWs178j3+oPhrTpAOekAKI+8AD9v4610ov3nvTCZ0WPpiSNVUsdLGoHdmJJ/GfhocNPKnLNflTGPjoLEtrzblm7LNKkMZM1p+twscKRxxoNDsB3bZ+IHDWPsl5QomIqs7ueQ7AzrkAyOmgLp0Cyyzp44ExW0dHMGiTh/KSTsxTFax0c2cvXAkMCKBwKfj09in4iqQEzZrBItoqDr8XITUxKPFCos4+Mi2qz5++dKm+ak2aNEFV11DfNIkmc4+Wq9cBpze8RZXPuX26g4vjbTMDg/EMi2hHFeaEgjvYBfIlsSbGeO522FcqysGyh5tyeLrD2PfzcfG+0H8I6hulGkkySWrJZKddkWQp/bJXkJKwQ7UjzH6WJJ91VUs3fSlFzTzJPjZ6WBw0cVjmTLw2paKTgmnRq1PKFnJ5HokjdasBljRI4yJLEzrFH0r5kkeQ4TdDmHI7oXWI9sdgkqf6suojbcm3SPxgR+7QlVYs7aNhkoO4yS6ZjoqrJruyMVBKir4zRDrYi+jDvKy3uUZ4fvERlDENCquN7TFmjlJ2EychNStflWUhHSUOV0jKxdbGaJNOGRmRUIyNIaObKOJyWdsY2Idit6nP3pJcb1TH9amcCvYrINjsM8ZkDKTjrBFJQsHEnaPJp5JQblhGWM7qTZqpRFdQBFqRVw6kZ4AkkKlLRS309uVBn9240/dJnWxtZ+NaS8y5xXiiEaC0ptGkK5Py1WezD10ou5dWiWcvIJN80eOVzJNnBpEW7pxDSMdDQcqrVo8b5OVuYuGlUhl+9CVrL3ZZoirxhFMoRXLL1eY0aRjpJ6SPdahMzm7fOb3uQ+XufMnzPzBfx+8i9CHC1OWaeOuosF6SxLDRksS144Z1iNOK7PdczRr56uJJY8/wCyXLmO8g4HxxW6jZ2MtOY9odJqNviSIuGL+FnIetsIx43XYPUGyxmpnTB0EfIsyOIiTbJA7inzxkdNc0wwAA54D9vz/g+Gq3d3GEHuNGLvdlt8BCm5XxZBmd2aKj26KVWyNj2L4Vm4m4QpJevxz4kFDprypF/WPaD2OiyxTEqdlYUGxUyb2JskQGXcd1TItZVFSHtMShIIpKLM13Uc65MhJwskZg6etE5iBk0XkLMtUHS5WcqweNBVOZEw6jeSrwOoyVIuatiZ0kjl6TLXsaDtG5UKGVgeqJwB1KCPVDxdHJWXytWY8l8yx1kzeJx1exUt0ldKWYxIPs8duvHJJJJFNXdFhvQO5MUjxOpMc8fGQlOeg/T59BuA+ngePz+XnqhPMVmyDO5fcxO/hTJONsCryg/JyvY3FZ/iWWbJSZpJhDW+0V3ol7co/RrYKpoFgTXhqu4SloGKx0k3XfPr7FBMBFBKXkwEN0Bz+MbpHgPo5HtqlKRm8p7os/NNvu6J1LYHqzl61mIPBMJWnE6hltrCEm7goL/L8WV3HJI15tGQq76Qi3rSFfSbRZjEt425sk1Ihx5YYI92V1i8qODrlm3+nK8ffctJArsZB2LN5ZCADbxjuYd44RPar8s0a0+Q9vu5X2ajjug/c5lrLmHoo8zTGWqiU5PSKH2sSWJGKR1bTAILasTGxmagQB8PDUzY7OV+eAPR/ZfyZOY8o9PLnYexQ9nCsebNImlBS/Vhlxf+u/yd6zrIvPnx3EOO3l5/TrxmPMf1PFtOhKHR4dCBq9fQVQjIxuousVH1lys+eLquXSq7t48fP3Lp8/fPF13j585cPHayzhdRU/tO/Id/rD46jthkeeZo2kdGldkeXXmspYkNJokdZHdu5774ubDwz18TjILUFStZhoVYp69EEUoJUhRZIagYKRWjcFIQVUiNV2B6cNYILSbUOXctWdgRtDMrLiXFVaq9kcotpRuSzVyxZvfyRXMIjIsZFdvDJ26tvVk1l41vKpvzs2Uj4zd8ZpnfT9P0/PrEUzxdZTQLqFPUAewdH9O4PdACDsEEjR43vY6vkPZxYDla8skqhHKEtJBNXYF106jy53IKMjKwUhtDRiNtw20SWBrjlGyO7ZFWYMmNKq7l3LKAk4OQlLfFyt2lbJbJsr2zWJqvK2V1ayOHakb7OYJerpR0dExETGR7QZcBxwHHl7v0HWutOe/A/Z9Px+rjW9qzNcmM87BpGVFJCqg1GgjUdKBV7KoHp/DwnweDx3LuOixWKheCjDLZljikmmsMr27EtqYmWd5JW6pppG95zrehoADjUPp7ax9kvKuP8P1Z9c8kWiMqldjyLGWfSKhxUcKotXD0WUaxbEXkJeTVbNHKzWKimj2TeAgqVq0WOUSh9e72+Dx/UbJd7K6MygKtCSU9LOSILulUI+LZrPXR0WjVNV08cCiicEGjVFV06WEjdskqsoQhq+MAY5lc7zrPeHuObokdD7Se4YxrMt1DQGJKqxkzqsrEc0qzZJyFmlU41rOt7OVo0ScMyx0+iYpCwDGqKqVJJo5bVl2jqwsqaQblnmbusEW+wJUFncghFG+lmKqWHmbma1j7lHBYWCvazmQiltF7blKOJxkDok+Uv9LK8kaPIkUFWN45LUzdKyRRpLLHnio7qJjICUg9o+2rcNORLFYSITEjCY5orCZbKkMvHSUCOScnU11NRks18J0yexzVwiim5QSkxj3InQJCb0jmRbfdsOwlbk8HZYoqcHfIC3yFhsbeiytXQYBD22spNnE3Qb1dW7F+vJzbFJFCSBiQ/jIF8UFnjFJzmHcF6RPHmMq/jOXxUyaZXcX5NWdI1bu3UElH1Fq6cRHrUiRWPcTsRNSFgKaJjY6SrhxQXh7KlIkbScU3jpHoYpxnYN6ZKhnzP83XJbGJ3b2YxxgeqPlJqltys37hvEzmQZYHRkLFcY8DzEBYYJRmhHkIgvFyrCJB9aqUnIaNX7Mmr5i1RFSpFKxgEkkjWpJYwVMaIWBLMer33jSMDeyPRqc5pzx54x+W8OMDzM/MXMN6lAmTlpU6UWDp0bTQS+2z21jkCxRo0QFetcsXJd6SM++yWBY4yPSsoVKHt9CscZaK7Ks267OTi3BVkzdbdJUzZyiIFcsZBAFATeRj1BCRYrAdu9bN3JDol99qtLNWOUNolxU3X4eiFmdNdFhK/uDxVAN00YebqYvmbJjkKsxib6NjWFvp4mDrarN1Ip7HvpR2kvVFZC6S9msbYPkHzVs7aLpLtXLdFwgsgoRVBZFYgHTUSUTExTpnKYDpnIIkUASCQ4lE3EduVYlCWars9WwzhDIAHjkTp8yGTp2CydQIZfddCraXuq3Jyxnbth7ODzteGrncTFWaytVmapbqWFZKuQpmTUggnaGZJI5R5kE8UsRMiqksn0gEB7hoP6fZ5ah7et08lUbBmWPYYosdlgcFowj67z7CeqseqeKk6vH3CRe1+MnJSNNKKQcC8XcumyztiZ0uyUZsTuHCqaY/Sp+7Ol369Q9GpldtE+rJV2lWZ9PEd0WIjoGMyDW3tvrxZSIsl2h7wq/LAtBfyEZCVKYfRrd0zcOm5Wyp1kg4m8sYlMO4zEs3Uro3TGyxurSBWJj2siEBgCeoaHfjMfP/ACtLceiuR6bKXpMaI5a9mHzrsM89eWGsZIVWyY5atlHkgLxoYX2/YjjOOVC+Jja9FAQDrqdhKAj1cB1RDwOR6QE3Ac9+kpjfAoj21g/Y6Ifep4WDnqElTSSP2EBIok8dpqpm5AB6klCnIYQ5IJgEUzHIJTDlHM2RcYY5oMrNZas0RVqg8QXh3TiXcnSCRUfM3XiRMc2aiMlJSbpmi9UQYRCTiSUSbuF0EFCN1BCFXo+3eZI+MfVA0NIv9sMUxknuGMhXOMCs5BnmklNISbBFau+2pNRSoqR0m9VrUu5bsV3UU0jHXhtk5ItfrqyGB3wdveowlyGdWl2iShI5I3SJyCryqZFYxgg9J3o6PEayOThq+KnL/SPa2tct5PFzRUyJ7NCWxcxtytZvVlfza1CZKdmNLTxmPzlWNmUsN2Z68rd6fC5AqFmpNibmdQVsgpWvyyCap0VVY+XYLx7sqK6fCjdcUHB/BXSEFEVAIqQQOQBD1Wox5mDd2NmZ/cF+4GFP9hpBIDlI2QvlEayHeSILGaFqZSxpYRvHliFEiLGUfvXikiidSPQRbLOGmqrPOnRKkDoQ6yOxRVZSCD1fA77g/Ma3viws3NDFjbK2KFrJwTo1aanUgFmWWKZTHIrREqGQqSH+QPpx+ZfNOCbRh3Mk/h923kpaWiZRJhVDw7R6SQtTCxOv5knFYj27JZZxMS7VwixTjIZCfSi7UZZmcVF2AvA/S7tB29Q23bD0LWUmxvldOgnZchSKjz14z63yTRsMki1USIiybRMV4RIyKaxrRi0Og2NKOEF5qUmJKQrJzRWN5C26Hb+4tA4HSy3YmtzRxpJVVlJFqrVKr1w7qdQtK1hhXNmkmddbybqfgEHJ35YuWsjxeBT9Z9aBSwPCNe3wxt+aOc3XbDU3jwY9+jIxtVYTprAo8BEPZa7Fdev11q1MLsRO+UcrSDdNkRRmhHKu3RZRhYPMl6e/iKCNfor+llsTokzl7UqExe4qwhekFCQrMAJOpdno6j5D8FuWMXyn4h82WYOU+aptZpsNibVrH1ErYKjajr3S1iSW81gTeXZiXzYo5HakY5GCtZeJZtd+Q7/WHx1WN6VwP97vTOR5H7tFe+jzo+Rf4NWc6rG9K5/Q8UwP/wCc9e/5j5F/h1EuW/7u4z/rK/8Ahbj0H40f/ut52/7Gk/8Anwf0/wBh4swaAPqqAc9/CT79h/pQ+zgPIPPtwIiIiI67Ouu2H+RkOA8kUw45/wC0L7/29dgOfeHH0eemZ/w2/wCk38Z4sisNVoB8oYh9f7WvrvhrQxgKAmMIAAAIiIjwAAHmIj7gD3jrQR45ER7cc8AAjxx59g7j9Xn8NfDsRZlzAy6NaeR8bYlY1+SCfTDFeSi2cuZqsWNdScazkIt2/j0HZm67xi2k45y7agduk9ZqqgukIvUwB7AsAWO9DZ9SdHsAd/T0+HGZ5fJjkkCtIyRu6xJrrkKjYVAxUFj6KCw2e3zIq79JztoHImPQzTUI1p8rMcNXjy3GTMzYLTuO0GirqRcOFRYePKPqaqiMxENXUozSawj24EaJv5Z5HRylf3o4dtTvLGY22RJsE06Jh6ViZxyVZtIHTsltMLtesRsY9bOGbInsGSZtbLNGWUkjNitYeLdw3h2EknGWbTVZ9Jk/gJSIC2bWmKr9y4UCebN704lmDFV6R8Mck3kKm9gnzXoO7h2ov4YzppCKtyvHcxPIubC9iNtcxHv1bYkZv8HZBwxj6mTFltrlWvSDRi+m29lhbPIVqyIzc41x3cC2MRk4BeCbSStmnXjeEj40zKdcsU46JibJoXZoOX7VH7Ux6lZI4IbDTTfeopwzMpIgZuplRxEQNptiSoVQfFPNnLGNyXi5guaDyHzfNHLTsZbJ4iPH41fb7+NlqxQWNS5WJPLiksV2ugsUl6IkVZTPNJHfIQCgQoEDgoFAChwJeAD6B4EPqHv8dagHSHHPl7/L36xtiGJyJA44q8ZlqzMLfkRBkopap+KYox8W5knTtd0LaNboMo0p2MWiulFNHikcxcyKDJOQds2zp0siTJIdu3HAB5d/P46reVRHJIgdZQjsokTfRIASA69QU9Leo6gDo9wOPaOPne1Rp2ZKs1F7FWCZ6VkRixUaSJXatOIXliEsJPlyCOSSMMp6HZdE66aaa04V8NNNNHBwEQDuI8B8R1HvJ+57EeKZZGszk48l7m5CPO0pFRhpW2W103k3S7Ns6Sg4Jq8eermXbLIlOcpDLvBZxbQjmXloePkPC7j8rW0tlpu3TDz1KPy3ldnJyDi3malmWOIqBDqJFm73PQ7cVXIvZUBdwOO0ZUsTXpy1oumzieSVihjJH1OJsG4cwEnHRldaRyVxsabkZa1WR01kMg398i3SdTclJzDnwX0g5dLN05iRYx7dCFYqdRmMRFtgRIg616ldIUsXBLI8oZq1WHQaRFJBllchjHHsMqhUZn0xJVQC1fZjmHMW8jYxPLj4+rDj5IocxncmGlgq2Z1jeKjRqo8It3eiWJ5TJYhhh82JR58jPHHjx3u+sqCYPE9qW5Y8cgRZWQVPUqsMgkkk09aEWEQzur15Jq8GKQUUQTOqYqyDAH8gRNgtgTFmaanlj0h76XiG03X1I3bKvSn8RdIZ9ULIlY22Ro+1ezFICcK1kROWvyiUsgJW3UZkss64FqKSp89ZE3A2ezW5xh7bbXo6+XJuEixu+QXbsgY+w6u3cEjQLYHKZFUrJb2DtwC58fRjxvNnRaKqyCjBsCiyPkg2A0KRqjlxZLleJXNrx6hYnWfG8yrG5AZWQrVo3W+TyxDOEYergg1UjYusK+0E4eJWBuzfhJs2Uy3eYY8bXgc24TRltQGGHy5HnlUSFfv08LsOiMD8Hursp2qMD1GuMjZ52y2UqDl7Jx810sDlYclkvbKdfF0ZZKcZ1jcTkII38+2zFupik9eGUFJ7MbAxiwXkOOee3x8/PWoBx2DUTdrmYrbdG90xVldFuhmfCkhGVy8PGRBJG21jIs1F6zf41NNkyaMEbizZupE8KkkktGqFFUWTGPfRiRpZd+R7/UHw1GLNeSrM8Mmiy9JBUgq6OoeN0PoVdCrKfke/F4YLNU+YMZWylEsIpvMSSKVSk1azBI8FqpPGdFJ61iOSCVSCA6HXUumPxZ+uwdpiXsHY4iOm4iRRM3fxkqzbSDF43Nx1IOmjtNVuukfgOpNUhiCPfj36jHM7HdrMzKR8y8w5WEXkbKmmEBiTSMAycP1H7OQ5louDex0bNtCvGSJ0I2ZaSEa3Is+aoNU20pJJO5baD+f9O+t4LtusCsFiaJSdlY5XQH0/WkeoA38Ph3445Xlfl7NuJcthcXkZVUKsl2lXssApLKNyxsdKxJA32J2O/FUSGMMe4v8ASL4orVCp8FVYZbb9MTgxsPFsW7csy4sNtjHMsJiNDKpvlI5o3jVHiS7dZVoVNoqsqgBEBtc44444AA57AHb6Pq41W3c+ofScYmDwTHTT24yiSi5igYqKo2i7KplA48iVVchT9Ik4EyZVwEwFAxT2S6c85I8q4p5HeR2xkLF3YszdUkh31MST32Sd/wAPEG8LqlKlLz7XoVa9StDzxkoY4K0UcMcQjo44dCxxKqoACAF0utaA7dmmmmmLi1+Gmmmjg4aaaaODhpppo4OGq397OYsZ4yyXtkWvtdey5InIEveHMk3ijuCQsLEVqVgSrlcFORys4bWexViwi0Ypum5U60C0p6mutBGd2OnAwl4KPA8l57+YchyHPAj5c+7v5CIAIjqtv0iFEqlxS2vNLRDNpEkzuax9Q3zhMyzR+NVu7Wab2iGbSbNVrKR7aaGLivWlox8xeEOwZOU1xOzIis84Fq65GL2kSGF0njcQv0SaeF12D2+ffuPn37jitPFeLKzcmX/sZqUd+C1i7Nd8jB7TU64MnTlAkj03f3CBtCQfwek6cZGbekZ2fLpk8LKT0wgQomITHOUTCmIlIYCqdNMHwzCU5DFKfpMchgOUDF+dr7rvfxtQZJNFlcpgqV7z4BWVQvUksHSQyhvWW0dWnThkJSFMYwPEkBKAfO4HgNSng67BQUPFwsPERkZExUezjouMj2LZlHxscybpNmLBgybJJNmbJm1SSbNWrdJJBBBMiSSZCFAofVBo17h6shx7v1Infnnn+l+n9OA1zaXDBjqnkCOojZvwAkA9v+AHv+Xt9eFcFLxKaGJn5j5PRmiQlRynlXAYqpI6hzZH1D8LuFXZO9DsOIbM/SB7WJJ22aRd7nJAy7oWqyqGNslkRYCHipis+VcVJAqDcrlIGiiodfgrqFFYqbdJy4Q9g43mbcGzdVwfIS6pUUlFjkb0u/OFzFTIJzFSbo1c6y6olAQIigRRVU/BEiHOYCmkx6m1AQ4bIfHnwiduPL+l1qVs2IU5Ct0EwWUOsqUqSZQUWPx1qqAUoAdQ3AdShuTm4DkewcatLiCV6aV8Aev9cIBvv8d49u/w7Ffz9+FEVDxFUS+bzNymzOQU/sQyhEfugaXp5xj0CRs9Yl7kkaHbiIH3+22EXCjQt0syjpNFJwdBLE+XFlCILmVTRWMVKin6U1VG65CHNwUx0Vi88pnAOsrvzwHycjJxkKTVIQxyIs8S5LBVYCh2KiV5WGgKKHESlImBgUETAIlAgHMWY4NGoiIg2Q7+/wAInzvPsPzfdyPHw92t3q7YvkgiHfj+dE8/P+t5H462E+IBP9b7remg1+P6enTSB+f4/oOOTYzxFcKDzXy1EBvbRcp3dn01sS8yyDv8/gfnxUFu73648sOC71SKQrd67drdHtoSNLZqPK11B/FOZiKbXWKTd2Bkkggs7qbiYjAetyi4ZvHqBotynLgxMHusRb18L0LC9CriVdyyWOquO6zFuZNXHEmVgi0ia+g2cSj6QjyhXkmpCNHT5/LM1ywxW6Dh+R37MTTXGV+7fFYZW2+ZTqcewdup1zVnkpW20UKTaRe2StqtLXXYpF10EVbt5awQEUyfg1csnijVVUGUjHPfV3zbz2zvJEDlzbbjiejHDd/IR1YZ1SxJAWDBdGyVhknDShl2sAqvGxxJJVqSbj2SfqwpREnFiZkwFf1NJ9SfFNh4ymPnMcWQBmX2wdSNJEgidnEHdT0uFUqArBve23FUWsVz7F4jWEs84YpbV3lLWOnPLjmOxFTuyNerQ1TlWWOxGbFaSaVJWkmiMQ8oCDfFc3o2dtOFss0O15HyBS2VpmYi9SlSYxs+RB1Bpx6VeokydwtBpsmcOu8eruTi8VFh6o9aHP1NljO3i7u8KOZN49JFkyQbtWTZAiTdq2SKii3SIHQmRIhAKmRPoKUpE0wAEwKIdwMUCUebTpHcjssp845yXhuwv8Jv7C+kbK8ivY7i6VKWTj4qONbSwLZcrmZgLEYkYg7A7gU4JtFSEis4bN2JzT10dLutZv1diLfUJdtN1+dZpP46QaHMKSrZYodjJKFIu3WSOU6Tlo5SSdM3BFm7tFBymoiXTmgXJbks5n9oou+q7xTCavEehdxaQ9MUg+KkAn1HUOFngQ/LlHlyhiY8WuE5rgr9WYrXcccdlbw9ofV8GZVluVJD3jkR5I4thHEb+7x6d8QijZYhx6SmKICPSUQERAeC8GAwfOEAKI8CIAPIdI8GLAX0dDWRrWLMkYrdyaEywwtnTI+MISTRaGYmfsIZaKlHT5wyO+kTs1nk3Ny7gG5nSopoqJcrOjCZ45l/lPIVfxjQbTe7GqYsTWoly/OgkuwbvJRwJBRj4SI9qPoyPczU9IKtIeCZun7ZN/MPmLIixFVyiXBuyXHNkx3gaENfY9Rjkq7TlpyFkNZwQqT+TsVsnnr1GQk2yYFSZyRoAkG1eM00WwtFWgoLt0nKawCzw7jw90udJNZqpGhC7aSNZXZ0JPUBGjdLkD1kQH1G7CvhLniLy2K6GSfG4POWbs6PIFhp25cbBBXnVPvbPasRebXWXRIpWHj30seJccgPHfz54+zz1WBvU3T0nC+atvzZ1V3VnnKHZ5O9zqrAzRN3G1ufpdwx66ZMVTidwpKKFtSdgMwUTRZOk4eLZvHjEsu2lY20DVd26PD2PMr7o9rtdvFfSlIqfrGbD2BJs4exD2db1VjT3Fej5GXhnUfLnYwr6xS0lHN03pStnb194XQhIySTzfAGoL5N2OWSuKtxnWJ+lyq1pXf9UvVuMOoXrQdRXZ0COE/i2vML8pqvLFulSyzZ7luKvPfr+fCkljOUa8Dd45hF0WpYJJJPInZYUkCRNIUI9o19IrtDcmbp/dRdorOD+F0r4/yUimkqBETmBZypUCtkUgBYgA4OsDcxyrEIqY6C4E9Pat9W1OnLsW0rl+FeqSCHrCBqrG2C8IJpgPHS+dUuIn2sYv2/6mkVWrkQ7glwIDr4n4PTZ/2/3Ix+v5fZO5H/AM9OPzBp+D02f/ki5+u/5P8A3rqGlRPKW96z4Hfa9NDfqNaPm9td/Xe/42RE/qg1j6Wbwkd9IBIZubRrQ0xdFo+8WPclSqqd6BBGvvSO+fapFxDabc5gglWbspTJIRzGcl5cgG8gcwMVFvZxmbuHUR3HIHJ36wDgePNE9IltBOUDFyq4AB54A+P8lpm7CIdyKU8pw7h25KHIcCHICAj2Pwemz/8AJF9vy+yf/rrx+1rJdf2m7aKzDs4OOwdjRyyY+seCvYKpFW2YP6y6WeKeuWG1N5mfkOlVwoRv6/JufVGpUWLXwWTZu3S1Y8qAAomedt+jtQiGvn1KJiT8NdI2CTsEAFRBF49SSEWLPhTVi6ARJBBzVfdpPdHSYpGxqqjDrbzBM5UqqCNw5kTF34Q/aF+VVb9YWSP9Uda/hD9oXAj91dX6vkFknn7OKhx+cdZq+9s27F7jgbDXAfHGFJH/ANB863/e37d/yC4X/Yto/wDEWuRk5a/Y+a/fdIfL/JPXe/8AR8NLFqeNX6rM+GoP/YHMh+Xf+7o+G+Kzd7+8nA+X8Mo4wx7d1Jr5Y3mksba5PXLXDFgKjGzaNhkJ0TTtZaovgbv4WLaAzaOm7wBfA9D1lszdMnOTsk78ds62FrvT6baJaDtj3H89VaFV3VHyRTFnlhdVAqUFCxL1nDQgQYN3clGNTPWUtEDDtzN5tCSYw4x02rKnJe3/AGywdGtNil8LY2iY6uQcnPvJKsY4q7SdYt4ZkvJLOos8bDkdHeIpNjmRbl8RN0YAarpLIKqIqbcnOo/M21TI0hjpqFgSyJhS4FqjNsQgOpRax0uSRjI8AauCLJvVl3STNRFJ4kqg6Mql4xFEwOm6RWsQ0FGOClkRBDebqkltQoFllMHd3Ssyv7sZ0CqEAbDHZ6YNdwfiJDmOaLuU5l5QfK5HleFIqdDCZKZ3o485IFKlexmYpq5862CZBJYEs0o3Gnl6kgVsG2XYAveGKVmm51c9xs1jfWFZu0lpN0asQiFbt9jriDGMg2JY9hKRj9jGNPaSNlTn0pI3jnEwNXrhBe4WIh4+Cj2MRFMWkZFRjRswjIyPbpM2LBkzRTbtWbNo3Im3atmyCSaLduiQqSKRCppkIUneobZ5mi9bZcbUGhbjcdWXH2L5+WmW9EyRLsStI+puJafkHbyIyykYWi1MK/sUgJ61KyUe3aKxkq3MqqaLiJucY2/MZFq+boumq6bls5SI4bOEVElkV26gAZNdJVI501EVEzEVIcphAU1CGEQEwBpFzG19r1gzTtPVaaU1WSUywCMtoJH0syK6KAsi6DAg7B7EyDwWg5Vr8qYiPGYyDE52PGUIs/DNR9hy0lwV42ezcWREsTw2ZGaarYcyRPFIDGwA6V87f6rD3yj2ql2BJZaBttema1MotllW7hSLnI11FviIOEA8ZuqZs6VKm4T4O3MILAYvh8hFz0fNikrPtCw5KSy3iO0YidhCCByKF9n1m22CuRXzCKLIpAMXFMwFs0FBi16fVo5lHMkUWCGYtxeYofB2H7vkeUMiYYCL6Itq4MciEhPyrhGGgI5dRL9Vbt3k1IR6D138wrFgq4kFjkbNV1E/L7PscPcV7ccUU+VQXayjGue1pNm8Rcovo+VtT57aJONfEeOXTg0jGPZpxHv3InblevEXDpOPikFUoxqiQdGGmMgIWTIQ+Qrb03lQzef07GuxkgDd++x2OjxJ5nSz4k49Kunkpcp5Ncm6MPvQu5LEfZaygHe3FLKPENe6Fc9uterCOQ9j8Blq27nbJdGcI8cZaJUV8ay6chP+0ahLVfHTSqtJZ82bnYtkF2M+gs/QSYrvUZCKWVaSICm8eMj6qbX8gSl0pk7PQuF3EvFzOIbHM5njI+bi8tMnGOY+sKWeuNTpRqsjcoe9yNcdQxZCz39ipB1axOm8jB280U0YubBw8vLj7ef29a8hyIfDz+3WPtu8UWMyBo0iWGNTvUaLHHGPL79iVhTq7dLHZIOzvt+hlyqLMlxKbR2bF+fI25Y2VWuWLFu3cZrJ6D5gjluz+Q3aSBCgidTGhEcdw2JMU5UoRkMsSBq7F1Fc9jjLojOJ1t7S5Fs0dtSWFtLuBCOS9Ubu1FTtZxGQhDKJtl30e4O1bnJG3ZrmvJdyyPknHa828zXhWrNEFaFuMUrg1pCXkG/sprI0pdw0YtYC4Po5V48KawQ5W6pQhnDqRUlDzrb2VnLdjttrO4umxLCct0pTJGkyp7bW5pE6ElX2cw1arFbu7PUJVUsBY2LM3DhFR0DGYjykdt4ifimUtOt5PD2zDcna8lz9qxFaoGsTS+OYtH1HLWIvWpPDtiatFGDEIZvLqMWbNjYG4PEStUGAFj50IuyrxsbBIQKseLjBuXBWiP00Y2LPFKPLWkHdOieBiOqR5GHS6pIigd3jcdJWG5RRS8VcCrqMELsaxVshQL2Z+aHrVpzJi8vCkoiqQU4mM1eazVsM5BFa5XYyRPYfpppqMcXnxXjuntFape7PZBZLfNR1brrAdxfr9gnZ1pA1+NMrjqKQbHlXD4hGhzOFVTM2QuX7JJJZwPSLlyo3QNIsN0u2tBMqyme8OJpnIdQip8lUwiZkymT6jlOecAhyAKyICYPmgZYg8h4xQHC+aMe2nM2bpavpJYZewOM8WVibh4/LuFmuVEXE7kifyJHzRouUJbKpLVgqbHHEA2fJtl37GUayCoPI9ZwzYKIx7boUp/i7Ad9jNqm3RitfMoVmhZVUeVWCf/JWVQy3GUSTRqkbF1kW9hdrTCVgkoydcWdGDrTiNay7VxeUXDYX0oSrBbp0klMpeCEV2ETxqAZns3Ig3mhTtkLgdBYbVQD1MF4omxnMrgeY+Z56cdJKuXyLZWFr1e1K7jG1sDy5d8n2GScBIrMUDkzpXk6JXkZPLiaTiep90u20nPiZ5w+nwcyY9eSaaThQg8GIPM0HByiHzij3L5GAO+q8vSUZqxDkjBlUhKBk6g3WZa5YgpVzF1W316wSDeMQqF7ZrSCzOJkXblNmk6fMmyjo6YIEXdN0jHKosmU9kMVt6wVDs3bSHw7jGLaSiRSSLSOotXZN36Yh/O3iTaKSTck4HjpXIoXjtxwGq3vST4UxBjfBlUnMf4vx/SZh1liCiXMpVKdXq9ILxi9QvbxePWeREczcKslnbFk5UanUMiddo3VMQVEUjEzgPs77ax4iFwSe0qE6zEV6uk/hdI2B6+nfsPXfGniyOcP0NObWvNgDTOHY2fZheE/lmaD+0+Yejr/BPvjXqPxzQvW8/bvSqBOW1jlagXF5BQa0gyrVTuVenJ2felREsfFxrGJfvnJlJF30NxemQ9Qj0DLyUo4axbN66Q8Bgrewwu+LspW7LNbHGlswz0urtVHftJk+LESMMlN1qRbtLKxhlGzixEM5jouKVdulVnzRLqdJDIN26eeo/bLt7aqMpRlhHErWSbGaO2z5DHVQSdoOWypHSC6DlKIIukui4IRdFYhwOkuQqpODlA2o+brduGMLtccbZUyPfahjymVWRaMcgN7KzrzBrf41u/RkK1VnNumHTM8TGnkwkGUpCIGMnaWUuCTkQNENUXPKr9hSlqskVkO8pkFkkO6+Xo+zpDGBsTe+hYns5jPop2qzZ8VMekOco38HJXrU46j4RFNerKtxVibLWsjddjG2NYV7CwJGqzQJZi6g8qa6mEt90Xf1r6XLNTbYTaV6gwGWK27nJ1aTaT+Npdi2XcWUJAYaMj/VI5w/h0gdtHC6T91MDFMUln0BLHHy+1Delccs5OlqLl6qxFBJdK2pkLBLYEVY1/N0ZpYbFErtpQ0vPqry82oxjU5aIWhq/FpycHE2CwOGMfF+yBc+wzJt2wZvP+SVyq15qsgNPsLGDtlkqTlraflHTY9U0zLY1eyEHYWKUM7WcyTGVZSDhWRUhiOTnVh3zCbcIrep3ObZKtuqxxBQ1YskTXbDR7Cq5qVujGqUk3jHUQ7cQVlra6sU8YSLZp6yx9VlWUTLxjthY4CJO76jQ6kesrY4JlMZry1WtFY5ywkYYtogoRo+rbTeew636mDKnUqgevDFAniwkiXI81j+YYsAslvFpBLTgPPkVxw1mG4IFEOPOJgkNeo0ERhmsGKWQsPdHrblvK20VmqStjDMNCnkmMU5kkI2s2mvz01MJEKqmVOFjmEmoq9OosmoiZxyRiyBNyvJO2TNm9dNoVbAd22CqJtjiaLfL7GU6xYycXM0k1tB0olaai5KxWG4MJKqMzcOphqWJkkWJ4pi0VmmT9sRiowWRkYGRm5oQWyPbPFUpnS3+I6RZCp11rXpS1T1ZgHF7sHq7H1FWbmLezi2EypY3YmWeqTTBxHumcgsd1F+oiRAqHcq2yfatT4txEROEqQ7bOnnryzizxxrtLi5BBNumKU9clZ6cbot00/5Dat5FJsyUUcLtEUV3TlRVMtrl+OnYqeXkpPMsxSrIGgUFYQ6qdEe71CSQldMO6+8Onu9zYPxfucxYjmBbfJdOOnhb9CWi8OUlZJck9KxKBIGHmiKWhVCyh4v7XJuFvM0mPcC746XmCUs8FYa9NYykoquP8jVxa4ETjYy24oLLPGrG8MZFVQGjVmiyJGrywuVysBF6Z1ByMzFNnb1r4rbzvpdZbyWSsW2ivadUcpHs0vtzsy5FlULrX6UZ5H2OMmDomct4+0NVq/N2BwzVOzBhGrt4xwiYwQkvava7nNl9azRHY9GleyccTdIcxtWUl4BsaEeDhp+3cwNtokSrFonYs0ka9IvVK00kIeTiWo+0K+ghDMbTLyrfgz1tmoOS8OVrF9Ak4Op37FLSKb4Ss55eQNK02VrJYoSNVH0e+JOKNnbKHbNpcyx5FVu4QjrQZm6nISLXa9ohy/MoKQSxtc1HIh65BjegECcNtfNWV/Ldl9VQSqO3Tw2238XsbKVs5LH2l5dUXakqitT+7VrDQs+LkiZZDRlpQe114ZF92Wy9KZ99Mm8e0bfc5uO5p1SSwLdlt/fTUhi6p5ROQijCwZejmxJtu3Ts5pltXCQ9kik3rSqwsa2n56wquavNNV2rKaeMY+Ulo3bbcqa7moywZfpDOWr5JA0pEJTbV/KoLRZ36T9knGx53T93JtXMY+YqxLNs4kwkmx4wGhpASNj4eltm+N7BtcR2wpS7Mq8C0aPWltJGNZWQi78Z4efdWr2TKO5VVojNyb+SI/gwlEhGozknVmck1i1yKJa4I2X0DH2NQisqV2m5TyPNuJmdvtxnoNtYDTctMPnLxUEFrE1crigk3O3bul0m8alMvk3U2eLjFnxmCOJ4uX5Pvn6ZiMTpWSvAoV7CKRq4zyghfMXfWgBIcqR2PbfF3PGGmRTQYO+L9efNWczkpHlq4ezKoEvLcNajIkk7VJyDXtu6I9cS9W3jAPn8U+kr285FkZyNnn8hi1WMTQeRq1+NFMmdijnCyrfx4x9GSkozK6arpCk5YulkVFwN6xEqSjVB84aZt+/P2uioVEma6MqsoYpSJJTCKhjGOYCh2T6hAodQGUOPBEkgMsoYiRDnCJvo5cI0WEaZgvwU9glOJ5kvdUqkw7E8ktHU6CXZtG7OGXfyUquy6JFSUi5Z2kSLfSp4pslJpvyx7STeWAyWFcSSzx3IyWNqO/kHyh13j55VYJy7dLnHk6zhwswOssqc3c51DmOce5hHXLJxYCtkJq6Q31jiCKeieI+/wBKltB4nYDufVid77Aa4W8jX/FzOcoY3L2cpylJcvefKFtYu/1eQJXWBmkrXa8ZchfwErKoQKTI7luK+MJ7lsE2bcxuPyZacl49jCATH+OcWyk9IMIk69OiGsvITRatZJ14zCVZWO2KryUnFQTdJsmMfAP3R5hu8hpNbFO5aXp+6Ld3tox5jHM500HcBeFJO042njvlYGKdQ7+WlEYqXhn6bBvMW2Ag3MOKib50nGtl4qSsVfsEcvBthzVhfE2Laxup3PYqteO6m7CzrVbKePva8REzBJGqy7QrS3tmCT1pILxsfBXNYf5XPX4EOrKiWEiIyBZsES4s3O1lPAe67AOWMMYP9uvWkLdFp+v0WvuGhrKm0hZGOenbtIhupHHt0ZWZuUcRyjKMGelWqaEXJGlY5vFFhH2uKgyf6SE62DiN0TK8PkAfZyiNiWA77GmJOvND77b1VeWbmKTkhRzLJiLGJi8QxHzRFjYMn9qs33YFriKIJWPT0MjQRhWk9kMAjb8Ddo2LMV0HD9SY0bHNcZ1iuxZlVEY5r46xlnDgQUcu3b9+q6kZJ4scSCs/euXLkwFTQOqPgAmTI4pduQES8ibq4EPLqMbgQOBgHsJgH3cCI8AJSiGIsQ5tx7miAVsVGlvWvU3zqJnIh8irGWCvTDBZVq7ibDCP/CkImSRWbqEFB2imdQvScnWkBVNZgOoQeCiI8m7B2EQ8hH3dh+zntyb8UhhLCLQsrYcWhJ5xfcnm7LluxJbfr3IYN3B2CCQePUeCkw02KqHBvSbFiBFqCgYxXEIACLGEACdIBVk0pVgwZQwI4hBeIklY31YDt0eQ6j/JeIss47sZ1SNvVG0HTJCsXeHPHiRqD5J88mJVyR7475VkszaNyptkHKIrO5y6hDNybS/b4MdwMYDlf7g2J7vY7NJszGcRrOYyk9rMLBVWYOl1Ix80vDQb2ytGTwyb1WLFJ4i3O1ceOE3u/IdvrH4aU5MaTHKw1KKC+bsabvPO8Wz+q+8NF0/4Ovl3Z+SNNZ5zkhbqpPzZN7EQ24wIsRiILwQbOtZWO/5g7bm8w6334aaaaauJ5xXjYWSLr0l1HVOQ3iR22N7IInBQxSlE17sUaoQyQFEinWWR6imMJTJin8w3BzFNYdqvuZjl33pLKo5Rei1Th9qb6RdIAiRUJFBTJclFAyMcwgZuBHMm3kAWTATiZiVAQ8Nc4hYJyHIB8fL7NPGXYMmLHVsriqqkfrSettHY0SQwb4jv89jit/DuFo354kMZRbHPeblRiRqVVSpEXGiSAHiaPR13Q9tEEtNNNM/FkcNNNNHBw0000cHDTTTRwcP0/T9vUBt93882k/8A9ZeEf86y6nuJgAOR5APqHnv2AOPiI9g+I9g1APfcukT71FwooRJu13jYTcLrqHKRJNFM1k6lFDiPSmQDiVPqUEpfEMUoj84OXHEhjeh6QT/bB2+sbDX8P5OIXz9NFHytkWkkVFDUSSxAVVF+sxYk6AAHqSfXQ9eJ9pgApkAf6wv7ga3jz7g5+jy1hed3DYOqUmhBWfK9BgZdZUWxWMrbINi5I4ImiodJwm4fJmaHAHLYpQdAj4ijpqkn1KuUSHybAWWvWmNazFam4qeiXyKThlJQ8g0kmDtuukRZBdq7ZrLN10VkVE1klUlDkUSUIoQRIcoillrWIx1ywSxq3cM8bKp38mIA4fKGbw15/ZqWUx9qeIKskFe3BLLGwUEh4kdmU6KnRHowPxBP29NNNcOHjjjWVIgkosqPSmmUxzjwI8FKUTGHgORHgAEe2o6U3djt6yJNxdcpGS4W0TEsc3qDKGJIPRUBPxOVF1EWZ0WSPKZiAs8UbpGUMmkBxUVSKeRhyAoXpHuHPPHPYfhzx34Dz4AQ5EAAR4EQGFmEsbT0Huu3hXKWqZ42rWgcHR9HsCzUqCUwnCY9URs7SIOdXxVI+OfuI8jhZs2QjlJE67cizqQYP02bjSjpPBdks+d5kMKy1xFKiBmMsUXSQ6OW15nmaQqelG+exDeZLfMtfJctVsL9n+x5PJyU8q9ulZtPBBHQt3xPHJBZgSDrNI1FaZJEEtmJtHo6JJXQ9prdsNPNK/LsJdWty5oCcIyXTcFjJpOPYSasY6OmJyJu04+WYLrogInSI6ImoBFOsha8L7irLO1bLVozzt/rTzJmO8nyD2Yzbh1F0oNkbzxhdv0btR3ZiOHT86jpVwg4gQSeu0DPQjWjN/BLxR8dyjwBjyPxtZtxMPBVp3Wq1J5sGzQaa6UqVlKfKLFGKZKek4VeUVWI5ijWxawR6RIgxYSKdR7uvx7dmWHUZN5JmKUwcGADAPuEAEP29dIri4+eRIQLFSdIxNBMBqaNlSTpbpPuujDaMp6kI7H1JRX+XJObsXTnyMj4jmHGW7UmPyWNLeZjrcE01YSweeg8+tPAvRNDYjMNqFz1xAlemH9L3mbcL9HnQVyBCVGXF4rEPKpfXLOo2Rs9NLP4ZNsrFTqyQqrunDBRdBsiK66LVdoZ+g0F0CGoEZSuGNNn11f5I2x5hpkhGzFgRlch7Y07Og/rb0s+hWosjumNK43kk6RLiRRpYyGmGq668QkqjBuiU+ALU1LZ7bhPEV8cJO7njakWd43FczZ5N1iGk3jUzozYzkzV48ZKuWx3BmbQyx0FUzqmatzHExkEhJGHPe2nA9D28Z3lKfiiiwko1xTkaRZSLauxov2D1tXXEyzUj3yjdR5HAymIWHlWKbFZukwkIuOes00XLNBVN2x17Exzqgjv+VZZI5qbtBLXcMQAGchWAQn3WEXmAdldT34r3nPlTxBu4p55LnKpv4WCS3juZa0OSx+WpPXUuzQ1YpJYm9oWNFnge57HKT99rSxqIzi/GYZS3pX/ABply9UxnQ9u+P369wptLmzPntkvttcQZmUNbJAxjIMFq/GjJuJCrPkG7RAiSDxuZraGNkbPqtZ6QAKUCgUClKAAUA444D6tYF2sInbbb8EN1kBbLo4fxqmu3MQiZ0Fk6bDEURMQnzCGSOUUxIT5hRDgvbsGew594cDz+n8H2aaMtZE1loo4kr1qrPDXgQsVRetiWJYlnkcnbyMSW90egAFjcg4VsZhYb9u7Yy+az0NbJZbK2liSWzO1WFEijSFEirVa8aKkFaNRGhLv70kkjs78/R+7/Bx9vP5tQ5y2oQd4W0hMDcnLU9xPUUAEeCni8ciAmHgQLyKfBeRAxhA3SBgKcSzGAef08/pD6NQDy9LMYXe1t/l5V+VjERWMsuvpF48W9Wiopm3asDryDx0v4bJoiCZjC5crLkBNNuTxeknQYdsNEZbM4UEsuPyLAKNliakq616nZb0Hcnjh4j3kpYbFNKyJFNzfyfHJK7BFjij5jxthpGY9gq+Udk6GjvifumsORe4bBM2u5bw2YsZSrhj/ANWoR16q71Zp85Yn8kpNpVU7f56C5P1UpfnIql80zgHsKlkWhX1B86pNyrFtbxrz2dIr1uei5xFg/BJNcWLxSLduiNXgILIri3XFNYEVU1RJ0HKYUDVbKKWeCZVGtsY2AG+w2SNdz6b4l0Obw9mRIq+Vx80khPlxxW4JHkCgM3SqyEnQOzoHQ7nj2emtAEDAAgICAgAgIDyAgPcBAQ8wEPIfIfPWuuHDpx13bpJk1cO1gWMi1RVXUK2buHjgxESGUOVBo0TWdOlhKQQTbtkVXCx+lJFNRQxSDH6K3U4Vl7FP1dGbtEfKVJu6d29ex4xydVIKms2kC4tCry52iz0+IrVQZKQDVaUZvLLLRbaQblIDBV0qqimpIjjnnnuA+4Q/TnnUR2OP7WyvO7ewvsatrMxvCFWJSIqWnK4jX8lxkTithFLVt4iZKUdQJFrQacg5d9ZGBmbiPfM12kY4ZtXKj5dTiqyLYFlnDpErQlZY4g0jTwxlWEinrASR30pBAQnfSCwifM17mClLhvsaKvNBZvTw5QS0bdySCrFjL9xJo2qTL5Re1Wr1Q0sUisbIVVaVo43yzi3OeL82oyhsezjuXCKZwchINpOuWarv0ou0M1n9dlSxlrh4WQWiZ1kgu5iZRFqowfpILi1cqiioBcNqUqx7cLJMWDG1beWnCVtkF5e4YyrrcFbFQLI6IQjm344j/ESLKV6XFJEbVj9qZBdk6KazUtFZ+tL16d+ntxo+UoexX+8ZiSUC726Ex9DnTioysQtBhoSqtrG6a1altIq22yyyCURYbPaX0hYbgpGOpVCbiUI6NbIRq7dCWAlAQ6RDkPgP59dppYqNqaGuwnqOkQkRpRKjnoR2KyIsYDRydQSQKCutHqVmBbsbSvcz4TG5LMxyYrmCrPdkqWoqLUp68ZsSxRpLTsT2ya9yosBtVZZ5El2HXypUjaKNgZZ275gipukO7lUJhvJxLhKw06feFhLA3jVUGpXntSsTRoywxANzSDRFyZzGs1ouSN6sqLWSIZNCAEjnZnsMs6NGg7zX824FXXYsoygM7XFSecsQv5VonKIR6LQrhtGymOiRQIvIJKdWh3xCTzUi8yzion1+xWcZGwPh/LRSjkTHlXtDlNIiDeTfxTb22yQIdQ3gx86iRKYjkVSruEXKTJ6gm6aunjNwVVq7corQK3tbdsG4h2i5IlaFjim1STjHVNTQs6UMkvY2TWcytVVZfqs6kdM2VVBQrxyHgHUeoptvCYkahHopN03fFWcZJNDUl9seK3PHE9R/KeJWchVmWcFHWSNj26Yk2o0W1sGv+fsPzzUoXuYqR5ar5Dl7GWr1bmGp7bXvyxVQ082NmxUiWK0tOzAjArPesJFMwkjhV0SRfWY1rF83fZDp2ecqwK1Ew3jefd2TAuO1DqJ2O6OXjOOCOyJkJRF+6ZItGC7VWSqkfGNmK67l64SCQlqg2Tmsj2RlACgBQDgAAAAA9wB2DXxa/FxsLExkVEMWUZGRscxj42MjmrdkwjWDJqi2ZsGLRqkkg1ZtWySSTVqiQqTdEpUkilSIQhPtcd+R+z6Pj9fOmLIWjYlCqvlV4AY60K76Y4yxI9Sep2J6nc7LOTvsABaXKWBTDUXnnmN7MZMxW8zk5AvnXrfkxpvSqqxV4UAiq1kVY4IVVQvWZGfXTTW0wAIcD5e/+Ht5d+/P0aQ8SonQP8uv4fhxAb0gOJZy94ndXlre/ZcBhpnI5QncdzUam/omRG1JaqWU0ZahZu4abTSBCNXRQUJNHj25lvXCx6Eq3YTMdJXb0+jZnCOKLBF1iEpzax4/qVjCtV1o2ZwsGpYIJjMuIuMQappoEZNXL5ZNEUiFBQpfEHkxxEehuYfPYbbvm+Ujnjti+jcT5Efsn7FU6D5i7aVCYcNXbJZM6Z0nTZdMizdQiiZ01ilOU5RDqDh2tH8XbZgVQesfEw9jY4+IoKinzqbCm+eqIFFQ/I/OUEpROPJhKXnpB3kmkkw8UbNtILbpGFHT2eMO3VoDqOx6ttte6D0jXFd08ZTq+I9+7HERayfLsFi08jNL98rWlgiMLSs5iURHpMcHRFsdZTzGdmz3ppppo4sXjBN4wm7tVqlLfX8qZDxrKTtYgqlP/IhtjlUJeJrcjZZOH8VxdcfXKQYO2a9usCaTmGfRhgTfioAA7QbuUtXO32jKY/x1jVipKQ1dxhPY7sFdLGKRwuzucbzUZNxLaRVkIuQRcN5ZeLI3sLhFu2lXjd4+VZyUfIrJv0c660ABDzHn7ONKRcshVUSFQhUgLobKKUUsQNsQpKjZOgSB24ZW5ew0ks88tGOWSwsqSmRpJVCzzJYmVI3ZkjWWZElkWNU63VWYEjjQC9IFAB7FAA+vgOA1WT6Vz+h3pn05orvP6xsi6s4AQHuGqx/SuD/vd6Zx5fdor3f/AJD5F05cuf3dxn/WV/8AC3EK8Zhrws52AHYYWQAfIedCP4B8PpxZa0OUWqBefJEge/jsUAHuAD5CAgPPcBAe3GopbxYKxWSgUyGqKUerZHOY8TLRIyyZlohBaNusZJuXMu2I9jVH0Q2YMna0tFoP2ruWjSOotkZR27QQVlUyTMCSRxEBAyKYgIBwYTCmUBEwB2HpAoAUwgI9PBQAoEEVO2YhT9jlKYPpDnnkO/b9r36b4J/ZLaTgB/LfrC/DqBJ77HcA67a+h4lmTxK5/l6xippWrpfqRwPKg99YyseyhDe6xAIV1O1JDDetGppzS9w1cm92rSiRrSxZJtaG3lkyseOGEdjKLJSTFnI6f+TSVxey8KyyDX4QtgVVB9crA5QRmKdLJu2KJomutZUbHYCVqe36ArUxTJuhrw9qyi0a16eXOs6bRamULhIxZ0DKyEks4Zizfpot5BZXplE0CyEctIQTiIk3kvSpkJz0lAOe4+8R+sR5Efq8tbgAA7AAAHwAONL7mZe5Wes9aFA8leUzLtZWavWFcBtEKVIBZR0joLPrfVviK8t+G1flzM1szDmMjY9mp5ajHQnKPTjiyuabMO8YcPMsyO3kPKZWaaOOLZVYwp10000y8WbxxL8igsAeYoq8B9PQIfuiGqNG2FsgVyZxRfZ7HeGIvG7bcnHyiV0rLOyxmd0V5LIku1hUbfJSbFm0mYZ/OOW1cCus0pEHTeTrLCBio4sKxkGt54gA9h111mjVyQEl26KyZVElipqJEOQFkFSroqgUxRDxEliJrJH45TVTIqQQOUpgdcblGx6yoI1kWd4y5PYqqJKh6T8GPmkg6OtAEEE6gHOnIsPN81CxJemqS42vbSssaho2msWMfOrzKT78SGj0vECrOJSRIhXTVQYccY+Nu0x/I4YbV91B2Wh5yXvLlwynIfMzGYbXerGs7jMbW7tjW983ZX1ohEVqOfNYR5FuXb4rN4jBMU2E9awoQRbLDwUpDJKGHjzE3Bg554Aw8/N4MYRAwB+KUPM2i45ou4cNWLVuu6EguF0UEk1XAkMcxRWOQpTKdBlFBDrEeBUUEPxzc9hwUAQccBxykoIh8eCdvt4Dj6ff8dF6+t2aBkjaPy444tuwd3IcsXdgFHUOrpGlA0oPqTxnlTlOflfG5SCe5Dba5csXljrQNWr1UatBCK9eN5JnEZMDTMrSH75PIoPSqjiDOwYQ+5/lIpeAKXP2XAKUC9IFKNi8QA/GHqEBOPUpwQVTidUxCnObmd2oHbBf+AWVye8m4DLZDfARCeT54+Id/oH4hqeHPAcj2+Pv/c1nOf3Vuf8AtB/4V408Lf8AeFy59KZHb0/t0m/5PTt8vXiFu6jAtytUlU88YNXjYzP+I0H568i7j4L1TIdddgc8nj2wScg2I5IzeNnEqjA+LMRcfHv5uUUB/X3cmnbID7WB91lAzK0Rg5ooY9zBHNUS3HENwOeMuNckSoKKOiJx0s3iZGRijEQcOmMmWLaHcRwIvnjBgooLYkudYkylgrEWaGCUfk6hwFrTakUTZO3rXwZeNTWWbrOE4qcZGbTUUm7O1blekjn7Uj5FMG7sFm5jpmIb0MkEdW+kjJDsV7MPT58CMSzRlWKiaLqJZUZ0ZWJ6XAOuDJcq5KnlLmd5UsVIbGSKyZfCZPzvsrJ2Yo44YriTRCWTHXhDEkUlmKvZjmRI/Mrs6iQVub7NtmUpmwMr/tgrshFTljZSrbLj2lZBGmSNvQIi0ShPbUKaSho+XTYIEkRUVQdvHMoDszSXr86mizbh28MekDkpnGLegSFTtV/3WxDmSqTehMa0/iTWaSZyIRsfPTcskm7gKuxapuGSV7fyjiHJCyjSekVoSCgW/DGSpdheIwfkeGtGYVECuSuPUDZZuRETplXSW9UUfIyCUyZuYiRWxhGT9Y8ERUI4K7Ik6SxngvCmN8Lby8h1mjRqdeYHwrT5KGhQbuZEFWy86pETL4k4v47hAwOK3EGdtpd65k5l67WkSLKt2BioSeO5ireNkryFr0mMg9qryPA0EjBZUQxTSedM8ke5V91QgVE0GUqOKMtct8+cv870s1SFflajztllwOWpV8pFlakTzU5bSX8ZSGMxsFO300LB9oned5LVgu8cvW6tJHbVg+WxPE22y3qcb2zLmVbB8r8k2dFFYqB5D1VNrF1eDcPjKyo1GoswUjq20fL+G0RWeDGx8JGuW0HHSZ01pzzxx3Aee/w+zUJs2JLUzzykF3I7KNKqqOlUUDsqooCqPQAAfLj0/hcRTwWNq4uiriCsre9K5kmllkdpZ7E8rEvLPYmd5ppGJZ5HZiTvjXTTTXDh14rwqCzh36QrIS7pZVydjRbdBx53Ch1zsoZtWdpc6lENDnE4tItCask9Lox6YpNQlJ6ZkEURdyEispYfqtmiPlFPSO5ejRRZJJtKTNPSOEpJFWRdKSNP2nt1UX0QHK7FkwLFpHiZI4AlKryU02T5PDLdNk3fke/1B8NOuWBDUfrjKB7a9DXT6/09dfDiv/D5g0HNGiT087c0KQd9tZSYAdwCNa1332A0dDhppppq4sDhpppo4OGmmmjg4a2HOBCiYfIPpABEfhyIgAcj27iAB7+3PG/XEqACXnjkSiBg8+QEPhwAjyIdh4DkQEQDuOsjuRv58aOSFYjsQOxPw7/i+H9NcY/yhkmpYootiyDdpE0TW6wyI/knZUF11jio4SasGbNu2KZw+fyMgu2YMGDYqirx46bs+jqcFIap7MuAdzG9uooZUnXsNQIqLOEziHCTw5HR5GAept3JZ63WZg+MgyuNhjhBuk08JdjGRapIcqlYfPJqaWkvnZiOct1GINukm9XTx9Tqe+z/AJDgFQZOYvIARtoaVqiwMigZNZyuxiLC1eSE1HSoK1+ejnp0FGLiWYR7+CsFSblKmBAAAACgUoF7cFL24EwdJhEwe8OAL5cDwImkVa39hx1p4Vje9MPO8yRQ4hrlulY1U9g8oVi7glljKqpUk7pvOYEeKNvN4nKTXIOVcYwxvs1OVqz5TMLHFYluTSqxZq2OaWCOvXKrFNbSeSdJkSJRVhtZgdnFzSd40kcCV7HWYoFmhHWjHmToVSatiSYMFXirmtTNzNJTctXQSlHqccq3ctnTaLFE5o5tDKQyzrMdk2ZxlPkTXPbBapHBl6B4m9eNGTmRlqHbUUjvjDE2SpPnjhgduk1fu2kKq0RUY1sDNXDGDcEj2LdHL+cNttQy6RjYk3b2k5NrSib6m5KrSqjSdhJFq4avWoP2yCzZnZIYFmLdJ5CzgOGqzM7pNupHLri8LDfbllDcknvAtmG8+3BvINaliJy4apMWETDwFlctZymJxV8ZNEI9o4CRmWEhMDLnK6WhU5AHkZFxsKeFkI9NxWea4ti7QuyDyoTNdx1uR7CsAVVvJDhknhPUO0nvxaAJPukw2fFY7lqfDcr81csU3F3JRY7lrnPl6pVxMkBkjeWP2+StJXsYrJIYmJamXrW99aBQJY0mTt83AJZZJZ6da4n5G5kxtIexMi0dY7gQbOBOoEdYoFd2i3WlKpZWpCSkLIFTOHqjpADKuW6rKRkJLchyAfHy+zVce5pBniDcPtr3GQXqjRWw3ZngLJLUJJxGpWOu38qxK1JSTkAdRyTWkyjZ/NCiqxbr2B77DYPJhs1ioxZnOlLIlGV4AlurYm6yJGKE3GCJVlAHoSEAdcgobpN0k46jdI8B2HTDfpgmC1UgkEFqMuYwrOIZkYpLGD3PR1Drj2d9DgEkgk2tynzI0YyWB5iylN8rg7iVUuyTRQNlMfNBFYoXnQ+WgsNG7V7axgIbNeWRFSKRFHs9OA5EeA5HzH3jx5c/VrD+UM+4fwxGtZTJd7hau1fnEjBNyoq8kH/S4ZNVjsImNSeyr5Fs4kY9N2s0ZLJNBetRcnSKumJvpw+aMTWCNbzEJkekykW76/V3zGzwrhsqZNdVqqQqqT0xPERdN12qyQiCiLlBZuoUqyShCovY7nlrKK1jynJVZPKk6GI1sK3SVJB1sd/n8OJP903LvtctD7dxHt1dEknqfaFT2mFJBuN5IfN8xFcb6WZQG+HGTdNeCPlLHCZSnPeamQphOUpjWGIAphT7KAURecCKY/jgAj0eRuNcJstYxT/HyBTifNKf51khi/MOBjEP3e/imKQwlN5GAhhAeCjxj2Wyf+Dz/uT/AM34fwd/keOv29gx65fGD/8Ana49e/8AfP8Ab68ZDDn3hx9HnqP264/Rtoz2PIAY2HslJplESgJ1ladNJoJlEwlL1qrGTSTKJgE5zlKHzhAB9u4zHilqVQzjItLRKiY5FjK2eETKidM4JqFVMd8UqZiKGKmcDiUSnMBDABhANRl3n5rxlGbdcwwQ5AraM9NVayUtjFN5BpJSbyclY59GGgVI5ilJu2p3IGcs5Fw4aNkodt60+fv4ZBotKM1lCjbe7UX2eYdU8WiY3A/DXufdJAHbZ0dD4cRzmzmjAV+WM/P9s4tvKxV1tC7VbbGtKUQAzKC8miEUupc9gRvfEisEH6sNYtExekx6BUR4ApgKHFfjREO4AJeBMIdJwIbsPzew8Za1D/bPnfDs/hjEzaMvtbbPPkpWa0WClJJnFTzadZRrSIUhVYeQdJyAPRetjosiEI4SmEDNZCIdSMc8ZvnUgUMqY4cvYSOb3mprP7M0ayFcZpWGIVczzB8ks4YvoZAjwVZNo9bt112blkVdJykisoiY5EjmDW9TtLbs/peftNKTuJxoBj3O1GgB8fkN7+W/KvMeCmwGDZczi368bQRei9WYF2ggAQFZCOpmcBV9SSAN9ifL55zdTsAY5nMiXF2im3jW6qcRFmckQeWOeUQWUjK/GAYqgmeyCiBupYyRmkYxSeTEoq0iI5+9bVvZQ2ZZr3YsF8wZXuDGpXM7NJ1jjC6rF09qVJhklHkgnWrLPR76Nlnc5ZliwRrbYI1uktHOGzwrRnIpMaq2q+c8us2eZ97uFsUSjp6lXcMUiU3AyDBGUkDRlksq1hi6xUGbqOjnka3ayVOfNCz7WSlgnAeRdglIVONZNpNd6awpNHgnRyBQ44Dp4AQKAj0lKIFD5oByAiPJvnCPPOnGC0cJDVlrBVv2I/PmlkUP5cDMVjhRWBUeYql3dfeKsqhl94GG5TAw+KORz1HNyTScq4e2MZjqFWd6ws5aCKKW5krUkLrJMKcsqV6kEhECywzSSQzbjIrF2+J7ZLxIJ4nyrt7w5jTcLTRTiZakyOPqm2azjiPaOnpLHjF4/YuFJ2vPWDVxOJNGb2QkoFqdcXjuSjTM7LNZByPsbphJAuQ9u00/wFleKI2NFSdOcmaVKW9RXjDpxFlqhiOIpaJdFjwSdpRrJm1lHC5HdojrW3QCNdZrz5tex7nmMarzLU0Bf4FZk/puT68Axt1qkvFLOX8U4j5pqojJCwZSLpZ6SIF8Vsm5MWQZKMZdswlGUHNu2Q81st9uRMNZjyge1I0TE54aITaruYatTaxVMcTkPYDVMFk49a4va9LuJOeddDyRYv31lio6Xd1RpEIMF0M8tpbF2hckiaCBprePmaSZJFDIHEasHSSBy/8Aa5iXTuNt2PEWyOLpYCTD8sc3cuU70GUykGL5e5xxcNTG2q08kUstZrjwvBZpZOFKxPtVBfZ7LdLBYQGj4mXtgz3OZPaWigZNgfkfm7Fj5rDZArxU1vZr8rtDxYq2Vx0Ypm7mCsKKajtu2Tcru48hkFHBRjJKCkZWWOq49wbCLw9ud29bg4l2jGIXiePgjJBCKNEEJljZ45+6pjl8uQqi4qxU6wTcvHSiThNwzi4ts7eRjWOTcanzATCT6JZrLysXJOPCFFy/izkIwcvGxzNnp2yJnb0zUCuklSnZqPHijNQp2ijpyogdUzNkqiHyblWMpDbj6zEAdQzhmSaJe3ZQ69aAkkRuvc6J4snkfP2B9p8s5u4tjKcu2zUS87oWyOLeKCfG3pWDaaeSvOILLoAjW687EJ1KvHo9B59w8fT56j7lLdLgrDE/X6xka+NICcsxBWi2BI2ZllCNAW9WCRkzQ8e/ThowXHWn7QljsWfCDxbxvVo6RWa5tYTUXKNG0gwftnLJ4im5auUV01UHLdYhToroLEMZNVBVMxVEVUzGTWTMVVIxkzkOZvepajjjlkrzJHLsxu0bqsmjo9BIAbR9db4mFbmLA3bduhTzGNs3aBVbtWC7XlnqFwCgsRJIzwlx+D5irvR16cfV01wetNv7YQ/ypPp/7b6P05DT1pt/bCH+VJ9P/bfR+nIa49D/AK1v80/ycOXtVb9kQfu0f87jn1Bz0jgmDZ9lMQO0IJXuNzAL9ui5ZCUMp0sTEct3Dd2kskoUBTOQzZfkDAJEjn4LqbQvGpQ5Fwj58dlCc9x4/ru32+7kfINV9+krvkJVttrtm/cN3Slju1DZNIP9VUWn1Ie0MLYtHJKN0XJmgA2ryrpR0dPoAiHqiYmdu2qCzphIZZMrjwEYn2uA/gk9kkRmJ93t2B321xBfEzJUq3IHN8klqBQcBkoRuaMAyWaskMQO2APVJIg13J9ACexn416Sotzc9wbplKI9PPziE8h46g5ESgIcgHYvbngdfASv9NWubrHidkhzXhlAt7S5qvtBqE8nXHL5aMSnAixV9bPF+0UDslHpEjIIOTt0lzpndNQW6FDvVSyBUYG406fYTtdnY9J1GSjNXhNZEOtBUiiK5EV2jxm5TcM5Bg9RRfRz1quwftW75uugnAVS0QNT9I3bJmwy8NXoFDa+o4cy0rJEZMiKlu0Gusc7p88Si431WOi3Dh580ir9m2ScrlQQgwWd718c9mS9G6SrLWgmlVAhDmWORE8tlI2D7x2PUH4cJ8xznWwtPlW1Ws0J6GbymPoS2jZjMEdO1TlnW1FKrsjj70hU76GR99ejs2aCsXtwBh5EQABAS8iAc8fOAPMORDyAeke/lz1jSTEq6bQzpAjtZJVZJsKyfjqIoCiRdYiQH6zJIHcIEVUAvSmZZIDiAqE6qY9zfpSY6JGyUjb3HFk5sAeRX3Vn4snEBGuw8FAkrT4kCvErYZMgyJGchMqsIhrIs2ro8PbINc7VzFHYfkO1ZH3p0+z36yzVpsLuKuqhpawPhemaInhp5wEZFlWRVPERSJny6jeLYOmUS2TUQZIsQPHJOn7tX5QvNRs37f6USCvJPHGw65ZfLQv0sgI8tTrW297ufd9DxXeY/qi+VoeasHypy+v3QWcpmaOJuXoZRBjqC3LMVZpksNGxtugkL9EQER9PPU64vV3TqFNtpz4QPmmHDWTOxuC+VLmuRAREOQDnuYOScj+N214DDOVsf4m2o7c57INlZ12KlcaYkr8W5cpO1zyMzKUuLNHxjJq0buHjp46I2cKpoItznKigsscCpJKGL67dU9bobbc5F8cvLvFl4jETkWIJyKytckoxsqcxjKqiDdd2VVUEklnJ0+StWrpz4bVSIUzBXiS2zbDrBUKfOW9vQn+D7tZYKuerLWH2RF4vfM1vVE38pDRTlIhpPwF/XnqaIrKNTpE56nDdFTqJNThim6khkvsC3UsZJSv1FQ7gqpO1AJBG2Hb5SjmbP2MZzHkL2LEVrIU+UoXji8qS4ipYy6QrNJWryRTTRoBK7rHJG5SNtFex4niTP2Gla5Y7ahkaqOoGoKN29odNJho8XgHzx6aMaRUrHNVFpFjNvJUh4lnBuGqcu7lyjEt2Skj/ACLr19FvdWyVWmlsp8ipKQb1xItEl14+SiHSbuJkXUVJNHkXMNI+Vj3TKRZOWrhq+Zt1yKJCIkEhiHNXanE5Znci5L3DP8CW9SrOYbEtVqmKZ5ajJ3SUdVy0KSMvlJOJPNTdcYWbG7h7Ir0qMlzuXcoKHr8NZYNjMLjqSu0isXSsU66JW1S+LtJPJNilam5ye7jXV9dQDhlCouXdhTh0m8UwF3aG9kcwzCPZsGjeuKw/gsmxTgmHK7jqdetJLFOWlVodKZ4XA8yNWlgKovU0kTNsyAqpHu9AYHS3ljnLmTL5ypRv41YKM1fJ9Uq4vIVZJPZLjRUsoktmYxw070CER1GjlmDlJRZaKWNXldppppi4tjjQfhzwI+Xbny89Vkelc/od6Z/horv/ADHyLqzjVY/pXP6Hemf4aK7/AMx8i/8ARp75b/u7jP8ArK/+FuKw8Z9foW87f9iy/P186D4/mH19PpxZc0D+RUA4AeUkx7du3SXz4+AAAfSAAGu1rotFiGaNjFEDB4KfcB5AREgeRvxeQEBKPIh37D5hrtCoXjnq6fcHIfO5D3dPmPIeQccj7ueQ0zuD1tsHZZvgd7BO/rxYlOSNqtbpYaFeEjRGiDGuiD8Qfofz8cmmtgHKPcDB344AeQHn4cD3AfiHHIe/3a3604VAg+hB/EQf4uGmmmjjPDTTTRwcNca3ZFX/AL2p/mjrk11nI9LdbkQ7pKAI9g55IYADgfpMABwPIiIB7x1sn4a/9Ifx8cpz0wTH5RP/AOE8Qc2HGSNUMzeCHCQbjcw+GAAIACZp9M6YAHmAAmYA4HgQHt8NTs1X7sIkmCdTzc2O7RKuz3H5YRdImOBVWyqshHvEkliH6TEOdq5buCl4EBSWIbnkRAJ5jJx5RADPG4CYeCgK6fJh6RNwAdfceCmHgOewCPx075uGT7UtdMbkF10eljv3E771+LvxW/hffpryPgBJaqxuK8oZGmjUofaJB0lSwIOwRo679/oe4J0+RKJyAIccl6igIcj80BDnkOoewfH3a41HLdNVBFRdIirg5iIpHOQp1jkTOqJEyiIGOcqaaiglIAiBCHOIAUoiECqtIpOfSBZJbR8iZRq9wBUVXSTN4CjNV2ys6/qyr1omZRBV40ZSgKRrp0mKhWsk7I2Mqiq4Kn1MyS7KI30bUTyj0jVBxT8ysmormcGbleO4aPUOQFjLgyjgeEaFTUVBs2GTcIR7V0u5XRiUEcjDkzJCZT1vjWyGhH72xWM4i1v1JXo6u/Yg6+HBJ4jRLjZskKURgg50h5Sd/a1MXTJmYMU+QMoj6QESbz/JI0COgy6PVxYOIgHcdV9Uy1e3/SJ5hhRjhZ/IfClOrhXXrZlglheyEdcTvPVipoEambhayxxklPXj8MyOU3aBXqjNOfpHDc3cq6XlyIAoT7Pf9Y9uPp1WFSsk0/H+/wD3UHutrp9RhZqtYqBOZtduhK0geQiaZXCtmDNGaO1LJqOm8k+cLLMX4DGgwKm+aK+0mSyO2HildMsqxuzfZcmlCksd2qg7AA7Om2AO5Hp344+IuQoQWvD2Wxcghrtz1T65nkj8pQmDzsoMjs6pGhZFVnZgFLDfy4tF01hb75Hbv+XrDH7KNHD92c19qAzdhe2S7SAq2XsX2Wef+P6jCQF/qkzLvfVWyz116pGx0s5eOfVmbZw7X8FE/gtkFl1OlJI5ytZp21BZqthQASSYJQAANkkldAAdyT2134ncfMOAmdIos5h5ZJXWOOOPJ0nkkdyFRERZyzOzEKqqCxYgAEkcZP01wetNv7YQ/wAqn/pa2metChyLhH6gVII/tG+Pv8g8xEA5HXHof9Y3+af5OHE2qyjbWIAB8TLH/O+vFa1KjodT0kuUn6LwQnk6fOlkmaT9AFBim9I2spwajpgCKborNZ1JWUSLGcPGz12yS/UY1aLA8tZlqoak2aEhvSw5mCTkWbEtkxhC1+DVXWRIWYnSV3Ech7JbnMmAmdIMY2QcpJFX6VP1ZMU/HBAFbeQHkOQ8h7hp5zaOjY7rVwDiqHT1Aj/1K7A2PRT2OtgHtvtxWvhhZp2IucvZZa8jJz5zR5wgkSQqxyEnSZOknpZ06WAJ7qQwGjstNNNMnFo8NNNNHBw0000cHARAO4641fxB8h9/AhyIiACYvSHBh6gMAGDgph+b2AdcgAAdg1tMHICX4+fIiH5h79+A544EB44HjnnWR6j8Y41cEqQPXX9P9nx4r7cSDSA9JAyQfPUWgXPbCq0hwkjtCKTM1C5CcP1YavrOkgeqqsINrIzb+HjHINk0TuJd40McSuE5/lXIPTyIAJiiYAExeTFLx1GAAHuUomDqMHYOoogIgYojC7eRhm5XiIouVMVvQaZcwRYF7tU2661h9TssYdukaz01wygZJj618pm8bHNeFWzlV22QeVxNWPZWSTfJciW9HFC+3qx57K9WRbVVi4ZTlNeCUlkjbmgQEEqTJs2qD5ZpKuJBRBuC5kDtW7B2eadmSi2667aQTVZMjWoT1UMrhI6M8ad2SZWIhLAaPRMhXpYjXUrLvYHFRY3O1OTsxzbi87PHj4Hs2uacbcnPlw3MdNBFLklRnJU2MdZjmE0SN1mCWvIE0zDiYbp02SSUXXWSQSRKcyqp1CgVMhAHxTHMI9JQKAGKYx+AIICI/igA0fzddxLvV38XSvtp+xJVnH2K3MaWXrDloxWfWWrWZjFyPs9w/jpBwlAJhbl0Gp0WLVGfWjSy8Y8kqzJJKSfcwpmPJnpBpdxiHJdng6Jj6BiFLBf4KkpTEbacotwmHDVODZyrxd2jEUSOO+h2VjctTqyEk5RSZx0s/NJya1SssjcQ7csBvF8nxtcqONnMVU1608sJHZYKNJAC7bSzoj9E7pvEqvXDqNaunsy7bqzj0WqZF5FdNLoFxgibl6WxA7zNlZq5hgSsodIfMaNkZ3JBdnC9lRW6AR+qJCwjJ34vGSjhclVrY2Hw/wAZl4cjlLGelavbyfskU0c0EFeISJBDWaXTSWJYvPdWCbiRWlrp3Z7YKHWXm3GhxV4ytYJPImYqxV5SKnbvLW5d3Wie1ml7v7VnLJyDGNs0aabiUHcs2aIxbJs8Ramhko4rnwJttfR/7R0kmpCYchjGQbkRSVXmLM6XKlwJhSFdxMqLmTAyh1AKdU36qYFeOspRDEeCHj7d1nlDdE4j5WHxNiBCzUjBDOQQeNflXMzRFou7ZFS8UrUgxqsaZOsooERlGajxBZEHbGXrUig5spIUSGAoiA9uBEA454AOPiPuHy4Dv5c8Drhk8rka6Vagu2FsV4ne15cxXU8r9Xlt5fSCYowgYEkrIZFHT34d+R+QuTsvaz3ML8rYmbE5S7WrYH23HJOZMbQrRxG9GtwSNEl629h4iiRCWrHWlbrJUil3fhsuwjjzEJMh43rHySsMLZ6szXSaO5qWSmmczMlhjpnbSD6Q9XfsVJX2mhLMmqj8yLEWKhVGx0jtJj1D0fW1iCr0VFu8aMrM8atUvWrDY3jt1NyzhREpFnj9dkpHsU1lgIQfVo2Pj41qUpEWDBm3Ikil1vSKrJJbZbB47dJwUbhjNQhjlN4qCjfIdbdJKNlSKJHbqqHbg1VXIJzFZuHJQTUA4kNN1gQxWzfkQEvgkER7ciJilMHx46REQDgeBAAH4ABZy2T+xse/t1lWa3dXrEzB3EaVCoZgeohDIwAYn1Pw1wYbw85IXxK5uh+5fDSQxcv8qzx1mxtd4K8tmfNxzmKB0aGNpkqVy7Qoo1GN92bcRm2wbak1kpCVJiGBO4kUGrdRBV5LrMWybUqqfEeyVfHbMRcJqiDwGqaQOxImC/WIGMO1HYJtSRTmEhxDAqhNLPV1lFnEmo4ZmftSNFSRTgXnjRKbZFIoxoMFEDRaxzqx5mxx6hmTppm+2cof+MLZPb/18oPu6H64frRs/H58WMPDjkMa/sQ5eH4X/FVEHb6Lb3CSdkk6O9dtAaGocE2EbVSx8RHDiWHVThHTR41dLP5hSQdLNUAbCEq9M/8AWJds6QKmm/Yyajpg+FuyO4bmOwYnbRs3X7GdudXwPdrxTaK3qloxzSfaMDMMJKfcKKo1UhpArWWbLzQJTLqTRRXZPp2SFzOLldqLuXzoSnSXtZEwBwHnz5cd/t+r6dRo3jdI7X85FOcqZPubWvqOcRAAD2O64HsAmNyPzQKUDHOYeghTGEAFdjMxlDkKQN6ywa1CGDTOwYNKgbYZukggHewe/EW518O+RY+UOZmj5VwcLxYLItG8GOrRSRPDTkaJo3ihV0eNgCjoysD32T3MVsDej821TuGaPNXKluLjYbfR4CTnZySn5+OdHdTCEZPrqRbevyUU2glElk28ci8iU2sqrEtxaSUjJGfSq0jizd5s0wZhjGUfkfGFelKnbIDINKdlfhcLfNg9QkZ5tHvGxmlknpZgiv1uUZZo4YoNpP21GsAjVjOlgau7LNvB+vBWIRKXnnG1HEPLgeazGCHcBMHIAAcj3L3AQEfII6ekYOZLbXLKEEoCW642BTqJ4hRSVvMIm4IBRMUgmMic5SCYBEo/OTMiuCTlFyp5XIy8wRwyXLDxPfKPGZWKMhl6ejy+rp6SvYDXT8h24h3MPIPJlHwjs5Cly3h4L9TlKK1XuLRhW1FYWpFL5y2Qnn+cJAX8wv1ht7J2ePGjNIVX0kkGxk1wIjkjbcZlBmMgH6vOxNpcyriPIsqoJUvVYOtScguZoCSr71tsk/RWTiWC7ex4DlJz3MBQ6QAR44+d2DuPbkTfN4AeeR5EOn5wQ33XYPsmSaxTL/jNUjbM2GpYl2xwdVx4CUuukg2Ul6Y7WWdNGLeNtiUawZvRdKtkXJG4R7iRi2ElJPSYikvSG46T29zt4XBWsZjhmbysSWJbHEygWGDyggykUixUjBKDGyz2uoP45y+VfImZu3EM3UZKox9p66+gknpzZdaT00aWVUjo2IlG2haOQrDK3SABE8WgH1oOrhmJ0WkGL5ix/h5Y5oq8yWIcfQsWJ+acNemfy4shXt1IZchRiaR28zIVrizSGsrdcleaCSOML1BbD52fhoCJkp2clGUNCwrB3Ky0tJO27GOjo5ggo5fPnz1yom3atGbdBZd24XUTSaopKLLnTTL1aogpNXwnvS395rkZhu4uGMpOlhMQKrSTmYIr+QqDTFlPGVSdQj9hJeqg5K+exY+OmVwmZm6OkRy2WbtvUbVYzLW+xRi73J2+wzGL8XmgZiNqpYOMj65lGacz9qMVazzkRHsIieCqqwjGGlIRu1BVE7RAj4jJ1ITbids4uTjbhtvQNlq0MKHQHKMawoLCzNIBm2nHkasZsvHU2LShWSszLICeJRdoQca3XKg0ilHfqqbOKXcpLYovsCW1SjaazlrFc1l9jB8uuZHikUBiA8sjAKT0qoUnpHUQdRi/fPi3QwHMlyDHYTw9w2XTMzDmIx+2ZhaNeerJK8KSvXp1IZJpkQSySvYKLKfKjCddb25vaFt/x5c9ulGxrRpVKwZRy/DQ1mZs7Ndpd26xmxOipkFcyLiTkG7FrHNpSLmlpICN3sOu1QlIxRmJpJyMxE/RtbQSiZY+MXZxVBMTlPf8imIKgnZ+CY4/KoVVTN1GLMWYLnVIyFu3FoVEUETJ+U2zVeY3B5ln96N8rMrW4pzFFpm3yqWhhCKScZQUWyai98MdFsZ7HyVkeydmSixFUrptEWGyM0JWy1GUq8mNjZURIUAA3BQ4DgOTB8OQ6xMJfoLyYCgHbkwgYE+Sy96uK1Nb9nz68Z9qdZnIM8jdTRgg6Pkr0xHRYFw2u3q9ck+HvKeXkzfMk/KmHGLy91Ry/XlxsCsmJpwR14rnlunujIzCa5GrLG4hkg6x1HSUG7t9nOGMe5x2x0ihMJisQmbJuTqtsalnHc/6u0hJunInkIgbR7cWbSjxjZ1mZxcuXkOxPGQ7xjBpO/aa8hYQn6NfZ2r0uFsWul11EEElV1sg5LUXVIgBgQIque4GVUK3BRQiBTHEqZTmApQEwjrF2+BYqO4/YgzM2K4WcZOsDtN34j/1homyf45RWapIpPk4xVo6FyR25cSMe/k0FWaCUZJR7VxJs5Sz1AxfCSDkORTAQ+PAAAj59+A5D6O4fENbZHK5JcZhmW5ZUyRWWd1lYF2Wy6qzMpBJCgKCfQDQ4S8neH/JMnO/iTBLyxhZYqeRwMdaCSlDJHWSXB0p5EhjkjZIxLNI0rhFHUzEt73pBYfRqbNTcAbEqpw8+DX/ACWIAIe8A+WHn345+Aj7+Nbg9GnsxAO2IlS/3mQMnEH85LkQ3w5Ae3YOQ7BxO7TTGcxlD/xhb/d5PgAP1307/wCn4Wonh1yKvpyfy9r197FUj37fAwE/D+nbUEh9GrszKJTFxM5KYqiShR+6JlEeDoqkWTMADdfMqiZDBxyAiHBgMQTkNEfevse2/wCKcMK3nGdVlajKwtkqrd4s3stonI53FzFgbRbsJolmk5tCOZNfaajwJRBSN9WcFSK8XesDrRbq6LoD388/H9P07/VqCvpEzCnttlzgJSincMcHA5iND9HReIQwiUj5FdAyigAKKRBKVU6ihE0FCLGTHTrg8pkpMrj0e9adWsRq0bzSMrKWAKspYhtgkd/Q9+/xgfifyFyXX5A5ssQ8qYKtNXw9qaGetjqkM8MsSB43SSOEMhVlUkqVBAIPYjXnav6M/abGwzBnO0ywXWWTVePXU/P3i1MJB+tJuVHBlHMdUJWr1ZArdAU2TRKLrseiRmzRKdM7s7ly4hJYNkmIJXeyTB9Yg3dWxujhdxdZFsjYbE9k2rk8g7r6chAyc+rY0HD1KWkYRVaJnQcxSjNB4t6uv0+puL2mRepsiHPIeCmHA+Qcl495QHyHngeQHtwAFEBHH6GH8ft8nOczIwZgyU7q/wAi3FjLKS/6rWwfN5IsaaIF8MF0g9aoOfWvZgPCnJ0lceEooQ5U5hvVZrkk1yzLJLXmih25kWOd2Tpk6XYKoUA6KglexAPfWvMPg7yvm8dy1Vx/L+DpQUctjb+QdKsdae1jKsUgmqefBC005md4w8ckirIFYu6kAn88O5f0duXMNL+1qGxmsrUFPxVSyEHGJBOV8V3iSCTKRqUaDp6uj4XqzhxPV5ulCEFCVkpeNgm525U8bbHcBVbcRm0aRdXr9rX4+oT1pWJGLpNX0ivES8PBezyKumrkzbwHE0g9cEO3TUcNCFImJ0VXAE/VYogBwMXpKYo89h7B3AAEpgHkBEwcgI9IdPICACYOQwNDbXsKV7LDTNVepLCt35BlKM3D6urO4OMkzSxnAupGXr8Yu1g5SXMV4/IMo/YOHyoPTndLOVmkYqweYed7D4+xWtdS2jXZK9uAL1dfTpTLHsKD36S6AEfhBTrvW+Q/qX8LW5vwubwHlSYOLLV7GY5fyUsrQmmJkaVaVlUklcICWFawWDhSjTqG0MIk9Gns7Tk20iTGL1MGrcEUmaN9yEi2BQqxFUnXWlaCPfHbgXwG6YPAaJIdBStQOg3OjNKr1aApdcg6lWY5GKrtbiY+Dg4xEyiiMfExTRJjHs0jrnVWOm2aIJIkMqooqYCgZQ5ziYw+gDn3hx9HnpyHIB8fL7NQqxfu21VbNqedUPUqySu6hta6gCSOojsT667enbj05ieVOWsDLLPhsFisZNOgjmmpUa9eWSMMGEbyRxq7Rhh1CMnoDbIAJPGnSXjjgOPhwHH5tagAAHAAAB8A7BpppJw/gAegA+HYAdvlw0000cZ42nNwHv79uw8D+n2DyPbgREAGv/e9lHADqquMI5BiLPkO8z6TeXq1BxzEOpm+x8pyswi7LGuUWrphAOmxnbkGwyPjuZhh7VZMoCytjv4lefapg6fp5DjgBEfLkeBLzxyUOOQARDvwAiIaqv3zw+1+JkkrnIXF9jjco1OY9YlcPJNS5Zs03MwRK9X4mzN4lD2pJR8q1jWMFEry0rAyDlm1NWKzaY8ZJdk6fOX4o3yNcuLPUjF4mrBupJF0UeRlBZYVYffHXRVdnexxVni3et1OTcqK0mFWKyi1rseaMXk2KMvuWK9WOd0hmyMkZPscMpaOSYICpOgcvbCqjuBouIVoDOZUmsdHOEAxvBvVknVmg6wVsoYkTMumbldsDBAgtRgYlx1ysGh63GPPAaNYiOjMPoekDsjKWvsnLVHGLiqVbJjDGTalxuSpEMxnVLPGiHtlYV5zTggbRHTbQ6svCNk5asM23sGbinE9JuwUUjJFbLrNuKt2K3D3cbAqxcyWSVRqkrKx7ev3CwV5dqgsLy2U+Oj2LGtvWr5VwwapA3jXbpm2T9ehG52qU9ZPGzuwmgTVClq+3UrjPIMtk5/kVxlg9BjXtnIi+yae8q19qu8kzSkemMCCNNM8ipuNRUTKpLljSA6exSjqZsYMnkTl0gcyWIUDUzIYFUkmaSNlOyDpCx7y9RIABLcQBcdzueR+UE8ObOTrx1MLfmMXMgrx5WeYJCuNqW47CaBVpJ1ij92mIEjZpCohLcmNd6hck5tQxfE1Ort4xa93WkLOXOQlW2QGI0mFsEqpZ3GPH1TagvXp1WLjGcb6rZFXSKUqq6Omo5hZ6Ohp+8hyIfDz+3UF8cbUbbRckwEu5yDCy+OqdkDIeS6pAJUhvGWtnN5BY2WPcw0naiSa6MrBxxLlaHqLk0U2m13r5Juo/JEpIxyE6NM2Z+zfPh+zNeT5I6yGkYl+ttFvMAIYx9BZVHSGJ1xZXhqedDi8ged+v7R+03NcNFTiVaxq1iyRCm7q8CWzaWGSVjO8YRpAB0nhppppn4sjhpppo4OGtBADAJR8jAID9QhwOtdNHGCAQQQCCNEHuCD6gj4g8QktXo8dqFysUxaJ7G6zmVnJF9LySiVwurNFV/JPF37xZNs0sKCDZJR05cKJM2yaLFqChk2jZukIkH4JvRq7PkuBJjJ4mPWkYDJ3rIRVAMguk6SEgks/WByLIJKkOmIKpKpEWROmqkQ5Z7nMBA5Hy5AOeQDuYeAAOe3IiIAAchyIgAciOo35O3UYexZY3VNsMvOO7RGQBbdNQ1YqNptjqAqQKOCOrLOGr8RItYuKYkbKruzvF03JG4t1U2ynrjIHD3VyOcsusVe1dlIX8FJJGKqoUbIB2APdHf56+OuKuznJ/hbh4pLuYwHK9CKaYgz2qdSBZbEpMnSnUgDSPpm6V2ezHXrqDG2DG1Ow5v3zrjqhtHzCtxONYJ8zZPh8UG6kmenySzVjIHXVeS7BkMgUE38v48ogd0aLO7UYsY8Te43YYqqGZd2W2mhXpo7e16Zp+XPWWzR0uxVFyximDxmsV636VCeqOUk3IJJK9DhRIjd6i7jF3jVeQ1PvmAjWuLz02yZCHPuHhKPSKCSYet4tOTCty0+RjE1xpJlRlk5ORsNzNHy8aBSFLMBDRyjJGXUAXuTrBhWBtGY8c5neScslO41jLRFw8Yh6gWGdt7YzKzfrvgMwNKHeIpppgz8OVSYFIdcVo9dcUF2zpLlHjyC3JxPFKmJkqrKyt5j21qGAsCQpBWx2Ynq0QTs9+IJR5FrXeT5OW8X9l5DHWOfqmdehXmgapDy9Nnq+UWEoksiFJcOFeGMlDIjovQu9DAaGwfFzVEySF1zWkXwhRKCWWramsCQkOQSespvE1zlETmOmmdUybUQSSakRbIN0Uoa4k2a41tW67dFU3cxemldxqjjNGCVjrbJM5eWkb7Vm87aXcxZGollZJwnJRKCzhBV7+ru5JV9LoLvfUnY3ZCIB5jqAO3x9Gr72d9QIvgO9XV2/EKxUQBuom0jMcu2aq6QKrlcrk9eUXIdUGCLYqZmiqT5+m8RI140MzlGr5RzalJjpI6MNbVjcqp2OiNlGYDffRJ9e/DpzZ4bciV8xyHAmBx0cdzmeaCeEo+p4lwGasaI8wEKLEMDkD3S4QEHsp+iPo98Jn5A85lc4c8/Oyncew/O+EiHH4w/n+gNdV16Obb+/QVayC+SH7dXoFVB5ky4OEVBIcFCeIkrImSP0KEIoXqKPScpTBwYoDqfGmm0Z3Lj0v2AfgQwGiNd/T6f00OJqfCrw9PutytiWU9irV+oEEKCp2SCCOxHofj6nivEPRjbXQHvC24wfTerKH+a8Af2/f5a3k9GXtdTORQIG1CYhymKB7vZVSCYg+IAHTUfCmoQ3SAHIcpiHKIkOUQEdWFgID3DW03lyACI+YAHYREO4AHIgAeQ9hEAH3iGthzBmuw+0rQ7jv5h+Y7/wd+ODeEXhro75NwROu/6Rj9Pd+IX6H0+nx4o1puzmpUTf7UqDXrJMJVio46is7skX/hPppdaMt5K4ygDzAJtjerJzbEko5euW7x2tFOXkI3Mz9fkH7y8hMOkhC/1penjkR5AOOBER5HkQ7jyI9x45HtzXYjK8ekyeNnqrNAie1n1CMKYSkcPx+6I0lBQS8QwKLuEv5bODoIEMBWiALjyCawksSKcDD9I8iXsPlwUeR8ufIB58g5ABEDdgU8wWrdo497Unmt9n13DEAE9fUdkgDqY7HUSPwgfThl8IsHgcDHzhDgqa0om5xytd4g7sqiqK8ISNWdxHGhDeSi6HlsvYDQHLpyHIB8fL7NeFyFkWoYuqU3eLzNNq9W68zM8kpJ0VVXpL1FTSatGjZNd7IyT5wdFlGRUc1dScq/cto6MaOn7lBufyuBMyQ2fMX17KUDGSMPGWJWcRQjpQzFR82PBT8nX3Hiqxrp8wWIs4jFV26rR24RO3UTHrAwmKDJ7LY9mNvym9nEixeaQQhkdSwQH59KkkfDtvuRxZpzuI+2IsB7bXbLy0pb60Q4acVIZYoHmdRsohkmRFL6LknpBCv05k0001w4eOGmmmjg4AAB2DW0/PHIe7v9gc63aaB6j48YYdQI2Rv4j144FCmUKJewkH3CAD34HgBA3PcBEB5H3hz5cBqkD0lGDa29yzgJKiwkXX7xmuenK1MSSR5COjJiUayNYbwMrPM4RE6isgxdWuRUdWFs0UkRYmD2yMlFRjVqzvF7AA9vp7arg3ew7Sf3SbDWLtqu9RSueTZVNFq+LGrA4goepTbNyDw50iersnUck+fMTH6pqObuoJFNZeTSQUkXLVuWrk45Y2KqsFx2Xfuv5dSWRQ4JCtplB76Gx8PUU9414CjnuR7VO7Cssk2V5drwygffofbOYMZUmaCUK0kTPBPJGWQb6WI0d9/h1bE+/qgQqlVo1l2wIQ6KjpVnLfJWwV6UeqPjKrrP38JW68lXmkgVdQpAO3SelcINkxei4eHWcn91E7KZW5zBLHubzDa85KJySUvF0YU1KjjOHfpoIFTFWsQr4AnDMlCu0E1nC8cyko589Yy8O7RdqkCfCAdKZOv+s7CACAD2ARHjjsby4DuP4whz87jyN2yPR8bxXty92eIq8Uddu2QdzDxFkVy6crJoNmjRNY5Vnbtw4WSbotG6ajlZU5CESMJi86vmsjYlcV44UnlJ65KtZFsSMx7hZFUyKT8kKn1B36cbV/DPk/EUa0mVt5K3isdFEYamdzlqfD1FjVAGlpzzrTlAOgGtRzKG0y6PHpmLFrGtkGjJuizaNkk0GrZsmmkgg3RKCSKKSSZUyJpJJlKVNMpekheSkDpKGu+BiGEOB7+76fd7/cPu47c/TrDyufMPJ0lzkdW/11pTmEgtFPZx8+TZIMZZquZq6iHqDvwXbSZbqlOkrFOUEpBIQ5UblL31j7IW48a7WqTb8Y41umeK9dE5BdtMYyLFyjGObMwQFupIHXkEFyC/XVXaNyotVStnMe+RlVY9RNAjhvWjcnfXkyq7u0YaUeUvmBSWR5JOlQwA7hmB+Gh23MJ+aeWsbUMi5KnLBBUhtiGgTem9hklSGKzBTpLNO8BdgokihaMfFtAkYw9I/wO2Kx8nAnTa8dHFQ3YiYJ3iDOInMPIFAQDgDG4J1CUDCUORCdDQ4FatgEpuRQT44DnkClIAjyHYB+d2KPBjdxIUwAOqZt2OfcqZyw+9okPtWzpC+0rXCkfyshV5J0LVGtSqss/SZMoRF+7XWdqwxYtJ8q2NAi3fqOUnyzgjVFWRVW3sX+xLJtY3aBn4x0TRqDsX8AlCCQHKgJ9JFrAWJZqHbpcKj4jxFuRUxSrumzYFXaT/Nhrr4ilEEhLwWbsko9qr+6sqVFQ9RmC9zGw+fb4duKnxXiRyxF4hcy5Az5FauVwvLNOjIMHmT7RNSnzb2UVPYDIvlLbgJZlVCHJVmCMBNTJWWqBiCBRsuQ7ChX4l0/SimKijZ8+eyksu2dvG8TERMY1eSsvLOGrB64QjIxk6erJNFzpIGBM/Hwqvn3EFxrtht0Rd4tGAp7j1W1yE56zVy1pf1Vs88OfQsqES6hhBu8QOYZJBsQpjHSMYFkVk04/bysdX7KbLb/AF+gnfxcg3z5WLDJWdg3FwrTmEFVbw+c2NdBRm5jBKz6AI0CZEsU/nlYSEVRejMkQGNcVt6yLHx/pBIW7R8tlV/ZK3W31AtkxVo1ke626MxrOvYlxXYNmj6inPVaQfwEUlKQDZlHnsbQXMKjEPUnUZFpKuMxstDzZrTR2updxLIp+9e0wwN7hQLsCRn35oOk2IyAW4fc/wA6860uajj8ZgYrnL/s7oL01aYavLhb+WjVrEdsyhHkqwV+hMcyFpulrSSlImsLtW4zClIrlOt1qyDAwldvwxvyRlHy500ZtGVI1VZum5ATMuiwBJ+xWdyLpFBhHpO2ykg5bEVII/E3PVS2ZHwNkmmUBWPTtFjrqrGPLK+EDB82WXQGXijrrFMi1XmIYXsYyeHMgLN09bvU3TUzYzpvWVN48uEJC44UtNRtxGNx2Hstv1VSJVJecPWst2UGcY4jJqDFIHNTeOGMozRevp1KLZu20Y/i1n7NRj6kvlLd5hndWrhbHtLx1bFLbQ61R65WcqVWttEYu4291Dsk05KbSfyp5Z9Jwz9uzbonqbF0lJrGXc+uBbUnhWLBZBiate5jmguRxu1ot5tlleAiGQMvSqADY6VVlZwJHbsygHiMZHn/AD2V5b5ziynLVu1WhwUMLUMLFNXykL5KmsU7PJYeRuiXzZLUMtes8lStAWkSw7LrKmxjc5E3qHYbfrDESEDlPEdXNATKYEZP4CcZ0R3F06SlYqchiFh110ni8UEk0ZJosCrvyKwir6L6Fkft+khfNktua8R/JK8xZL9juIrcQwYv5SVnphK1MZkYqHjYts8eyEmeKiJR42YNkFHbwrNRqySXfKtmq+zZFkbbBKwS1GwxBK0i6QseV1cKfZ4ZSNv5lmyyLF3JWCScEVPYlUHizZBy5RkXnsgrqMYuWsQktHMA8d6UmTXjcD04zWWWjXC2YqT6u0SaqOwm3LFtPzDdgqqi5QUYlYuI1KxpPCEdKg6gm7Zu3I4cou22wjReaoBFWmqD2pH8uYaYv+E0iqd6jZh1qoZ102g+tHgN6xJ4BZWW9m8fn2TBTV/bMaytGtcCOFKkkuouu3XiIhlkevXdpE29dX2vFkjbgWjcvPBgQT78AIdiBz27dQCA+XIB9JTdwp03L7eaznbfZWMeEYJ1Fo9wp90G/wBtrbwkXPSaTWzSFbjHBmy0bIRMrLsVIyGiG0lItPXW8O+UcEdmWrNdQQuHZAUUERHkR9WKAD87gfmlE4GD8UTFNwJBN3ADHAgAXqEa7LEJS+k7qBzSjVh07XVgBq4dOm60yI5AtHEbHoN5BmjIO0wD2sZm+ay7YjSLdvk45N8zZS0W34SearcuSwSMkiU7jK3qAyptTruDpu42CA3fXqTK/FDEY3Pcu8tY/LVEt07XMvLleeIkKTDLZiSVTICrKHj2khjdXeMlVOyNccDtV3ZVWPiKzV95QsqtBN2cVGtz4cqyr1OGZEQQZthcLyDg5l41mmVsiqsdcJEiCJ3/AFrLuVz+xx5sIo8PZYi/Zcul2zxfYlNiszk7/OSbyuxEmkJl5FxX6yvIvlG0W9fqHdMoGwzVpj4YyDBRkIv2ysi6nWmYCnDnkPdwIl8zD+NxyAgJ/wAYQHuPBuCgbq6uF3JsI8hl3zpFomAFATuVk0UydZwTIBjqGIQnWp8wgmEAOcekgmEQDXKTN5SXqVJERpRp3r1oIZZCSNgyRRrId62w3o7Oxo8ONLwu5Gxvs8s1OzagosrVYMxmMpkcfSCgKvk08hbnqoE7CMtGWXpXpYFQeOymmRuTggFKmUpQKQgAHHHYo9xAOTduPxeB+aIm4AQ3mVIHYQH3e4AAe4c9hHngvbkfIeQAomMIBrpnk48zZF2D1qDdYUPV3HrCQIrC6OVFv4KnX4agrnVTI34ESqqqolJ1GOUBwFmrJWaaKvAp4j2/rZsQkUpA8u7TyTV6GjAqN1GoMUjFn0HbmTUfkVcqCq1bgk09UAiihjuCFK2wVprEojAUSMT70siQLsAEgvKyIDrfq2ydj8LXE3yOZoYek1l2kerCsR8uhTs5GYJI6pGY6mPisWGjJIJKRFUX3jpe4ivvNikZvdPsKaL+P4Cd3yA+MDdQ6ZjuINXHNhZNxUJC2DrAXUQi4dNSxxDuI5s/MeYqjNJ3cK/ZYgBQ6fnCI9PBQ7gA8AAiIBz345ADCbngeruUTG6qj8jS29W/5ewjlZns9PCq4XWvCicGtmzHsiSyt71DtYKQaKSSa8KrDAwZsCrNFTITabmTepu3LIE4JBvIyipuc910paa/F23ZY+qNXkJVixm7Q1zrjmxrQDB2t4C0yaBbt2DmTbx51E3T5szdFfCwI7WZIvXiDdg8fr9KVqOPjWaoxq1Z1lRb9QlWazLKFC+ftyY2Q+51b6uke924qjlPmfHQ8185XpaHMEUWezWKkx00nKnMUaTwQ4PF0nkeY4wJCiWopkPtBiEYQyf2tuozZ01oHIgAiHAiAch8B+GtdRbi9QdgH5jfDvyPf6g+GoWb9KvYLntrurGrtot3Jxbyu2M6E3KQ8HHlYViwsJmTVdyFifxEK2at2TJdw7cSMtHIJsiruWrszojRJaaY/m932j2DVMO+Cm57NlEtxyeS3ZC2bRMjGP5ehYsnG8HKNoVulWlHydwhiJR0lPqDZWLiVQfFlJRvHw6LhWOnMcSDgr5J85ehEuTgbzo4mgYTor/hTtGykQRKSgeWT8FFLoCd996Bq3xhyJo8kZOFsdevQZWJ8XYlqACLGQ3I2R8nfkEc7w0aY3JPKlWwUGiYyoYieO1vdRQ9zVWfyVUbSUPNVpKGTstamE0yvYz2s2VUj3zRwkcychByCrKTSjZIxWjpY0a8I9jY12kdmlle2Zxw3QZYkDeMpY/qE4ozQkCxFmuNdgZI7F0qsg2flYSki0dGaOV27hFB0CIorKoLJpnMdI5S+Z2/WzBtwx1GvcAO6opQWarpBuxqcenBM4p67XUkJBB5BFbR7qGknaz40uulIx7R69LIhLCVQkkR0vDHPGH8qZF3BZgd0RKis2iO3+pMfXr/AEN3cUpmYkZXJjaKiq67dmcxcUQoevOJxRkzfKJOm9fJKViyNpJI8d2SlSt5O3HJ5uOroGYJMSZEbrjQI+12CWYkL0sV9GJ0W4bLHM3M3L/JHLtyp7FznlrbQQNZxcarTswGtYsmzXVJxGVSOBUaQSokp26RozrAbBnWWsZMXVVZvb/TWju9JorUpq5ssKg6t6TkG5m6tYbqPSqz6bgHjTwDxRHZVgdNhTMYF0+r3yaoKGEoefHUHkPzRMIAPYR4AeBAojx1cCIc8Dx+bPJNYQFhjxo9fSlZcLbOqDUKtXLrjW8Xi4ZKvxbrKPpKi49NYIZ6yhJ1pPPoyMjJ2DIeTqsRPQjuiMlYAI+Tqv6O4ZRQ7BqZRNRE4tkBOioYxzpKCimJkxUOBTHEhgOBzmARMp1ciUxTELzy+JhxsVeSOcy+c0oIZSvSEKdJ+R6lfvot0sCpIYEcKvDzxBv8438vUt4yOgmNix0iSRTCZZ2txy+fGw31xmGSFujzUiaWKSOVEeNkdvr6aaaYeLc4aaaaODhpppo4OOBXgQAo8AIiAAIjwI8gPUAD59XHVxwAiPA8CXnqCp/eZjTFGMbYluHpuao7AmeyKSr5u6etHV8JfFZCFTrQsz0VcLCpHt1fVmMc+scNVJNnDtzOpJ/CO5FJk+ZWxKFE3AAIBzyAD35Dt58BwI/AeDFEAERAwD31Tv6RHEENjSwVLdhWHBH13Tu1WgJWAvklEWaiuopKOmXSp4ipW4XDpOUcFiY1oaLpbpulGN0nd4aQbSXipa0IyLlpgMjHEZ3i85Gi6FVWSwXAHs83WrKI5RsMfLk02iFB0RTXjXBL9xtq+mKq5D7Ms17xs2JJorOHWKRCcvQNaSvO9ykT5kccdmt1gMpkKdUbzf2g5RynmPEiNpzBQQodl9sP2bRJu0k4ppYYMWzF9F2OOjJRReRjUFUpFWJMcX75CTdRDicjXKMbJtGLOV2uqy6fVUBKBA5STEQIAFABMQDAAgHkPAgI/HnkAABANdrTNclWazNJHEsCNIxWFSSqDfcAn69/TXwAA1qyOW6E+NwmMp2782VtQ04EnyM6Ik1twg3K6JsKTvRG2I1tmY7YtNNNJuH3hpppo4OGmmmjg4aaaaODjaYBEOOPPnvyIcfm7j9X59Vpz57rtt3AZ9yGXC2QMvxObGtHladMUGKjZ9eMla1WncDL1e1KeKSxQLMXLGCWYvk2UrDHjHrQrBud9EzSRLLu/I9/qD4a2CQpjcmIU3HkYwAI/tgI9u/Hw92l1G6abShohNDPGI5YizJ1BZElXUiEOpDxrvR7gEa774inNXLA5khx7RX5sZfxV03qF2KKGwIpXq2KUokrWEkgnVq9qYKHXaSFJFIK94LSWKrdc8fbY7JZMVUGKyTSLpSLFNRkOktGfc6jn6wOLg3p6jM71BMQMSKJN1127fwSxWLxZvIycvFVmYSnQkXoTITy6SgHHw4AA4APgHlrk4Dy01pauSWgiuoCo8rqAWOvNbqKjqJ90Hetnfckkkk8KcJy5Vwb2Ja8jyy2q9CGeSVY1aRqFcV1mbykQeZKgXzDrQ6VChVAUbDjwU4iIAHSIgI9gLwUe4j7vtENVT46yDXsLb8txMLlBA1SJl9vQH+ObVMIeqQssEcxZxLyLYyhyAzB3MyksgiYE1G5VntfUbSSi71CPISwzMdoulNxxZ7Nj6lrZAt0SxBzEVFCRbxakqoLhBJx0u3AGKYWTNRzJCzQIo9kCszMI9JV85bpmqjwTDUXeVkRKzboruws+Sqq1kCRG3Q8TJ0yEooNZ1BdzIi1GVBzdW8s3YxLly3lV5BMY18DGeJIMTsmzV+wVdfYsnYsbNJ4DBL5Hv2lcNHLGyxAHpTqQBnl6EI2A2xxVXinm5E5n5Gw+J6I+Za+WXL49smBWwc1UwT0bsEt2V4/MtGCy/k16IsW1cxu0IjPULpSrlMUDABh6vgAD2HgQHkRABASj1dueA+aIdfBRCsBeQ4MIgPTxwHPP0jz0gAB5mEennsIgIcapmzzvDydRMn56rUfleFpKGLX1YQpNSk8PzdoQt7uTqsfOBES1zaLlaVhrILnEpn0q0atHES8dOGc/GN2ystEZWtW4zc3UbXUpSbisceqWd7RGNOwBWzvZ3K+TUZ6uRDm+yjGbPIt2FdY4+mVn4tJachomvrIN3aFmmIdEkLJzXM8tWwkUnmVws0fmxhpHViCkUqqOqNVY9EgLFC6Jput1A3wqh8beXZbd6h7DmPPx14UbbxVa88Ubras05J28m1LLBGJ6cixRWI4bVhZIDVrzmVBxaKRUpx4KPfpA3bgQEBHjkBDkB7gIDx5e/zKI6nMUocmHgDfN59/kI9gDvzwA8cAI+/jgBEOFEvPQoI8GMQDGLwHHJyk54H8YADp93zREefnCAcRB34ZKu2J9ttzueP535N2Zg9qzdpNFYspBVilI2iKYOzotpFF0wMdRsuogYXTR4mVFVXoQBbw1kmWpVa5bgqRMqvPKkSs2+lWZguzoHYHqdA9vQcWZn89Dy9y9lM/bilmr4ujNekjhVTNLHBH5hRA7KokYDS9TAbPcjXGMWhWZ/SSzqyzdmsu22ztVmj1dZuDtmJr+0bqpMWh+VzoLEXODuRSL4aHUDQ6weOdMJ4zM1E16Hkp2ck2EVDxDF5JyUrIukGcbHMWKSzpy9fOnKibdo1atyKLunaq6SKSSJlVFCJhqk+sbLNwN5h63uLNublG1tnaJGzjeWIFjLNtYWTiG8s3ryU4zlmfS0RRduWijhaIesjqrLywwBnSxEG+BdvjTcjveaoYfs+R7O+wrXrW3suQrQ9eM5CYcJCim6r8Emu8Od/JFQna49kIRhLt5CGjnT9STm4yQGKrLY02s4SrcRZ0ytcwYqvXq32CSKY/KUq3lhlAdnYEIO3UxA1sjfmHBeKGd5csT4qfkDLrleesvls1yqntVOWK2MhJDLF7WYZXavFBHIstqVt+XDGWJ6Qej3e5W93zfEtkK00aLlYrbXt6qlssIz8uMxGJ3awMIV7JndI1xb1EjqQfM2zYsa2lodyrV6U9eT68m3kbqalrWY+jubgy2jYrE7gVhWNd3i6pkUkTi5f5BtL5wQSoruUjCmusokZZFUybw5fWE0m5VPBJ9TPOPqfirZvlmk0eDb12qwOJ7c0bRcWYUDKtlIV8rInXdHKq5dPplRZ2rMST5ReRlXbt2+fOlXjpw5NB6NtNgqHorqNP1abeVmZa2CGVRlIh4nErtlQzuZVYGzxwJm7BqdYolUTcn9U9SFRk68RqdZJTErx5XDQUqiLVqLma9St1DcgDV5WaWZgPed3JY6/B9B278ZoVLfIHiVkuZOYbc+czsvhtl+Yc20R8usZYctjYYaONRm+9V60EYrr1jcnSJSOpukXTHcpkKJjmBMAEpfnHKXkT9IF7ibgB5MHbuYR4AAEBDq5ElSKlASG6g4554494gACA9+e3w+vjkOYH7pJU14rWNGGP8rQMfLpZFgnqlORup6y3y0jEtVpN7jM9piDuV4l1NIATwSKproOjikmogKqrVVH2GyqUYu8aT8Q2fXlZ7VL9Za1Mw17uTfITqpScd6gYarXrm3SIM/VIhm4Zpwzt4o5lExUdNZRwd+3cETi82KaLH+2l22svltCU6SqklQ56iGIYqfeCdG/d6+oFReuO59ivc4JyzHWRopKHtkOSS2JY53WKGaSBFijeEPGkqhonsLZ6QZhX8hhKZi6aaaZ+LJ4aaaaOMH83cfxj+P042HEQABAORAfP4dh7h8R45DgPj7tV/bl0kV92+xVF0ik4R9uZuV8JUgHT8VClwzhksBOS8KNHiLZ42Pzyk6bpKgBwT6DWAnERIPSPA8G4HjkQ7D5AIdx5+Pu51AHcsAE3d7FfIC+2s4iIioUADmixPT/PDAIidQSkKRPqHqOA8AQDGK84IA3W3+wskQRrfahYPr9PUd+/f6cVt4olk5ZjYEf75OS1PV3UhubcKrAj47Gxsj5fH0nuIiBClDkQ479PUA9+Dh8Q7Bx1GEQ5HkADk/TqEm5EsbWMy4Lyxc6ZMW+hU6LyVErv4KuvrOtQ7TZSVFzFW2SiI1Zy9cRfsKu2SMM9bwr5WNerNkWqgSEqxbOZvEAFSlE5RHpEBDqLwHIAAdue/YQ5AxeA58hH5wa3+EmJekxCGKHuOAGDjjjv1c+7z+PcfMR0kp2xTnEhQyDoljdVboYrLG0bFZACUYBiQek6OhojYL/zJy+/MWJahHaWo/tFG5WnlrrbiSfH2q9yAT1WeNZ4WlhCyRmRGKlirq4VxWYTJ1FuFftWVYbANwdY8VzNHSUJdoGpTCtqdyy2KCQg5/jaLLwZVpppGu3EbTox3GRc6AFRGzrFVk4qSio3i225Zqm2jb5Tks7WBWmRE7a8gNKKaz1CzRVzsvi323S683M14iEk8jTS0c9jnrRp6uokg1Om5JMTDWRj3JrOPBR6egEkwL/WgQoB58+QBx5hr4c9V6/Z45eJsMLFzMU6IKbuNlWLaQYuUfEIqKSzR0mq3VIKiSKnQomcgGRTHp5IQSuQzFaSM1pqswqvNHI3RYLTBIY2SNVeVHCv7xLsFCsOwjX1EJPhzmad2LO4/OY587Uxt6rWNnDpDjWs5G1Xs25LFajYryS1QK6rWhaV54HCu9mcBkaGx/SIbPESiZTKiZOgogKalMvgLqcAoPBG41cF1T9KahxKiiZQwF6vxA5H0jbfLtRdIkcp5Wh0xMuCJUlIeeQd+KESjMH4aKRBXCiTdk4QRcuU0jtWskulCLLJzKqTE2Ht41EwtC0bFbRHHNbTNec84ZrTN9EQMfGCk2d2Ir6VB+RoWNcrspGoMrBXyIGWN6svNoOTN1CtjpGmhEYZxXGJxwscc0dmEeVgrH+qVWDbepKRxiqMDtSpMCg3MwOVI7M6PQLdQnWiCQgUNKZ0wcdSCwIsoDO0yqr2a/byvL2e0B2CXI1oaIOzwzYu34qXc7k8NJkOQXGKgxs8ksOFy+yb/nMqqv2qoVo0r9QYO4bzBrRGjk1AgGAqwDyUxCimUQAekOTD1gIlA4GOUwAYomEpekAKAfOE3OAFEOQAB58xEPP6+e4/brUCgHHAfi9g+gPh+nlrURAO46jBOySNj5fi+H8v4+L1jjVEVSFLaBYgaBYABiASSB20Bs6GhxxnSIcogKZTdh4AQABAePcIdyjz7wEBDz51VZvsyBusroQzSjVuxVrEK3raV5t2NzJWO6ljzSzxqudFNJilI1VNOvJM5tnKx5kBQlHSrN7MN27ATP7V9Vr+kXzPnjEVJhXeK4sYqqyBlWt2yYm3YSbioi7eMY+LbEYPupBiWTF06SSm3KRkEJEY5oi6avHDdN4+cuEtla0YhrTl20q2mIjU/NfUdfYdA6HPVrS8VV40JHFyFmrbZLOYpK0KPJLy/EktyZRJGBFMp8tzV1v2kizWUQeZ5kvT7p9dsWrW15jSV5nAT5GcnpBFu6vU1PrkVySi8fKKpeq2ho4Ik6hGrh/DvRZsI1syq75yxeycIEgRVWRcY19Kg3QdYcxWyevlo1s/zrVWa8ggz9qezkV6lfSKSHssDojKKMS/yYzYeOgVeQRZgquRAqo6yrsj2444xbUS5SrVjlr5Z8wQkRZJW9TSTqPeTDGSat5ZIqcO5VUVYFWcujvXQSJ3cwLpYUH704N0EUfF+kpjm0rQsExTxkeSZyO5THDB1Gki4qcGRbvou3NVWRoWeA0FMA4BYSeyZpM8TJmErB+Urdwoom5LLGeakaOeeyq2P7bYGpNqhDLsrvpRh0r97XsAOkaO4VPRtxeAdiC7icZiZ5sMh9ixLK9IxzzwmGbSSMpksRus0wFmUGRiRO29ixNkP6glwIAHq6fSHHAmAEyfHgfmD1c8lH8cBA34wDAB8Qh/SaRnUQDGJtHUOkI8gJFPuryReopinDoN4ZlCdRiqB0nMAEAxgOnYC0KAIpByIiCCYcd+A6ylAPeBR7gPIiUTcf03mAwBkCiX0mEQoIgAKbS1kwDnvyTKr5QwcccCPByiAFER4KcRAAABFqxveW9rfahc3+VAPX4+vf4/k1xYPOvu0OUQQD/ZZy2Na7f7pT4HYGjvXy0PQ8WBHTEn4nAFHkAKACJQDpHgOkOAKAceQCAmHtyHPauLcGxo0huux6TcSeARwbF4onnlJ+XJ45lRXmXX1lRRmSP3bsG8c5l21LaNVGkTaF3bByR0LyBZISLGRXVsn11HjNm/brNHzZB21cpKIOG7hIiyK6CpfDVRWSUKciqShDCRRM4CQ5DCUxRKIhpFRu+xzGQqx6o3i6o38uRPMUJ1o/S3SwG/geoErsbBEi5p5a+6PHpSE0MQivU7oitVzap2RUmWUVrdcSxCWGQoDrq0kipIUfp6DSFf7LtWrtBg4eqx8/aqellnKUBh+iXyWiYvAz6cl0oaLsGQY6SU4bSGJaTNyswWuWAHj1yjYLNdpBgJ4pm4sdWsdp19hcIbeMSzF5mX93KWqUStK2fH8Ra8mNrDKu4RBNnJx72Ej5eVkoibdpeBBzb5JAk2/kYmPagMzYIqLcyZCHiioJNix7MrdBMUUUAbIgkmkIAApET6OgqfAAHQUALwAAIcAGuwLVEqZUk0yFIUvSVMCk6ClDjp6SCHQXpDgCgBQDjpKPzQDhwtZaG1DXgaGYpHO0sxknBeXqO9BxHqMnuS3SxLli3UOkLEcD4f5TA5HLZaDJ41LNvGQUcdFVxTRVqDxJEOuSD2wm2imNI44/NhWKvEkcXlu88ksFnPpGdsrNQqTqcuDZUyq6Hgr40vaS5FW6aSrhNdA8CCrVVAiqJl0XZEFm5V0DLppkctzK9pj6QrbfJu4tg1mbedzLSETHMSJ46uqqjl5MvkI+ObNkkYRRR85evXLdi0Zxybt/IPnTSMjWzuTetGa/mNyjZqO73Yr1IICJ5XOYGEUEjiT+Y6vGIJEziB0lREiJRXIYAIkZYpkRM4KBbAk2LcOk3goB2AQ4SL1F5AP6b39+BARDsAdPAgPId7K4avXqTClbL268kgHty6jKTSQgf7lPWCYurfu63o/MtmFl8SstmuYMc3NHLscHL2Tp0ZCOVrHXcisY3HZNmB+3h7MypcEHYTEmPzN6YqO4Q3UUpv64oD5CHmHIDwPPHId+BHkPIe+t2tOwcB5fAPq1rqNcXWgIVQxDEAbIGgTr1A+Xy407BwHlzzwGqeN8DnNBsrkjssz16qWyOTGMiJuyYdTQLLskpqAXhnCOQVG6E3Z3DKSt0ipGyKCUT8kl624rzJlES9sXknLe4gfz+/7Q7hqoHe3lzOxclsMHzaLPC+3nJTlCmOszkgou/DYGVhhVmM41lxk5eHiaNDmczacZIpSCLWcat4eRtERNP40TsU5DyyrtkfcWBvvEnUZiBJGnul5Kw6XY2UUExBY5Dvfu6BIqDxulrQ8mbsT5SH+udIQx49C1a5YZmSClm2MteJMNZldEutLbqr0lR5wJCtO/bjDYHr+OmbPbiSAc0dxLOXzhxXZRWYWCcft2zl8rZpGVkHk2pNIMhjY9VlNrKTELGoxMIRm0jo1mzaSJKmmAgPSAmHt1D84R47D3HzAA949x+cPcR5HC2A8DUDb3RUaXj5u/IxcOSy0xIyj9WQk52bUjo+OczL85gSZN3b1tGsxXbxLGNiyqkOo1j2wqqgbN+mu/Kklyw0Ms0sbSEiWx2nkHqWkIJ2Sd9+2/UgHtxOuUqVqry9iYchRxuOtx04Fkx+J742myoAIqgKIfLVdD0IHdQzqAx6x2jY5RAyCYhwIdgAogA+fBg4EvmPcBAQHuAgPA67AccBx5e7gOP2ta6CAD2HSMsx9STr02Sdb9fX56HEjSGKMsY40QtoMUVVLa9NkAb19eGmmmscdOGmmmjg4aaaaODjQQAfMNV5ekzsreE23qxKqEiq4uN2qVfYnjRTKZu6aO17WZVyYygKAkdpWHTduLdrIrhJLMB9SFEFnLWw7VcHpNLKNZwvR3YjbCitmGoCBadaHtVlTezI6yWDoB5GsX7xyr/KYTwxG6IuIuzFgbM2K4dQCDRy88vjeZx/berKHW9fgnYO++gNb/FxXHi64Tw35u2/lh8RPEzdHWemUrGwC7GywYqDsaJ38NcWIR5g9Xbk8h8BM3HA+8peR57AHcB45AOoeoS+Rtd/j3/D9/XSZCHgIAPY3gpjx2Ee5CCIc+fbsIhwAABg7fDu8ByI/Hz+zTVL/bH/AOkf4/6fPid0NinXBbqIhiG/Q68te2vhrf5OGmmmufCzhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4xvlq8jjXHtiu3yYslzNANUnRa5UmBJGwSQqOkGwEZNVF26XhoeP61ILrLpItY1B26WMKaJimqFxVSEt++TE80Xi41THqVPklFG+MMaA9iMopMWsimlGOL9cDBE2FN0qSJZkZSEayQVSYJIjABV3jt+mrcjfLZH0em2a5SrR+9jaxDSc4+ZRjM7+RctYpms9XSZM0wA7hyomiYqKQHIQxxKCiiafWcKdcC1d7vE3HJbjqnXK5hrHuPrm5XdBXnxkMg5ClUUq88SbXxnHOitUgfCk4XkHZEo052rlevPU7g2L7ZSmHL7eRQydgA1HjjKjJbWToLBQKogY92n9BIgLAle+t8ecfF6E5LnDkjEMyZ+C5cikbkvy5qrWFhdi2ebKwKemPHA9T07DLDMquACx4tGeYApUhDZjg3J5T2fm907eWoiTtuk4j131MhaU7+T7xFmm6ZFOyg0JVP1paQOjOPJB0kYjVdNihH6obE4LH+XI3K9MyZcIY7BhXoNStizr7+McVevxNeiE6ygo/i3DiJiXbWsRaSpIX1BdBuZ+zaLIJOw8CegAJQAPPgChx5eQcD3/b1qACAjz9Hf4/Z7uPL6dMUWYyMKypHYYJMnlyoyo6uvQqaIdW0elVG103ujv24te94d8n5OahauYWA28bOLVKeKSevLBOJpLIbqryRF1WeaWQRydSBpH933uOuiPSHB+eQAOeQ5EDdgEBEvzQEAEOwF94iBjcGHUCPSZgT70i9iYOQCXpAj7+B+WUIBeQ8zB1GKHSHfkwDyHcdT86OT9fPu7dg5Dy7APw5DnuAjyPHIAABqHG/XHN3yntrt9Qx9BK2SzvZSnuWkO3cMmy7pvH26FfPxRWkXbJoUzZgg4ciCjlMxiImKkVRUSJH3wsiJl8fI7qii1AWZiFVffXeySAAPj3A1wm8Salmz4fc31KsEtmxLgr8cEECPJNM/kHpRI1Us7t6AAFifQEnfHtsI8uNrGL/FA6Zl8L08DgJTeImZSlR/WXoTBQ3iEE3HBAOIn7F6+e8PfROCkG3+0qnSSSVVydMmUORw3dqG6K7U1ATM6akMgqDUwmaCCCjhIpUTGIsfrN04GrG8PchSKlXtvbXa3OOrnX8dR8PHsjPrCvMqQ0RFIVpC2vYdnXAVSjPXWpiLGNJsk3TkAaR8gY66CxsI7e1dxWyWXquUsi0W0weELm/ShrvEJN03q6aCjMiMHLu6+xV9br0mxknaHq72WYNJWXQaTsPLiKLyDfNJkMNP7Bma8k1ZJrtqK1Si8+N2sqjSSBIwrdi6nab7Ej4DuPNS+JeIPNfhtlqmNzNnHcq4S7heZrzYm9DDg5rUOPqPLbeWBV8uvKhWwR3jRtgltI11G7coqbZM7gUQAxMWXhbnlMgrCjXJFYiKYnMUgrODE8BuChiJnWMUDHIQwH1gfY/UankDY9i+rXGvxVzr8ke0ovoWZYNZGOcqMsl2NZM6zWTTBA5op02K7SVKUVE1WRXDAyqpWwnyjuQt9au20DMVrq8uwna5NYktsjGyceoV4zetlIB/0iion1dY9ZDInTABXQV6kVEiKpdGvM+jhKJdnWIwEyhhIW5pB4pDEORJG/2pJFAQMUphKgkUiRTGKBjgQDm+cYR1HwZa/Lsp9+OSLNRaHdXSRKzjexplYE/A7Gu2t9rdcUcx4y0ABXu0b/hheJf3LFazVsZ2gQuj1RSRuvzBVw56gwGuM4NdtGBWUS/g22J6KjFSbtJ+8ZJVuKIiq+QFIyDsoFagZJygoimqguiZNRBYoLpGIsJjjkCj48pONog0BQ6xD1OFM5WeGi4Ng3jmRnbnoBw6FBsmmQXC/hJ+MqYBOqJCmMYw/OH2emmCS5amUpLZnkRj1FXldlLdveKkkE9h31vi3qXLmAx00dihhsZTsRRmKKetSrwzRxMSWjWREVwhY7ZQekkgkHhppppNw9cNNNNHGD6flX+McaD3AQ+IDqAG5g3Tu52MCIc8TGbgEAEoDwelwxCiAmIfyMYomAAAxiAYgHJ1dQT/ABHgOe4/V35/6fIO/mIc9tV87nziO7XYqJA6uJ3M/bqKAmKNRhAEQA4l6ukOTmKXkwEKY4FECjp6wPe+w1sexZL/AOgsfyDtxWfiuwXlOI77jmfkga7k7HOOD3rXc+p9Pl24sFKAgUoc+QBz28+36fX79btcaZgEoBz348hEBHtwHPYR7eQ+4Q5DqABHXJpl4spCOhdenSuvzDQ/H3Hr34aaa0EQABERAAAOREfIA0cb8V+7/ScQe3YShwIbp8PiHcRABFecL5f0oCA+73m8hHzn425BFLy4EhPr/EDz+0P39QK38iHyewGY3AFT3OYgOJjGIUEx9ekwATAYwHETiYqfCYHOXxPFU8NqmuulPJoblEnft4afH0/MLzx27gAiACPI9+QHgQ082++JxZPc9dzv/wC8h/h9N/lHx4rTl0qPELnpQNfpXloAemt173fXy9R+QfDtx2tNNNM3Fl8NQe9IyPRs+y0sKZTCmNGMURI3VMQS5EqglWKRy3cJeKgP6slwQpyqpkMg5aLgm6RnDqFHpEAKbZ/l4pwESg2qxuAAwiYyd1rahAApSiIiJyl4AAEBHgBEA5EHPC7+18br1N2sPh/fkP5+38fx1xB/ErpPh/zn1AEDljNHXYgn7Pn19d9/xd+JKYqrkXUceUutwaJ28NCViDi49JZwq6WK0ZRrZBv47pyZRy5XEhAFZwuqosuqY6yxzqKGMEQ9/gCMHtzMAmIYm6nDxyCXgBKcHM2AGA39KJefEIPAgKhCFEAAwmLNKkqlPVa4BTFVAYOLOCiZgOkcoskRA6RyiJFSn/GKcgmAS8DyAGLzDDf1yat4CMBe6e5vEJ+4c9P8sJMB54ARABKPTyAc/O7eeleO6mzsZckkzzMWJJJOpPeJ9T3+Ou/y78RvnMRQeFdmKEKkUeIxSxogCogV6ShFCjSqo7AfDXwI7Tybl/UkjduRTTDnyEocE4KHbgQESiPI8cdg47jqAMqT/wCMprigiXpU2sP0gLwYREyeSnRhAwiToApiqAJek4n5IIGKBTF65/In6UEveApE445Efxe4iAd+/kHHPxHgAEdV8Sj9P8JLX2wAHLTbA6UFQqoqHP67kOQMdH1UpBUEyRY5JUygdXhg5QTMBTOm/ia4oEy5D4/1vua1/wBDv+bQH4+FfPkiR0+TtkAHm/loMCR3Jsp2Hp6jv6/T0B3Yjppppj4tHhpprQwgUBERAAABEREQAAAA5EREewAHvEewe/RwcV/blyEJu22Mm/UwME/mgpAESgrwpTIkT+GUVAOJOsCisJEjkAwp9aiZxIVawAvHACHvAOfs7agJuZMb76fZCoJ0ypJ2nLJTlEodZjnpjEiIlMIgYCl5OBi9IlOZQhuoggQpp9JmA5CmAeQ44+0Owh9ggOnjJb9hwmx6059/T9O2P9I4rXkt1PNXiYgI7cyYsgD4j7lMD9BrR+Hfjfppppn4srh56rM9KrLRcTtoIm9h2r55K32qtIaXcFZipVJJqSUmDz7M7xg9Bs69lxclDetoKMnKCEyuoVw7SKpDydmAiAAJzfN4ARERHkAAPj7vLvqtT0nriHbYcx3IT/r3sKMzZR5GYNGx8TKSScS2aWEZRVhE2Jo+rsk9JHmcmaMLIwf192uCaMywesDrtFnnl8E5eidE6l3ob7lVLAdtb7gdj2I7HsSOK18XnC+HfM4LqvXQ8sllRwqyzRxO2mBA0rNph7yn3lIK7FjsYYoM2yYCIGBBLkg9IdAeGT5gAX5vzQEAECibgOOTDyAj9HXzmIFBFsJAAEytU+OnsUpRIXpKBQ6QAocD0fNMIB1AAkDsb6OmqX+2MfmST9O54nuO2KVZTohYYlBHoQI018Tve/Udj8NenDTTTXPhbw0000cY2P6fH49vn+ThprTkfgP7X8OtfsEPr4/eEdH9Ph/T4/078HUP6A/T6fUfn4aaaaOM8NQJ34gAxG3U3PBk90WKVCHAon6B6bCXxOgDkKcAA4lApzAQ3PHIGEpiz0EShwI+7n3h2AAEREe4du3H1iHu5EIGb8TANfwIcpTGOXcpioxCAAAJj+NM8FAwiBSmHkeBOYpQHgBMAiHLzgAftel27+YSP81tHv8AXitvFx1/Q95lGwf0mnbf+UQb19e47b/iPE62qfCaZh44FIgFAPcHSAiBv64eeeDfARDgBEwm7Wuu2H9RSEeweGnxzx3+YAiP73v8u3v1z8gPYO/7n5/L7NNMnd2/GR2/p/Q8WBWAEEGtD70hPxOyq/Ueuu35uNdNNNacKNj5j8/9PmPz8NNNNHGeGmggA9h0AADsGjjGxvWxv5fHhpppo4zw0000cHDTTTRwcdZyQqiYpiACBurq+rpMA8hwIDyPx94chwYAEK0NpdEr9R3g70WNaB9GxsM9xqZvBpqpliSHukfN22SW8MhCHUBvMC/JBtTAVtARbxxGsCmbriVGzFU3BREwDxwIAId/xg4Dnz94h35DjnkewCOq/ttpf9+ZvrOAlEgusAp8gdLrBZKk2A6hTogfx0/mLoiRVVIiS5TcoKK+Gr4b5jHdaGZUMQppxEqNkE+2VhsgH1AYgfLZHqTxVfOlWtLzb4aTvGjTRcyXkjkKqJFU8uZZygYjYR5IkcrvpYopPV0gcWEaDz7g5+jy000x8WkpJ9QR/Efxf0/Lw1xqE6yiX7eO3A+4QEBAQEBAR5AQH4h3ABDk1tMIAHI/pxyIdx4APLzEQDntzrI9Rr58DdJUgnsRo/l1+P5j8/FebXp/CWyLcQH520whg5AokKX7qrQBIUA6SFAhwMf9UTcHOZwoKarcpTJrTls1UgrdASdYskSwmIKYaqsJKLfoEdM3bZcOFEVUVQEpiCJvmduUj+GqQSGTLxBpAej0mT0xi/NPtGKcB4AREoZabl54Dz5MQxeAATcl5EClEgnsIMAnAOOS+/3B+KIduw88G47dvnF5ARLyGnvJyPHJjmVijLj6jKykjpZVHcH4Ea7H1G/XireRalazV5wrTwRTwzc38wxSwyIrpLDLMgeN1YMGRwSCCNMO3cDiifN5bHsigMsYOJH2K0YFzjU7e5x7YSFFxI0a8TUa5jHtceyjh0qL5kgigxlDDIClIypnyfsQkjIJS7Y08/RtFMTZxiUh00klObyZUiICCQqmyNbTHVIIruOoi5hMsU4KiQ4HA6fBDFKWUeS8X1HLdNmqHeoltL1+cblSXbqkL4jdwioRwykWC4lOoylIx6ki/jH6AkXZPEUVkhA6RBHzW3nC7Hb9imu4qjJp5YGFbcWJZtKyCKSD50Fgs0xZlRdERMZIVk15hRA6iYppqeEVQiCBTeEVbfzNe9hfZ3XpyIuQyzyAe5ZCQPH5xA91ZACiuBrqOn2SW1GOVvDfL8reJhy9Wfz+Txy5ex2KquwM2EefJ0rpxysz+bNTZhPLWYhxCpNchFWMtm3W3kewh5d+e35u3n+bQRAogI+Zh4DjuPIFEfLnkewD+KHP0cAI62CsmHmIhwPHIgJQ5+sQ7h7xEvIAACJhAOdRcAn0BP4hvi+C6L6so+Hc61vX8o+mu/w45dNaAPPx9/mHHkPH6D5D5hyGtdY434aaaaODjjU7AA+/njuPHACAgYeQ7+Q9uOB6uO4d9U+b9M9xeMdzu2iQWgZOYWxa1sVxn2bcEkCP4K+nNWUkYl6soVEZeN+SspIKNlztGqxhjWaz1NORWURuCPwXkw+fmHmAcgA9hHuHfj3/AFeYgA1ubwKJULluH2eFsUCynmslc7pFS7VygdZpLR7GvksLSOlk0lCEfMGTyNUkgYyCT2OWbJyiDpmZk+eqBIuWGhTJBrETSR+zXVYI2jo1pOrXpvqjDqB1AhmB32PFMeOEWTn5LaLEXK9S39v8sSI1hBInWM9jvZ2I0xHlXTWmkbokHlROhU9YI9Ul6SPa2UAE1snCiIABijTbKPSPQUxjAJY7vyY3hm79zJiYC9IkMfkN6Sfa2UAELVOn58wLTbKAl78cj1sCgIcfO7CI8APbngBkKhtz26KlAE8F4WUEpCCYv3MaOJ+DdQFEwhCCIAYxTABxL87oEORHuXlDbXt86+RwRhkC8j2+5hRxDy7cAEEUfP3G5Dj4eQ7tNyz1ENQygI9f01XHy7a8nf8A9vns8c4sb43GKMxc1ciurBdMMDlWH6kElvtDp7EHfYfEaA7DBbX0jG0xwmB18ivmR+hMwJOKPeznKZRMpzpiLStukupExhRUEFBIKhDiidVESKn+J+Eo2uHI5EbLYCigqkRIhqfYQM8IodQh1kBIzOQqSBSFUVK7M3VEiyXgJLKlVIjJL72zb0PlgfDAcc+WL6OPPnwA8wA8BxwI9xEORAOwBy+9s29fkIwwPAD54uo/fnpEOQCBAA7gID2MPA8gIciUdBNywDv2PLH07e119DWvTVcHv33sn8m+yiTG+NzhV+6XkNCobbLy/mNv1aA6g+UZdr+pKqo9erq33qD3q74aTlCBxvEYfarzchVcgRmRHMnZIyWYRzN7TCOFYGIWjSScE8lW1ifOzJyaiUg0FrEoOEkVWkq8ZyMTMuD9JhtxPBRz6Se2aMllkEyvoAK5JPnDBYGKTlUgSCKXqDtuV2orHt1UnRDnWSOqo0bMzpuDSVnNp+3GdQTausIYvbJJumrwFIanQlec+MyXScIEO5gmcc6WaHUJw7YquRYvkAMyet3DVdUmvrl20beSgAfcJw2YvT78Z0swiPHHc4wnIAHf5wAJhEQNwAgPK+XJ8tS1K1ZsfkAtdpWUixEHPmFS3WxDBtlR2EaEAb2dniJ4/knxso8wZnNx828oGXLR0YphLiLrwD2KN0jMMCtHNEVWRtl7dhZDI5CRlU4wGx9I9tSdKPCub1JxxWrgqLdV1SrmqSRTMgiqZ2zBhBvVE25FFDtjFfpsXQrN1jFbGbGQXW5UvSM7TzrOkj5DfpJoHSKi4VpF5Mk9KdFNU6jcqVdVXIRE6hm6nraLVQy6CgpJqNhRXVzwO2jbyIAAYKw3yA8iI4xpfHYewAUIXngQ8+TiAcfijyPGobaNvACHOCcOCXjy+5jSueQ+n2IIjz7x7eXkPPzUHncsbJFPLfDQFqt21ruCYN99d9k+p0PTiVDHeOOkB5g8P2K725weZ6nDfqXAyap0jY10qp9wdz728HfhFNpQeWSnH08UbIIfHy/mWDy7ef08AOofb2t9GGcl4RseLcXu5G4S9zGIQXkzwcxDREC0jp2NlXSr0k8nAv3zldFiZBq1YJKNzGWFR26TIl6s4s0Ntp27iHzcEYcAfj9zKlfvwYh+1rov9ru3Z+0UZqYMxIkVUAKdVlj+qR7oCAcomFJ2yhkXKJxL1cmRVSN/SlOXnrKop3eWqtmCytPKM8MqSIJLMDKGQgqzKkcZIU6OusAkHex6tPMPLHjXnsLlMLY5k5Hjr5OjYpzmphcrFM0NiMxTRxyzXLUcZlQlC5gkKhiyAMAREnEXpG9vi+PawN8mpCkWxpFkj5mvDBWqwooO48hWguWMvEw79s9YSHgg7jVXKiEgRusBZRqzd+KnrCm7XeTgLKMHixhS7TKTLms5poNzlxSrE/H+qQVbfuHEg7EZqPjSODCkuHgtmouHSpiGAUS9uuydrtj28NkSIhgrD6hU0wIUy2OKe4UN0gAFFRdeFUWOcfIx1DqGOIdZh6hENQy3t4XxBT6Zi55WMV43rTp7nLGMS/cQNHrESq/iX0q5SkIx8owi2yjqOepcFdsVTmbuwImRchiBwC7H2eX5srE8FTIpNJK5QvYgMSlwSfd8svoAnSlyQexJ4ivOGF8XcdyBerZXmDk+xjqmPqxWFr4jJJkJEhkroup2tLVEpZVLuKyKR1lY49gLlQ3pE9qBG6ZC5FenOQhCiCdHvYCPR0APAnrifHICYQEDAIdBhHv0FUrwse9mkt97sfm2Dh38zjxtSkcYv5NYiqMkvFnk15ZezRMa7RbPGaDZ6uQqMQuQrl2zReuFAbvZgGsRcQ322bezoIG+4RhowmSKY3OMqUAiJie83sIwj1G6e/AGL84QMP4o9cNrW3UXoPjYOxP4pUjJAiFBq4MzFMIDyZiEX6mCgGKAlX9XMsUomTKcCibr408ny5SeyVpZFvOglgcSTwMCshAYKEWJgx1+ES3TvfSTohz5h5I8ZeZa+FWTmjk6AY3J47LwGpiclA/m0h1QtMbE15Jo0LhniRYmkIK+Yqkq+Cyekb2qpABfl5JHAOfxKVdOkBHgw8dcEmbgBESgHHYQMHcvSc28PSQbVORD5byvYPP5F3DgfoD+Uoj+cAD6dSDLts28gPfA2GB5AOCjjCkduPPgRguTfSPAfVrcO23buP8AUFwwH1YvpH7vsL+DTeZ+WSf9w5X99Vvp6jyfx/j79zs6l0eK8cEUAcz8h9hrTYDMH0I77+0ddwSfh8tDsBHgfSQ7VeoP5tpYQHnkfkXb+OwCIecOA9xAChwUe5gEeA5MXhP6SHauYg/zZTIm6VO3yMtXUIlKYSgHMV08qcAUoGHo5OXxRIUDCWRZttm3kQ+bgfDAD388XUfv2EA7+wh478DzwPlxx35DiHbVt87j9wnDIDyHABi+kcdPI9h6oI3cAHkOADkwABvm8hrIm5Y2D7Flfy26/b0+UG/5dfU8YbGeOGtfdNyGQRs6wGW+OvT+uWifyfM/EcVAbi99dMtG4HBVxoUDI2ClYZlH8xKS6zYjCTsxri1aRk+zr8ZKnjlmSlchSOVmyksszRsFiWI2EYuLim8xLWHR3pE9pDhk0cuslO4xy4aoKrx7mi5AVdM1VEynO0cqMKw9YHXbHOdFczN47anVKYzdyul0Knzmntq28h882B8NdQh+KOMqUchfdxwMGAG49wiUBHzEBHXP97ft3/ILhf8AYto/8RaUW8jy7ZhqwGjk0WpG0cbRWa4d1dzI3mGSKQMS7MwICjZOgBoBmwHJnjBhcjncsnNHJFqxzDcgu24r2EyzwQyV6sNOE1Vp36TxKK0EUbLNJOx6AzOWLE4TH0hu0Ee33WFP1hZL/wBT9ah6Q3aB+Vk4f8gcl/vU4dZr+9v27/kFwv8AsW0f+ItaDtw27B54Fwv+xbR/4i0g6+W/2Nmv33S/8pxLPZfGgf8AHPhqf/6f5l//AOgHGEj+kM2gmDgcsHMHIDx8gslh3DuH/E7v34HgQ45D3+6u30he7HE2asbVjH2JplzbjLWcthmZZOMn637ASh2x2zVr6vZIeMNKLTp5p6YyjVTwmTKMdlXILhyxTcXAfe37d/yC4X/Yto/8Ra88XBu1Z/JKxCGIsEqSjUh1HEc1oNBB8imRQqSii7VGJ8ciaapyJHOqmBSKHKQwlMYAFfjr2ApWo7UNLLytAS+pLFZ0BIKhmWOCJuxII06jYHVsAgxPnLlbxW5nwlzBZLmbw8owZRUgaSpic1VsuqyxyNFDLcyt2LbBOlga0jdLMUKSdMiYRrHpF9qruBiXctfJGvyThg1VeQb+l3R28iXCiJBXYuXUNX5OLXWbqdSZ1WEi9aGEBMi4VTEB16APSH7QvP7qq4duOPkHkfj7OKj/AAazUTbhtzJ0k+4ThYTcdgNjKjnOP1CaEExvh5d/r8+X72/bvyIfcFwv28/9y2j+/wD/ALFpJJNy27s/smYXrYsALVQAA/AA1mIA9BtifmSeH+njfGeCtBAOYfDmYV4o4i74LmB5GMaKvVI0WZiQuQNnojjXZ91FBAGEPwh+0IORDKiwiP8A3B5H78f8kf05+vgHpENofvyouH/IPJA/+qX7gd/frN33t23gQDnAmFw+IBi6j8/nCDD6/wD362fe17dxDvgbDQc9v+tjSeQ5HvwIQfn8Ph7hDWok5a/Y2ZHf9lU/jr/Jfxn0/LwoNLxq3sZrw2bt6fYHMQHbR7/1738Nfi+HGFB9IhtD92VFh/5B5HD/ANUdbfwiO0X8qawfXQ8jj+5UtZqNto27HAAHBGHg45/FxpSij9YiWFDn6PPj4fDb97Lt0/ITiD9jam/V74X9PP4a2EnLHxrZrf8A1mmfl/k4/L2+f044mp44Bvdy/hrrsP7jcxDfYE9vtcnsR672QO+vQRatPpQNs1fkEWUT90K8NlWabpSWq9TQaR7dc67hI0csndZunyovESIpOVDt4xePFB23Kk+VcldN2vm/wrm3r+4zM363aR/tF1OSNw1hyttlGcLjKgQTRRc7lRrFVGvRrZVwZJFNRyZuzYIJqLGSSRSMoJRVOVFMnziplAPpkxtjcwCJaVUx9wGLAxIl78/0xWw9h4D4ByIF55546CflsKNYvJSAa997qKzA67kJCF3/ANHt6/PfCNsX40SSNvnnkyrIx2a1flieSKH8H3I3sZJp2X5GU9R+J1rUCPwrm3r+4zM363aR/tF0/Cu7ef7jMzfrepAftfdEH90NT6+5xjkgCYaVVylIUTdRoGKLwAfjGEDNQEoFD5xhHj5o9uRHjXVkMVYxlCtSP6DT33s94lJMU3lbhnPqb9JNYiL5qRViqLZ6ikquVJwkUqxCKqkTP0nUA2faOWiRvE39fM3x27D5Rfn9P1XGhw3jUo2nPnKrN+pX7lGAP4IPf29j8O3unevkdiBw+lb28D/xLzN+t2j/AB5/KL+f4/RqNO5DfviHMKOJGdbrWR2TKl5no+QbUlPQ9YbjJ1itGkjyEVF+oXCS6pNwo6aqtSODMWxxbnIs9RA/Xq151tu2/wAg7lZGQwril8/nXDxebeOce1Nw6lXT+QRl3ziUXViDrP1n0q3byz1Z0dRRxIIIPVjquUiL6gpvQwdh2rDtvaVLF1AqqFq3L4zqdlUr1OrsQrLV2WbWFs8hn/s9kzTlIp6gdVNzGSJH8UumIlex7hIDJGc8RPy8b8Agx96KVS7K73OtFZYmY7XpXqPYga13IPpocQfxBxXjAnKmUOU5s5XvUHFWKevBy+atiVJrleJOmZp5UTRkDydj7quoO/e4++l6VjbymQpRpuZuQIQo8V6j8clDjtzkTy8+OQ7gPcA1yh6VzbwHb5F5n47/APF+kftf7on7nH0BqVyG1zbOZNIBwJhgxUkyk5DGdK/U+opAAoF9i8l5EhCdJQETiUocFApQDsF2t7ZDByXAWGhAOeRHGlJEAEomASjxCiAGAxTFH3FOAl5ExeNIGscs9R3jMiTvZIujR9NfqB9frrv9RLYMT43mONk535OC9K61y27dIHSCNixo69G+Gw3y4iV+Fd28f3GZn/W9R/8AaJoHpXNvHvpmZ+P/AAeo/P8A+Ygfp8dS0Jtc2ymADEwLhsSiUBA5MZ0wwCBg7DyWEEBA3Aj2EQ4AOeAEOoO1zbQYR5wDh0AKJSj/ALmdLH5xuOAD+Ug8/jAImABKHI8m5A/Tr5/LH7V5EHtv9OgfL5p/o/HrtrqMT44kKRzxycwYDWuW3PUPd77Fj5Ad9gHv+PiJf4Vzbx/cZmf3/wDF6j+//wC8TT8K5t4/uLzP+t6j/wC0TUtDbXdtCXAlwLhtMxgMUeMbUsphIbkhy/8AyIAiBiGNyUO5y8gACAiA98u27b0aKJCjhTEwwhX55YkUXHtRGMLJnaIMDSYMfY/qYP1GDZoyF54QORaNUWwrGQRIUh53LAUH7LyGu3b238nb739Pp236dtajFeN/UU+7fk7qC7/3tMdfgnuDaDAe8O/T+MaO+Id/hW9u/PPyKzNz5f8AB2j/AO0TWoelc28B/wAS8zh9Veo/+0TUsB2vbYuSiGBcLGOU3UUBxtRxMUwAYoiUwQnJTAB+4l5MJRMUAHkddtHbVt1TTKglhPEpEkigmRFHHdRKimiVQFUyFTJFCmQhDgCgAUCkKcSqdJTcBrbzuWPji8kB9bg+g/W+n1Hbv8BrWoxvjeSAnPHJjEnuBy6d77HQ/TPc+h120AT9DEP8K5t45/4GZn4+PyepAjz9Q5E4D6gHW78K5t3/ALjM0frdo/u54/qi/TqYZNt+34hzHLhnFpTKiAHOShVUpleonPzjeyCipwHPbqNyQOeeeShqlt1wE158HDWMEuCgQBRodWR4LyHBRAIoAKBh6QIQRAeR/F4KJg187lf4Y3I+g/4YB/Gn9P4BuMX46D1505OHf1+5xzrsvysDXyAH+yHf4Vzbv/cZmj9btH/2i6fhXNvH9xmaP1u0b/aLqaZMDYOEphJiXHYAXsHFMrYcm8uAD2aHA+XHIABgEBLyUQHXMng7C3boxdQAABEocVCvCUBARDj5saAAPuABHnkQDp58sGflj9q8j29f08PXsfhGd8dFxfji2h93HJ/vDYI5Zc9tr3G7QHx+H8RBEJh9K5t491MzR9teo4f/AKijrQfSubeOPm0zM4d/fXaPxx9mRf0H4++cI4Ww8UO2M6KBew96nAlDgOeoRAzAvT0gIiIiHkPbkR41sdYYw+ogKS2M6OdICnE6BqnBKgYgkOQxfBCOUMcDEMcoFIQRPyJA56xKYE/LOwDi8gPj3vD6f4vv/wDfv9BsV43hWP3c8o77dvuXcd+3xFs6+Z0CNbIB9OIPH9K3t5MQxfkZmbkQHj+Z6jgHPfz/AN0MR4HyHzHjnjvqKeI9+eMqLuC3EZVnKlfFK3mE2PjQjWLRr7+cjQo8TJw5iybR7ORbNIkiR6V8mRtMyJWCxnDRPxETEW1a4G1jbMcTcYJxCY6ZilOA4+qBzJHOmJQAweyD8HFJcS9I9jJqmAQFNQefB1vYptXrUzMzbbE1dlTTHWmaNtBFLbCxhVl/WnSUVFWM8qzYIKL9CiTdMh0I5BMjCLKwjE/VAcK17liGG3GKGRUWIUjYGdXLqJI5AA3UvlnrRW6tNvRAAB7xHL8qeOuTyPL11+aeTpXw9+W5BJHjZYFryPUnpu7xGCU2wYZ5ovKMkHSzhurY2mDvwru3j+4zM/63qP8A7RNa/hXNu/8Acbmj9btG/wBoupYm2rbaVDdS2B8QrGExjmOrjeoHUMqcpCmOKisQYxzHBNJPnqEeEyAIiUpOnX71fbIAgJcCYfEB6gAS43ppuePgAQwibgQEBAAEQEAEQ4AR0gM/K2+2NyRH/Wx/pT19fp/olCYnx20CecuS1OxsHl6Q6JI9D5o2B2G+3qfx8RN/Cubd/wC4zNH63aP/ALRdbD+lb28GKIfIzM48h5Gr1H48u3IfdFEBDnz7eX0gGpbhtY2zgPAYDxCA9wAQxxTQ6h7/ADefY4dwAAHuAF44EBEAEQ5C7Y9uaAiKGDsUoiHSIiljyppnMVMxVSDwnElOPQomU5eQ560wEodXSOsiflfY/rbkhrR/3Yv0/wAH6/076y+K8dgp/sz5LPoNfc7KP1vqfN9PxbHbXyAqKJvsx0XeI5z98k7oWjK4cLi8keDeEG1mefKRKzmmzRozwQ6RPGL7K9XJPqCdski/ESrCdmEuCela28lHkabmcewBx8nqOPHcREQEciBzzz3DgO4BrMaWwbamNzUuYYviDuyqmUNXBevz0xJwZukmUFKcRz8nTtyIlTEkWvHqQ6RzFcJMCrJtlk/fq7QNsKqwrmwljYVDCkBBLVYkhCGSA4omRTI2IkmdNNQ5UjIEIdJETJJmBIegHC3f5VseQrUciwirxwqVlCEKnorbduogfquwb4AcRLl/lXx5xH2q1fmXkyL7Qy9vIyialJYEk1kp5ksZSrEYldl15LdbIVJMhJ4jF+Fc27/3GZo/W7R/9oug+lc27/3GZo/W7Rv9oupPG2ibYg4A+DsbqFEQExVqrEKfO44Kc/jNRAD9xKUTgZT5w/OAvWIaF2i7Xim6y4Jxf80TB3pkAchvmiBwOQzESmKBBERKcnSYBASgYBAdIvM5T+GPymvrZQemvhv17j8XEkGP8fuwbm3kcH4hcNZb5bOyikjvruB8tDY4i4p6Vrb8JDAlTcxCoI/M8aApZEgEQ4/VDJZBWP0cj36UlDFD5xSHMAF155tv2y3HwdRzBfdvC9TwBc59pDp2w9mUdT9fi3r1Bm0tUzGpRJFDRTs53ANEzs49q8MRD2XMyLeQh3MtIu87Ddr90gp6Ja4wr9Sfy0avGoTFTaIwjyHXOn1NpGNaNiexivmaoJOEDOY5ygcSig6RVbqrInjCls13R2+OpWF8o5pqbzb1RHcOoLSswj6Jsl3goReLJH0+djmHslFpHsI1i5bRrsk86QjXizOXfxdnesok9fX1jyq8ZMUBh6W+/i/LKZRD0/hUvJJV5uvpGnGtDeu5IieaXx5rXI4r2QXIh4tYmXlSjQjovkfPgAj5j+0kWWCgK4mLPX6j1NoS9SohtmaqCqmUw8GKommfkB79RvnD/TCPTwYggHkUBDgRAQAvc189qmizSTRLyVNFEhSAPzSlTSKUoB36fmkAociYOQASgYeBDXeKbnnsIfXx7+eOOBHzAOrv7hD38gEIkA62I307Ovxdu5H5vy/Hj07UdzBGsumm8tOtQdjrCjq0xA7b7jY9Na+IG7WgjwAj8Na6a04Vnfw1v68eat0Iez1ier6ctKwRpyIkYkkxBOvZ83FGkGazT2hDv+hQWUozFb1iPd9Bxbu00VSlMYhQGhDK+LK3Vr+4hLT+ENvEnjuVXND3WDTip6LjvaZo92tLVKwgjISrJs+WaMlfWFHhJpdaPbLPU0fZrBU36EFCCYOwgIgICADwAfTyPA8iH4xQ7fOKAcgAiIYtt2KmlvuVAui9puMOvQH8q+Qgq/OjHVu0BKsTsTNLhFi1XLMtmfKbyP8ADVZOWrlEzcHR4x9KMH0gweX+zHlDjcUiuQAQGEgGl94KW0w2hGwAGLaJGuKg8UfDk88V6JrsIrtSxApeQNLC1N5o2n+9NMkIlhOrEbdDOzQrEGRXLjF+0vGimPcatXzmwZbmn18KwuLxlmWXCSttaPIxbEiVcdNU0UEIl3FtEWyEozBMqx5MjtVcElA9VbSl5Dnj3+euBNLwx5+aUoB2ABHzHpA3JexA7F5AQAORMPYo9Qn7Gmi3Ya1Ylnf8KVuo60APkBoegGh8+LE5fw8OBw9DEVQfJowJCpfq2+gC7nbMetn6mPqAT20OGmmmk3D5w0000cHDTTTRwcNNNNHBw1Azf8QTY+xcYOOSZ8xOYOR4D/5dUKHfgeO4h393P1BqeQjx7hHnngA8xEAEePcHcA7ciHf8+oC+kHftGeOMXpuHBUHL3PuJW0ciIHMq8dhPndGbIAmUwCqDRs6cD1iRMEm6pjKFAA5d8Fv7Vp69fM36b9FY/wAXFeeKpUcg8yBmA1TTRPb3jYiKgHsNk6A+Z7aO9cTzajy3Q596CYh9hQAf3Q12NdZoIC3QH/6lPt7+5Q5+zy78fH3a7Omp/wANu2vePb8vE6q/7ngO9jyU7+n6hO38g+X5uGmmmteFPDTTTRwcNNNNHBw0000cHG1T8Q/94b9wdUoZSZbcITH+4E6c3THW5cMx5BfY7fVBWAWz+W9zGQQf0yGg0I9RS/HQYzr5hFyDNkToLWGz52CRGRBVLdjriFBEeeUkx58+SFHnz7+Xn38/h28uOHLHX/YHZuh328L6WQJsRP1lG2j7VvQj01xCucuUvurrxQe0163l1shXDz1GtlGvQrCs8IWxB5c8BHXG46mDABSvqaarRY89l3wbbZ3JtKskXSUp+z1bGMKhNUd45mkV6ErET93lIljalSpvkHc08mJp2ohBKR9PaxUdFwC1jbumk5cwXuBRHz4Afzh31sFFI346ZDfDkoDwHHHAc89Ice4B4Hke3ceeQRAA+ABrOSyK5D2XVaKt7PAYSIeroceYzhtMSVPv9/eYs222AekcuSuTJuTznBJnL2bXMZNckJMiIzYrv7HWqyQmSJUSSPdfqiCxRCOMpEVdkMr66aaabOJ1w1xqm6CCcR6QL3HjgBHsIAAdh7iYQAOOB+A89h5NbDgBymJ58gICHPHmHlz9P6d9ZGtjfpsb/Fvvxo4YowTQbpPTv03rt2Hw+nELKfCttxl1yZZb6eTf0SkXiexrQqN65LRVfWUqoto242uxxzR6g0tcnI2oktFwq0w2cx0LBxLU0M0QkJeckJT0r8jDC8pWcT4YhQVsmTX0zOx0bPT048qFJrNVj4FpZZ1swXdu1I6FbLv4FiwrFbKwbydps6a6i0e1UlpRnzM8GZLollukjiDJ9ZrlWvlmf3SUqdzxw8uRYa1znUpZJCtS0JfKI6asZ2QBObdxcyjPClLLSijJ+0aSKbNh9a1YZyA+mse3arZQZsMgUqBtNalJW2U1OxwNsiLcvCP5Ar2Bg56mKRTtjLVyIeRDmKlkBQaJuox4m/TdmcJyI2KzSIptxGn5Wo6pE6xpIkA8szRrGF35qjrZSxZtkt0knimo8PmIKs8qcu3DzGLxa5nVbFvcs0bGUQW1xtl7ZlQfZsj+zQyrCsEcaoiCWNY28Atnu9Uyr7g211ia9K3fCkJHzEU8rjeUjq9eTWiCdvai1TiXj+WkoWRdz7JeAfxgTEqqHLN23eHTfokJ6hPJGYK3eMWRt6h6cFfyy4kK8nEwB5YZ2kWeLpVjuhlX8y5drx1tiZZnWJFmcjKHrq9eei2KV7Z2iyr5rjPKmE5pjRG9FTnrJYbhnXNtKlsjZAiYkrdwyCEXjLE6dx7FFGVY1eswtZx1H1Outpc0y0bpjHNZ59OSco/kH+XInHdlh5xnlLNF6jbu+oMJMoVVjTqFLVuGgyyCIkm5wteGy36enrfIxSKEMgo3kTEbMDvo+BhEl5ySUfdnGN8oSIkDNKJVEarKXkcV4Y42gHYRq9vzZNMVITpUdtqW+sedBdepPPk4YKDY6Zrkk9GOrUgly9y7chykhZnty1+X/Y6QeuJo5LbSO79RWwnnEtwc+5xeR+2hIl3l2TyTcsS1uopuHJIx/aazcrHXhknKigA7Rr0fV6+7yHYfCMdyhWWUimwWcOwZitDvdPka43S94phnMNDoVag71MK06LsCCq/tGbmCVuOsM4c8Wsk5K2jI1/JyCKpkJYq7hNg2j0xM8Ou7YyywJjRaVyLk7OMiysERDW6xyKmLKrZ46Qhn9fhX8PVo23WdzASiDKVg3+QJ6sJyqEVNsUJiKiG7RVwjHO5yWiW0dd0WOHuOa3tthHFgQnpuw744G1O5sYpZiku8t9ovVmZNixBpZ8YyVeZO2McJSyaQPUoY71mWHUXbtmKzHHHw5FIolQyMrHZD7hkliLyJHo9OqwQxd9kvJIQH0GWMc4JzhkeTJL92ewtGGWsgQSQBchVx96CrTsWg6rL15uWx7eRF0JHXqVgzQySOkmbqnlaWf+rscf0+vMr9mrIuXHyEg8VlRhW9Ww/Js8Zu8n2ghDEcSzlZhD0KLY1+LcxQywzsMglIsIppKzLXq2fN+S42s7o4SzRNfVk8OUCJThJuvg/RQulxtdbnZNi2RiHD6TdwCJVVaxGJxjl5JuRePnLz2muzWa9HRsNBZ4ZZYK9l3m1sb3jbHExTT2GOwdkXKVbukPJpVdxaxl4qnBISELPys3VmM1X2ZroL4Xi7husxtoggKX3MeYJtNwx7bXVtlJSvTOUM31vLcy0tUZHyU4NYp9kpS8FWZhvBuoVpHSE7VaBGAogis5JUnEwMc9aTqMQ5YP8Am32citZYRmBpYwhdJfP2tsHqUkdLotSLoIUsAzqWCsQOFsC852ZY8JBJZGVhozvbWtZx5xJSXl1V9nnWKQSwWpOYLvtYlmjheSCu6xSTxBifp0CYyRiaYwZiSViKqWk2ClOa1FRkOaTUslHVx3UGi6C8rMLvTxVkh5BFqnGLHYxEIrDyjmObFWsLZ6o+a/AxPecpwdJyFlm2ysVaIidyPe2darDVtNspSQkmdzJinHsFAvpqfexEFE2h7BxqjVIGfs4ruxBLrvBFy/fLybk8Ynlcp1bIzmaILWpUi3VKNr3s4p+Xtwlak/ezppQ7oTpqNmlSbxqDJFkQBSfvVVXZwFJAmCWm3rJFUwovjJle6/chpsjRJ7FhVqq8qEgdzjm4sLuyjL7Pt7NPt5xzaXMJGxE3YYavVwqRXErKHgn53vqSSRbdGVQD7Oks71xYDRuFZTPO0vQ+j5ZVGgDMWBIViCzDRf5+XubMdYDxHL2aGKr5iTEtDcgeWCVcXhYqS2K/mxtbjltRZhoIfKkCNNHGyxxkFcc3aYMVnkOw39PJ2QG+LmTx5kyboOTLJiWrVIvyYY2eSgKRBV+51R5aVICvPWEs9lp985fEcPFEo2wGmEXFZhPSusiWbGOO9wTN48mpdtjjE8ZkSnO7S8PIzrFSzQFu4oU1MkUWlJyRg5upA6CXeAaTcRtmimCh5B3GmfvPMWKoSVzaX6BRi9xtbPkp82fWzGca1obeGZyqsfGxEg9jcgzTN7Bkh3beJbSUxER17esJAE3yHyecGmpCvyedr9t5Nb8VWTHsHblImdt0xWbBYrpZoktudzzqAm4GUcpTcSzlas0XjpmPgkK4rFRR4WIjoVVZjFsGrUjdumrklpRrXjsNGEaaLqCh3EKI9Znk6VLIux56feEAZSui/fUfo0OZrs2Xs4iC28sGOvGF52rwPkbNivlq9aiZXSOzKY3bGTs2UsPLBKspkjrAIr4ZwdRqy1DH0TOYJyxH2KEiY1R7kG4PopSOGdrkcm6GckStMiTTn1yVk2x1mwJRTkx3TohHJG7YFlEfNwmdYfF8ZM2J9MU2DsGe825Zk4ybvdkb1ynwlYxw8Qxu2skrIuRTFYV69TqsSMgmjhN5MSs+3TB5GMQk38bLunU/N8W8dGuuUqHaIs8O6asmEFieXqbltMnOh6pJLP3eU7SV1HIIEcJuIgrNs4dKLorJzDQGxk18Xx+2SfqELhxbH1/jIm9Ykocnj9afsdNVs0FdIqfTrrqfXm4MlniLC1dvLFWI2wtF2N4BVu5VfISh50FyrJcfbqc003tUyyrIVCBXsNFoJPIATLGXRfO8gFVQqRsEa7h0+5XmbH0MYMFjZ6UlZZGstJWw0V0PJZw9VpI4qN2OrZlGM+1SJZbCzBmVlcydKP5SnbsCGg8qrScjUMpOMcBQEoGzYgU8SAyFJ5NduoWs1aOYLTtmTgrMFlZpRr9mpZptm3jJaCnXL5q3eLoNM0x73NMawmp29TWM2ESnWpN+RnExNlUPWJZBErhA0hOPZlMlohW7Yqyr1dCBqD036mRBFIBMY3BZ8N3C+YzdVS6ZAilbt7er9qhbhV6WMBCwE/UJ2HsdaVZ1GVs1odPY5vLQbVxKsZi2SS0oDqRQSfRzRZk2ju+pjXI9soWQaTkzIcDJFulbk6xGSNDpL+nL1lpLRclFunxQnLnehlJchXqLhs6OZgzSVZp/ytMVVUDJHmxxXriEEbGdRMhWSRvLVIFDw7iVAGbzpGGlI/AA6QoaQ1Mdzgkhr3zlrqR4ySTH2IZqdOE3JJ8hI1fIqL01hmgg+zqkLhrCP3sO/mtKYo10TI+aqBtuoVznTw9vuGRH1DXrlZky2ptKozWXrkzlXsNNTkxOzrpJvXouyPGMegWPbMYJvDNkASbQjMrRpmuZyBlaBlavQFWtPnMj5CkZ+TrwsmU+wq9PoVaaQKlhmrO7WdPnUzIxknNx8Mwbx5oE9lkJyHMkyhGDOekI3uxeErs5RxUhesgVmfTxbdlrMzRrdAkqe0lYptQp6n1+IdslcgWNsSQipGeUsTiU6Vol2oyYsmNXh3DZCWS+1krElnsN2peSce3KIptvqMJaqsr8oampcYCbrltVgXzxm7YNLDU5Vk8Yy9aiZBi+jZ5sByg9Zv2rxJ0idnu9qhJN7wrffHtSvKIpFjDkH2ePQQFYwyqx6Y/e6yGOh2TVcFzZSxvVC2b1UhwePr0HvU5rTVVeI5m4kjTyRyWmhmlhiNiz7nsqPBH19JfFDjPl6p1X3CtbpD1+Wu+EoKOm4p7XGswwr94GyQL1/VG5Yhd5NysK/cTrBxByUcSWl1CJ+qPknYovkyp+mbZIy7CZKxhXrtF00IXJ0VPlNEQYyhrBTZetwAzjp49lnL1eMscI9MUkYoRnFQysJJvY5Ir6wIOheI8ym2105qEtCyF5UkrPc8o0fJ+RbW8hABKyLVCzU+XPWIyFaSrQa/Xj1+mxlOgW5pSYVh4xNN3NKW56pLmmclTWL3Etk2t5GGeRRCqUS4VCJhVIoV0ivrhK1SQczrh6EgiqcrZCptGIRaSKAOCuV1zviHTbEQw1jFAkKkbdazCRuiTXWKsSRPECAUVrQkl6SoITpU6AKneLD8+ukbSXLqGtPjHqxNPULNXfO27N2C+V6hYkgwJqUC4kKvYMsoMjdMgjxT8tyjsE06DSIMl4zPk/Lblsos6k20KWq4ln08cvMmWp0CKrt0vIxMHS2cbFRTduD95PQbRN0hFISNgQ9pkHJmRcN47NP5CkaNKSD24QMAhbo6HsdXo9VhJly0Rc2a7oLzFrkIyOhRK/BdwEulEvnQwraWk6xGv5GZiPnRu2WzU+EwqvQ8ksGN/xFQnuPXdls9Nc2WBusTOIV1axupSvIW2EnI568sFYi5+PUY3YwtT+ssZM84RZF01yhPVXOTmCr6MHk6gMLE0TmCWV9M4pl5muzqj1Up4hRhBMsowUtBlhkymbmIpa5YZIqhjrKJKgmYuZJse0sRiau0JkYyiUSiYhHfy16xG4VfKWJQFDAsffXQPTrTx3OEVDIRXY8pXyCVYFoy0GoSY9WsVqntknsxu1nmnF+e/LIZmV1iiHs8nV5Xn4plMxX6vYsRuUTN4zy3LWe20iuY5dUZJ/G1yf+Utli4OVFdcLNakgKybLS0iL5lLvW0eiyVVctXQMFiufusMrX2pZKcUrKBKc4h5fHloyRCzdYJKsHFfZU6UrsfOV2eYSL6VVmwRStca6YWxqNfQlRQkWoVWPVb9RsMWDb/ORFlxPTa9PrNZ2bylcNwlzucPTQZVEtordTa1uNjxgEn6rWJgJF/OVxuavLz69hm4eJm10rOWe9ZsjbMEtt3tFwgMlK3XIsfIZHv8Aj6UxowtUPTV4mtUatyaLvx0q9TXlqmXizt47eJyM07kra7Xl3UdEpgZhHRrWPT7yDGIqF3gMc5lYsscizBDKkUbAKOlFjMbyMNB3DHa+8o4aqT88Wp7KV6+WhtYtaNdYZLlOTHNMtJ791JZJpjPZntLcq0lcmWCB0TonAglfjzdfzdlNniCIzffK3WouJmqhAOIjGsCEi7t0rdLlIwcdSoVGwv3jSKZksEhLtYgIpaBXcsXkkyUcS5QavG5vTRWRMtVrJNDpuSm9KkY7JsdZlIw1NZzzN1UZisxLeacMpJ5MSbwtmh3jE7lujYWsdWTt5BFk0VhwNIFO3yZk/ELW/Y6b0aKllKm5hpOoTtVmmzROSLBzlFnomx1t0rGuVUkZNmhIwzRN7HrrJA9ZGXRK5bLnSdI4dsNaseOln+ZslTDvKmQoqvzFOxlW8e43sKMbE/KAWr5wwj66zl7lKqS9mewMOhP26cnY+Cj4+ObFMarxYyrp5whloTq+o4VeV50WAJL5gUoq1TGxUqFR2Z5GZ+oqhVt7AdyyFDm3FyVAbuUlrUquHsz5N56bU2kisPJnkuRF0nle1UiiqUoIaxiimsLLF0sHaLGo7k6tSYlOb8HHVFsOaMrZYFjNW2zmgKqMFiuaNjpfIdllpEUk3chIwddqDePgoo7Q0i4nYZig8Qj20tOtvS1DdeRSCyotJSNQymvjotATgbNh9XxIHIEnkx47hazVo5ktOWZKCs3ylZpx75kpZ5pm3i5eDnXL5q2eLoM/t1jbxdIOo4Qkqxc4yrZQxnjgaVNPp2uuLrWbMlOMa+6sqUrGN7FWpVRUbRANJmMkY+yMztzi9QWTet3qiaeSLPhy4X3GTqqXO/xSt1CwV+1wtwq9LGBhYCfqM7D2OtKs6lKWSzu3kc3lYRqvLMJm1ySsoDqSQTexzRVi2ju0suH6kQhWVpQskjPKZIlWyACFWNgyezKqEJIQQxfp61C8IMfR8RTDPYV5q8kNAzVKcNemKd2WfDI7x9cl6IxWTm5p5w1mkhUwRwGVa8jTNyx73NUawmp68TOMmMUFak3yLGHiLKopWZZBEF2xpCcezRC2mFRQBVR6uhA096bkhUESByc3l9p45QdYfpU/kSbZSjm219C5laHb2M07Fu7u5Xty0XIydjnpddZCFTmQho+OI0YoRTSOQYM0m0eggxaevUxrki20DIVHydkSBkAu1blqvGSeP6U/pbisMpeLkotw/RLO3K+DKTKJHqDls7OdgyRXZp/ysMRVUDclZx7luHhabDyOV68YtYsyDmRGrYzRrzWy0RlWncU0pTpnM2u4+yXZpxVnOvbPCLMVFG0cjCMIaMQXcvVELz1zXmhD1FZ5oyCsMgHlxxt0+W3lFgSXKOSQSQG2fUSipi8tHlsVkXqcwywVsbaiMdjIVWk9rtWqol9shF0ROnl11ng8sSKitIvTGwEfHmZ7IGSbbdrvScSI1GKTx0jFNrRcbqxl5yOcWiYi29ib1CIr8JLV1yqZvX3sRIzthXm028cNhikGMTPuUJVrH+IZbh7rY6ZgZ9V6XDuLlli2y9cmoCQmV04iCa1CKtqtrmWUs1aOjqRraWrLZKLcrx4mWaSjQqjMJVdqxU9bJ4KyMyt+RJTHuW2NOrOVpNlO2qPeUcthtMPON61EVJ9JUS0HssYxh1ZCGgYdRNKz1e7NYuSZqOGbYWTokaz9PA4HhapacWS8K9Sa1nEuPbPRK3V/UFl1hVsjumKe3lZhSRHreM42nnjzEPFLO3h5uTeHkkSrLtl+6y4tI02IpGCKyALL1eYKr9azbVerzLTR6Ct7qRtplBHU1Pj+fLV2dg96lDJYmgtu89EQ+zSZ6n7NYxio8rRGrgYrnmNLErz2LkRaN5I2WHyru95dPY47E0K5okjkNjAurrfLgpBzzaoVitSdhl4yhR6FQLaXM09nbUhDyzIFDWxpHNlKrZZw5QKpF15x6rBGR7hkVtkBS3wUXCL1DIUxRWCkUus4aziNcjYRGRnkwcnMu2Rf2BeZKyZLpkcM49Bogqq+EntF5hzLL0KZluXuFTsV/irBP02uVmzVqHwTfMlxdmYQUrNyEAtV7DAsmVdgra2C0Tkc4kJ2XmK6xbuYx3ORDRjFPVnWZdtOP5rG+Iq3X7QKwWt24sNptAOnbOUdEsF1sstbpVq9lmSDZrLvY55NKxziXRRTJJqNTvCgbxRNotJWTHCXpiV5vIEaiN0mBbbzye8BG0asFRfL61ClQelt7zgreasc5PQM+QkpY45T2yQ26k+OaKE1K2KqkRSNbjuSxSz2pxbFeV5o5mHmwrD05/0001HeLk4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjjB9Pyr/ABjjYcOovHPHcogP0gYBAPt8h+gdVq+kpHw6ht7P1KCBNytAOIEN0HMAxNtNx1cDxwYQEBDgewBzxzzZYPl9pf3Q1WX6TRw3a0XAjt2uk0at9x9BVdOnB/CbtW6UPbhWcuVjfqTdsgmUVl3C50kUUCHVVUIUo6fOXN/bFL/2j9vr5Tjfz+n4/wAfFW+MvSvh3zIx7agqEsT2AGQqEnv2AHrsnt9BxZWzKIIIDyAgKKfHxLwQocB27gPcRHn4Bx79dnv1fYPH1fN/f51hRruGwWUrNqOXsbFXWUjWKKRrvWCnWeyjhBjGtUSmlAMo5kXzhBmwQIAqvHa6LduVRVUhDexc5Ox6zTl13l1q7RCvJrKTyzqeikEoVJBUEnCkqoo7KWOI3V4TWM8FEqShipnEphANN0lS2HPVWnBLHQMTgkb0NDp7juO/1HEwpcxcvyVYTFm8XIFjiDFb1ZgrLGGYFhIQCqqSQT2Ck+g7e704DkR+Pn9msYMs14ikU11I/JlEfJtYuInHJ2dtgHJUISfcizgZhYyUgcE4qbdgLWJkDiVpJOQMgzWWVAS6+0ORqIH41urpOqUPB8mmowv8u001FVIfkXXHtVNJFVQ8f/1WUiZzij0EMYNPZLQ3uvMNeu43HwB+XyI4VjmDBnWsxjTsAjV2vogkqDsOe3UCu/1wI9QRx7XTXnxtdaKYxBnYkDkHg5BkGgGKPAm4MUVgEo8AI8Dx2AR8gHWw1urJQKYZ6JApuRKPtBnwIAPAiA+PwPceOwjwPn8Na+zWP7xL+5v/ACfX+P5HjscxiR65Oh8/91wa9QO/3zt3I49HprzA3Spl87FChx5/yzY9vr5X/QONbTXeoFDqNZYQoCPACaVYAHPftyLjjnsI8D31n2ax/eJv3N/5Pr/H8jxg5rDj1ymP7f5ZB9P8Z39R/Qcep015A9+paYcmtEAUBHgBNMRwByPkHIueOR78B5jxrb90Ck+J4Y2uvAoAlAUxmI4DCZQQKQOkXIGATGEAKAgAmMIAUBHjR7LZ/vEv7m30+n1HGv27hd6+1cfvsO9uAevp6v8A7OPYGMUocmMBQ+JhAA/OOnv555D3fp7+fp8vdqu30hmYKNE7a7DGtbPX3c9O2CmGrrAjllJi7e1S91uxvlDoJncFQRjU4gwLSKxCoRsipHkUWRduGhVOHNvpJsIYli0GVYcJZYuCsemoaJpk1FOoGKdqIkOg3nrcis9ZNRXL4wgSHZ2B+18JM8hHM0XzBVy5wYHI2YK0tevNI9maeIR+WV6FhWEiV3YgBHMrLtgqqU9SToQfJ+LPJuEymao5fMY6nVw2Nxd97vtaTGxLkZb6NSgrQq8slmCOpDN5cZkkkS0rCNVjLNYsZQhB4Mcpf74wB+6P/TrcHfvzyA+XH8Pv51+R3Ku7HO+bZd6tbMk2VtGPhWBKsV18FcqzFp604epN0oNmJUJAWKbhdq1ezrqWlgZpIqysw89TRctP1T0e51SywsceBssFNlLDxL4ykVLspJMWcg3OLB6VVs4W62j8GzgzJ0I+G7KgqZI5xTU6VWZ5atYavWmmkEzT9fWkSMVhKCM6Mh1skuR3UD3exPEf8NfG7A+JeWzmPx1OTG18UKxqz5CzDHYyQnawGaOoAfKWNYA39ukch9sidPf3mmuv6027fyShx35DxU+//wDl/wBOtfWm39sIf5VP/S1Heh/1rf5p/k4ub2mv2+/w9/8AGJ/D73bjn01westv7YQ/yqf+l9A6etNv7YQ/yqf+lo6H/Wt/mn+TjPtFf+/w/uqfzuOfTXB602/thD/Kp/6WnrTb+2EP8qT/AEtHQ/61v80/ycY9pr7/ALfDv/2qfT/C+o/pvjm6S9uwDx5c9+Pz60MUDBwIAJfeAhyA/D82uH1tt2/khHv/APWE7fX877O3P5u+tfWm3l6wh/lSfu9XGjof9a3z/BP5/TjHtFU7+/wHegdyR99+m9nvsfwfi45QKUodJSgBR556eCh+YOPPy1X3v4ARDamACYANu7w8UxQIB0zh/NEr4axDfNMQfDAwcGKYFSpnARApg1P/ANabf2wh/lk/9LVe2/OyRbdxtZgjAms+lt0eK3zZTrTKk0QhZJYz1cypjAUqhiv0G6ZR4BQqyqYH8XwUlXfBJJ9qVdIx0ZSdqToeU5Y9x8ACd/T14rzxTsUl5GzAaxAgJx6oA6EmQ5KmIkVVbuWcoo+AJHw78WBFQIZNITAA9KZTB1B1AAiAAHIjyIh58F5AA7CAAYCmLzpoiQRHq5AQ4EvHPb3Bzz09g7fNKAj/AEwmEOodjdUokST4HqBInkA9PYhB7mDkAHg5eAHubkRKAgU/T2efPnsAe/4/H82mp2bZUk+p+RH5O3b+nx4nteOIiN1VeroTZA0eoBN7PxIB6R+X58A78DzyHfnt5/wa0MHIB344EBDt1dw548wEQ+sO/wBPfvu01z+IPy/+38nC1hsEem/l+Pfw1x1/ADqE/VwI+YgAc+4eeRAfLjsAdJe4iJRECiG5NEEzGEvAAPI9JQApeTDyYwgAByYwgAmMYTCI8iHTyIDzaa26iRr4aA/NrX1+HHJYUUg9PSere9+p7fAHXfXp37j48NNNNa8duGmmmjg4aaaaODhpppo4OGtpi9ReO3mA/aUeQ8vgIB8fq1u00enGCAQQfQ8cAJcCJuCmMHlyHHICAAIiPl1CAeYB2/F8tcoB35H4fHnuPn7g8uAAB+HbgPfu/f01kkn140WNVJ12G96+Z7HZP5P4OGuJVMFC9IgA9/fx5ce4RKbjvwPbgeQ5AfLnl00AkEEeo42dQ6lWGwfUH0+ffjiIQSCPkJeOw8jyABxwHfkQ5D8b5wgIlA3mI8cummsE77/07dv9vGFXpGhv133Hz76Hf+Ek998NNNNHG/AOfePP0+WuM5BMUC88d+RHy9w/Dv5iHPAlEQ57+4eTTRxhh1Ag/H+nwI46xmxDG6ukgmHvyYvWHUPHIgA8dIcBwAFEpeRERAR895EgL3N3EA4DuIiADxyHUPA8cFL2DjkQ5N1GHkObWnAeff8AOP8ADrbqbQGzodh39Py+vHFYEDM3SoJJ3pQOonXc61v6b+vbfprppprXjvw0000cHDTTTRwcNNNNHBw0000cHDTTWgjx+cA/OIB+/o4ONdNbQMHfzDgRDv8ARwHPPf4hxz3HW7RxgEH042iAAAeXby58uR/T7NYry7hbG+cqySoZPriVjgUXyUk2b+vysS7ZyKbZ4yK+jpWEfRsrGuys5B61FwxeoqmaO3TcxhSXOUcraa3hlkgdJYneKSMhldGKupHxDggg/UHhHfx9LKVJ6ORqwXKdlDFPVsxJPBNGxBKSxSKVdTobUgjYHEEh9Gzs+Hq5xe8+cAAJi5DyYmoBSJCimTxUrgRQ6aKZ1CIlVOp4JVVSp9JVDgO8fRw7PlAKT7laqYkSBBIE73kUpmyBTrKg3am+VXU1blVcLK+C3FJNQypwUIYpzkNOrW3t1dgDn3j7w+H186cRm8r8cjcJ9B+mJfh679785+fb5ah48MfD8ABeTeXAAQSDiKY+Xp969O2tdwN+mtcQZ/BwbQA4EuK3HzOvwSfL/JRSICfo8YUeLdwgo4EhQdOEuldyX5ix1EwKQN34OHZ+YxzKYqcKCoBQVFXIGSlRUAoCBScKXAwESDkTCkQQTOcxjmIJxMYZzad+R7fUPx0fbWW/bG5+P2iX5a/Xa/LrjYeGfh+Dv7jOWwPUj7HoH0ZX/Y+/UegOu5+HYwhN6OnZ8fpKbELcSJlAqZQtl4IAAAgICIEspQMYBDuc4GU4EwdQgYwG2H9HLs8UMJj4hRKJjkUEErjfUhKZMpilKHg2dP8AUh6jCdPkEjnApzkMcpRLOHTWPtnLftjc/fEvb/8Au+g/MOAeGnIA108mcs9u4H2LQ9dgnu1f57OvxfHWoTh6O3Z8HHGIGnby6rRdj/n67Ibn7edbyejx2gkUFQuIGQGEol72S5CXgRAR/UxsIkAeQDgwF6gDkAEAEQGaoAAdg01j7Yy37ZXf3zL9P8P6DjI8NuQCQTyTyv8AU/YmO+Y3/wAH7dwNj1J3+SFy3o9toayC7ccRNCEcpgkodGzXNu4KQFU1v1B03sSTpscxkilMo2WSUOkZRA5jILLJn1eej32iPkRQWxIgkQVUlQFha7xFqpmRbrNgIgvGWRmuggokscXLZBVNu7WBJ05SWct0Fkpoa2HKJgAAEQ7gI8CIcgHmHbz50fbGVPY5K7r/AKzN9P8AD+Gh+bjp+hxyAg2vJXLBK/ggYTHDXw939L6HYnZA2QT68Ua78tmu3vD2OaTOYvrTqjWCdyjXKy6kfaV3uqTqKlI2bUk2q0dL2tx6vwzYGcIuGSayzhy3TjjNHQSBhT6e5b0WkgxYK2/bgqpIJGLEmd4nkXZU1wOZIrORla7bZ2ZTTW6CJsXq0LZTrPTkCWUZWdUqcLV9XGZNw9jzMUdBxORq/wDKGPrliYWyHb+1ZiLK0n4pN2jHvzKQ7+PWcg3TfOQBo6OuyOdQqijY6iKB08llKUpQIAfNKUCgHu6QDgA/N208wc15CrXorDYmlngkstZ9pPmRzJI0flpssXIXpfZ2pUt7p0TxWmT/AKn/AJRz2X5pmyOIxlHGZWnh4sIMMhp3MXapR21uWRHHDHWUzNLX6UCypL5RaVQ4Un8XMdRpVreIKoW+Nma04fWaNgpaPkGDmMmo8XMlHtlAWZPmCy7B2io7SVBN6wMJVUVUXDQTJOEC/pnX9HTs8km7f13ERFDgUVjKo3K/sl1llwA6yiy7K0t1ljKG6ROKxzcgREn4iCJU5FXbBmHsjzMdYbxjenWawQ4sgjZ2VgY5zNMko92rIMWyEsdv6+Vk2fLrPUmIOPUyu1TufA8Ywn1lYpekAAPxQAAKHwAA48/frtnObJ8mlT2RrNF4VkFlYpmVJGfyipBQqWC9LEBl93q7E+vDd4Xf1PmJ5HtcxfdBFhOa69+WmcNPexkUtqnDB7T5ySR2ElSJ5PNhDNBIwk8rbBAFXiCX4NLZd+SFx+yLlD/XPT8Glsu/JC4/ZFyh/rnqd2mo99rZP9sLn74l/ncXB+h9yP8A8z+Wvh/xNQ+n+J/H+b68QR/BpbLvyQuP2Rcof656fg0tl35IXH7IuUP9c9Tu00fa2T/bC5++Jf53B+h9yP8A8z+Wvh/xNQ+n+J/H+b68QR/BpbLvyQuP2Rco/wCumtB9GlsuAP8ArQriP05DyiIfm+WY/v6nfpo+1sp+2Fz98S/zuD9D7kc/8kOWh9RhqB+X+J+ex+TiCJ/Rq7MxTMUmI1SmEpgDnIGSzkATAPcUlbgdE/AjzwomcoiACJR4ANeTT9FxtTJ835N2XoAxjFJ8sp4pCgYwiBQIm6IU3QAiUhjgZUpTGDxODGA1jIlAfPv+n0aAAB5cBx+f49/r10TN5VAQL9o7/XSu+vxdTHXx+H/2Rz+GXIdhlMvKOCUKNDycfXh36b6hBGnUe3YtvQ7b7nddaXovNqKShVC1qzlMQeeUrxZ2wm8+SmUaSDdUSDzwYgnApuA6gNxr0NT9HFtiqNnr1siatNpSNYnoiyxKfytsSLROYgnTOQiXiqDV+38czWSjo58oVU5yvlGRG0iDyPXes3U9NaeQe8f2x1ls5l2BU37BDAq3v62pGtbGgBrsfpxpH4W+H0MsM6cqYhZIJI5oT7KhKPGyujaOwSjqrAkHRHx9OOu3QFEpSmOKokKUhTmApTDx2OYQKUpQMfgDGAgFTEQDoTIAd+z7x7/Dt8P+n97WgDz7hD6w1ryHIB8fL7NNZYsdn1Pr/T4fk+vE9REREWMHpGtaO+wGhsk7Pbt89DhppprHHThpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4a0Hy+0v7oaaayvqPxj+PjDeh/Ef4uOuh5qf35/3S67Ommsv+EfyfxDjlB/al/p8uGmmmteO3DTTTRwcNNNNHBw0000cHDTTTRwcNNNNHBw0000cHDTTTRwcNNNNHBw0000cHDTTTRwcNNNNHBw0000cHDTTTRxhfQfiH8XDTTTRxnhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODhpppo4OGmmmjg4aaaaODj//2Q==" style="border: 10px solid black;" title="Doorbell Circuit" width="379" /></div>
<br />
<div class="ezAdsense adsense adsense-midtext" style="float: left; margin: 12px;">
<div id="cbprotect">
<ins id="aswift_1_expand" style="background-color: transparent; border: none; display: inline-table; height: 280px; margin: 0; padding: 0; position: relative; visibility: visible; width: 336px;"><ins id="aswift_1_anchor" style="background-color: transparent; border: none; display: block; height: 280px; margin: 0; padding: 0; position: relative; visibility: visible; width: 336px;"></ins></ins>
</div>
</div>
<br />
<h2 style="text-align: center;">
Working Principal</h2>
<div style="text-align: left;">
The presented circuit of doorbell in this
site is employs a direct couple complementary amplifier and two
regenerative latches. The working principal of the circuit doorbell is
simple. There are two switches S2 and S3 for FRONT and REAR door
respectively. The S1 is open the circuit act as a two-way doorbell. In
this case circuit act as a two-way doorbell with memory, that is the
audio alarm indicates whether the visitor is calling from the front door
or from back door. </div>
<div style="text-align: left;">
When the S2 is pressed , diode D1 conducts
and the complementary amplifier built around transistors T5 and T6 .
Now T5 and T6 starts oscillating due to the positive feedback via
capacitor C1. In this case low frequency tone is produced which
indicates that visitor is a calling form front door. Similarly when
switch S3 is pressed then D2 conducts and a high frequency tone is
produced to indicate the visitor is calling at the rear door.</div>
<div style="text-align: left;">
In your absence in someone come to your
home and call you then it will recorded in its memory. The circuit can
provide you an indication on return whether someone had come to your
house and called from front door or rear door.To use the memory unit of
this circuit you have to switch on the S1 which is the switch for
memory. After that whenever someone call you from front door or rear
door it will be indicated by the corresponding colour LED to the door.
The corresponding LED will be light up and remains in that state until
you return to your home. The Circuit can be reset by switching off the
memory switch S1.</div>
<div style="text-align: left;">
When switch S1 in keep ON. This case if
someone come to your home and press the switch of front door that is S2
then diode D3 conducts through diode D5 and positive pulse is applied to
the base of the transistor T2. After that the regenerative pair built
around transistor T2 and T4 quickly full conduction and RED LED that is
D6 lights up and remains in that state until switch S1 is switch OFF.
In the same way when someone press the switch of rear door that is S3
diode D4 conducts through resistor R6 and a positive pulse is applied to
the base of the transistor T1 then the regenerative pair comprising
transistor T1 and T3 suddenly goes into full saturation and the D5 that
is GREEN LED lights up and remains in that stat until the memory switch
S1 in switched OFF. </div>
<div style="text-align: left;">
If both the LEDs are found glowing on
returning from a visit then you may be surmise that the visitor(s)
called yo at the both the doors. In this circuit, diode D1 and D2 are
necessary to isolate the front switch S2 and the rear switch S3. In same
way D3 and D4 are used to isolate the audio section of this circuit
from regenerative latches. C2 and C3 are used to avoid false triggering
of the regenerative latches by the surge produced when S1 is switched
ON, as this is generally caused due to high gain of the transistors.</div>
<div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
<br /><br /><br /><a href="http://electronicsproject.org/doorbell-circuit/"></a></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-71638071761691972982015-04-05T08:34:00.002+05:302015-04-05T08:34:27.117+05:30Power Electronics Solved Objective Questions: Part-6<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[1]
The reverse recovery time of the diode is defined as the time between
the instant diode current becomes zero and the instant reverse recovery
current decays to</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 10% of the reverse peak current (I</span><span style="font-family: Arial, Helvetica, sans-serif; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">RM</span><span style="font-family: Arial, Helvetica, sans-serif;">)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 25% of (</span><span style="font-family: Arial, Helvetica, sans-serif;">I</span><span style="font-family: Arial, Helvetica, sans-serif; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">RM</span><span style="font-family: Arial, Helvetica, sans-serif;">)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 15% of (</span><span style="font-family: Arial, Helvetica, sans-serif;">I</span><span style="font-family: Arial, Helvetica, sans-serif; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">RM</span><span style="font-family: Arial, Helvetica, sans-serif;">)</span><br />
<br />
<div id="spoiler">
<span style="text-align: left;"><span style="color: green;"><b>Ans: C </b></span>
</span></div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[2] The cut-in voltage and forward-voltage drop of the diode are respectively</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 0.7V, 0.7V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 0.7V, 1V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 0.7V, 0.6V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 1V, 0.7V</span><br />
<div id="spoiler1">
<span style="text-align: left;"><span style="color: green;"><b>Ans: C </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[3] The softness factor for soft-recovery and fast-recovery diodes are respectively</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 1, >1</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) <1, 1</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 1, 1</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 1, <1</span><br />
<div id="spoiler2">
<span style="text-align: left;"><span style="color: green;"><b>Ans: D </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[4] Reverse recovery current in a diode depends on</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Forward field current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Storage charge</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Temperature</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) PIV</span><br />
<div id="spoiler3">
<span style="text-align: left;"><span style="color: green;"><b>Ans:A </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[5] The three terminals of power MOSFET</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Collector, Emitter, base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Drain, source, base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Drain, source, gate</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Collector, emitter, gate</span><br />
<div id="spoiler4">
<span style="text-align: left;"><span style="color: green;"><b>Ans: C </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[6]The three terminals of IGBT</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Collector, emitter, base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Drain, source, base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Anode, cathode, gate</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Collector, emitter, gate</span><br />
<div id="spoiler5">
<span style="text-align: left;"><span style="color: green;"><b>Ans:D </b></span>
</span></div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[7] The three terminals of MCT</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Anode, cathode, gate</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Collector, emitter, gate</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Drain, source, base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Drain, source, gate</span><br />
<div id="spoiler6">
<span style="text-align: left;"><span style="color: green;"><b>Ans: A </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[8] Compared to Power MOSFET, the Power BJT has</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Lower switching losses but higher conduction loss</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Higher switching losses and higher conduction loss</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Higher switching losses but lower conduction loss</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Lower switching losses and lower conduction loss</span><br />
<div id="spoiler7">
<span style="text-align: left;"><span style="color: green;"><b>Ans:C </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[9] Which one of the following statement is true</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) MOSFET has positive temperature coefficient whereas BJT has negative temperature coefficient</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Both MOSFET and BJT have positive temperature coefficient</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Both MOSFET and BJT have negative temperature coefficient</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) MOSFET has negative temperature coefficient whereas BJT has positive temperature coefficient</span><br />
<div id="spoiler8">
<span style="text-align: left;"><span style="color: green;"><b>Ans:A </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[10] Which one of the following statement is true</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Both MOSFET and BJT are voltage controlled devices</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Both MOSFET and BJT are current controlled devices</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) MOSFET is a voltage controlled device and BJT is current controlled device</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) MOSFET is a current controlled device and BJT is voltage controlled device</span><br />
<div id="spoiler9">
<span style="text-align: left;"><span style="color: green;"><b>Ans: C . MOSFET operation is controlled by gate voltage and the BJT operation is controlled by base current </b></span>
</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;">
</span> </span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[11] Practical way of getting static voltage equalization in series connected SCRs is be the use of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) One resistor across the string</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Resistors of different values across each SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Resistors of the same value across each SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) One resistor in series with the string</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) A & D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) None of the above options</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">
</span><br />
<div id="spoiler11">
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;"><span style="color: green;"><b>Ans: 3 </b></span>
</span></span></div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"> <span style="text-align: left;">
</span> <br />
[12] For series connected SCRs, dynamic equalizing circuit consists of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Resistor R and capacitor C in series but with a diode D across C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Series R and D circuit but with C across R</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Series R and C circuit but with D across R</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Series C and D circuit but with R across C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) None of the above options</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">
</span><br />
<div id="spoiler12">
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;"><span style="color: green;"><b>Ans: 3 </b></span>
</span></span></div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"> <span style="text-align: left;">
</span> <br />
[13] During forward blocking of two series connected SCRs, a thyristor with</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) High leakage impedance shares lower voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) High leakage impedance shares higher voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Low leakage impedance shares higher voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Low leakage impedance shares lower voltage</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) B, D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) A, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) None of the above options</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">
</span><br />
<div id="spoiler13">
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;"><span style="color: green;"><b>Ans:3 </b></span>
</span></span></div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"> <span style="text-align: left;">
</span> <br />
[14] Thyristors A has rated gate current of 1A and thyristor B rated gate current of 100mA</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) A is a GTO and B is a conventional SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) B is a GTO and A is a conventional SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) A may operate as a transistor</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) B may be operate as a transistor</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) A, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) B, D</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">
</span><br />
<div id="spoiler14">
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"><span style="text-align: left;"><span style="color: green;"><b>Ans: 4 </b></span>
</span></span></div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;"> <span style="text-align: left;">
</span> <br />
[15] A resistor connected across the gate and cathode of an SCR increases its</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) dv/dt rating</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Holding current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Noise immunity</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Turn-off time</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) A, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) A, B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) B, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) A, B, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) D</span><br />
<div id="spoiler15">
<span style="text-align: left;"><span style="color: green;"><b>Ans: 4 </b></span>
</span></div>
<span style="text-align: left;">
</span> <br />
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #274e13;"><b>Hint for Questions 5, 6, 7:</b></span><br /><b>MOSFET:</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRRtWrB4J-V60QQrYUpv8U6djH8u51LZdwDbbbNRCklsZUCyVezrcQRdisrc8yVXqA1tf-i5WfI8mHLoNgdvsKeREG_fjsUo4GW1gMEtylhOAHIReVhtUKWwSZmX7cT1Kqqlxw0AkF41JX/s1600/MOSFET_Terminal.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRRtWrB4J-V60QQrYUpv8U6djH8u51LZdwDbbbNRCklsZUCyVezrcQRdisrc8yVXqA1tf-i5WfI8mHLoNgdvsKeREG_fjsUo4GW1gMEtylhOAHIReVhtUKWwSZmX7cT1Kqqlxw0AkF41JX/s200/MOSFET_Terminal.jpg" width="200" /></span></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<br />
<br />
<br /><b><br /></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b>
<b>IGBT</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDUxTw9RY2qLMQgM-gZACVUIEnwNeG2TMT3A-PEZBpbCkxy51ZBEshuGJHs3IdfT3b3nB0NHU6EM5e7nX2sdannJi3mNg0lOz103Q4MuctWfV4e5YNDTtud8yMBMmN785IgUvRUNUgVBBg/s1600/IGBT_Symbol.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDUxTw9RY2qLMQgM-gZACVUIEnwNeG2TMT3A-PEZBpbCkxy51ZBEshuGJHs3IdfT3b3nB0NHU6EM5e7nX2sdannJi3mNg0lOz103Q4MuctWfV4e5YNDTtud8yMBMmN785IgUvRUNUgVBBg/s200/IGBT_Symbol.jpg" width="165" /></span></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />Remember that for IGBT we can represent the terminals either Drain, Source, Gate or Collector, Emitter, Gate.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<br />
<b>MCT:</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiLVdyPDml_Hk-rq95LqMhcpu3-ZXjlgUo-0JyIncbhRcvBtFrdHXiisd84LDRynNXxHIP5hfss8csI8C9GXcNyGGnyaVjOUNTcP2IIy7vMRZI6c-VkKhCJRAz_7xDBzWXFhV7DpcqnJjL/s1600/P-MCT_Symbol.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiLVdyPDml_Hk-rq95LqMhcpu3-ZXjlgUo-0JyIncbhRcvBtFrdHXiisd84LDRynNXxHIP5hfss8csI8C9GXcNyGGnyaVjOUNTcP2IIy7vMRZI6c-VkKhCJRAz_7xDBzWXFhV7DpcqnJjL/s1600/P-MCT_Symbol.jpg" /></span></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-68462509540554406472015-04-05T08:31:00.002+05:302015-04-05T08:31:54.225+05:30Power Electronics Part- 5 Objective Questions with Answers<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<h2>
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><u>Power Electronics Objective Questions with Answers: Part-5</u></span></h2>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">1. SCR is the solid state equivalent of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Transistor</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Thyratron</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Vacuum diode</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Crystal diode</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">2. With gate open, if the supply voltage exceeds the breakover voltage of SCR, then SCR will conduct</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) False</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) True</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) For DC</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) For AC</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">3. The SCR is turned off when the anode current falls below</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Forward current rating</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Break over voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Holding current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Latching current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">4. In a SCR circuit, the angle of conduction can be changed by changing</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Anode voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Anode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Forward current rating</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Gate current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">5. The normal way to close a SCR is by appropriate</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Gate current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Cathode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Anode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Forward current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">6. An SCR has ......PN junctions</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Two</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Four</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Three</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) One</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">7. If gate current is increased, the anode-cathode voltage at which SCR closes is.....</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Increased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Decreased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Maximum</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Least</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">8. A conducting SCR can be opened by reducing ..... to zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Supply voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Grid voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Grid current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Anode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">9. With gate open, a SCR can be turned-on by making supply voltage....</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Minimum</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b).Reverse</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Equal to cathode voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Equal to breakover voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">10. If firing angle in a SCR rectifier is increased, output is....</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Increased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Maximum</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Decreased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Unaffected</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">11. A SCR is a ...switch</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Two directional</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Unidirectional</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Three directional</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Four directional</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">12. The anode of SCR is always maintained at........potential with respect to cathode</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Positive</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) negative</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Equipotential</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">13. IF the chopper switching frequency is 200Hz and Ton time is 2ms, the duty cycle is</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 0.4</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 0.8</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 0.6</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) None of the above</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">14. Speed control of induction motor can be effected by varying</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Flux</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Voltage input to stator</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Keeping rotor coil open</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) None of the above</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">15. In a Dc motor if the field coil gets opened, the speed of the motor will</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Decrease</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Come to stop</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Increase</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) None of the above</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #073763; font-family: Georgia, Times New Roman, serif;"><b><u>Solution Hint:</u></b></span><br />
<span style="color: #073763; font-family: Georgia, Times New Roman, serif;">[11] SCR will conduct in one direction only. So it act as a unidirectional switch.</span><br />
<span style="color: #073763; font-family: Georgia, Times New Roman, serif;">[13] T=1/f, D = <span style="line-height: 21.81818199157715px; text-align: justify;">T</span><span style="height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">ON</span>/T</span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-24831780025673670642015-04-05T08:30:00.001+05:302015-04-05T08:30:44.893+05:30Objective Type Questions on Power Electronics: Part-4<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<h2 style="text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><u>Power Electronics Objective Type Questions with Answers: Part-4</u></span></h2>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[1] In a SCR</span><span style="color: red; font-family: Arial, Helvetica, sans-serif;">,</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Gate current is directly proportional to forward breakover voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) As gate current is raised, forward breakover voltage reduces</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Gate current has to be kept on continuously for conduction</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Forward breakover voltage is low in the forward blocking state.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: B</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[2] In a SCR, at switch on, there is a sudden increase of current, then</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) The tolerance limit of di/dt varies from 3 to 30A/us</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) di/dt upper limit is 3A/us</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) di/dt rating can be increased by having an inductive load</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) di/dt rating can be increased by a resistive load</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Which of the above statements are true?</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(1) a, c</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(2) c, d</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(3) a, b, c, d</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(4) a, b</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: 1</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[3] The following PNPN device has a terminal for synchronising purpose</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) SUS</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) DIAC</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) TRIAC</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Schmitt trigger</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: A</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[4]
In single phase full wave controlled rectifier, maximum output voltage
is obtained at conduction angle....and minimum at conduction angle...</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 0°, 180°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 180°, 0°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 0°, 0°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 180°, 180°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: A</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[5]
A thyristor is triggered by a pulse train of 5kHz. The duty ratio is
0.4. If the allowable average power is 100W the maximum allowable gate
drive power is</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 100√2 W</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 50 W</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 150 W</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 250 W</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: D</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[6] The consequence of introducing inductance in the load circuit of SCR is</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Anode current through SCR rises slowly</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Anode current reached is more than without it</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) SCR has to be derated for anode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) SCR's current rating can be raised</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Which of the above statements are true?</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(1) a, c</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(2) a, b, c, d</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(3) b, d</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(4) a, d</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: 4</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[7] When a SCR is in the forward blocking state,</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) All the 3 junctions are reverse biased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) The anode and cathode junctions are forward biased but the gate junction is reverse biased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) The anode junction is forward biased but the cathode and gate junctions are reverse biased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) The anode and gate junctions are forward biased but the cathode junction is reverse biased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: B</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[8]
When we need to drive a dc shunt motor at different speeds in both
directions ( forward and reverse) and also to brake it in both the
directions, which one of the following would you use?</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) A half-controlled SCR bridge</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) A full controlled thyristor bridge</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) A dual converter</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) A diode bridge</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: C</span></span><br />
<span style="color: #cc0000;"><span style="font-family: Arial, Helvetica, sans-serif;">[9] The frequency of the ripple present in the output voltage of the 3 phase half controlled bridge rectifier </span><span style="font-family: Arial, Helvetica, sans-serif;">depends on the</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Firing angle</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Load inductance</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Load resistance</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Supple frequency</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: D</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[10] A fully controlled thyristor bridge drives a DC motor. The system is capable of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Motoring and braking in both directions</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Only motoring in both directions, no braking</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Motoring in forward direction and braking in reverse direction</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Only motoring in forward direction, no braking</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: D</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">
<span style="color: #cc0000;">[11] Three-phase to three-phase
cycloconverter employing 18 SCRs and 36 SCRs have the same voltage and
current ratings for their component thyristors. The ratio of VA rating
of 36 SCR device to that of 18 SCR device is</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 1/2</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 1</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 2</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 4</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #274e13;">Answer: C</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">
<span style="color: #cc0000;">[12] Three phase to three phase
cycloconverter employing 18 SCRs are 36 SCRs have the same voltage and
current ratings for their component thyristors. The ratio of power
handled by 36 SCR device to that handled by 18 SCR device is</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 4</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 2</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 1</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 1/2</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #274e13;">Answer: A</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">
<span style="color: #cc0000;">[13] The number of SCRs required for
single phase to single phase cycloconverter of the mid point type and
for three phase to three phase type cycloconverter are respectively</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 4, 6</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 8, 18</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 4, 18</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 4, 36</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #274e13;">Answer: C</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">
<span style="color: #cc0000;">[14] For dynamic equalizing circuit used for series connected SCRs, the choice of C is based on</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Reverse recovery characteristics</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Turn-on characteristics</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Turn-off characteristics</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Rise-time characteristics</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) B, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) A, B, C, D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) None of the above options</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #274e13;">Answer: 1</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[15] The function of connecting zener diode in an UJT circuit, used for the triggering of SCRs, is to</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Expedite the generation of triggering pulses</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Delay the generation of triggering pulses</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Provide a constant voltage to UJT to prevent erratic firing</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Provide a variable voltage to UJT as the source voltage changes.</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) B, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) None of the above options</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif;">Answer: 2</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"><b><u>Solution Hint:</u></b></span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[4]
When the conduction angle is 0, it will not suppress any part of the
input, whereas during 180 degree conduction angle, it will suppress
entire input waveform.</span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[5] P<span style="height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">MAX</span> >= Pavg/(f.T<span style="height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">ON</span>)</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><span style="color: #0b5394;">Duty cycle D =</span><span style="color: #0b5394;">T</span><span style="color: #0b5394; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">ON</span><span style="color: #0b5394;">/T = f.</span><span style="color: #0b5394;">T</span><span style="color: #0b5394; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">ON</span></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><span style="color: #0b5394;">P</span><span style="color: #0b5394; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">MAX</span><span style="color: #0b5394;"> >= Pavg/D =100/0.4 =250W</span></span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[7] When
a SCR is in the forward blocking state, outer junctions (j1 & j3)
are forward biased and middle junction(j2) is reverse biased</span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[15] Remember that the use of zener diode in a circuit is to provide voltage regulation ( constant voltage)</span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-21613713730922486742015-04-05T08:29:00.000+05:302015-04-05T08:29:11.420+05:30Power Electronics Multiple Choice Questions: Part 3<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<h2 style="text-align: left;">
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><u>Multiple Choice Questions Based on Power Electronics and Drives</u></span></h2>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[1] When a line commutated converter operates in the inverter mode</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) It draws both real and reactive power from the AC supply</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) It delivers both real and reactive power to the AC supply</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) It delivers real power to the AC supply</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) It draws reactive power from the AC supply</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: C</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[2]
A chopper operating at a fixed frequency is feeding an RL load. As the
duty ratio of the chopper is increased from 25% to 75%, the ripple in
the load current is</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Remains constant</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Decreases, reaches a minimum at 50% duty ratio and then increases</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Increases, reaches a maximum at 50% duty ratio and then decreases</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Keeps on increasing as the duty ratio is increased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: A</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[3] To turn off a SCR, the reverse bias should be applied for a period ....... the turn-off time of the SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Equal to </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Longer than</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Less than</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Irrespective of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: B</span></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif;">[</span><span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">4] In class A and class B commutation the resonating circuit has to be</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Over damped</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Critically damped</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Under damped</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Negatively damped</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: C</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[5] In phase controlled rectification power factor (PF)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Remains unaffected</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Improves with increase of firing angle α</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Deteriorates with increase of α</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Is unrelated to α</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: C</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[6] Comparing with the full wave rectifier using two diodes, the four diode bridge rectifier has the dominant advantage of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Higher current carrying </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Lower peak inverse voltage requirement</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Lower ripple factor</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Higher efficiency</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: B</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[7] A SCR is rated at 75A peak, 20A average. The greatest possible delay in the trigger angle if the dc is at rated value is</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 47.5°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 30° to 45°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 74.5°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 137°</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: B</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[8] The applied sine voltage to a SCR is V<span style="font-size: xx-small; line-height: 17.982954025268555px;">M</span>=200V and R=10Ohm. If the gate trigger lags the ac supply by 120°, the average load current is</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 15/π A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 5/π A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) -5/π A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) -15/π A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: A</span></span><br />
<span style="color: #cc0000;"><span style="font-family: Arial, Helvetica, sans-serif;">[9]
A sine voltage of 200Vrms, 50Hz is applied to an SCR through 100ohm
resistor. The firing angle is 60°. Consider no voltage drop. The output </span><span style="font-family: Arial, Helvetica, sans-serif;">voltage in rms is</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 89.7 V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 126.7 V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 166.7 V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 200√2 V</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: B</span></span><br />
<span style="color: #cc0000;"><span style="font-family: Arial, Helvetica, sans-serif;">[10] A 100V</span></span><span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 13.333333015441895px; text-align: justify;">DC</span><span style="color: #cc0000;"><span style="font-family: Arial, Helvetica, sans-serif;"> is
applied to the inductive load through a SCR. The SCR's specified
latching current is 100mA. The minimum required width of gating </span><span style="font-family: Arial, Helvetica, sans-serif;">pulse to turn on the SCR is</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) 100μS</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) 100S</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) 1mS</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) 50μS</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
<span style="color: #38761d;">Answer: A</span></span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[11] A cycloconverter is a</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Frequency changer </span><span style="font-family: Arial, Helvetica, sans-serif;">from higher to lower frequency with one-state conversion</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) </span><span style="font-family: Arial, Helvetica, sans-serif;">Frequency changer </span><span style="font-family: Arial, Helvetica, sans-serif;">from higher to lower frequency with two-stage conversion</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) </span><span style="font-family: Arial, Helvetica, sans-serif;">Frequency changer </span><span style="font-family: Arial, Helvetica, sans-serif;">from lower to higher frequency with one-stage conversion</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Either a or c</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #cc0000;">[12] The cycloconverter require natural or forced commutation as under</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Natural commutationin bothstep-up and step down cycloconverter</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Forced commutation in both step-up and step-down cycloconverter</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Forced commutation in step-up cycloconverter</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Forced commutation in step-down cycloconverter</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #cc0000;">[13] In synchronized UJT triggering of an SCR, voltage V</span></span><span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 13.333333015441895px; text-align: justify;">C</span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #cc0000;"> across
capacitor reaches UJT threshold thrice in each half cycle so that there
are three firing pulses during each half cycle. The firing angle of the
SCR can be controlled</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Once in each half cycle</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Thrice in each half cycle</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Twice in each half cycle</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Four times in each half cycle</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(e) None of the above </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #cc0000;">[14] In a GTO, anode current begins to fall when gate current</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Is negative peak at time t=0</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Is negative peak at t = storage period t</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 13.333333015441895px; text-align: justify;">S</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Just begins to become negative at t = 0</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Is negative peak at t = (t</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 13px; line-height: 13.333333015441895px; text-align: justify;">S</span><span style="font-family: Arial, Helvetica, sans-serif;"> + fall time)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #38761d; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #cc0000;">[15] The SCR can be turned on by</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Applying anode voltage at a sufficiently fast rate</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Applying sufficiently large anode voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Increasing the temperature of SCR to a sufficiently large value</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Applying sufficiently large gate current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">OPTIONS:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) A, B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) C, D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) B, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) A, B, C, D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">5) None of the above options</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: 4</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<br />
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"><b><u>Solution Hint:</u></b></span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;">[2] V</span><span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">L</span><span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;">= V[(Ton/(Ton+Toff)] </span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;"> =V. f .Ton </span><br />
<span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;"> There are two ways to vary </span><span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;">V</span><span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif; height: 0px; line-height: 1; position: relative; text-align: justify; top: 0.5ex; vertical-align: baseline;">L</span><span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;">. Either by varying f or Ton. Here f is fixed and Ton is varied. As the frequency is kept constant </span><span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;">ripple remains constant.</span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, 'Times New Roman', serif;">[6] The PIV of diodes used in the full wave rectifier using two diodes is 2 times that of the four diode bridge rectifier</span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[7] RMS Current/ Average Current = Form Factor</span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[8] Idc = [Vm/2πR](1+cosα)</span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"></span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"> α = delay angle</span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<div style="text-align: left;">
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[15] a= dv/dt triggering, b = forward voltage triggering, c= temperature triggering, d = gate triggering. So all are correct</span></div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-79939262882602453382015-04-05T08:25:00.002+05:302015-04-05T08:25:40.816+05:30Power Electronics Objective Type Questions: Part-2<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;"><b><u>Power Electronics Multiple Choice Questions</u></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">In Last Post we shared<a href="http://www.electricallive.com/2015/04/power-electronics-objective-type-questions.html" target="_blank"> Power Electronics MCQ Part 1</a></span>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[1] During forward blocking state, the SCR has</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) </span><span style="font-family: Arial, Helvetica, sans-serif;">Low current, medium voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Low current, large voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Medium current, large voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) </span><span style="font-family: Arial, Helvetica, sans-serif;">Large current, low voltage</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[2] Once SCR starts conducting a forward current, its gate loses control over</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) </span><span style="font-family: Arial, Helvetica, sans-serif;">Anode circuit current only</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) </span><span style="font-family: Arial, Helvetica, sans-serif;">Anode circuit voltage only</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Anode circuit voltage and current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Anode circuit voltage, current and time</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[3] In a SCRs</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) </span><span style="font-family: Arial, Helvetica, sans-serif;">Both Latching current and holding current are associated with turn-off process</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) </span><span style="font-family: Arial, Helvetica, sans-serif;">Latching current is associated with turn-off process and holding current with turn on process</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Holding current is associated with turn-off process and Latching current with turn-on process</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Both Latching current and holding current are associated with turn on process</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[4] The SCR can be termed as</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) DC switch</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) AC switch</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) </span><span style="font-family: Arial, Helvetica, sans-serif;">Square-wave switch</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) </span><span style="font-family: Arial, Helvetica, sans-serif;">Either A or B</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[5] In a thyristor, the magnitude of anode current will</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Increase if gate current is increased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) </span><span style="font-family: Arial, Helvetica, sans-serif;">Increase if gate current is decreased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) </span><span style="font-family: Arial, Helvetica, sans-serif;">Decrease if gate current is decreased</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Not change with any variation in gate current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[6] Turn on time of an SCR can be reduced by using a</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Rectangular pulse of high amplitude and narrow width</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Rectangular pulse of low amplitude and wide width</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Triangular pulse</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Trapezoidal pulse</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[7] Turn off time of an SCR in series with RL circuit can be reduced by</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Increasing circuit resistance R</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Decreasing circuit resistance R</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Increasing circuit inductance L</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Decreasing circuit inductance L</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Options:</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1) B, C</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">2) A, D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">3) B, D</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">4) D only</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: 4</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[8] A forward voltage can be applied to an SCR after its</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Anode current reduces to zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Gate recovery time</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Reverse recovery time</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Anode voltage reduces to zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[9] Turn-off time of an SCR is measured from the instant</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Anode current becomes zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Anode voltage becomes zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Anode voltage and anode current become zero at the same time</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Gate current becomes zero</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: A</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[10] In an SCR, anode current flows over a narrow region near the gate during</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Delay time td</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Rise time tr and spread time tp</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) td and tp</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) td and tr</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[11] Gate characteristic of a thyristor</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Is straight line passing through origin</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Is of the type Vg = a + bIg</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Is a curve between Vg and Ig</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Has a spread between two curves of Vg-Ig</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<div>
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[12] Surge current rating of an SCR specified the maximum</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Repetitive current with sine wave</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Non-repetitive current with rectangular wave</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Non-repetitive current with sine wave</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Repetitive current with rectangular wave</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[13] The di/dt rating of an SCR is specified for its</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) Decaying anode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) Decaying gate current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) Rising gate current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) Rising anode current</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: D</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[14] For an SCR, dv/dt protection is achieved through the use of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) RL in series with SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) RC across</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) L in series with</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) RC in series with</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: B</span><br />
<span style="color: #cc0000; font-family: Arial, Helvetica, sans-serif;">[15] For an SCR, di/dt protection is achieved through the use of</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(a) R in series with SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(b) RL in series with SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(c) L in series with SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">(d) L across SCR</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #274e13; font-family: Arial, Helvetica, sans-serif;">Answer: C</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;"><b><u>Solution Hint:</u></b></span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[4] SCR will allow current flow in one direction only. So the ideal SCR is similar to DC switch</span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[7] By the decreasing the Inductor L value, the di/dt is increasing. ie, fast turn off process</span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[14] Snubber circuit ( RC circuit across device) is used for dv/dt protection</span><br />
<span style="color: #0b5394; font-family: Georgia, Times New Roman, serif;">[15]
Inductor will oppose sudden change in current (di/dt). For inductor,
series resistance is not required. But in snubber circuit, R is
mandatory for dissipating the stored energy in the capacitor.</span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-68825586174382062432015-04-05T08:22:00.001+05:302015-04-05T08:22:32.700+05:30Power Electronics Objective Type Questions with Answers Part-1<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<h2 style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px; text-align: left;">
<strong><span data-mce-style="text-decoration: underline;" style="text-decoration: underline;"><span data-mce-style="color: #008000; text-decoration: underline;" style="color: green;">Power Electronics Objective Questions and Answers</span></span></strong></h2>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-1] When an inductance is inserted in the load circuit of SCR</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(a) The turn on time of SCR is increased</span><br /><span data-mce-style="color: #000000;" style="color: black;">(b) Output voltage is reduced for the same firing angle</span><br /><span data-mce-style="color: #000000;" style="color: black;">(c) Conduction continues even after reversal of phase of input voltage</span><br /><span data-mce-style="color: #000000;" style="color: black;">(d) A free wheeling diode is connected in such circuits</span><br /><span data-mce-style="color: #000000;" style="color: black;">Which of the above statements are true?</span><br /><span data-mce-style="color: #000000;" style="color: black;">(1) a, d</span><br /><span data-mce-style="color: #000000;" style="color: black;">(2) b, c, d</span><br /><span data-mce-style="color: #000000;" style="color: black;">(3) a, b, c,d</span><br /><span data-mce-style="color: #000000;" style="color: black;">(4) c, d</span><br /><span data-mce-style="color: #008000;" style="color: green;">Answer: 3</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #ff0000;" style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #ff0000;" style="color: red;">[Q-2] Snubber circuit is used to limit the rate of</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(a) Rise of current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(b) Conduction period</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(c) Rise of voltage across SCR</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(d) None of the above</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: green;">Answer:C</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-3] The provision of a free wheeling diode across an inductive load is</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) To restore conduction angle on phase</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) To avoid negative reversal voltage drop</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) To reduce the PRV</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) None of the above</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: green;">Answer:A</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: green;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #ff0000;" style="color: red;">[Q-4] While working in series operation, equalising circuits are added across each SCR to provide uniform</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(a) Current distribution</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(b) Firing of SCRs</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(c) Voltage distribution</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #000000;" style="color: black;">(d) None of the above</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span data-mce-style="color: #008000;" style="color: green;">Answer:C</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-5] When the SCR conducts, the forward voltage drop</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) Is 0.7V</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) Is 1 to 1.5V</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) Increases slightly with load current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) Remains constant with load current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">Which of the above statements are true?</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(1) a only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(2) b, c</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(3) d only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(4) a, c</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: green;">Answer: 2</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<h4 style="text-align: left;">
<span style="color: red;">Must Read: </span></h4>
<ul style="text-align: left;">
<li><h4 style="text-align: left;">
<span style="color: red;"><a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-1.html" target="_blank">Electrical Engineering Interview Questions Part 1</a></span></h4>
</li>
</ul>
</div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-6] The latching current of a SCR is 18mA. Its holding current will be</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) 6mA</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) 18mA</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) 54mA</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) 12mA</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: green;">Answer:A</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">Exp: Latching Current = 3 x Holding Current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-7] The turn off time is longer than turn on time because</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) The anode and cathode junctions get reverse biased while gate junction is still forward biased</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) There is flow of reverse current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) The gate pulse has been removed</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) The forward break over voltage is high.</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">Which of the above statements are true?</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(1) b, c</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(2) c, d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(3) a, b</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(4) a, b, c, d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<strong><span data-mce-style="color: #008000;" style="color: green;">Answer: 3</span></strong></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-8] The thyristor will turn on faster with</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) Pulse signal applied to the gate terminal of the SCR</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) Continuous signal applied to the gate terminal of the SCR</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) Both are same</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) Pulse signal but with minimum duration</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">Which of the above statements are true?</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(1) a only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(2) b only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(3) a, d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(4) none of the above</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<strong><span data-mce-style="color: #008000;" style="color: green;">Answer: 3</span></strong></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-9] In an SCR,</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) The holding current is less than latching current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) The holding current is greater than latching current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) The two currents are equal</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) The latching current is about 3 times the holding current</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">Which of the above statements are true?</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(1) a only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(2) d only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(3) a, c, d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(4) a, d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(5) b only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<strong><span data-mce-style="color: #008000;" style="color: green;">Answer: 4</span></strong></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: red;">[Q-10] When a positive voltage is applied to the gate of a reverse biased SCR</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(a) It injects more electrons into junction J1</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(b) It increases reverse leakage current into anode</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(c) Heating of junction is unaffected</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(d) Failure of junctions occurs due to thermal runaway</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">Which of the above statements are true?</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(1) b only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(2) a, b ,d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(3) b, d</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: black;">(4) d only</span></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<strong><span data-mce-style="color: #008000;" style="color: green;">Answer: 3</span></strong></div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<h4 style="text-align: left;">
<span style="color: #351c75;">Must Read:</span></h4>
<ul style="text-align: left;">
<li><h4 style="text-align: left;">
<span style="color: #351c75;"><a href="http://www.electricallive.com/2015/03/synchronous-motor-interview-questions.html" target="_blank">Motor Interview Questions</a></span></h4>
</li>
</ul>
</div>
<div style="color: #333333; font-family: Georgia, 'Times New Roman', 'Bitstream Charter', Times, serif; font-size: 16px; line-height: 24px;">
<span style="color: #351c75;">Thanks for reading...Please subscribe to get new posts to your mail id...</span></div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-75320257191150084182015-04-01T13:02:00.000+05:302015-04-01T13:02:15.424+05:30 How to enable WhatsApp calling on Android, coming soon to iPhone <div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="satory-h3">
</h3>
<img class="storyimg_mar10" src="http://media2.intoday.in/indiatoday/images/stories/whatsapp-calling-650_031615120407.jpg" width="660" />
<div class="hub-caption">
<div class="divclear">
</div>
WhatsApp's new calling feature is like a unicorn. Everyone seems to
want it though its sporadic invite/call based roll-out ensures that
everyone is not appeased. However, that is set to change as the
Facebook owned instant messaging service is now rolling out a new build
of the app — 2.11.561 — on the Google Play store for Android devices,
which is enabling the feature for all. <br />
There are a few caveats to
the activation of the calling feature. You still need an invite to
enable it. The invite is quite plain and simple — A call is needed from a
person, who has the feature enabled. <br />
Once you receive a call from a person with the feature you also get the feature.<br />
<span class="storycentimg" style="border: 0px solid #d7d7d7; float: center; margin: 2px 15px 2px 0px; width: 650px;"><span style="width: 650px;"><img align="middle" alt="" border="0" hspace="0" src="http://media2.intoday.in/indiatoday/images/stories//2015March/whatsapp-2-650_031615120551.jpg" style="border: 1px solid #d7d7d7; margin: 2px 0px;" title="" valign="top" vspace="0" /></span></span>In
addition to this, there is some good news for them iPhone users as
well. BGR India, which is technology website, is reporting that the
company is reading an update for the iPhone that will enable calling.
The report has a screenshot of the feature, which has been allegedly
grabbed from a beta tester version 2.11.17.444. <br />
This update
brings few minor tweaks to the user interface of the iPhone app.
Importantly, when a user makes a call from the standard call button
inside a contact, the user is diverted to a WhatsApp call. The call
screen clearly spells this out. Earlier, users were diverted to standard
cellular calls. There's also a recent button, which catalogs all your
WhatsApp calls.<br />
Meanwhile; if you're on Android then just follow
the aforementioned steps to enable the function. That being true, it is
not exactly a life changer. Viber, and Skype are better at the moment
in our opinion. </div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-37506178203323573192015-03-25T08:56:00.004+05:302015-03-25T08:56:47.807+05:30Electric Field and Magnetic Field<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="EB02BodyTextFullOut" id="para-32">
When charges are separated, a
space is created where forces are exerted on the charges. An electric
field is such a space. Depending upon the polarity of the charges, the
force is either attractive or repulsive. Therefore, we can say that
static charges generate an electric field. An electric field influences
the space surrounding it. Electric field strength is determined in terms
of the force exerted on charges. A capacitor is a reservoir of charge.
The two parallel plates of a capacitor, when connected to a voltage
source, establishes an electric field between the plates. The positive
terminal, or pole of the voltage source will draw electrons from plate 1
whereas the negative pole will push extra electrons on to plate 2.
Voltage across the capacitor will rise. The capacitor gets charged equal
to the voltage of the source. The capacitance of a capacitor is a
measure of its ability to store charge. The capacitance of a capacitor
is increased by the presence of a dielectric material between the two
plates of the capacitor.</div>
<div class="EB02BodyTextFullOut" id="para-32">
<br /></div>
<div class="EB03BodyTextIndented" id="para-33">
A current-carrying
conductor or a coil produces magnetic field around it. The strength of
the magnetic field produced depends on the magnitude of the current
flowing through the conductor or the coil. There is presence of magnetic
field around permanent magnets as well.</div>
<div class="EB03BodyTextIndented" id="para-34">
A magnet is a body which
attracts iron, nickel, and cobalt. Permanent magnets retain their
magnetic properties. Electromagnets are made from coils through which
current is allowed to flow. Their magnetic properties will be present as
long as current flows through the coil.</div>
<div class="EB03BodyTextIndented" id="para-35">
The space within which forces are exerted by a magnet is called a magnetic field. It is the area of influence of the magnet.</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-42935770383066695742015-03-25T08:52:00.003+05:302015-03-25T08:52:56.839+05:30Atomic Structure and Electric Charge<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="EB02BodyTextFullOut" id="para-20a1">
Several theories have been
developed to explain the nature of electricity. The modern electron
theory of matter, propounded by scientists Sir Earnest Rutherford and
Niel Bohr considers every matter as electrical in nature. According to
this atomic theory, every element is made up of atoms which are neutral
in nature. The atom contains particles of electricity called electrons
and protons. The number of electrons in an atom is equal to the number
of protons.</div>
<div class="EB03BodyTextIndented" id="para-21">
The nucleus of an atom
contains protons and neutrons. The neutrons carry no charge. The protons
carry positive charge. The electrons revolve round the nucleus in
elliptical orbits like the planets around the sun. The electrons carry
negative charge. Since there are equal number of protons and electrons
in an atom, an atom is basically neutral in nature.</div>
<div class="EB03BodyTextIndented" id="para-22">
If from a body consisting
of neutral atoms, some electrons are removed, there will be a deficit of
electrons in the body, and the body will attain positive charge. If
neutral atoms of a body are supplied some extra electrons, the body will
attain negative charge. Thus, we can say that the deficit or excess of
electrons in a body is called charge.</div>
<div class="EB03BodyTextIndented" id="para-23">
Charge of an electron is very small. Coulomb is the unit of charge. The charge of an electron is only 1.602 × 10<sup>–</sup><sup>19</sup> Coulomb (C). Thus, we can say that the number of electrons per Coulomb is the reciprocal of 1.602 × 10<sup>–19</sup> which equals approx. 6.28 × 10<sup>18</sup> electrons. Therefore, charge of 6.28 × 10<sup>18</sup>
electrons is equal to 1C. When we say that a body has a positive charge
of 1C, it is understood that the body has a deficit of 6.28 × 10<sup>18</sup> electrons.</div>
<div class="EB03BodyTextIndented" id="para-24">
Any charge is an example of
static electricity because the electrons or protons are not in motion.
You must have seen the effect of charged particles when you comb your
hair with a plastic comb, the comb attracts some of your hair. The work
of combing causes friction, producing charge of extra electrons and
excess protons causing attraction.</div>
<div class="EB03BodyTextIndented" id="para-25">
Charge in motion is called
<span style="color: blue;">electric current</span>. Any charge has the potential of doing work, i.e., of
moving another charge either by attraction or by repulsion. A charge is
the result of separating electrons and protons. The charge of electrons
or protons has potential because it likes to return back the work that
was done to produce it.</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-68885292866300428202015-03-25T00:03:00.001+05:302015-03-25T00:20:24.963+05:30Underground Cable Fault Identification Methods<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">If
a fault occurs in the underground cable, it is essential that the type
of the fault and location of the fault should be determined as quickly
and accurately as possible. Accuracy is important in order to avoid
excessive trenching work. The type of fault which is most likely to
occur is single conductor to ground fault. In multi-core cables, the
fault current will likely give rise to excessive heating at the fault
causing further damage to the insulation and extending the fault to
remaining conductors. Open circuit faults may occur occasionally which
be usually at cable joints. </span><br />
<h3>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Cable fault type identification:</span></h3>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> Prior
to the location of the fault on the power system it is important to
determine the type of fault so as to make a better choice of the method
to be used for fault location </span><br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Isolate
the faulty cable and test each core of the cable for earth fault. One
terminal of the insulation tester is earthed and each conductor of the
cable is in turn touched with other terminals. If the insulation
resistance tester indicates zero resistance during any measurement,
conductor to earth fault for the particular conductor is confirmed</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Then
check the insulation resistance between the conductors. In the case it
is a short circuit fault, the insulation resistance tester will indicate
zero resistance</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">After
the above step, short and earth the three conductors of the cable at
one end. Check the resistance between the conductors and earth and
between individual conductors (at the other end). This procedure is
carried out to check the open circuit faults</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">In
case in order to test any other faults. the insulation test of the
individual cores with sheath or armour and between the cores is
essential. The test should also be done by reversing the polarity of the
insulation resistance tester. In the case of any difference in the
readings, the presence of moisture in the cable insulation is confirmed.
The moisture in the cable forms a voltage cell between the lead sheath
and conductor because of the difference in the conductivity of these
metals and the impregnating compound forms an organic acid when water
enters </span></li>
</ul>
<h3>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Cable fault location Identification: </span></h3>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">After
the fault type identification, suitable fault location method should be
employed to pinpoint the location of the fault. Some of the fault
identification methods generally employed are:</span></div>
<ul style="text-align: justify;"><span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Murray loop test method</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Fall of potential test</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">dc charge and discharge method</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Induction test</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Impulse wave echo test</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Time domain reflectometry test</span></li>
</ul>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-10903550154008251032015-03-25T00:00:00.001+05:302015-03-25T00:19:19.063+05:30Silicon Carbide (SIC) Lightning Arresters<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<h2 style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Silicon Carbide Arresters (SIC): </span></h2>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">The
Non linear lightning arrester basically consists of set of spark gaps
in series with the silicon carbide non linear resistor elements.
Lightning arresters are connected between the phase conductors and
ground. During normal system operating voltage conditions, the spark
gaps are non conducting and isolate the high tension (HT) conductors
from the ground. However whenever an overvoltge of magnitude dangerous
to the insulation of the apparatus protected occurs ( these over
voltages or over surges may be caused due to lightning strikes on the
conductors or due to Extra High Voltage (EHV) switching) the spark gap
breaks down and allows the high voltage surge current to flow through
the ground.</span></div>
<h2 style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Working Principle of Silicon Carbide (SIC) Lightning Arresters: </span></h2>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">The
volt-ampere characteristics of the non linear resistor in the lignting
arrester can be approximately described by expression V = KI<sup>β</sup>.
Where K and β are dependent on the composition and manufacturing
process of the Non linear Resistor (NLR). The value of β lies generally
in the range of 0.3 and 0.45 for modern silicon carbide (SIC) lightning
arresters. If the voltage across the Non Linear Resistor (NLR) doubles,
the current would increase approximately by 10 times.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Therefore,
with multiple spark gaps arresters can withstand high Rate of Recovery
Voltage (RRRV). The non-uniform voltage distribution between the gaps
(which are in series in lightning arresters) presents a problem. To
overcome this, capacitors and non-linear resistors are connected in
parallel across each gap. In case of lightning arresters employed for
high voltage applications, capacitors and nonlinear resistors are
connected across the stock of gaps and NLRs. With the steep voltage wave
surge the voltage is mainly controlled by the capacitor and at the
power frequency by the non-linear resistors. It is obvious that when the
over voltages cause the break down of the series gaps, the current
would be very high so as to make the voltage to subside very fast. The
highest voltage that appear across the lightning arrester would be
either the spark over voltage of the arrester or the voltage
developed across the non-linear resistor during the flow of surge
current. The lowest spark over voltage of the arrester is called the
hundred percent impulse spark over voltage of the arrester. The voltage
developed across the non-linear resistor during the flow of surge
current is called residual voltage. The lower the value of the voltage
developed the better the protection of the lightning arrester. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br /></span></div>
<h2 style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Disadvantages of Silicon Carbide (SIC) Arresters:</span></h2>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Some of the disadvantages of silicon carbide arresters compared to gapless arresters are given below:</span> </div>
<ul style="text-align: justify;">
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Silicon Carbide (SIC) arresters have inferior V-I Characteristics compared to Zno arresters (Metal oxide arresters). </span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Decrease in energy absorption (surge wave) capability compared to Zno arresters.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Probability of sparking between the gaps. </span></li>
</ul>
<h2 style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Advantages of Silicon Carbide (SIC) Arrester :</span></h2>
<ul style="text-align: justify;"><span style="font-size: small;">
</span>
<li><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Due to the presence of gaps the normal power frequency voltage during normal operation is negligibly less compared to gap less arresters. Hence no leakage current flow between the line and earth in SIC arresters</span><span style="font-size: small;"> </span> </li>
</ul>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-40018241083638995952015-03-24T23:11:00.000+05:302015-03-28T12:34:53.727+05:30Electrical Engineering interview questions and answers Part 17<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 id="one">
<span style="color: #073763;">Why star delta starter is preferred with induction motor?</span></h2>
Star delta starter is preferred with induction motor due to following reasons:<br />
• Starting current is reduced 3-4 times of the direct current due to which
voltage drops and hence it causes less losses.<br />
• Star delta starter circuit comes in circuit first during starting of motor,
which reduces voltage 3 times, that is why current also reduces up to 3 times
and hence less motor burning is caused.<br />
• In addition, starting torque is increased and it prevents the damage of motor
winding.<br />
<h2 id="two">
<span style="color: #073763;">State the difference between generator and alternator</span></h2>
Generator and alternator are two devices, which converts mechanical energy into
electrical energy. Both have the same principle of electromagnetic induction,
the only difference is that their construction. Generator persists stationary
magnetic field and rotating conductor which rolls on the armature with slip
rings and brushes riding against each other, hence it converts the induced emf
into dc current for external load whereas an alternator has a stationary
armature and rotating magnetic field for high voltages but for low voltage
output rotating armature and stationary magnetic field is used.<br />
<h2 id="three">
<span style="color: #073763;">Why AC systems are preferred over DC systems?</span></h2>
Due to following reasons, AC systems are preferred over DC systems:<br />
a. It is easy to maintain and change the voltage of AC electricity for
transmission and distribution.<br />
b. Plant cost for AC transmission (circuit breakers, transformers etc) is much
lower than the equivalent DC transmission<br />
c. From power stations, AC is produced so it is better to use AC then DC
instead of converting it.<br />
d. When a large fault occurs in a network, it is easier to interrupt in an AC
system, as the sine wave current will naturally tend to zero at some point
making the current easier to interrupt.<br />
<h2 id="four">
<span style="color: #073763;">How can you relate power engineering with electrical engineering?</span></h2>
Power engineering is a sub division of electrical engineering. It deals with
generation, transmission and distribution of energy in electrical form. Design
of all power equipments also comes under power engineering. Power engineers may
work on the design and maintenance of the power grid i.e. called on grid
systems and they might work on off grid systems that are not connected to the
system.<br />
<h2 id="five">
<span style="color: #073763;">What are the various kind of cables used for transmission?</span></h2>
Cables, which are used for transmitting power, can be categorized in three
forms:<br />
• Low-tension cables, which can transmit voltage upto 1000 volts.<br />
• High-tension cables can transmit voltage upto 23000 volts.<br />
• Super tension cables can transmit voltage 66 kV to 132 kV.<br />
<h2 id="six">
<span style="color: #073763;">Why back emf used for a dc motor? highlight its significance.</span></h2>
The induced emf developed when the rotating conductors of the armature between
the poles of magnet, in a DC motor, cut the magnetic flux, opposes the current
flowing through the conductor, when the armature rotates, is called back emf.
Its value depends upon the speed of rotation of the armature conductors. In
starting, the value of back emf is zero.<br />
<h2 id="seven">
<span style="color: #073763;">What is slip in an induction motor?
</span></h2>
Slip can be defined as the difference between the flux speed (Ns) and the rotor
speed (N). Speed of the rotor of an induction motor is always less than its
synchronous speed. It is usually expressed as a percentage of synchronous speed
(Ns) and represented by the symbol ‘S’.<br />
<h2 id="eight">
<span style="color: #073763;">Explain the application of storage batteries.</span></h2>
Storage batteries are used for various purposes, some of the applications are
mentioned below:<br />
• For the operation of protective devices and for emergency lighting at
generating stations and substations.<br />
• For starting, ignition and lighting of automobiles, aircrafts etc.<br />
• For lighting on steam and diesel railways trains.<br />
• As a supply power source in telephone exchange, laboratories and broad
casting stations.<br />
• For emergency lighting at hospitals, banks, rural areas where electricity
supplies are not possible.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-69962648300908780542015-03-24T23:02:00.002+05:302015-03-24T23:02:53.833+05:30Top 5 Electrical Mini Projects For Electrical Engineering<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="text-align: left;">
we are providing the list of the top electrical mini projects ideas in
this page. As many engineering students are searching for the best
electrical projects from the 2nd year and 3rd year, we are providing
this list of projects. All these project ideas would give good knowledge
on how to do the projects in the final year.<strong><em></em></strong>
</div>
<br />
<div style="text-align: center;">
<a href="http://www.electronicshub.org/electrical-projects-ideas/"><img alt="Top Electrical Projects" class="aligncenter wp-image-1859" height="240" src="http://www.electronicshub.org/wp-content/uploads/2013/06/Top-Electrical-Projects.jpg" width="320" /></a></div>
<div style="text-align: justify;">
So, we hope this list of electrical mini
projects ideas are more helpful for many engineering students. You may
write your comments and new projects ideas also by visiting our contact
us page.</div>
<span style="text-decoration: underline;"><strong>Top Electrical Mini Projects List:</strong></span><br />
<ol style="text-align: left;">
<li><span style="text-decoration: underline;"><strong> </strong></span><b>Auto Night Lamp Using LED</b>:
Auto Night Lamp Using High Power LEDs is a circuit which turns ON the
LED lights interfaced to it at night time and it turns OFF the lights
automatically when it is day.</li>
<li> <b>Anti Bag Snatching Alarm</b>:
This is a simple alarm circuit to thwart snatching of your valuables
while travelling. The circuit kept in your bag or suitcase sounds a loud
alarm, simulating a police horn, if someone attempts to snatch your bag
or suitcase. This will draw the attention of other passengers and the
burglar can be caught red handed. In the standby mode, the circuit is
locked by a plug and socket arrangement (a mono plug with shorted leads
plugged into the mono-jack socket of the unit). When the burglar tries
to snatch the bag, the plug detaches from the unitâs socket to
activate the alarm.</li>
<li> <b>Automatic Plant Watering System</b>:
This one of the most useful project in our real life. It helps us in
watering plants automatically without any human interference. We may
also call it as Automatic plant irrigation system. We know that people
do not pour the water on to the plants in their gardens when they go to
vacation or often forget to water plants. As a result, there is a chance
to get the plants damaged. This project is an excellent solution for
such kind of problems.</li>
<li> <b>Water Level Indicator</b>:
The Water Level Indicator employs a simple mechanism to detect and
indicate the water level in an overhead tank or any other water
container. The sensing is done by using a set of nine probes which are
placed at nine different levels on the tank walls (with probe9 to probe1
placed in increasing order of height, common probe (i.e. a supply
carrying probe) is placed at the base of the tank). The level 9
represents the âtank fullâ condition while level 1 represents the
âtank emptyâ condition.</li>
<li> <b>IR Remote Control Switch</b>:
By using this circuit, we can control any house hold appliance with the
help of remote. In this project, there are two parts one is in
transmitting section and the other is in receiving section.</li>
</ol>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-71502959633386950742015-03-24T10:25:00.001+05:302015-03-24T10:25:30.566+05:30LOAD SHARING BY TWO TRANSFORMERS<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="text">
Let us consider the following two cases:</div>
<ul style="list-style-type: disc;">
<li>Equal voltage ratios.</li>
<li>Unequal voltage ratios.</li>
</ul>
<h3 class="subtitle">
1.39.1 Equal Voltage Ratios</h3>
<div class="text-indent">
Assume no-load voltages <i>E<sub>A</sub></i> and <i>E<sub>B</sub></i>
are identical and in phase. Under these conditions if the primary and
secondary are connected in parallel, there will be no circulating
current between them on no load.</div>
<div class="center">
<img alt="images" class="imgepub" height="244" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.1a.jpg" width="435" /></div>
<div class="caption">
<b>Figure 1.48</b> Equal Voltage Ratios</div>
<div class="text">
Figure 1.48 shows two impedances in parallel. Let <i>R<sub>A</sub></i>, <i>X<sub>A</sub></i> and <i>Z<sub>A</sub></i> be the total equivalent resistance, reactance and impedance of transformer <i>A</i> and <i>R<sub>B</sub></i>, <i>X<sub>B</sub></i> and <i>Z<sub>B</sub></i> be the total equivalent resistance, reactance and impedance of transformer <i>B</i>.</div>
<div class="text-indent">
From Figure 1.48, we have</div>
<div class="center">
<i>E<sub>A</sub></i>=<i>V</i><sub>2</sub>+<i>I<sub>A</sub>Z<sub>A</sub></i> (1.71)</div>
<div class="text">
and <i>E<sub>B</sub></i>=<i>V</i><sub>2</sub>+<i>I<sub>B</sub>Z<sub>B</sub></i> (1.72)</div>
<div class="text">
∴ <i>I<sub>A</sub>Z<sub>A</sub></i>=<i>I<sub>B</sub>Z<sub>B</sub></i></div>
<div class="text">
∴ <img alt="images" class="imgepub" height="41" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.2a.jpg" width="422" /></div>
<div class="text-indent">
Equation (1.73)
suggests that if two transformers with different kVA ratings are
connected in parallel, the total load will be divided in proportion to
their kVA ratings if their equivalent impedances are inversely
proportional to their respective ratings.</div>
<div class="text">
Since <img alt="images" class="imgepub" height="41" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.3a.jpg" width="61" /></div>
<div class="text">
i.e., <img alt="images" class="imgepub" height="41" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.4a.jpg" width="129" /></div>
<div class="text">
i.e., <img alt="images" class="imgepub" height="54" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.5a.jpg" width="430" /></div>
<div class="text">
Similarly, <img alt="images" class="imgepub" height="54" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.6a.jpg" width="430" /></div>
<div class="text">
Similarly, load shared by transformer A,</div>
<div class="center">
<img alt="images" class="imgepub" height="56" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/56.7a.jpg" width="526" /></div>
<div class="text">
Similarly, <img alt="images" class="imgepub" height="54" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/57.1a.jpg" width="525" /></div>
<div class="text">
Total <i>S</i>=<i>S<sub>A</sub></i>+<i>S<sub>B</sub></i>=<i>V</i><sub>2</sub><i>I</i>×10<sup>-3</sup> kVA</div>
<div class="text">
∴ <img alt="images" class="imgepub" height="54" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/57.2a.jpg" width="307" /></div>
<h3 class="subtitle">
2 Unequal Voltage Ratios</h3>
<div class="text">
For unequal voltage turns ratio, if the primary is
connected to the supply, a circulating current will flow in the primary
even at no load. The circulating current will be superimposed on the
currents drawn by the load when the transformers share a load.</div>
<div class="text-indent">
Let <i>V</i><sub>1</sub> be the primary supply voltage, <i>a</i><sub>1</sub> be the turns ratio of transformer <i>A</i>, <i>a</i><sub>2</sub> be the turns ratio of transformer <i>B</i>, <i>Z<sub>A</sub></i> be the equivalent impedance of transformer <i>A</i> (= <i>R<sub>A</sub></i> + <i>jX<sub>A</sub></i>) referred to as secondary, <i>Z<sub>B</sub></i> be the equivalent impedance of transformer <i>B</i> (= <i>R<sub>B</sub></i> + <i>jX<sub>B</sub></i>) referred to as secondary, <i>I<sub>A</sub></i> be the output current of transformer <i>A</i> and <i>I<sub>B</sub></i> be the output current of transformer <i>B</i>.</div>
<div class="text-indent">
The induced emf in the secondary of transformer <i>A</i> is</div>
<div class="center">
<img alt="images" class="imgepub" height="41" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/58.6a.jpg" width="419" /></div>
<div class="text">
The induced emf in the secondary of transformer <i>B</i> is</div>
<div class="center">
<img alt="images" class="imgepub" height="41" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/58.7a.jpg" width="419" /></div>
<div class="text">
Again, <i>V</i><sub>2</sub> = <i>IZ<sub>L</sub></i> where <i>Z<sub>L</sub></i> is the impedance of the load</div>
<div class="text">
∴ <i>V</i><sub>2</sub>=(<i>I<sub>A</sub></i>+<i>I<sub>B</sub></i>)ZL (1.80)</div>
<div class="text">
From Equations (1.78), (1.79) and (1.80), we have</div>
<div class="center">
<i>E<sub>A</sub></i>=<i>I<sub>A</sub>Z<sub>A</sub></i>+(<i>I<sub>A</sub></i>+<i>I<sub>B</sub></i>)<i>Z<sub>L</sub></i> (1.81)</div>
<div class="text">
and <i>E<sub>A</sub></i>=<i>I<sub>B</sub>Z<sub>B</sub></i>+(<i>I<sub>A</sub></i>+<i>I<sub>B</sub></i>)<i>Z<sub>L</sub></i> (1.82)</div>
<div class="text">
∴ <i>E</i><sub><i>A</i></sub> − <i>E</i><sub><i>B</i></sub> = <i>I</i><sub><i>A</i></sub><i>Z</i><sub><i>A</i></sub> − <i>I</i><sub><i>B</i></sub><i>Z</i><sub><i>B</i></sub></div>
<div class="text">
i.e., <img alt="images" class="imgepub" height="42" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/59.1a.jpg" width="383" /></div>
<div class="text">
Substituting <i>I<sub>A</sub></i> from Equation (1.83) in Equation (1.82), we have</div>
<div class="center">
<img alt="images" class="imgepub" height="42" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/59.2a.jpg" width="264" /></div>
<div class="text">
i.e., <img alt="images" class="imgepub" height="49" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/59.3a.jpg" width="293" /></div>
<div class="text">
i.e., <img alt="images" class="imgepub" height="43" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/59.4a.jpg" width="395" /></div>
<div class="text">
Similarly, <img alt="images" class="imgepub" height="41" src="https://www.safaribooksonline.com/library/view/electrical-machines-2nd/9788131760901/images/59.5a.jpg" width="395" /></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-30070661570214996872015-03-24T00:48:00.001+05:302015-03-24T00:48:39.479+05:30Single phase induction motor Interview Questions Part1<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal">
<i><span style="color: #3d85c6; font-family: Arial, sans-serif;"><b>Q1: Where
do we require single-phase induction motors?</b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"><b>Ans:</b>
</span>Single-phase induction motors are required where</span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">(i) 3 phase
supply is not available </span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">(ii) efficiency is of lesser importance</span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">(iii) Rating
is less than one H.P. </span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">(iv) Equipment is portable</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q2:
Why is the power factor of a single-phase induction motor low?</b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
It is due to the large magnetizing current which ranges from 60% to 70% of
full-load current. As a result, even at no-load, these motors reach
temperatures close to the full-load temperature.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q3:
What is the function of centrifugal starting switch in a single-phase induction
motor?</b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
The centrifugal switch is connected in series with the starting winding. The
primary function of the centrifugal switch is to produce rotating flux in
conjunction with main winding at the time of starting. When the motor has
started and reaches nearly 75% of synchronous speed, it produces its own
rotating field from the cross field effect. The starting winding now has no
function to perform and is removed from the circuit by a centrifugally operated
switch. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q4:
What happens when the centrifugal starting switch fails to open?</b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"><b>Ans:</b>
</span>If the starting switch fails to open when needed, then the starting winding
will overheat and burn out and motor will not start next time. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q5:
What happens when the centrifugal switch fails to close when needed?</b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
If the centrifugal starting switch fails to close, the motor will overheat the
main winding without any failure of the main winding.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q6:
Why are resistance split-phase inductions motors most popular?</b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
These motors are most popular due to their low cost. They are used where
moderate starting torque is required and where the starting periods are not
frequent. They drive fans, pumps, washing machines, small machine tools etc.
They have power ranting between 60 watts and 250 watts. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q7:
What is the draw back of the resistance split-phase induction motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
The starting winding has a relatively small number of turns of fine wire and
its resistance is higher than that of the main winding. Therefore the current
density is high and the winding heats up quickly. If the starting period lasts
for more than 5 seconds, the winding begins to smoke and may burn out unless
the motor is protected by a built-in-thermal relay.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q8:
Why is the starting torque of a resistance split-phase induction motor not
high?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span>
</b>The starting torque is given as, Ts = K Im Is Sin Ф</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Where</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> K = constant whose magnitude depends
upon the design of the motor</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">(i)
The angle between Is and Im is small (approximately 25 degree) in a resistance
split-phase induction motor, so the starting torque is small.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">(ii)
Since currents Is and Im are not equal in magnitude, the rotating magnetic
field is not uniform and the starting torque produced is small.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q9:
Why is the starting torque of a capacitor start induction motor high?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"><b>Ans:</b>
</span>The capacitor C in the starting winding is so chosen that Is leads Im by 75
degree. Since the starting torque is directly proportional to Sin Ф, and it is
quite high in capacitor-start induction motor.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q10:
Why do we use capacitor-start induction motors in applications requiring high
starting torque in preference to repulsion induction motors?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
Capacitors are easily available, cheaper and reliable. Repulsion-induction
motors posses a special commutator and brushes that require maintenance. Most
manufacturers have stopped making them.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q11:
What is the principle of operation of shaded-pole induction motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span>
</b>A shaded-pole motor is basically a small single-phase squirrel cage motor in
which the starting winding is composed of short-circuited copper ring (called
shading coil) surrounding one-third of each pole. The effect of the shading
coil is to cause a flux to sweep across the pole faces, from unshaded to shaded
portion of the pole, producing a weak rotating magnetic field. As a result, the
rotor is set in motion due to induction principle.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q12:
Which type of torque is developed in single phase motors?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"><b>Ans:</b>
</span>Pulsating torque is produced.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q13:
If a single phase motor is driven in any direction by any means, it starts
running in that direction. Explain why?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"><b>Ans:</b>
</span>Actually a pulsating torque has two components which are equal in magnitude and
rotate in opposite direction with synchronous speed at unity slip. Now if the
motor rotates in any direction, the slip decreases and the torque component in
this direction increases than the other component and hence motor runs in that
direction.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q14:
What is a fractional H.P. motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
A small motor having H.P. less than unit is called fractional H.P. motor.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q15:
Which type of rotor is used in single phase motors?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
Squirrel cage type</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q16:
How the starting winding produce rotation in a single phase resistance start
induction motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
The starting winding is highly resistive and the main winding is inductive. So
the phase difference between the two currents becomes nearly 90 degree and
hence the motor start as two phase motor. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q17:
How the starting winding is made resistive?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span>
</b>It consists of only few turns of smaller diameter.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q18:
How the speed of rotation of a split phase induction motor is reversed?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:
</span></b>The terminal connections of the starting windings are reversed with respect to
main running windings.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q19:
What will happen if the centrifugal switch fails to open the starting winding?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span>
</b>Excessive heat will be produced due to high resistance of the starting winding due
to which stator temperature will rise and eventually both windings will burn.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q20:
How speed control is made in single phase motors? </b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
It is usually controlled by applying a variable voltage from tapped
transformers, variacs, potentio meters, and tapped reactors.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q21:
Is there any relation between the capacitances of two capacitors used in two
value capacitor motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans</span>:
</b>Starting capacitor has about 10 – 15 times high capacity than the value of
running capacitor.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q22: What is size of shaded-pole motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:
</span></b>These are usually built in small fractional H.P, not exceed 1/4 H.P.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="color: #3d85c6; font-family: "Arial","sans-serif";">Q23:
Why shaded-pole single phase induction motor does not need any special</span><span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"> starting technique like capacitors
and auxiliary winding etc.</span></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
Because it is inherently self started motor. The construction of the poles is
such that they give a sweep to the magnetic flux and motor starts rotating.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q24:
How can a universal motor be reversed?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans</span></b>:
By reversing either the field leads or armature leads but not both.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q25:
What are applications of Stepper motors?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
(i) Paper feed motors in typewriters and printers </span><br />
<span style="font-family: "Arial","sans-serif";">(ii) Positioning of print
heads </span><br />
<span style="font-family: "Arial","sans-serif";">(iii) Pens in XY-plotters </span><br />
<span style="font-family: "Arial","sans-serif";">(iv) Recording heads in computer disc drives
etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q26:
Why do we use capacitor-start induction motors in applications requiring high
starting torque in preference to repulsion induction motors?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:
</span></b>Capacitors are easily available, cheaper and reliable. Repulsion-induction
motors posses a special commutator and brushes that require maintenance. Most
manufacturers have stopped making them.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q27:
If a single phase motor is driven in any direction by any means, it starts
running in that direction. Explain why?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
Actually a pulsating torque has two components which are equal in magnitude and
rotate in opposite direction with synchronous speed at unity slip. Now if the
motor rotates in any direction, the slip decreases and the torque component in
this direction increases than the other component and hence motor runs in that
direction.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q28:
What is a fractional H.P. motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:
</span></b>A small motor having H.P. less than unit is called fractional H.P. motor.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q29:
Which type of rotor is used in single phase motors?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="color: #3d85c6;"><b>Ans:</b>
</span>Squirrel cage type</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q30:
How the starting winding produce rotation in a single phase resistance start
induction motor?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
The starting winding is highly resistive and the main winding is inductive. So
the phase difference between the two currents becomes nearly 90 degree and
hence the motor start as two phase motor. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q31:
How the starting winding is made resistive?</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span></b>
It consists of only few turns of smaller diameter.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #3d85c6; font-family: "Arial","sans-serif";"><b>Q32:
How the speed of rotation of a split phase induction motor is reversed?</b></span></div>
<span style="font-family: "Arial","sans-serif";"><b><span style="color: #3d85c6;">Ans:</span>
</b>The terminal connections of the starting windings are reversed with respect to
main running windings.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-76703045325781461692015-03-19T08:24:00.001+05:302015-03-19T08:24:17.514+05:30Electrical Engineering Interview Questions Complete List<div dir="ltr" style="text-align: left;" trbidi="on">
<ul style="text-align: left;">
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-1.html" target="_blank">Part 1</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-2.html" target="_blank">Part 2</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-3.html" target="_blank">Part 3</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-4.html" target="_blank">Part 4</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-5.html" target="_blank">Part 5</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-6.html" target="_blank">Part 6</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-7.html" target="_blank">Part 7 </a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-8.html" target="_blank">Part 8</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-inteview-questions-part-9.html" target="_blank">Part 9</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-10.html" target="_blank">Part 10</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-11.html" target="_blank">Part 11</a></li>
<li>Electrical Engineering Interview Questions<a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-12.html" target="_blank"> Part 12</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-13.html" target="_blank">Part 13</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-14.html" target="_blank">Part 14</a></li>
<li>Electrical Engineering Interview Questions <a href="http://www.electricallive.com/2015/03/electrical-interview-questions-part-15.html" target="_blank">Part 16</a></li>
</ul>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-53579738115861755102015-03-19T07:57:00.002+05:302015-03-19T07:57:54.199+05:30Conduction in Semiconductors<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="EB02BodyTextFullOut" id="p0183">
At room temperature of 300°K, it requires an energy of <em>E</em><sub class="EBsub">G</sub> = 1.12 eV to break covalent bonds in Silicon material and <em>E</em><sub class="EBsub">G</sub> = 0.7 eV to break the covalent bonds in Germanium material and to produce some ‘electron–Hole pairs’.</div>
<div class="EB03BodyTextIndented" id="p0184">
Even at room temperature, a
few of the covalent bonds will be broken, leading to equal number of
electrons and Holes in Conduction Band and Valence Band, respectively.
Electrons in the Conduction Band and Holes in the Valence Band, in an
intrinsic semiconductor, are shown in Fig. 2.12. Small dashes represent free or conduction electrons. Holes are represented by circles in valence band.</div>
<div class="EB03BodyTextIndented" id="p0185">
<br /></div>
<div class="imagewrap" id="div0030">
<img alt="Energy-band diagram for an intrinsic semiconductor" height="230" id="img0047" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-12_img01.png" width="323" /><div class="EB02BodyTextFullOut" id="p0186">
<br /></div>
<div class="EB28InlineCaption" id="fig-2-12">
<strong>Fig. 2.12</strong> <em>Energy-band diagram for an intrinsic semiconductor</em></div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-37624418332844022632015-03-19T07:56:00.002+05:302015-03-19T07:56:35.955+05:30Conductivity and Resistivity of Semiconductor Materials<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="EB02BodyTextFullOut" id="p0138">
The value of conductivity of a
material gives us an estimate of the extent to which a material
supports the flow of current through it. Electrical conductivity depends
upon the number of electrons available in the conduction process. The
concept of conductivity is useful in many engineering applications
including medical electronics.</div>
<div class="imagewrap" id="div0017">
<em>J</em> = <em>nqμE</em>
</div>
<div class="EB03BodyTextIndented" id="p0139">
Equation (2.17) derived in the previous section can also be written as</div>
<div class="EB03BodyTextIndented" id="p0140">
<br /></div>
<div class="imagewrap" id="eq-2-18">
<img alt="image" height="18" id="img0036" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img04.png" width="427" /></div>
<div class="EB02BodyTextFullOut" id="p0141">
<br /></div>
<div class="EB03BodyTextIndented" id="p0142">
<br /></div>
<div class="imagewrap" id="eq-2-19">
<img alt="image" height="17" id="img0037" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img05.png" width="625" /></div>
<div class="EB02BodyTextFullOut" id="p0143">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0144">
is called as conductivity of the material.</div>
<div class="EB03BodyTextIndented" id="p0145">
<br /></div>
<div class="imagewrap" id="div0018">
<img alt="image" height="33" id="img0038" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img06.png" width="151" /></div>
<div class="EB02BodyTextFullOut" id="p0146">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0147">
Thus, electrical conductivity of a material is defined as the ratio of current density <em>J</em> and electric field intensity <em>E</em>.</div>
<div class="EB03BodyTextIndented" id="p0148">
Conductivity of semiconductor
materials increases with temperature, as an increase in temperature
causes increase in conduction current. This is due to increase in broken
covalent bonds that result in more charge carriers for current flow. So
more electrons from Valence Band jump to Conduction Band with increase
in temperature. The conductivity of semiconductors varies completely in
the opposite way to that of metals.</div>
<div class="EB03BodyTextIndented" id="p0149">
Here it is found that current density (<em>J</em>) and field strength (<em>E</em>) are proportional to each other with <em>σ</em> as the constant of proportionality: <em>J</em> ∝ <em>I</em> and <em>E</em> ∝ <em>v</em>.</div>
<div class="EB03BodyTextIndented" id="p0150">
So <em>σ</em> has the dimensions of Siemens/m as shown below:</div>
<div class="EB03BodyTextIndented" id="p0151">
<br /></div>
<div class="imagewrap" id="div0019">
<img alt="image" height="76" id="img0039" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img07.png" width="271" /></div>
<div class="EB02BodyTextFullOut" id="p0152">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0153">
As already explained,
semiconductors contain two types of mobile charge carriers, electrons
and Holes. In semiconductors, the conductivity depends upon the
concentrations and mobility of both electrons and Holes (Fig. 2.11).</div>
<div class="EB03BodyTextIndented" id="p0154">
<br /></div>
<div class="imagewrap" id="eq-2-20">
<img alt="image" height="19" id="img0040" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img08.png" width="532" /></div>
<div class="EB02BodyTextFullOut" id="p0155">
<br /></div>
<div class="EB03BodyTextIndented" id="p0156">
<br /></div>
<div class="imagewrap" id="div0020">
<img alt="Electrons in a conducting medium" height="105" id="img0041" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img02.png" width="310" /><div class="EB02BodyTextFullOut" id="p0157">
<br /></div>
<div class="EB28InlineCaption" id="fig-2-11">
<strong>Fig. 2.11</strong> Electrons in a conducting medium</div>
</div>
<div class="EB02BodyTextFullOut" id="p0158">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0159">
where <em>n</em> is the concentration (number) of electrons, <em>p</em> is the concentration (number) of Holes, <em>μ</em><sub class="EBsub">n</sub> is the mobility of electrons and <em>μ</em><sub class="EBsub">p</sub> = mobility of Holes.</div>
<div class="EB03BodyTextIndented" id="p0161">
In an intrinsic semiconductor <em>n</em> = <em>p</em> = <em>n</em><sub class="EBsub">i</sub></div>
<div class="EB03BodyTextIndented" id="p0162">
<br /></div>
<div class="imagewrap" id="eq-2-21">
<img alt="image" height="19" id="img0042" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-11_img01.png" width="625" /></div>
<div class="EB02BodyTextFullOut" id="p0163">
<br /></div>
<div class="EB03BodyTextIndented" id="p0164">
<br /></div>
<div class="imagewrap" id="eq-2-22">
<img alt="image" height="40" id="img0043" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-11_img02.png" width="449" /></div>
<div class="EB02BodyTextFullOut" id="p0165">
<br /></div>
<div class="EB03BodyTextIndented" id="p0166">
<br /></div>
<div class="imagewrap" id="eq-2-22A">
<img alt="image" height="39" id="img0044" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-11_img03.png" width="531" /></div>
<div class="EB02BodyTextFullOut" id="p0167">
<br /></div>
<div class="EB03BodyTextIndented" id="p0168">
<em>If the values for the
mobility and concentrations of electrons and Holes are known, the
conductivity of the materials can be estimated.</em></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8640745193237326596.post-24448185111117504182015-03-19T07:55:00.001+05:302015-03-19T07:55:15.930+05:30Current Density in a Conducting Medium<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="EB02BodyTextFullOut" id="p0112">
Currents in metals are due to the movement of charge carriers ‘electrons’.</div>
<div class="EB03BodyTextIndented" id="p0113">
<br /></div>
<div class="imagewrap" id="eq-2-11">
<img alt="image" height="37" id="img0027" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img01.png" width="427" /></div>
<div class="EB02BodyTextFullOut" id="p0114">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0115">
where <em>I</em> is the current in Amperes and <em>A</em> is the cross-sectional area of conducting medium in metre<sup class="EBsup">2</sup>. Describing current density <em>J</em>
as current per unit area has the advantage, since the dimensions of the
conducting medium are not directly involved. Relation between current
density and charge density <em>ρ</em> is described in the following:</div>
<div class="EB01BodyTextLineSpace" id="p0116">
<strong>Current density:</strong> Current <em>I</em> (Amperes) through a conductor by definition is <em>Charge</em> (in Coulombs)/<em>Time</em>
(in seconds). Current is due to the movement of charges through a
conducting medium in a given time. If, 1 C of charge moves through a
conducting medium in 1 s, the resulting <em>current</em> is 1 A.</div>
<div class="EB03BodyTextIndented" id="p0117">
<img alt="image" class="Eq1" height="33" id="img0028" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img03.png" width="149" /> electrons carry 1 Coulomb of charge. So the movement of 6.25 × 10<sup class="EBsup">18</sup> electrons for 1 s contributes to 1 A of current in a conductor.</div>
<div class="EB03BodyTextIndented" id="p0118">
<br /></div>
<div class="imagewrap" id="eq-2-12">
<img alt="image" height="33" id="img0029" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img04.png" width="428" /></div>
<div class="EB02BodyTextFullOut" id="p0119">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0120">
where <em>q</em> is the charge of an electron and <em>N</em> is the number of electrons in a given volume. If the charge passes through a distance <em>L</em> (metres) in time <em>T</em> (seconds), through a conducting medium, then the velocity <em>v</em> with which the electrons move is <em>L</em>/<em>T</em>.</div>
<div class="EB03BodyTextIndented" id="p0121">
<br /></div>
<div class="imagewrap" id="eq-2-13">
<img alt="image" height="74" id="img0030" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img05.png" width="431" /></div>
<div class="EB02BodyTextFullOut" id="p0122">
<br /></div>
<div class="EB03BodyTextIndented" id="p0123">
Substituting the value of <em>T</em> from Eq. (2.13) in Eq. (2.12), we get</div>
<div class="EB03BodyTextIndented" id="p0124">
<br /></div>
<div class="imagewrap" id="eq-2-14">
<img alt="image" height="34" id="img0031" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img06.png" width="349" /></div>
<div class="EB02BodyTextFullOut" id="p0125">
<br /></div>
<div class="EB03BodyTextIndented" id="p0126">
<br /></div>
<div class="imagewrap" id="eq-2-15">
<img alt="image" height="34" id="img0032" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-9_img07.png" width="490" /></div>
<div class="EB02BodyTextFullOut" id="p0127">
<br /></div>
<div class="EB03BodyTextIndented" id="p0129">
<br /></div>
<div class="imagewrap" id="eq-2-16">
<img alt="image" height="15" id="img0033" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img01a.png" width="363" /></div>
<div class="EB02BodyTextFullOut" id="p0130">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0131">
where <em>n</em> = <em>N</em>/<em>AL</em> is the concentration of electrons that is the number of electrons per unit volume.</div>
<div class="EB03BodyTextIndented" id="p0132">
Using <em>v</em> = <em>μE</em> in Eq. (2.16), we get</div>
<div class="EB03BodyTextIndented" id="p0133">
<br /></div>
<div class="imagewrap" id="eq-2-17">
<img alt="image" height="16" id="img0034" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img01.png" width="411" /></div>
<div class="EB02BodyTextFullOut" id="p0134">
<br /></div>
<div class="EB02BodyTextFullOut" id="p0135">
where <em>μ</em> is the mobility of charge carriers.</div>
<div class="EB03BodyTextIndented" id="p0136">
Current density <em>J</em><sub class="EBsub">p</sub> due to the movement of Holes = <em>pqμ</em><sub class="EBsub">p</sub><em>E.</em></div>
<div class="EB03BodyTextIndented" id="p0137">
<br /></div>
<div class="imagewrap" id="eq-2-17A">
<img alt="image" height="17" id="img0035" src="https://www.safaribooksonline.com/library/view/electronic-circuit-analysis/9789332515666/images/pg2-10_img02.png" width="606" /></div>
</div>
Unknownnoreply@blogger.com0