tag:blogger.com,1999:blog-46039636282782375692024-02-20T20:06:40.998-08:00WAR DesignManufacturing Systems Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-4603963628278237569.post-87231510461486939152015-05-26T10:00:00.001-07:002015-05-28T09:45:47.669-07:00HOW TO GET A CAE SOFTWARE FOR YOU COMPANY?<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">Imagine this situation, you arrive to a company
that want to start to use FEA and you are the only engineer in the company that
has ever use FEA software. What do you do? Where do you start?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">It is a very difficult situation. There are
some guides over the network of how to choose the best software. How to test
the software but they do not take in account something that the management department
is going to ask you always, how much it is cost?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">I will like to give a little of clarity over
what I did in the last year when I started the department of FEA in my actual
company.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">I’m going to give a little background, I was
hire to run FEA for a company of Non-destructive testings for oil storage tanks
under the norm API 579 and API 653.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">I arrive to the company and I didn’t have
hardware or software to work with it.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">On this case I have to study what types of
simulations will be required for my requirements, as always google is our
friend. In a week I could establish that <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
</div>
<br />
<ol>
<li><span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">linear
structural, </span></li>
</ol>
<ol>
<li><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">nonlinear
structural, </span></li>
</ol>
<ol>
<li><span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -18pt;">thermodynamics </span><span lang="EN-AU" style="text-indent: -18pt;"><span style="font-stretch: normal;"> </span></span></span></li>
</ol>
<ol>
<li><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">and
transient simulation</span></li>
</ol>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">will be required for my needs.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">Then there is time to call some suppliers and
write mails asking for quotations.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">You search the web for the CAE software
providers and get a lot of names<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">On this opportunity I contact:<o:p></o:p></span><br />
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<br />
<ul style="text-align: start;">
<li><span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">Solidworks</span></li>
<li><span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">Ansys</span></li>
<li><span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">Comsol</span></li>
<li><span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">Autodesk</span></li>
<li><span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif; text-indent: -18pt;">MSC Nastran</span></li>
</ul>
</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
</div>
<!--[if !supportLists]--><span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="font-family: Arial, Helvetica, sans-serif;">The ones that I forgot or I knew they will
expensive<o:p></o:p></span><br />
<br />
<ul style="text-align: start;">
<li><span lang="ES" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 18.3999996185303px; text-indent: -18pt;">Abaqus</span></li>
<li><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 18.3999996185303px; text-indent: -18pt;">Midas NFX</span></li>
<li><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; line-height: 18.3999996185303px;">And others</span></li>
</ul>
</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
</div>
<!--[if !supportLists]--><span style="font-family: Arial, Helvetica, sans-serif;"><o:p></o:p><br />
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">(If you know of one
please let me know is good to know of other software)<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Now the interesting part <o:p></o:p></span></div>
<div class="MsoListParagraph" style="mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="EN-AU" style="font-family: FrutigerNextW04-Regular, serif; font-size: 10.5pt; line-height: 115%;">1.<span style="font-stretch: normal; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-AU" style="background: white; font-family: FrutigerNextW04-Regular, serif; font-size: 10.5pt; line-height: 115%;">How are you going to test
this companies? <o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">For testing the companies
I decided that I will email them asking for a quotation and explaining them my needs,
sector of work and type o simulation that I usually will carry on. As usual
they will answer you that they will want to do a presentation of the software
and talk to you in a meeting. ”never take a decision based in a power point
presentation”. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">For the meeting are some
clear points to have in mind.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">If they arrive without a
quotation or they start to talk about prices depending of company size or they
denied to give a clear quotation. You can start to put bad marks to that
company. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Ask :<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">How is the technical
support? <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">How do you get help with
a project? <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Where do you learn the
software?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">How is the license?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">How do you scale your
license?<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Can they help you with a
license upgrade for a limited time if you have a different project?<o:p></o:p></span></div>
<div class="MsoListParagraph" style="mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Arial, Helvetica, sans-serif;"><b><span lang="EN-AU" style="font-family: FrutigerNextW04-Regular, serif; font-size: 10.5pt; line-height: 115%;">2.<span style="font-stretch: normal; font-weight: normal; line-height: normal;">
</span></span></b><!--[endif]--><b><span lang="EN-AU" style="background: white; font-family: FrutigerNextW04-Regular, serif; font-size: 10.5pt; line-height: 115%;">How are you going to test
the software?<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; mso-ansi-language: EN-AU;"><span style="font-family: Arial, Helvetica, sans-serif;">This part is easy
create a similar model to what you are going to do usually and test the
different modules that you are going to be provide. If you have any problem
test the support from the company it doesn’t matter if you do not have question
ask them dumb questions. You have to test the support.</span><o:p></o:p></span><br />
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; mso-ansi-language: EN-AU;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">I imagine that you want
to know how this companies rank on this aspects in my case:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">ANSYS<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">The favourite company
from my boss. All engineers have some knowledge of ANSYS or they had hear about it.
Let me explain how ANSYS works in a corporative level. You do not acquired a
license from ANSYS but from one of the subsidiary companies. If you are not a
big company you will not receive support directly from ANSYS but from the
subsidiary. One of the things that I hate is that subsidiaries most of the time
are a competitive company of your company. How?, in oil and gas industry you
fight for a contract with other companies they offer to do the service with
ANSYS but they do not have ANSYS, they contract this subsidiaries to do the job
for them. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Some subsidiaries have
prices depending of the company and the support to get you running is not good.
You have to take a course with them and if you have question over a particular
problem is in your own if you do not get each year the support license. The
price is expensive vs other companies with the same package. The software works
well over the test but they were eliminated for the low technical support over
time.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">COMSOL<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">I like this company, I didn’t
know how to use the platform, the price were under ANSYS cost and the
expandability was great. They offer help for get me running but that was the
part where they fail. I create a model and as soon I exported the model to
COMSOL I get a problem I wrote the mail to the sales person that was helping me
but I never get an answer. I assist to a meeting to learn the software but the
representative was a little rude with bachelor student that were in the same
room. I tried to consider the software but they were eliminated because I couldn’t
test the software.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Solidworks Simulation<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">This company surprise me,
the software behaves well, and the test was smooth and very easy to learn. I had
used the cfd module before but the FEM module was equally great to use .The
online communities give you all the support to do any project and the technical
support from DSS assault is really good. At the end was a decision of market
placement. My boss didn’t like the name and it was a fear that the client will
not like the brand.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Autodesk Simulation<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">The old ALGOR software
lives inside of this software, as an inventor user was very easy for me to
adapt to the use of the simulation software. The online support through the
forum is excellent with the support of expert user and members of Autodesk official
support. I believe that they understand that student need support to learn
their software. The technical test was not so smooth I have to twice some thinks
but and the end the results were good. The price was good for the company and
together with solidworks were my recommendations to be acquired</span><span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; font-size: 10.5pt; line-height: 115%;">.<o:p></o:p></span><br />
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; font-size: 10.5pt; line-height: 115%;"><br /></span>
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><b>How do you expose your opinion to your boss</b></span><br />
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><br /></span>
<span lang="EN-AU" style="background: white; font-family: Arial, Helvetica, sans-serif; line-height: 115%;">You have to calculate rate of return. How many project do you have per year how much is going to be recover per project and you can know how much is your return per year. If is positive your boss is going to be happy and that is all what he is interested in.</span></div>
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Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-75395703276045457772014-10-07T11:48:00.001-07:002014-10-07T11:52:49.998-07:00Seismic Tank SloshingThis is a duplicated post from the <a href="http://forums.autodesk.com/t5/simulation-cfd/seismic-tank-sloshing/m-p/5322277/highlight/false#M5755">forum of autodesk cfd simulation </a><br />
<br />
I work for a company that do simulations for oil tanks...In the last days we test CFD simulation because we wanted to do the simulation of sloshing of a tank when a seismic load is applied.<br />
A natural frequency study is not enough for this simulations and we require a more precise simulation.<br />
<br />
As many people ask in the forum of how to setup free surface simulations and I believe that the tutorial of CFD is not clear enough.<br />
I'm Going to explain how I did the simulation.<br />
My first step was to get the accelerations in X,Y,Z for a specific earthquake.<br />
I download the files from http://peer.berkeley.edu/smcat/search.html
I suggest these files http://peer.berkeley.edu/svbin/Detail?id=P1083 you have to download the accelerations of UP,NS,EW they are equal to X,Y,Z.<br />
The file are read from left to right and up to down with a time between measure of 0.005 second and the values are in g. to use this data in CFD it is need to translate the information into a simple column and mm/s3. I am attaching a small xls that i wrote to process the data.(to paste the data use the paste assistant of excel)
I create the model in Inventor and exported to autodesk CFD.
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I set the fluid as diesel.<br />
I set the upper boundary as 0 pressure surface and the low volume as initial height of fluid.<br />
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Know we can setup the free space model.<br />
Solve/physics/free surface<br />
<br />
set
the gravity in the direction you want in my case is 0,0,-1 and I set
the tables of accelerations . The first step to set the tables is to
save a blank file . that file is going to be your base *.csv file where
you are going to paste the yellow data of my excel after editing that
file in excel you can import the file to CFD<br />
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You have to do the same for all axis. place the files inside of the same folder of the design number in my case design 1 folder.<br />
The time step size has to be less than 0.005 s or the simulations is not going to be good.<br />
<br />
The only question that i couldn't solve is how to obtain a good surface mesh between the volumes i want a initial flat surface.<br />
However the results are good<br />
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-84970723374068311772014-04-11T13:12:00.000-07:002014-04-11T13:15:38.630-07:00123D CATCH<iframe id='embed3DViewer' src='http://www.123dapp.com/fullpreview/embedViewer?assetId=2291667&size=medium' scrolling='no' style='border:none; width: 495px; height: 555px'> </iframe>Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-25241837422305632842013-10-28T17:20:00.003-07:002013-11-04T14:55:59.932-08:00CMAC-PID in a AUV<!--[if !mso]>
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<div style="mso-list: l0 level2 lfo1;">
The first step in the implementation of a CMAC-PID was the modeling of the vehicle in Simulink. Dr. Cheng Chin <span style="mso-no-proof: yes;">(</span><a href="http://www.blogger.com/blogger.g?blogID=4603963628278237569#_ENREF_9" title="Chin, 2006 #68"><span style="color: windowtext; mso-no-proof: yes; text-decoration: none; text-underline: none;">Chin et
al. 2006</span></a><span style="mso-no-proof: yes;">)</span>create a symbol library for
modelling of ROVs. The library provided a predefined models that can be change
by a simple script in Matlab.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRPqmw60BtW7LNOyUoPRxqVyboORXR3LnrZUPUQB3mMJBxazGrFtvGQJrff4q9pii-GrNaBOr9GBQ7CRDmbGD1z88FlmqVWLI3s_hJFQ8g5Y4vO-wBbDnWn0MgCs1PvNHTU1Kurm_27w89/s1600/b1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="462" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRPqmw60BtW7LNOyUoPRxqVyboORXR3LnrZUPUQB3mMJBxazGrFtvGQJrff4q9pii-GrNaBOr9GBQ7CRDmbGD1z88FlmqVWLI3s_hJFQ8g5Y4vO-wBbDnWn0MgCs1PvNHTU1Kurm_27w89/s640/b1.png" width="640" /></a></div>
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<span style="mso-no-proof: yes;">
</span></div>
<div align="center" class="MsoCaption" style="text-align: center;">
<a href="http://www.blogger.com/null" name="_Toc370211873">Figure </a><span style="mso-bookmark: _Toc370211873;"><span style="mso-no-proof: yes;">62</span></span><span style="mso-bookmark: _Toc370211873;"> <span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>6 DOF AUV unperturbed system</span></span><span style="mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
As second step in the implementation of the CMAC-PID is to
implement a normal PID controller. The PID component of the system was
implemented in Matlab. The acceleration wanted is calculated with a script that
divide the input velocity by 8 and if the velocity wanted is equal to the
platform speed the acceleration is equal to zero .A value limiter was placed at
the output of the system to avoid saturation of the actuators. The tuning
values for the PID components were estimated giving as result:</div>
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Kp=[16 14 24 34 34 14];</div>
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Kpi=[0.01;0;0;0.01;0.01;0.001];</div>
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Kdl=[0.002 0 0 0.001 0 0];</div>
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Kd=[1.5 0.9 1.5 7 6.2 0.1];<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha8enFMYWxeevVS-WFclOuxEwNCWcrDp2qdeBRZdTQuWv0GHSeXBq3MDxmF9u_jHGMPZ1-IoqvxDR0rTWkSL-wVyCSi7RZDn-KJiRaGjSmhvg0Qm1qarkIh1Uz6LIsaXj_NPLk9Te8trds/s1600/b2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha8enFMYWxeevVS-WFclOuxEwNCWcrDp2qdeBRZdTQuWv0GHSeXBq3MDxmF9u_jHGMPZ1-IoqvxDR0rTWkSL-wVyCSi7RZDn-KJiRaGjSmhvg0Qm1qarkIh1Uz6LIsaXj_NPLk9Te8trds/s640/b2.png" width="640" /></a></div>
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</div>
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<span style="mso-no-proof: yes;">
</span></div>
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<a href="http://www.blogger.com/null" name="_Toc370211874">Figure </a><span style="mso-bookmark: _Toc370211874;"><span style="mso-no-proof: yes;">63</span></span><span style="mso-bookmark: _Toc370211874;"> PID Implementation</span></div>
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The implementation of the CMAC component was by the constant
call of a script at a sample time of 0.01 seconds. A CMAC was implemented by
each one of the DOF’s .In the first 100 cycles is calculated the maximum and
minimum data points. As second step the neural networks is started. For each
cycle the weight values are adjusted. The adjustments values for the CMAC are
m=5, <span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-text-raise: -8.5pt; position: relative; top: 8.5pt;">
</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span>and
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-text-raise: -8.5pt; position: relative; top: 8.5pt;">
</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>.Appendix
3 c). </span>Figure <span style="mso-no-proof: yes;">63</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"> show the respond to a step input in all
DoF. The respond of the PID is calibrated to the fastest answer with a minor
overshoot. In rotation movement and vertical motion, the system show low overshooting
and fast stabilization. In lateral motions it is notice a overshooting. However
the overshooting can be solved reduce the acceleration rating of the robot. </span>Figure <span style="mso-no-proof: yes;">65</span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"> provide the different between CMAC-PID
and a normal PID in the principal signal with overshooting. The result show a
minor change on the signal and a reduction on the overshooting. If the step
signal is change for a sinusoidal signal the CMAC-PID show a higher importance
in the maintenance of the resonance frequency of the system over the time.</span><br />
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<a href="http://www.blogger.com/null" name="_Toc370211875"></a><a href="http://www.blogger.com/null" name="_Ref370295805"><span style="mso-bookmark: _Toc370211875;">Figure </span></a><span style="mso-bookmark: _Ref370295805;"><span style="mso-bookmark: _Toc370211875;"><span style="mso-no-proof: yes;">64</span></span></span><span style="mso-bookmark: _Ref370295805;"><span style="mso-bookmark: _Toc370211875;"></span></span><span style="mso-bookmark: _Toc370211875;"> PID position respond to a Step Input
[10,5,5,0.7,0.7,0.7]</span><br />
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<a href="http://www.blogger.com/null" name="_Toc370211876">Figure </a><span style="mso-bookmark: _Toc370211876;"><span style="mso-no-proof: yes;">65</span></span><span style="mso-bookmark: _Toc370211876;"> CMAC-PID Implementation</span><br />
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<a href="http://www.blogger.com/null" name="_Toc370211877"></a><a href="http://www.blogger.com/null" name="_Ref370296108"><span style="mso-bookmark: _Toc370211877;">Figure </span></a><span style="mso-bookmark: _Ref370296108;"><span style="mso-bookmark: _Toc370211877;"><span style="mso-no-proof: yes;">66</span></span></span><span style="mso-bookmark: _Ref370296108;"><span style="mso-bookmark: _Toc370211877;"></span></span><span style="mso-bookmark: _Toc370211877;"> PID(RED)vs. CMAC-PID (Brown)</span></div>
Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-34057328411226488442013-08-22T21:23:00.000-07:002013-11-04T14:57:40.929-08:00Hull Video<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-553939665114199612013-08-22T19:55:00.001-07:002013-11-04T14:57:27.806-08:00Hull Design<h2 class="separator" style="clear: both; text-align: center;">
<b><span style="color: black;"><span style="color: blue;">Hull simulation sphere point drag force 0.22</span></span></b></h2>
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<b><span style="color: black;"><span style="color: blue;"> </span></span></b></h2>
Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-13927651305640564382013-08-22T19:33:00.000-07:002013-11-04T14:57:12.226-08:00Hull Design<div class="separator" style="clear: both; text-align: center;">
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<b><span style="color: black;"><span style="color: blue;">Hull simulation narrow point drag force 0.195</span></span></b></h2>
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-29431919595010479662013-07-26T22:02:00.001-07:002013-07-26T22:17:35.124-07:00Translator Between Torque controller and thrusters<div class="separator" style="clear: both; text-align: center;">
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As the AUV have four thrusters that can rotate in any direction its generates a vector U of possible Torque direction where T1,T2,T3 is the component x,y,z of thruster number 1.However the PD tracking controller generates a force vector Tb of the way where X,Y,Z are the forces and K,M,N are the moments over the gravitational center in the AUV.<br />
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<a href="http://www.codecogs.com/eqnedit.php?latex=\bg_black&space;U=\left(&space;\begin{array}{c}&space;T_1&space;\\&space;T_2&space;\\&space;T_3&space;\\&space;T_4&space;\\&space;T_5&space;\\&space;T_6&space;\\&space;T_7&space;\\&space;T_8&space;\\&space;T_9&space;\\&space;T_{10}&space;\\&space;T_{11}&space;\\&space;T_{12}&space;\\&space;\end{array}&space;\right)" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\bg_black&space;U=\left(&space;\begin{array}{c}&space;T_1&space;\\&space;T_2&space;\\&space;T_3&space;\\&space;T_4&space;\\&space;T_5&space;\\&space;T_6&space;\\&space;T_7&space;\\&space;T_8&space;\\&space;T_9&space;\\&space;T_{10}&space;\\&space;T_{11}&space;\\&space;T_{12}&space;\\&space;\end{array}&space;\right)" title="U=\left( \begin{array}{c} T_1 \\ T_2 \\ T_3 \\ T_4 \\ T_5 \\ T_6 \\ T_7 \\ T_8 \\ T_9 \\ T_{10} \\ T_{11} \\ T_{12} \\ \end{array} \right)" /></a>
<a href="http://www.codecogs.com/eqnedit.php?latex=\bg_black&space;T_B=\left(&space;\begin{array}{c}&space;X&space;\\&space;Y&space;\\&space;Z&space;\\&space;K&space;\\&space;M&space;\\&space;N&space;\\&space;\end{array}&space;\right)" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\bg_black&space;T_B=\left(&space;\begin{array}{c}&space;X&space;\\&space;Y&space;\\&space;Z&space;\\&space;K&space;\\&space;M&space;\\&space;N&space;\\&space;\end{array}&space;\right)" title="T_B=\left( \begin{array}{c} X \\ Y \\ Z \\ K \\ M \\ N \\ \end{array} \right)" /></a>
<a href="http://www.codecogs.com/eqnedit.php?latex=\bg_black&space;L=\left(&space;\begin{array}{cccccccccccc}&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;\\&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;\\&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&0&space;&&space;0&space;&&space;1\\&space;-0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;\\&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0\\&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;\\&space;\end{array}&space;\right)" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\bg_black&space;L=\left(&space;\begin{array}{cccccccccccc}&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;\\&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;\\&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&&space;0&space;&&space;0&space;&&space;1&space;&0&space;&&space;0&space;&&space;1\\&space;-0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;\\&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0\\&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;&&space;0&space;&&space;0&space;&&space;0.3&space;\\&space;\end{array}&space;\right)" title="L=\left( \begin{array}{cccccccccccc} 1 & 0 & 0 & 1 & 0 & 0 & 1 & 0 & 0 & 1 & 0 & 0 \\ 0 & 1 & 0 & 0 & 1 & 0 & 0 & 1 & 0 & 0 & 1 & 0 \\ 0 & 0 & 1 & 0 & 0 & 1 & 0 & 0 & 1 &0 & 0 & 1\\ -0.3 & 0 & 0 & 0.3 & 0 & 0 & 0.3 & 0 & 0 & 0.3 & 0 & 0 \\ 0 & 0.3 & 0 & 0 & 0.3 & 0 & 0 & 0.3 & 0 & 0 & 0.3 & 0\\ 0 & 0 & 0.3 & 0 & 0 & 0.3 & 0 & 0 & 0.3 & 0 & 0 & 0.3 \\ \end{array} \right)" /></a>
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However L can not be inverse and to solve the system it has to be applied and advanced algorithm to solve the system with a seed data .In the case of Matlab this can be made with fsolve(@myfun,x0) where x0 is the seed data .In this case seed data is a vector where each data is X/4,Y/4,Z/4,K/4,M/4 and N/4<br />
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Work in progress....... Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-14018976581378464372013-07-20T19:10:00.002-07:002013-07-21T20:26:55.244-07:00Design Of An AUV(Inventor/Flow simulation solidworks)<h2 style="text-align: center;">
Autonomous Underwater Vehicle </h2>
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Seleccion of Motors</h3>
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In robotics the most complicate step is the selection of motors and battery. the weight of the battery is the principal component of the mass of a robot. In the process to design AUV i decide to start the design with the selection of thrusters with a high drag force of 1.5 and a speed of 3 knots.<a href="http://tecnadyne.wordpress.com/2012/04/28/what-size-thrusters-do-i-need-for-my-rov-or-auv-7-2/">T</a><a href="http://tecnadyne.wordpress.com/2012/04/28/what-size-thrusters-do-i-need-for-my-rov-or-auv-7-2/"></a><a href="http://www.blogger.com/null"></a><a href="http://tecnadyne.wordpress.com/2012/04/28/what-size-thrusters-do-i-need-for-my-rov-or-auv-7-2/">eknodyne</a> </div>
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With the selection of thruster it can be selected the battery pack and continue with the design of the external shape to establish the real drag force.</div>
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the drag force depends of the longitudinal projected area of the AUV there was established the need to simulated different direction of movement</div>
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<b><span style="font-size: large;">Drag Coefficient=0.64</span></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ebUM0vEljJoVhMS8rW1QfdpOd623jjVgVYdzQyEEZQDfEGJy2ulbzdhTsgFaIj2tiXeXe9PPpd96ByjQ7_wk-yJpu3iOJE5kFdNAm5jLiNufrLYi0oLy_6QYlsMGgI01HzDjjQxEheLG/s1600/Equation+Goal+1.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ebUM0vEljJoVhMS8rW1QfdpOd623jjVgVYdzQyEEZQDfEGJy2ulbzdhTsgFaIj2tiXeXe9PPpd96ByjQ7_wk-yJpu3iOJE5kFdNAm5jLiNufrLYi0oLy_6QYlsMGgI01HzDjjQxEheLG/s640/Equation+Goal+1.bmp" width="640" /></a></div>
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Drag Coefficient =0.75<br />
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-73142888618354316832013-06-23T19:05:00.000-07:002013-07-21T20:37:06.047-07:006 DOF Pneumatic Simulator<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu46aM4mC__0sSxqL6KFIvhIS3cnkWpGpOvRoKZdm4kIlGeHBDgc2mWcTyta_vPWe_GqRY7Lgq1LiwFt_WQiNejgpnw1tiH-eEEVqxyXtQFkjBWGXQ3DGtN_eHbYpcwmZf9sBWcu1jVPy3/s1600/w000.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu46aM4mC__0sSxqL6KFIvhIS3cnkWpGpOvRoKZdm4kIlGeHBDgc2mWcTyta_vPWe_GqRY7Lgq1LiwFt_WQiNejgpnw1tiH-eEEVqxyXtQFkjBWGXQ3DGtN_eHbYpcwmZf9sBWcu1jVPy3/s640/w000.bmp" width="640" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx3ZTAvxk0tbkJ4UOkRnwDxI-Wd4q6InuHnsrXh38fy-pERlmh18zLnOYjIw6S_tC5qScHDBxBsRQvhT-Qv0ixU6n3dJfaUW01Fp7B4BAOaKEcNASv3sokRiLeahUvfRz_nc9wcz8q0end/s1600/pneumatic.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx3ZTAvxk0tbkJ4UOkRnwDxI-Wd4q6InuHnsrXh38fy-pERlmh18zLnOYjIw6S_tC5qScHDBxBsRQvhT-Qv0ixU6n3dJfaUW01Fp7B4BAOaKEcNASv3sokRiLeahUvfRz_nc9wcz8q0end/s640/pneumatic.jpg" width="640" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-86450580054982619052013-03-14T19:55:00.001-07:002013-07-21T20:37:17.730-07:00Colection of videos that explain the principle of laser<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/oUEbMjtWc-A?feature=player_embedded' frameborder='0'></iframe> </div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/fXGBmExbumI?feature=player_embedded' frameborder='0'></iframe><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/YVqoVl-CYKo?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-28061135623406365732013-01-21T17:10:00.000-08:002013-07-21T20:37:42.348-07:00Emboss of an image with inventor<b>Usually to add an binary image as a logo to inventor is a process of converting the image to eps and then tranfer that file to autocad and the to inventor.
But that process can generate mistakes in the quality of the tranfer.To solve that problem I wrote a matlab code that generate a excel file with the boundary coordinates of the image.with the use of the function to export point of Inventor,the points can be transfer to a sketch to be used in the emboss function.At the moment to export in the option of inventor it can be choose to create automatically lines or b-spline lines between the points.</b><br />
<a href="https://mega.co.nz/#!tENgmZaR!ZpQpSW4_3yr0ATdRD6mItWQDvJdO5sOA-xk-J0NayQA"><b>InventorSimple.zip (2.0 MB)https://mega.co.nz/#!tENgmZaR!ZpQpSW4_3yr0ATdRD6mItWQDvJdO5sOA-xk-J0NayQA</b></a>
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Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-54821946724121015062012-10-13T20:03:00.000-07:002013-07-21T20:37:55.059-07:00End mill simulation effect over tool<iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/aqUel9BQx-o" width="640"></iframe>Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-82742729384142311422012-10-13T18:33:00.001-07:002013-07-21T20:38:06.694-07:00End-mill simulation,Ansys Autodyn,mill rigid element<div class="separator" style="clear: both; text-align: center;">
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<iframe allowfullscreen="" frameborder="0" height="473" src="http://www.youtube.com/embed/yrkKWF30J3o" width="630"></iframe>Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-25326238943129020462012-10-12T21:43:00.000-07:002013-07-21T20:38:37.147-07:00First Tool simulation Ansys-Autodyn<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-21995673479420333332012-10-03T17:15:00.002-07:002013-07-21T20:38:54.100-07:003D ice cube tray deformation under 100grams with Pro-Engineer<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-68766530360405003082012-10-03T01:55:00.001-07:002014-10-24T19:28:50.383-07:00FEM Ice Cube Tray with Pro-Engineer<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;">Ice Cube Tray simulation with Pro-engineer equivalent beam representation</span></div>
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3xs154J7rmcw3krKNi98kisFBYbkdR0WJyGKXM0046ITZytwpQ5mpnxJfQgWx8Tm2G2GhGbYaGGMAbO25F0w09pkUwDY0ycMUN8NZpuhMV6OFVHOQsTqrhYgzkTS1U3c06s4WItkm7AtDGWaWOMFREb0VQzmmr5knJQqPZmkM/lXMrAUgYqttFUM5hSRhmTLRHP5VxQqAIAAACXIpxvIGLDm7U9OXOS0ROk8vUrL+/09W24Luu63b0w2+hzrfe5NvrOBZtrvW8z6rou12pf/2pff8ftWut3rfS5VvuvKFx77V/t2jPGakHB7omk6yGxClFqNNMIidVwuhHJtjxJZbK0MF6cDwqNaG4mlG6F0s1IdtqflCOcHRWqOK2PZZoTuelIqhYglaBgh7ONyeJMOFULCrafkBHOgDkjlKmjKTvA6XimhqZsNGVj4qbRbBNnzZGJUjRVD/F2rxwrzCC0Pjk12ztuuXkGUTSwlIGIbURsBkV5lDEuyDmctwEAAIBLUUBsjGTqzxSsp6dMRNRCvPIPV12+MriZc12Xq+O6YA7XdT1X6LpcXVffat/A+Tm33ndF8dpr/69de0ZZFeetnl7IBUhlNNucLM6ExCrKmV5SRoRqND+LpZt4qhFgDJgzUdaIitUgrfomihHeHEvVoqlqkLf8SQmmtbFcK5yyR7N1iFaCKRvmtFCu7mNkSDSC+ZqXkRHRQgULFSxMsHDeQGglItohzozlm77YVCBRDrFGJFUNCzZMazhvobzdgwk6KuqwMA0LDVyQojTIOQAAgG0hxDYwvu7JWAfyJiZouKB88erLTuzsW+m7fKXPvd6bz11Ex+XquPpW+gZW+gY6btfagHt1aGCt74qp6274q117wqTUSziUNXqvkXQd5y3ePMzpM7wxO15o4OlagLd9nIWlGwFWD6XtsGhkzdmsOZu3DwdpOSqYQU6byFWj6TrGGmPZasqeF605SmkHaAlLmRCv4hkLSemQqGFZG+FNXLRxwcJFE+M0UppOmbOi3g4y0ljKTOlz+eoCWa4lploYa+C8hfE2dtGcS4KcAwAAuLQFeXuCbMTIepizENGMUVqcVr961WVH+90nXTuda65c73dv9PVfTLevz3ENrPbvWO0f7Lr7z/T3HXG5NgZfLl1749/tuWmc0xlt6fsQPZ6fRhgd48yQWE2U59O10xO5WlRU1MVjI0Q5wJv7k3KkOD2cLEUzpr64FmEr4ym1udzFqdJYSq8eW8/XFsKiPZ5tZezDEFmOpq2QqI/mqtF8NZS1wjk7Uqj9ZEwMZi1UMBFGRxg1KOpjWYs32mNpI5DIyHPLkzmdKtfg5BRGScrsEs4ZQa433XzhnGNAzgEAAGwDGN/A+DosWohg0kktFVe/dcXl6319667LV4f6N1yujsvdcbk3XO7Oec6r9q26h1bdgx2XuzvQt9HXv9p/ufHyGz95455kuoZxZjTTgGmtd1oOprVIug7TWphXmEqdU5rBlAnzFpap+xhtsjQdEZS50yuTaSWtTx/vdOB4JlmwxzNG1pqfzNVHM7V8fclcOKEdPlGsHw4LakhQtYVj6uLxyvyxSN6KZC2IVmFaGc/VEVoK8krGasfyRrE+V6zNRPjymKhiZDHISsX6QlQ0g3wv6mycq+G8AXIOAABgu8F425tuHMrWD+YsT8aMUdpkrPyvV1+5fFn//I7BIzvdJ3f0nx4aOD00cGpooFc4PbhZPTM4cGaw/8zA4LGdO4/t3HFmcODEkOv4UP/ZoWvUG276+K49oWSlN4dDGP3cpSiRdD2aaVgLp6aPnshb7bBoQqyJCHY03wpyWpguHV9bN2YXk3l1bqVDl6o4PRWky1lzJsSq3onCmFiLsMqooKT12QhX0RdOkCWLrlRT1my+dRxhyubRU9bRk9ri6VixEREUY+F4eXoRSqTK04fDXIGRatbiyeaJM3CyOJGphTkjyFlBrvqCOQeOWwIAAGwHIbYRYutwyvJkTFzQUKn2LrfrYbfrzj73p/pct7ldd76ou9yuT7ndn3K77nK7bne77upz7+vr+7939r28r/+xbzwzlmuFU7VIuu4n5N6hSz8hBwV7MqXH2anG4jGcVgKk6iUUXLRDjJJIa0dOrSZSpWS20l5ej7DFIFUcFRRRWwixapgzorwVZSqTgpJWmrGMbhw+EeFKsZw+lpLHMxpM5IO8iXN6kNcjojGRNaiSPpFRIlyh1Jylyzo9ZaDJbCxrjqeNQLy4lXO1IFcLvnjOVdpLUvsYXZnBGaXQOFJpH6u0j+Vbx8KpKsJoQcEK8maQN3HeCBBSyj5aah0rNY/ijBLhjWLr2NT0sfJmextldZQ3UN5AeQvlLYy3MA4AAAB4idgYWw+xdohTYVFDBNPHF//xQ6889bmbZu9+zcwDr5jZd9PsvlfO7rtpyyu33DSz75Wt+17VuO91jftvnt73mpl7Xzt93+vm7n7lsX1vFB5+11tevSeSMgOUjgs1jLeDYhVljaBgo6zOqHM5e75gHx4TdYw1ooUZoXY0wJghwQ4xcrE6X6gdzlYP5+tHIqIxmrJytcWUdTiarqOMEZ9qFeqLGXuBVaZDnBoSjGx9MVtbTEhtPyVhgomwJsqZMKOhnIYySqF5JFOdz1htYsoKcVKhtZS2D6fs+WjGiqSrOGdtsXFeQwQN5luwUMcEKUrrzFSSMPZu5lxUkCJcJcyUx1Na6+RqRFCjohZNmyFBRxkZ5zSElvzJUkjQ881lXpuPilosa6T1dpgpz5xaCXIyQpcjaZ0zWmP5GiKoCK/Dgg4LBsKbv+4vAQAAwHbmF+owb4S5cpDTEK4eY5Tvvv96546+7u07nNsHnNvdzh1u5w53947NwnlcG3tdZ/cOdO50O7e7nDvcG3ftdD7jcu50tfbd/J7de4KcBvNVhKsinI2wZi/ngryBczrO6RiroayB8FUfY/sYG+LrCGdhnIVzekisoXzVTxleQoMYExfrEGNiQj2YagZoA2I0hDMg1vAzOsSZkFCF+FpAqPuFul+ow3wV5q0ehDcDjBYUzHDKCgoGRKkBxsTEBp5qoEI1QOvI5iCYGGdinIoIGsS3IL6O8ZUIpTNTiedyrrW80l4+ndLnMbI4d2Y1KmqxfDVATCG0HBJMhFFhWsFYDWPV1qmzOFOJilqEk6pHToTZysi4ABHFaNoICmppZsmbLCK8jvA6LJiwYIKcAwAAeEkhbCPIWlGmgnOGn5+OcuY3P7B7467L1u+4unv7let3Da7f1b9+V//a3v5eYdPe/vW97vW7XSufc3f2upw7Xd27XGt7h5zbXc5eV+3+17zrwpzDeLt3awFMyTinh0ULoRWE0WHWCrBVWGjAfBXhLIwzcU4PkArEGJhQRTgLZk0voeBizU9pfkpDBRvjTJQ3Yc6AWD3AGDBvwXwVEnpq50Kul3MoqyOMClMVhJYwTg/QOsxaPlKFGKP3K5cYZ10s5+jzcy7IKCFGUueWIpw0fWa11FrKNRaJykxIMLON4+naIqsvwrSCslrz5EpI0IOs5I/nakunMLIYEeSxrMXrrULzMMLKuKAhvI7wJsg5AACAXwGcno5Q9TFawXjDk6oHU5V//fA1q/e41u52dfe61ve61u52rd3tWr17s3DO+l5X587B1Ttf1r1jp3N7f/eOy1bvusb5jNu5c7C+7y3v3r0nyOnncg7lLJQ1UNYIixbGaggpB1k9JFSDYg1LNRChBvNVlLNw1gyxeliwg4Lda4/zVjhVO1fonQtDGBXj9GDKQngT4XqpZkNCFRLscwnXg/MGzmkhQQ/yWkgwcN7COCso2L3fIbtwKLQXy7kwZwUZRZ45gjOV2ZVVjFUwVkEY1U9I4VQtnG2MFdsHxwvhlN06vRpJmdG0FeJk88iJsbQRYivl9hGElsbztaBg4Fud2+rrr/9LAAAAsI0F6WaUtkcZGeGN4dQ0Lupf/9CujbsGu7df5nx2h3O727nT9cLucDm3u5w7Bpzb3c5tLud29/pdO53P9o5b3vK+C+dz6Fa6ILQylq3F8vVksYkxujchwXzVz5gwb2OchXNGiNVDvDaRb0RSti9Rwjl9PFePpMyxbM0bn4qkrNGMPVmohUXdR0xBlIxx+gWpwW2GHMobGKeP5+qjGWsyZ4U4GSYriVI7LJqxYhOhVITSMM7EOAvhLISzUP5Fcw4lNThZKjSWJnP2zJmzCK2grIqyOsIZEKMhvAmxOszqCG8yxgJnHA0JxljGylbncKay1O1OFmooo/iJsp+QQqINcwbMmRBnQpwJcybKAgAAAC8RC2EaQcaOMBWEV0dSVlic+taHrnH2uZ07+5zb+pzPupzbLqL31u0u53aXc5vLucO1cdegc4fLuc01c++r379r92jKRsU6ytf8lIbxNkxrQcEOCRqtzJCleixr6AunwqkaLtZg1opkWxhnopQynjJSeptXZ3FGDXF6afo0LTUZqckq02FeLTYWs9Y8Xa5lqwsYU0EoCWNVX7KMcUaAklHBgjkDFyyIVhBGRRklZc+K+lyyaMlzJ8K8XGgcJUt1RmpOTS+HBAtjDZQ1YdaEWRPhNJhXIa4J8TWUq0RpnSzEKOtzmzlXbCwaCyc4dcafKLTPnOWNOUZts+b8WHHaSyl+WoV5E+ZMP6PhqSqpLOhHTubqx8lyPcgpc2tdVm2J5mFaXcB5C6JUmDNg1oQ4C+IskHMAAAAvqQBXRzgzxJRhXvKK+kS29L0/u37ldvfZuwbX73Z173R177i4O92rewfX7+rv3OVe3dt/cu/l63f2nf10//zn3/Ke3Xv8iVKAtbyEFkw1vITcey4Pyqgoo4Z5vVhbSORrKK0HhSpE635ShQhlLGVPn1wdT5koUUaJcphVlPZRnKyMCkYiX00UajlrHknkmHK1efwURpcivMrKzWztGCm1cU6HaQVhdYTRUVZHaCUk6CmzHRUUZeZIsXE0EMtGWDlIVybSVrm1iFAyxugoa8CsCbMWwqkwrwa4ZoCroVw5ShtkfpK2t3IuJFZHJgujGXs8VwuLRki0fKSMCRbCm35Gx9N1mLcQwfYzmp9WEd5EWQ2hFV+ieGg8E0mZCC2HhM3fPQunar1ohTgb4myYs37tXwIAAIBtzCOYAUEJsiWM1f3c9MFw7usffs3yA7tm7tlz7POvWdx39ZGLO7zv+un7Xzl7367D913bvn9X/b5XLz9w49xtV+qPfuDW3Xu88RKWaiBc1U/puFD1xMsQpYZFC2XUY52udzw9lrKejaRHs63hyVIkXcc5HU6WjneduTPd1vGNhdUOlpyiCuaJbrd1ojt7cgVLTpVqhzEiF8/K8YyUyNtSezHKKxFem8zX26dX/cmpxU53sdOdXukmy+2QoGfMduP4qYmMwUtWLGPAE+kTne7iWhclyiFO613z2UscmNdeLOf8RAXnVJiq4LwG0wrC6KhgBVgd5q1eyEHc5pFTiDNhzkAYPSiYQV5HGTlAlFBGxVkT40yI0jDOglkTZm2QcwAAAL8CHtEMCHKIKeN01csehZnFP9l9/TfeuusLb7zh4bfueuR3dj96UTd+8W03PPy2XY+87YbH3nbdF9524yO/d9MTb7zq3952471/cMt1V1z5b/tH8XQTYiw/pcGMMZZrwbQWn2ql7IUgLcdzdpBREEpGGJ3X5zDOwFgtSEtzp1dHeXlMUBbXOkFqqnrkBEYUopw0mZITWa1Un0/JdogsTFXnDoVpY/5Y1mxXZk5wSiPISjAx1btjISya/kQxyEr64WMhpowSBX3+OEbk1NYCnsiN80o8V4WJ8lbOWT8759QjJ1FGDQkWymoIo8GcgfAmxJkB1giwhp/pTc7M3qyudzEoRCkIowUFM5quobSOsybOWzCtYby9lXM1iKuBnAMAAHgpWX52Dmamw7SOs/JIujRSmPzRN9/oHH6js/y6jdOv6a6+zjl7MTc7Z17rrLzeWbnZOfNq58wt3VO/5Zy42Tn++uMnPrjnbTdGcqaH1KK5GS+h4GLVT8goa+CsrB893aUc3tEAACAASURBVDh+avrEmYmMHiu0fEnZPnYaZfXJQgshSs3jp6ZPnK4fPVVdOBVlynTRai2drB89rbUX8WQ+JTcaS2dax05Wj5ymp+wIV6kunVbnzxRqCzAxFcvXEFpGGQUiKygthXnVWlqpHj3ZOHZKVBvxrFE/cnLm+Cm5dWIirUR4YyvnetOqF805bX4ZYwyE0WFaQ1kDYTbBjAExBswY8FZ1863NNjrC6Oca96Csed7Hree9CwAAAPy3MnGqhpMNmG742MZIqgiJzLeeevN658quM7Te7Vtz+lcvYs3p7zruruN2OoNOp9/puJ3OgLM+4KwNrK3e+so37EK4SoC1IMaCGCNA6yhrYJwJUzJCK36ihPAKKpgBWgvQpp8yIMaCWRPhdJhTIUb1EtJovgUxaoBWIEbtnQsL0ArKmyhvQLSKcDrEqDCrwZwOs0aA1QOsHmD0AGsGeCvAWQHOCDA6zBvhTM1Pyd74VFgwcFLFSTXMGDitBZJybxCgXlSxCsQpfrbhZ6sIW4pQOpGbfO46FGPhBEo/P7EAAACA33whqhKkK37OGuGbPjEXZlJff+pNp5ydXWew23F3u33dTl9nS3dLp9PX6fZ1HHfXcTndAacz4HRdTtfd6fatO/2rZ//wtTfvQlhpK+dMmDF6v2+JczpCKwFK9jFygNMhzoa4mp+x/UzvsJ8J8TrMWxBveWm9d0Gil9L8jAHx9gihwLyN8FWYtyHOCnCmnzUCrHkey8/ZPs72cXaAswKcOULIMGfi6RrC6jCtoaQRZmtIUkMpHWU2p1UQq0OsDrPyf8q5Ccra+n1LaxHkHAAAwKVIx9k8xqX9fMUj6JDIj9Pst374hlVnyHH6nHW3s+66qA2X03U5jsvp9Dud/l55w3GtOa6VtVtfc8sumD03nzMR1oRpDaJUhFZwTh/LN9GU6aFkL6kG2GqAtQOsBXGmn9X8rOIlJIy3RhJllDd9hIwwhp9UIEbDRRtm9JFY2UfIAVqFOQMX7N4/AjM6zOowYwRYI8BaAdaAWANidZjTYVrFWA1hZIiohBgLiisYqQdZCyLU3md/rpyrtI+DnAMAALgE6ThTQrgpP6f72CrGpRNE6nvffVO3c7nTGXRW+5yuq+O8sK7jcroup3NeznU3c+7s6juel3MBSuud2IIpGWM1lNUw0QymayhvB2gjQJswawdo3UcpeMoKiSbKKJGUNTKZDxAVjNUCRGU8V4+mbZRRA0QFoRWYkvzJKYSWezcqoIyKMgrKqDCr9p6z2rt/DqIqUdH0J/I4XUHIUjzfhpNykDFGxovRVL03CBc/bnnBfG4Z5BwAAMClCKUtmK77mVk/fThIl8l44QdPvsXpvNzpXOas9XedvvWL6Dhup+NyNlzOxg5nY8jpurrdvg2nb81xr67e+tqbdyHn5RzE6EHB9iWlaLoqzZ8ttRdLC8uMuYTwVi/kIMb00xoqmJS+WJlZKjaPLHU6o6KOM5I/nufUOWPhTIiTU8aMPLOozC0J+uEwr2B0GWcknJZwRsKZCsZIKCOjjIIyMsrIOFPJ1Y5qs0ek9pI8vRjl5VJzUZs/kTWn8/WjONt78vjPl3MoJSOUBtM6AAAAcEkxYLIRIGd81LyfnA3SGY5N/eBHbzzT7es6fZ1On9MdcjovYtDp9judK53uFV2nf80ZWukMbDg7z5z9X6+9eRfElPF005NUUd4OUBpEqRClRlI2zukwLcdKzcliw5eUDk1MhcSaJ16BKA3j9GjWGssYGFk8utFBkvnxlJbIWxlzoXXiVJitlBrzYbYc5SWMLMZzVpAuQfHsqCCHmNKYqGJ0CedUOFnC6EognhsTdbpkjIvq3KmVYm0RimfDnAonS1HBKDSPhkUbpjWY1gK0HqB1iJEDrOxj6j7GhpmpMKkmsxPPPX8OoRWYBjkHAABwydEQtgBxOT+r+akWRqmjo9Y3vvOho+sfPrr6Z0fP/sWZ1fefPfueF7b6npXVPzyz9s5Tqx88sfaB4513Hl1574mN9x/fePfRY3e8+pY9CKf6GRNirABtQLSOsgZMa974lGAe1RZOUOpsgKxAlApRmideiaTrEKUirDJesLSF4+rc0uJ6ByWnJjNaPKdGBKW1fDYQz8VyBjllCdp0sX44kMhlzDZVqvJKM2PNlqYXAom8tnBcX1yemj4ZEXUoUchX5yqtebbSKDcPo2QeIYvq3HFpZikiqhAlwbS6lXPGz5Nzv/a9BQAAAPyiNIwVUI4OcEU/YyG0PE7P33zrFe/4uOvtH3e/8zMDb//bobf/7Y63/+3Qlh1bht7xyaF3f2Lo3Z8YfOcndv6vT+y89ZND7/zkjnd98rL3f6bvA39z49A1O7/yQwgRagcnKwhneZOyLylhnDmasceyVV+iEBI1X7KI84YnXklWZgOEAtMKTFc88RxETkUEbWalExG1eLFqLp7QFo7XTpxB6XKIU4KcgjMSMWUiZKkys2QdOWUtndYXlxGqFOS1AFGGKan30yVhXm2dPBNiJM+4WKrPhbmyMrOIUoWoqKG0hNAyTCtbOWdCjPLiOaf+uncVAAAA8MvAKAmjKwFa9zGGXxCGk4m//9bLyY4bXXV7V9y+zoBv4zJvZ5Nv47JzVf/GTnx1ILg6gK1cjZ29Gl3bET778omNaxLrV3jsm697x42jU3VEqI3mZ58dK6C81TtImCg1WyudubWNxpl1olRDaOVANLfY6QZ5KyxaCF1pr23Mra63VjaOdDreeAGmKiFBj6TM1skVTyyfrS/Onl1rr25IM0eHJ7L+ZLFxaqN9dkO05iCyPJ5vBEgZZTWM03vXoSxudKZPbcysrBfqC95x4fDqRvvU2vx6h1VbIcHYyjnzZ+fcuYOW0JYXrMIXqf7M9i9dg1/9Fn8DB+HX2CUwCJdWl/4nbPF/YJcw0saIJkzMBcg5LyfDonTPj9/sPzuwf931THfwgOMa7rqGu67hc4XzHOq6DjiuZ7s7nu3ueNZxHeoOHVzr8627sDO/e+Mf7PYwJS/VmyoZflLFOBOmNYiUcE4PECWckyCyjLEaQusIrXvjlZBg+hKFkKDAtIyymi9ZDgpm78k73kQJ540AKSGM6icqOG/4iArEqDCrI5weoFWUM3ykBNGqn9IgRveRip9SNu8ooJUQrweSxfGMgdHFIFuCkrmwqHoTRZhWIFrrXfD5vJwLPS/neo959dHPed6S//YGverPbHBJb/HS7RIYhN/MLoFB+BV36VIZBC8rexgjQDSD8eoIJ8Nc+rYf3OzpuIYd11OO64DjGum6z+fpnCv3eTqDBx3XM87gT5z+ZxzXoc4gtHF5YK0PXv79639/l5ct+2jDTxl+SodoHaLUAKlgrNYDUwpEqQFKD9C2n7Ihtjqam/YTMsqoAVLx02qA0byk3HuYXIDRPITUu9EtwGgBRvPRGsxbAdbw0ZqXMbyM4WVML215GcNH92h+SoMZPUAqAVIJkNJopobQFZSpQGQ5QFVQVvPT6nMDwkg+RvLQNQ9j+ZlikFBi2fGkufX8ufNHGQAAALiEeFlpmNX9ZD0ct0ZYFWPSt33vDb71QX/X9RPH/YzjevYiDjiuwPqgt+M66Lj3O64Djsuz0Y+uX4acdaMnfveG39vlOy/nfITSu95yeCKPsVpYtCBS2j+a81P6aHHOQxqoUPckZZjW/Mmyn6hAlAJRCi6YKKfDjOpNlhFWQ1gN4w1fsgLTiq/3EDfe8tGajza2om4z5Py04ac0iNJw3oZINSTYKKPBlDyRrweIUki0RmJFlNN7Obc5FBfmHE6CnAMAANgW/LTsYQwv1cQTtRHGCNK52598U+Dsy7DVvpH1oYOOq+fAVuFc9ZDj8nbcnq7rgOPa77iedVwHu25fd8i34YJP/vYNv39Bzp27rwBjNYiUPLECTFWCouUjlf2TJS/V64kaIKWRyVzvjm+M0yBK8sSLMCX5iXKQ132JKZiWA2QFoSSYlg9MZAOUEqDVwOaEbPM/CmxuToMoBaVVmJCCnOaLFVBa8sYLKCN74lMYp0OUAnIOAABg+4MpxUNbw3QLJWwvo0XI7G1Pvtm/ehV+dhA6e7l/w+3rul6Qp+vydNzDjuug43rWcf3Ucf3UcQ87QyNdF3zqTc+bz3kJOUAqI7FSgKhI86tzq+uH19YpueGnlUih5aXVEVLyM4onkc/WjzdPnp1f3Vjc6EZTpi9WoMozRKkV5DWcVaZaxxZW12ZOr8+udhFaQmkJpioQJUOU7KflXpRClAqTKkzJMCXn7OMLa+uHVzf0uePDUbEyuzy3tj67usbq8z6iAnIOAABg+8MIzUfZB9gGTGl+dipK05/+4S37uwO+rsu3PjDS7R/u9r2gkc4AtLYDXnfDa0P+jYGRrutQZ4evezmy6h499pYb3rrLzzyXc35ShWnNT8hB3oik7JHJLCm3WL2NCCrE6yOkFOBUiJMD1FTr9FmUnGIq7cW1DkJM4VSZKNZTWivISHCymLdn0WR+TFBayxu+yTRGllCqhJAVmOqRevGGkDJKyihZEdVWkK5oc8eKtXmcKgU5FaYq0UwtUz/pJyWQcwAAANucn9aCSdVP2c/wdT9dCbCpIBH9m2du+raz8zvOwFPOZfu7Vx3auOYFDa9f6129IbB6NbxyY+Ds9cMbV/109XrPxp6RpSvji+++4bd3w7xyKCEjXHU4LsGs4Sfk3mUmRKWtLiyXZo/CTCXASohoeWkF5nUfVYbo0syZs0SpKmqzS50OSkwF6QqSLGaMNkaVkWQxb89G2Io6e5ytWBiRj2e1Y45zpOMsOQ4rzyO0pC2cUBdOmIsnM9YR32Q+Y86k9enJtF6szYZZKUCUsvXDpZmjvmQZ580Xz7mJdHRCuQ3kHAAAwCXMT6thIutjC0+nDC9VhZMzMXq5702D/X/q7v9TV/9H3QPvdQ+87+I+6B54v3vgve6BP3IPfMg98BF3/4fdA+9zD7yzz3VD/95/+P5EeWE4Lh+KVfyUCjM6RKmThUayPB0gplCm4kkUPETl2cmCj9b2x4pPR1IBqjS/4cQK9v6IsLjR8UzmoqIxKpopay6QnPIlioI2ax9dw8mCqM6MjPLGwvJY2kDJ8mjGiqatkcmcN1EeiZUOjRd8iVJIMOfXuiNj6Xiumq8uBWL58uxykNcCpARR8s88bnlBznkpFQAAALjk+Cg1lCh4mNIPU4aH0uGEjcdrb/na294y96pXTL/6lplbX7nw+psWX/WC9hx51Y1Lr7npyCtunrv5tfOvfcWRm3adeOOuxde+oXXjB4wPXPfePQeo8qGEHKDNkYQE0bqfkAOkMp615Lmj0uxSqX1kLFcfSVT8jGksr3kpdThRgRmVkmdKMycqs8fm17sQJYVEdaq9pB9dGc3Whidy6eoRbW5Jnl5U549h1FSyWC21DsuzS7Gphjcx5SckP6VCtOGnVH9S9hNSrr4ozZ4oNg5n7XmclbWF5crs0crM0clCFWZUH6X4yK3RoCteujJCVUdo00cXcOLCnPOQCgAAAHDJ8ZJKMCYPk8b3RGuELiFEbixTeN2T11217Lqq6+o7O+DuDrk6gy+sO+Ryhvq7/ZetX3bZ+mX93f7+lZ1DG5ffsNJ/S+2m6z66e1iQEaH2k0h+rDCzf6zQOz+3P5p+Npr2JUowpcC0BrOWl9JRsekhNYgxIEodTdd8yTLCaocmCyir+YiKn5QClHxwIu8jKgijYlQ5yFRCvIKQJV+i6CdKEK14k2Vvouwl5ABreUjNRxkQYwZIFaZ1iFAgUvHEihirbZ7GoxWU1Q6M57yk7CW2RoMqe6jyMGkPU4aXymOEDHIOAABgO0Dj8jCl/1Cwh2kFTpa8k/R1//6ya7s7XI7LvTE42Onbue7aue7aufH818Guy+W4+7quHRsDOzb6+7qu/u7l7g33Vaddb22/+tqP7vamVD9jBmjz4GTZT2kBRvMlJV+iEhKrI7FSNNPwJhUvqUNsI8DUfZQNMRZEGxhrBlPV/RPFYLp2KF5GOMtHqn5a85Kyn1Y9hIyxyshkDiIlX7IMkbKfkL2EHKD1kYSECtURSvcxtp+1ejfSwazpScqeeBlhdE+8jLKaL1HxEpKfVnshd2HOVYbJ6gvn3NbN5wAAAMClhpG8rDLM2ofYaoDScUK46Vuvvnz1GnfnygHH3e+4+i7C7bhcjqu/2+dyXD1uZ4fLcbnXXW+Yff11H9w9zEnntuJnTB+tewjVR2k+SvcQCsJZXlL30fahpDFM2h666qWtkaTSe0qOj9ZGCNlDql5KH04qI4Tio7XhpAyxlpeUfaTkIxU/pXqSsiepDMelAG36KRNiq8OksT+pehhjmFQ9tDZCyH5G91GKn1YhxhghdT9bPZTUhgntub5Rhp/S/LTsYxQPXffQVT8zFST1yfT4pHoHyDkAAIBLnRqgdB9VPcDWPIwKU/Tu775iqPMylzPk3gww94X6zpX7uq6hjUF3191rNrBxuctxudZcvzX7xus+cEHO+WjDQ2peSoc428+YXkLxxMs+SvdS+jBheijbx1QPxiSUtz3xCswaB2NTz47nPYSM8BYmVHGxOpwoR3LNAxNFPyEdHM+NxKZw3kJZA+Ossdy0L6HsjxY9CcXHmD7W9JBagDUCrAGxRjBVhWnVm5iCWB1irYOxSijb8hKaj9T81PnjoPgYeYSue+ianynhhHZBznkpHQAAALgUBQgdTlr+ZP0AUx1mK342eeP3d/c7O12O2+W43I67rzPo7m7q6w72dYb6uoPu7mB/Z3Boo+/Ks5cNdPpdjruvO3T56lV9XXf/Wdebp9983R/tHmYr57biITUfbQRY62BcGiFUUpnHWB2iVD+lHYzLHtLw0YaPUIYniqQ0rx89bR1fCVCyN1mWF1bs46f1pZO1EyvDk9lUdbl6/Ix97Ix94gzKqBAlY6zujVcgUg2LtZHJUoDRUd72UoqXlD2Jkn3slHnstLJwkpbq3sl8yjysL5zRj55KlBowrflI1Uf2emh4KdlLyyNUbYSq+ugpnNAmUuMTyu3nzs9pAAAAwKXIn9SQuOlPVPfT9jBdhmhi95M37Vx/ef/GFTs6brfjcnf7XlBf1z3QdV22NjDQcbscV1+3/7K1y9yOq2/d9Ya5m6/74K6DTOn8DXkpfYRQPaSWUJbsE12ELPsTpUBSHo5VvIQSoLRD44Ugp5mLa0FO8yamhidyfqIMUdKh8Wyi1OCMOYissEqD01oZax4miv5k0TuZZ6UGL7cms7WR8UKIM72JsidZ8ZHy8GQB53VBa/nieV6dKbWOwok8ThSwZCHKKYX6kj9Z8ROyl1A9pOYhDQ8peyhpmKwOk7aXKmJJdSI1Ni7fBnIOAADg0uYjFD+hegnjWcYaIZVgUnjt11+3+9gtNx55/auWrr9h+eqrT13Udaeu3HX82mtPXn3lylVXn7x217FXXLVy+ZXLQ79f+53r3rP7EFM+f0PDSWWEUHsHMAVjFooXgoziT0gjsTJM676kjNDqoWj6eNeZPdtd7HTjU82RyRzOqUFeTdlzCC15YnmErkDxXIgpl5rHvONpfe4oTklQbCqtL02kqt7x/EKnu9Dpts50o2kboaWMNTOe0RN5q2C3g2RhnC0vrXWXOh2MLPtiRT8h+wjFQxojpOGhnp9z4+Loczn3a593AwAAAL8cDy156YqH1vazVoAwiKR85Z9f9bInrrnyy9e+/KGrrtt33XX3XP/C7r3+2vuuvf5zN1y77/qrH7j+2n03Xn/P7qs/f83Vj1z9qk+/escrrnziRxjE2T8ZLfgZ80Cscigh9w5djhAqb8yiZAmlZF+84kvKEKX5CcUbK8HJ8sypMyPjGZiqHOl0fIkiTFUOr2944wWILKOM7E8WMaoExbO8XAvEc+rsEbbSYMpNUZ0hS9P+2FSAlHogUoLIsjq/zMjNQCxbqM6OCfKUPY8nC1AsE6Qlz2QxQCo+UvNShocyvZRy/nFLkHMAAADbg+ahSx5maphW9jMGkjCjcP6j3/+rvc7j965/7dGVxz/feezhzmMPdR57qPPoQ53HHn6u+tgD3Uf2OQ8+3PniPufRu50v7Ot+6YG1r9zl3PfJ1b//l8X/uO4tezy04qX0UHb62YkSxNk+2jiUkA8l5Ei+VZpdZpX5ACEFCMVDaOXDp32k6idkP1GWZleSpTqjzbZXO95EyU9UKvPHYFrxJcsoq4VEM1myKameqR2DKSlrz5OlBllq4ozumSzBpOojFR+p+CjFT0oBUipOH6fk6VhOK9QPY2RRVOuJnE5OWTgjIbTq38w5fev8nDRM1YYp+wVy7tc+7wYAAAB+SVTZS5VHKGU/rQcS+iiS/ZMn//Je58uPdr/z2MkvPdz54v3OY/c7j93nPNor3O98sVe9z3nkHuehB50v7nMeu9t5ZJ/zlYfX/2mv8+DHVz75xbl/uv539uDZOpZqeEhtOKkMJxUvpQ8nlZ+OFQ8lJJjRgpw1HCvDnPVUKBfMtg/EJC+heBIVhNKCvAlzejBtH4pP4akqzOkwZ3gI6aejWS9ZgWkpmrEDZMWbqHhipQAphUQbZU1/UgmQqofsnW9TPKTiJeVIph7kTV9yKiQaAaKCc4Y3UYIp2ZuoBFN1L6F5iXNDIb3YccsRQgUAAAAuRf6EHEjII4TyDK15k/LEROFPfvQXf9+9f9/aP39h9dH7Oo/f0/3SRXzxHufhBzee2Nd9/HPO4/d1v/rg2j/f6Tzwmc6d/7j4zevfuudgsuyl9BFC9TPmwbjk2boUZYRQh+MSzOgHYhUfbR1KGgeShp9r7I9JIwnZRyg+UjkYLx+Klz2k4iVVH6UdjJU9hOxntOGEBNGaJ1EO0OpwrOwjFB+peRKKN6n6ScNHmcOEdojUhkl1mFSGSflArBRgdJjRR+IlL6Hsj1UOJdWDCcVPW/sny73OeJKqJ6l4iMoIWTlE2IcIy0MW0IQCcg4AAGA78CXUQEL2ENJ+WvEQUoTK/dkz/++nnAfvch65z/nCvd0v3tv90r3dL93bfXyr8MRW9fH7O488sPH4vu4X7+0++uD6419Y++pdzkOfcx765qknb3jrnoNE+WBc6t1IMEKovUKAtfyM6SFUjLc9hDaSNANs46djsp+pH4qrXlI/OFnyk6qXVJ6dKB6MVQ7GKodikodQfbR+MFbyU+qBySIm2AcnpzxJ2Usow3HZS2g+0vCQxgihHyL1g6R+iFSHSXWYlEcI6WC8vH+yEGDUg7EpRKh7SAPiqvsny+c6tpVz5f+Uc2Mg5wAAALYFsjxMFQ5R0gih+mjhoz/55B2drzzsPPw559H7uo8/2Hn8gS0Pdp6rPrTx+CNrj+9zHvuc84X7uw8+uv7QQ53P73O++PDGV//l+L9d/we7D1Hlc5s4GJdgvtqLloNx6dnx4kis7EtqvoThS1oQUfMlzINjlQCpw7Q+Eit6E1MYp2OcNTIpwZQ5PFlGWWM4lvcmp/yE5EtKvqQ8Eiv7SfVgTPIz5nBSfWai8myscpCQn0mU9idKI5TsYzUvLY8Q5VCmeiCWh2jp4FguQEooa4zEy0Gx6knKnuS5cbhgPofE5YnU2Jj0WZBzAAAAl7ikOUwqB+nSIVLyEIqfof/k6Y/v7Xzxke499zoP3Os8cq/z2Ava5zz+wMZX9jpP3OE89jnnkQe6n9/XffQu58v7Ol/7x5PfuO7tF+Sch9T2T5Z7vzziZ0zePuaJl31JxU9onpjmSxj+pOlPqhClk9J8ypxJV2fT9pw3VgokFYhQvbEKUaojdGU8Z7JKQ9TbnDYPkaonXoZobThW9hCKnzE8lHYwKXkoxceoI2RlOFnijDajTXN6K5pWfckpRp3htelcfRFhFB8hg5wDAAD4HyBhDxP6QUoaJmVvUoJp8s/+N3v3HR7FfSB8XEsHp9nGOC6AJJCA9EtySe5yd7n33tRL4rtLefOmORc7zUnc4gIGY6oNtjFoy2xvs01td3rbpq5ts9Nni7pAILptMLYBlX3/EMKyz/bj5HLmBeZ5Po+enWXY+c2I0ZeZndFaf/THyce3TP7+oemHHqg8fn9l09t6cGrzIxd3/L6y47eVrX+c3vLI5OaHJrf+rrLzocm9u87sW/7mzs0ItpetGJs5dF44cra1sxiMy4GoHIiqzW39Loxz4flATGxuVyJdSoBOnZ6cDtKcF8s1xWT58EuHzr7mp9LZ/sPNCc5PpPnRU61JxUtkwx0qmR1t6Sja0HRLV18kPRhISh4m7ySzLZ1KuzIciLJNiTw3cjTSpWDpAZBi/VFRHDsFMoLWOY1Go7kOxAf9yT5fu+xvUxrjaiTZ/W3g5w+/vnvba08+emHH/ZWNf6w88rYeqDz28OST980ez/1p6vEHpjf+rrL1gekdO17ZffPn3+Z4bubKRm9M6e4b99KZxjY5EJP9UTmUKIQSaiiheOlcVDzYd/Ll/hNnTl6cirQpQYobPPkKmRocevF8I5NLlw62xvNd8lj52JkAme4pHo/m+rrU8d7+U5GuciAmFk+e6Tv9ijh+DuougnQ2M3Ak3M4zWYUbOhpuF0Nxoe/U2eLJsy0d2vGcRqPRXCcSfb6k6mvnA0m5KdYHJfJ/87v//W34lz8M/+ddkV/d1frzu1p+elfLT+5q/cldLT+5q+WnlyZbfvJvzT/9XuPPv93683+N/PS7rT/9XuNP/635J98J3/3v0K9+Bt7zwZrlLzQnZy6wnLmv4PIDX6LQO3gcZDKtXSpI88G4EowrXopvTMqNSckXzTbFcyEm8+LUVHNMYDIDyuGXC0dePHTmXIDKcMPjvepwhzAYy6mRNlEZO1E6+iI/+mLx6EvZ4ZPBmBCIicG42JiQfHSupV1WjpyWDp1oZLLCyNFwm5AbPtXcpgRiUjAuB+Lyf+mc5E0OepP9lztHyL+81LnLQ9doNBrN1Scp+NpygYTUyAz6ofw3TDufmcg8d6b76TOq+8UjgZPjix/TLQAAIABJREFUbyt4Yrzl2GHf6UPulw76Tx9sOX4weGLEffqQ8+AAXBy4ae3fQplRT1SGMgfdjATGVX+yGGwvuxnJE5V7Bo62dEo2pMdNsEhq+OjUNJE71NJRAmnWQ2XgnkK4XTx0birECEFaaIrKTTF57OxrfjKd6TsUTuZDVKpTPhgg04WjLweoXHNcDMaEQJRvalOCcTkYl4NxKRQXQ3G+7+RFN9KDdRe4wSM+sjfKDfvovJfiXHiuqb3ojyv++OXtIPmSkjcx4E30+5P5lqhCpQitcxqNRnPV88dVf5L3tWUDCamRGYHioz+2mba8Jh44P/r06y/unjy2e3Js16zds3ZNjj09eejZidHtU8Nbp4Z2TQ4+OzG4/XzpqemRnZND5nNDN39ig6+t4EsUAm2lmV+D4k8WwbjqjSkoOxKXRzqKx71Uvrm95EDYrtIpPyODtBBKSJHuYrtysLM41lk43JhQQzE1FCs2xgttylEfw9H5od7CwXRpLCmMhBguFBM61YO9fcfwzAgYFYMJ1R9X/HHVH1cDcSUYl/DscLr/WFIconP9SE+5s3gkLgy2yaOtnYXGtoLWOY1Go7n2BWPFYELyJ9lAQmpkhpvI8vetB56eGt57bvjZysUnKuObKqObKqMbKwc3VUY3zX7dWBl9ojL61PTIo5XRhyujmyqjT02PPj118k/TQ9sqhw2TY8s/sc6TUMC4aie45u5BB8nP3Co+8/lz/rjcmFRDCbUpWUJ6xwLRUiheDsSUprail+KCcbmpo+gkuMb2fh9TaOkY8UdLXkb2xWVfVGhpV/0UG4jyjXEllFD8MSkQV8CYDMZkMF4AEwVfouRLlHyJgj+uehkBZMRQQmluK3iIXCDKNyYkuHfw0p0JWuc0Go3mmheM9YVihWCC98flULTfh/PfNe3aXSk/PzW05fXxHdOHd04ffFu7pw7tnTi8rXL4ycr4jqnxvRPjz02f2FoZ31s5pn9x8JbPftbXXginRgJtJScl+JNFT1QOtJVmfjcKGJU8JNfa0R+Kl8Odoy1tI4Fo2c8UfLTkwllfQnFHRTBZ8CX6XFQh1D4Mxvsau4YcFBfqKIE039xeDCUUF86CjNjYPvNrMwveWMFOit5EnyfZByb6wEQJTJR88YKbkXxRJZgo+BgxwPCBKO+Pis3txcbkn9O5mWPSt3inbfrfn/md5v+fm/n/22FffubqGvZVurW1YV+3w5558qob9nuZ2RcvBKOFUFQNxHlfkvNHB5o71e859j98UdoxVdheObZr8uAzE6Nva8/EyLMXR/ZcPLRrYnz3xNG9F8affm10e+Xw1ovDrlfGb17zMQfFz7wzN7PEmfOWMx9c4I2KzR1FX1z10EVfbNDD9Pvig2C0HGorukjWHc0H2uTGzkKovegg8y6aD7YXPVGhqavoYlhfXAgkpEBc8tA8GJM8jADGFF9c8SdLgbayN1HyJUreeAGMq7646mHEQFL10nwwoYAUF2CEUEwCab6preAicv645I9LvsQMAUyInviAJ9HnS+SbGZmaex3KO21fjUaj0fx/LhCVAlHFF5fAZMYX7feQ3d82PbejcuLZqb5NF8o7Kwd3T729XdMjuyoDeycP7po6+tT08R3T489Oj2+qjDxZGdO/OLz8k593x+SZDxC3YuzMUd3M11BHHy0eCbQJYFwB430OsuxkBt3xwcauETAmQekyww+1dPCBWMaGdCTVMYLti3RLzR18U7sQ7paxbLmlS/HFuVC70txVDiTkQELxMqKXEX0xxRuTA8mCL6GAcRGMCkhmoLVTiXQVWtrlAMMFGZ7IDMK9ZS/FtnQWfXHBF+fBhAAmBDCRBxOiJ97viff5EmwzI9Np6o37Cq7490mj0Wg0fxlfXAVjZW+84EtkQ0yxien8P5bn902NN7wqNFQOPjU98mRldMusJ2dtqYxuqYxsrgxtmx7dUjnyeGX8icr43qnTD1ZGHq8cMU0cWV63wROXZyLX2NlvJ7jLnWvvO6scf721U/bQnD9RclEFMD7oYUqBZAmMCuMXJjoKY3C3eGxyuqVdFMZOxIRBqEs4OjGB9CqpgSPhLoFk+6BelWCHgnGxuV0Nd/U1tRU8ZB6khUBS9cUlD8N7aDYYFzND42SuD+1Ve4ujUIca6ZRjwgjFDnBjp91EzheXfHEJTEhgXAYvHc9pndNoNJpriyehuBP97ni/L8E20wqR6P6FRb/nxYOOVwb054aenTi8Z+LoM7P2TBydMzn+9MTh5y4efXri+I7J409PnNj16qGt00e3TB+0nx1dXr/Bl1R9icLMjeFgXA20lVy0OPNGXXf5SFOCa0xI/qjsplV/os8fL3lILhjjDp17zYN18qMnTk9OBZl0+fjpUDSTGzoZ5wewXpnKKOLY8ezwiaQ0ZIc7yGyJHTkhHnktNXC8pV1tSsodhUNd5cPthWPhzmJjQugqHUK6FGHkqHTwRGMs19IutckH25ThKD/si/K+uOSLyWBcAeMFMC5pndNoNJprkCcpueN97tiwP84303Ijwnxnn/HZl17fN3b8maPHHCeOeI4f8hw/6Dk+6jl+0HP8kOfYzORB9/FDrhOHfEcPuY+POk4ddB8/DB45bD51aP+40lxib61d19zV5yD5mY8Ud9GiN6a4GSmSHrUTXHb4RGMsG+5Q/bQQSqggLfmjUnOy0Bjl+k6c7z/5SnMsd2pqyod3D58+e+LCxdZEvonpRTp5H9HdnGCb4rmkONzaxhWPn31xaqrv5NSJiamxV173ENlgXGzpKKCpfh+d8zOseOikdOhMlzKWGzgc6RCKx07hmT4L1BHpKTe1F30x2RcrgPEiGCuDceXdOjfzyQsajUajueqAiRwYU0BmxB+VQozcEkuv+MY9tz3uX/0I+NGN3tv+FLjjodDts+54KDRnsvGjDzevfCB0+8P+Wx8J3P5Q46oHw7c80rRic+Djvwc+uPwfXmjsmvmQVW9M8URlb0zxJ4suWgTjaldpPJobDFC5xoTcmCzIR1/2khzUXW6K8SMvTaBdcmM0l+T7E/zAwOlXfURvkM50KGNEqhjPl5qTeZDs5UePhTtEaex4KMY3J+VQTPASuaaEEoiJIJ33MZyPZpuSonTkdEuCi7SL2YFjUCeflIbceE8wwXtINhCXwagCRoveaNkb7QNjijcuuGP97ngZjLNNtPSm61Cu+PdJo9FoNH8R2R/vDjC8nxr1R2V/VPbF2DvubbjDc7rWc/YW/0u3+C6uAKdXgNMrwKnZB5WZB7eAlZvBym2e6eX+CzcGz68Ap+70VD7sr9wYOvcZ++GbV//MHStdXtDMsaOd4HyJQtfgy+WTr+SHz4BkLhgTWzrLhZNnvTTX0l4IMlyUHR44eU46/GJLm+insnF+pDB+qnT8pd7yidY20UdllWMvl06dCyU5B94bSorF4y+Xjr+ckI96Kc5L876oOEsIRLnuvqPq+Cn5yNlwhxSMZqUjL/WdPFs6eYZkRwMxZU7nyt6Y7I0L7lifO1YG47kmWqJSWuc0Go3mqif7E51BhguQh/yMCsZETyL/0XsdN3srt3kqy4KVjwQqN/mn39aN/spH/JVbwMqNwdc+1PjaTf7p27yVD/krH248+0nn8M01P3LHipcXNHM7QaCt5InKdoKzwhk/LbhxNpRUnHTegqUjmSEr1NuYUP20CJJ5kOZbOkqRrr6mpIr0DDYmlEhXn4dgA1HBG+UcZKa5u2TFUxY03dRZclO8P642dpSdJOeNyTPr5Y1JYEwMtimhhOJjuFBCaGlX/TQfikkuPOePSqFkEYwqYLTgjRW80ZI3Jmmd02g0mmuP7E90+RnZTx7zM0V/lAMTqdvvsa5wVe50VT7gr3zYX7nR9/Y+4qt8yFdZ7qt8JHjhg43nb/JXPuqpfMBf+VDjuU86B2+u/eHczl3micqeqOyLKn5GnrkNwEHl/e0FC5YNthW8jBSIqiAt+WKKh5FclBBMFr205KFFDyP54yoYlX1tir9dtVOsK8p74pI3ofjbyt54wcnI7nhhDtUTl10074vLbpoPJORAXAlGFZAUQEoMxYs+Zua85czAVG9M0Dqn0Wg01x7Zm+z1xgogedJPlwLRbCDRsfKXpjsclRpH5WZw+lZv5Tb32/uou3KLp3K7u3IreGG5//XbPJVqZ2W5p3Kr79Uv2AZurv6PuZ0D46o3prgZ0ROV/ImCP1EEoyoYU91RKdTV720r+tpLnrgCxgqhtv5Aoi/Q3u8gRSvOuxnVwxR8ibKLUbzxoidacNCCMyr6O/pstBDoHHBGVQspuuPlYPeIt63fGS/NcCUKrnjBmyyAyYK/veSkeCfONcbLQaYY6Rrx0aoT5WY7J3ljkjfOv1vnZvqs0Wg0mqtPTLAnBHtSCFJykFJ9RHfNT8w1lomP2i98xDd9i69yK/iOlvsqt3ort/omV/gmbwUrK4OVG62TtY7pz5qPLN/wb66o7CA5d1QCE0VPTDVjuUBSBRnOx+RHz75eOPlaMKm4ad5J8WBSCbQVzHCqsb1gDncJh18cPvN6U5vqwrJNycLgS68OnX3dHxWCMcnPiIdeeX34zOvcyEkPwQVjBZCSQokSSKsgrfrjJU9U8ERFNy37YgUPxacGx4fPvjp45rVgVPCTvJfMD7/8WuHk+cak6sCy3qjgjYqeqOiJit4Y54nxrmifK1byxnKNlEimCFz6T61zGo1Gc3Xz0SV7gjN3dvtp0c2UvfFczc/Nq9wXb26a+EDTqx8JTC/3vaOb/dPLvZVbfBPLwcmbfJWPgBdv81TWWiqfth6/6WNfdzCCL6G4opInWXREZX97wUHmWjsU4dAJH5UORHP+KOeNCm5GCLYXLWi6tacfpNn04Cm4U/ERmUi7EqTZnuI43FkI0iw/eqolIaRKh0As1cTkk9wQ1Fbwk6yf4IJRMRiVPDjnYwRfLOeL8oGoAlJSKKZ0FoaaEmkv3pnpOxpi+O7iIQ+RDsT5nr7D/pjgjfLeqDDTOc+lzpVd0ZI3lm2kRLJX65xGo9Fc9ZQQ0e+OyuaOjCcqW5KqN8Ouvkd/m+vVW8MTy/GJj/gnloNT72BiOTixwl1Z4b14Czhxk7fyYc/rt3qn7zRWPg+evPFvv+3vLAXaChacNeN5C8FHsge9UbG5XWyMpZsT+VCca0zKwTbVl1BMUK8voQSSCkjnx89fbIpzkXapKSaEmHxx/LQH7aYy/a1Jls70pcpj8fyAD+9Ilw8HqN7mRO74+YsHX72YHzkeiOY9VDrQxobapZaOfjvMhmJym9wf7mBHz7zCjRx3welAlAt3yAx/MD0wFkxI3qigdU6j0WiucSGi38uo5nbOwxTsCdHGMDU/3P9F8/QXbVMfN15YZ5uqs0/V2afqHP/lq31ivW3iY5bKx60X19sm6myVGvvr6+yTn9BXPvFc4aYvfMdBiw6Sb+4ZMaGsJ1G0kZwnKjYlxVT5MJPvS4jDmeFz/rjiSxQ8UdkXV7yMEErIY69PEKlilzpeOPpya1JxRLo6lTG4U0qXj0AdcqRdTvB9RC+fHxrzkd2Fo6fKJ14Ux88cevUCd/jFQDIPpxWCHSC5MX+sGIhJXaURcewYSHZn+o60JFUPkYnxw0S2nB06aoVT3qjgZUStcxqNRnMtC5IFV0wG2kUfXfQxAky06xb9XDfPu2B+YOE89/z5++cveG7+gufmLXhu/lvtXTB/78L5+xbO37Ng/rPzFzTMW/jM/IV7Fi0wL1r8wJIbPv+kMRxsLwMIC7b12Sgp2NnvjUpwbxntVn1k1o2nlWNnAwnVSQnJwhE7wfliMkhzY+deD0R5L5k7OTnlo/PNbYqXzIXiYlfxMNRV8DN5P9Xrxbu40ROhaEYaOw5S6cY2wRdlPVTWF+cCbbyb4R244KWVYFweOvuah+xqbufT/eMePB+MCX6Gs8EpceyULyrO/Pbn2U3Bv1vn3Iyk0Wg0mqtRgOSdMd7UJoFkOUAKFJxavHjj4oWFW6pGbqkqL1wwXLXoYNXiWYsOvjG5aFS3aGTB/EMLFwzNXzBStehQ1dLBqsV9CxYcWraIXr7iD16q6GYUF1NwRgsOpuCNF31xxYllD5197fT09Mnp6aQ8ZsdyLlo+VqkEkkU3JQRiEtxTPDE5fXxyurmt4I+KcfHgkYnp8Ynplo6iE8uCFHfs4vSxC9PhtqIDTvso4cT09Knp6Z7Bsx5aAaOSO5p3M4KbVt206qEFduzk8enp49PTzUnVheaUY2dOTk+PXZjuKI6DjOihBQ89sx0UN8O5o5yTKTmZoieaCZEC0YNj4i+0zmk0Gs3VLUjlXDHWlCx4qH4vI0B4dt7SvbrFpxfNf32x7qxOd75q/kTV/IuzJqrmTcx55ryuanJe1QVd1YWqeRNVi16tWvCybt6FhQvzy1ds8lClS51jCk6m6KRVDyMHYnJLQvHiuca47CHzYFRx0bKHKbgoyUUKPkYASc7PiP6o5CbygZjsxHJOLBuIyTY4HYjJXop3oWyIKbgRLsCoHkL20UVftM9DFZ2E6qJUd5R3RUU3XXDTRTcj+RO8m+wOxHJeMg9SfGNc8eBsa2efh8z7Y7KHFj207GZkN6O4GV7rnEaj0VyDglTGHc2Z4iU3NeSM5ZuoVNUNB6puOF+1dLpq4ZRONzG/6h3oLup0FxZWTS6purCk6sKCqol581+dp3t5se7CB+Znl694zEuV3IzqmokcU/TESh5a9hKCG8kEacFD5EMJ1UPLvnifg5A9TMEfL/ijkp8WPCTnpYVgQnUR+ca2opfivbTgpXg7mvVSPEiKPkoESdEOsT5aAZmShyp6mRIY63PTBVeUd0UlN12c6Zyd6A21sW4y5Y+KwZgaisl+WvBHJQeaDcQUDy15aMXNzBC0zmk0Gs01yE9nHTHBFB/2EsMgk4bJzqpl+6qWna9aPF21YHJ+1fTid7CoalJXNbGwanpp1eSyqqklVZOLdecXVJ29oeriR+Zll6943Ev1uemCiyk6maKDKTooxcMozclyY1TyU7yHyLuwvB3j7bjkT/Q3dgzZMR6kxaaEGkqoYFRyU/zM10BCtcBpf1zxxxUHngvFZBvUE4gKjUnVgWYDCdWfLHqiipMSnBQ/0zkXU3QxRTejgEnBG8sGEpyPFl0YF2BkL8EFYnJLR7+HFN/oHF3QOqfRaDTXqChniSum+IgfG2kmehk0uWjh3nm615ZUTS2qOl+lm6yaP/0OpqoWTVYtmK6aN1Wlm6qaN1m18ELV/LO6eecXLsosX/G4543OlVxMyRsvexnVgbDpvqO9pbHs4HEPwfljBS9TAGNlM5z3xYoeUgzGxO7yWO/gMW9U9MXlpg61Z/BYeuhYW+mohxG8USE1MJ4dOhIVh8EY642xHibvoHLuKO9NSK4o74pxbkZ0MwU3XfDQEi0Od/WN9g4dARnBx0g+SsgOHssOHQNpEaRlD614aMVNF2Y7xzuZsoMpeqKZICkQvXM656RljUaj0VyNXLTgYEQXVQLxfpBim2L5BQsPVFWd0+kmq+ZdqKqafM8uVs1/tUr3+rx5r81fkrv5li3++LAV45q6hiwI74uXvbGCk5JaugZwdgxkWA/ZGZeGAjExGFNdpAwyJS+j+mKF3Nir/oTkJDJHJ6eCbZJ0/CU3nfMyeQ/NWpCe3oHxYLLkwLg29YidYD0xwUHnnQzvZAR3omgjeTuR9UZ5X0wKJGQ3kentH3Nh3c1tQnbgcIDOSeOnQSrrJrM9fUfdRN5NiW5KdlGqiyq4aNHJ8Da6bGOKLibrI0WsB4eF/9Q6p9FoNFc7xUXLblL1EmUPnfcnc4uW7l6w4LBu/ind/KNVutd0VZO6qolZk3MmJ+dXTc2vmtBVTVZVTVXpJubNO6eren2J7vyiRfnlK7b5YkP+ZFnfmmrsHLRinIuWfYmSgxTNCBuIC4FYr3LkuI/J2+C0jylaYd5Nqm5GcTOSj+G8eHropSkPljpxcWLk5XMDp88GmbwH6031HfXi+aZY4eC5iy60t7ldGnz5XN/ps+2loxY046IEG5ZxU2wwLnqIbDDGdSjDATojHznNDh8LMBkv2eujM146mz900k3m3RQ/2zn1cuesTMkZzfpIEdE6p9FoNNeEgpMquCjVS5S9FOuLJRYu/d2iRcnFy1KLP9CxaEnv4sWZt7VkcXbpotySxb2LF+cWLeIWLcktXtq9ZFF+6YL0DTe4l9/2KyepWjHOE1WtGOdmFBvOuxnFRctNXUOpwZPS4RPtyqCHzPmjkosQwWjRgYueqGrH813KqDJ64uXJqSCe9UI9zTQXxLLi8Gk4KaWU0dYolykeaef6PUg7P3I0yRfb5ZHisVOdhUNuPM2OHmcPnUgNnQrEBA+R6SwcbJcGWxJctv+Qn8p4iBQ7ciw3+lJ68JiH4uYcz6kuWtA6p9FoNNciquykCi5a9hAlH8m5cFQ3/191up063RM63QM63X063X063e90ut/qdL/T6X43Z/I+ne73Ot2vdbrf63QP6XR/0Ol+q9M9qtM9qNN9Uzev9p5NRjh72IbzLlq2oHkHKdpwfqZ2TjzrozPlEy8Brd14ZswfU92UDEYLbkbxJ4t+ggui2TOTU86mji5+3OJPwHHF1ZwgOgppeaT/6OtIm5DIKM2xnuLhY/Yw1ZpMN0ZTpkaqKcp5KN5BsG6ac5FspLt8fHLaGul0QF3i6Ak/mbWE2+1wtxNL8wePe0he65xGo9Fc++x0ycHITibvIVUfIYWiyY/c9P3qlab62udrq7fV1G6fNffxpck1NdvX1G6uqdlZXbOnunZXXd3Omjv3fazGUF/7mxV3/K2LkpyU5CBFJyXNXLtvw/nGzsHuodPysTPKkVPt8qiPEa2RzPHpig3lwGjBQYrNXQPKkRdLR88kudEgJXTK46Vjr6ljp6LZAT+RRzuL5aMvqkdOckNHQrEMmpLV4y8Wj52K8n0gnfNQrIsSnJTgJPIeindi2czQ0eKJc+rRF+Gegp/h0oPH5CMvq8fPdBaP+KLSpc7RsotSXTSvdU6j0WiuRVTRyXDOWK+HlEG85Cc7b17+w/rV+9dX71y3+qn66t111XveVv3qPetX7VlXvb1+9Z66VS+srX62bvUz9bcB628FPlHz6PJbv3QpIbPshOCcLR9IKy6UBUnBS/IunAUZ2UUKnpl3CmkVjCpOIg/GZBfFexjRF1dcFO+mBTue80YlByF4aNkblQ3hTlc072TyTibvYAQHIzloxRsrWDHOzUgeRgKjkpvmXXjOQ+T9tOAl8o1x1Q5lGpNFLym6CeGNztHyWzoHEgLcjUG8dr2lRqPRXOVcZNHFsK5Yu5sWvPign0jfvPxH61a/sKF614ZVOzdUb11Xs/mdbKjesqH2kfqazfU1T9XXbq6vfXzdnXs23Pbcp9bct/zWz8ztnA3nnZQUaOvzJUpOSrJEciAhBxi1MVHyUrwNydjQnAXOgvGiDRPdjGqjBBOa9SQKFpwzQhk7LdoZ0UJwDloG44MNrXlXrGxnFIDgbFHZxqgWpmBhShamZKfUQNuAi5adlOQgeQucdaAs0NrtZ8TGRMFPy3DXqKGx20OIHkJyU/J77ZyDkjQajUZzFZKdxICT4pyxuJNm3fgASGRuvuUHddV7NlRv37Dy6fXV2+prnnwn66ufXF/7aH3tprqarXW1T9StebT+zqfX3773U2vuW77iMy5SnDmAmzlvaScEN6OYEdYQTgdifUBT1gFxIKU4sZyXFjy0aEVyLlq247KbUaw4D2B5AM27GMUIZZ2MbISyNlJ0ULIVVf2JUQAWbaRkIQQbLdtoxUIXLHTJSpVdTPH5ULcnWnJSijdWdNGSE+e9pOjEWAfC+kjFjYpeUmlM9Jta0i5ScpEzIxSdVN5Bc1aqZKGLDibz1s7ZSVGj0Wg0VyHJiY46CckRjTrotBMreaieG2+9a23ttvW1T6xftXvd6t311Tvfwe761U/X12ytq9leV72rrmbb2ton1t75XP3t+z+x5oHlKz7vJEQHeYmTkqwY56QkFy0/72/bvC/8nKPdT5Y8hORAWJARHThrhjIuSrVh0pMN8E4z7o+VWjqGnvMm94NtTxmRF3xtLlx04dLmF5CtB7ADYGcgXvJFFSfJO0jRQcp2QrETBRshI+xxGyF7YiU7Lpla0xufb9xmiHgpyUerBl/3ln3hva6EIdQTSvQ5CXF2kLyDZO1U3kIWzVTBTqe9BK91TqPRaK4BkgM76CAKDqbdQWWdWNFLZm689dtr125cv+bx9at21lfvrq/eWVdzyUzh6qpnHu+uX/1MffX2uuqdddVP19VsX1u7Ze3KPfV37P34mgeWr/jS3M7ZCSHY3u8gxb3u6IO7PDtMxJP70K37IDcuNbcN2JCcl5EdOA9Gyx/73PefMdPPWqIrP/6dIFH88td+u8dI7rMnNu7077PH73lQv9tA7rUwv37EaAp2N0VVD857MMGNS25cduKKFZNWfeEHdlx200UbJv7ovr3P2Jm9rviPf7/nQKD7d49bnnckthuJf/yPh72k6sRlJyE7CNlBig4y/26du+LnlzUajUbzlyq5yJKblL2E6sP7QsjQrbf+YEPdY5+p37Fh1Y761dvrq7e9rXXV29et3rFu9a51q55et2rPutXP1K3c/qn63bW3P/zx+geXr/imi1JmFuGiZRcleRnVTcm7reTWhoiPLv7fe59ZsebrLlTxUWUfVbZFBDem+pn+W1f9Ly9W3KUnFn34s36y/Lkv3x2iBzbubvzyN3//rD3xw3ufccPKH59wfPLvftoUHwLxwv/91Z7v3/vMj3+9x4sX3KjqxNQlN37OgSpuouhA5Lv/uN+JyL962Pjdu7e/4O7cuKspiJd+8Ku9d6z5uocousmiiyo66aKDLjoZ8S3vz6G9OCL+UuucRqPRXN1clOKiFDclgYTkx2VvWLlxxbdWrrp7Tc0f62sfW7dm27okdj3qAAAgAElEQVTaHevW7Khfs33dmh3ranesq925bs2OdWu2r6vdvn7N1vW129bX7Fhfu2t97c51Nds+Vvdkfe3DG9bdv/zWb7ko9dIiaNlFy25K1jf3PuNgHnuu8Yf37GhKDH3y737ixhQ/XfYSBTemWFrzXqJwa+3/NgZT3/nF9iW3f9mFSJ/5l3sbfN33PNjwjDX6+N7mX96//1l7fOMzjfc96bK25v/Xv/7B3po/4O20NOduX/3Pf/OlH3/49i/rbvjEh1f+kxtTmhJDv/iT8eGd/v3ezm98/1FLU+6JXaH7H7f5MPWf/u1hN664yYKTKjjpgp0uOP5L55C5nbvS76NqNBqN5i/kpEQXybuovIdkvWTOjeQWfvDTH/zw333wQ/+0dNlXlt7w2aU3fHrpDZ9eesOnZh98ZnbyM8uWfXbZsr9dtvRLy5Z+ednSLy9d+nfLbvji0mWfXvaBjy+/4wvONxYhuWnFQysOXNhhQtd95rv7wXYHKn/yH3/uwhV/tM8Gi3ZECsQGbLC45NYv3bfRCpLFRTd+1o0pH7rt7+99FPAShR0mcq8j8d2fbX14h89Pl3/zuMXSmv+nux78007/Izv9f9od3KbHnIjkQuUbVv7jC/7uUGLQQxZvWfvVjfshByp/68ebjcFU9Sf/becBNJwY/sJXfw1SJRehOknVQak2SrXTwtzrULw4j/Rgb9w/d6XPL2s0Go3mL+QkBCfBOUnWSWacVG8wyVuhHh8tBmIlL6l4ibSX6H4nPqLbh/f68IwPY30Y58PzPjznI3p9RFcgmrOTwswiHKRox3k3Jdsxfj/Yds+fDtzziP7ux4CN+yO+aJ85wt224ZsuQjFHOJApf/kbv71no+U/Hzzw5X9/yAbx3/jxE7/dbL/3T4a773+hwd/90E7ffU+67nnU9IPf7nFj8i8f2P+7TdY/PGHfrsdAqghSRSeuWCAumBgwR/IWiL/rF9vufcJ690MNv9nq1Ad7f3rfc/c9bvnFQw3f+MlmF6E6ccVBKHZSsZGKneTnvj/nwTm4G9WuQ9FoNJqrnhOXnbjiJEQHmXdQGTuZshG9FjxlJtOuKO/AJAcmvy0XJrlw1o2xbpR3YaILld2YYoe4AF1woXk3zl9ehIMUHYQwc3Gjl5RdmOBEBX1T2h/rsyGCvintxGUHJpkjeQ9V8FAFoCULUgUfXXQgghMVrZG8l1BmHoBUwQ7z4Ow8dpi3Q5yxKQ1SBQcieKiCm1RdhOImVRsiODDJQxVMrbmZ1wfCrBuXHYjgxmUPVXDisoOQHYRsJ2U7Kdsp7k2dw97cuSt+3K3RaDSav4yTKLrwPhdedJKKg5IcNG+nORvDWRnOxnB2Judgcg4mO2vuJOukeDcpuQjFRRScRMlFlFxEyU0UXUTBSaoOSr60CEpyUtLMzWoeQvIQkouQnaTyTlzEX+5dXvYtrzzzjIOaRXNvun+OFCKdiNY5jUajueo5iaKT6HMSZSdRdJCqg1LslGKjFBst2SjZRsk2SrVRio2WbZRioxUbpdpoxUbJdkpy0HkHzTkozkFxDppzUMKbzVkK+ebOXbo7++25yL/cu7zsW7x1U9Ccg85bqZKZLrxN5674cbdGo9Fo/lKynVRmOAjFgRcceMFOFOykYicKVrJkJcpWsmwlS5ceE32XJomyHe9/R0TRTkozi7h0qzghOgnRjYtuXHQS7zYkx3/Pu7yyjXrnxVFvun8OJN7cORshaDQajeZqZCXzVpK1kZyNFOy4aMclB6ZcZiNECym8A9FGKDZCthGyjRBtJG8jhTfMWYSdEOyE4MAFBy64MMGFCQ783YZk/29495WdGbn17YZnJ1gbyZqJAkCqNirlJXitcxqNRnMtsFKslWRtZN5GcnZCsOOSHb90pYkdl2xk3kKx78RG5mxU1kZlbFTKRnfbqB4b1Wujem1Uj43KXF6E/c2pc+CC/Yp2zkIK1v+6OPJtO3f35c5JGo1Go7n+iO/qig/vz0Hm53bOg3PhDijCaZ3TaDQazbVB65xGo9FormVa5zQajUZzLdM6p9FoNJprGcnayJyZKJhIxUalPNibO2fFRY1Go9FormIEayVyAK6aCMVK9mqd02g0Gs21ReucRqPRaK5lWuc0Go1Gcy3TOvfnEN6Mm4O3YuIc0pu85S/OnRMXLThnwXkLzltwzoJzFjxvwfMWnLXgrAXPW3HhSq+1RnOVseCShUxZcMmCDFqInAWTLZd2NMGCy1d8eJr3HWvBcwBeMBKKhUy5Ua61HQ7nZztnwQTNm3GXvJEi1oLnrBhnRcU3QSQrIlsR2YpKVox7AyrMZcEEM84Bl7AAzgJEFiCyAJEBiKwZz13p9dVorjoigEkAlQQwGYgcB8huAFMBTASIHIBzAFq0YOKVHqHmfcZa8JwJKxhx1UKk3AjX2gaH87/QOvdOuDnmpA7jZ2fgZyv4BivGz2nbm3JowUTgTYS5zFd+fTWaq44IYApAdgOYAkCHAbIXwBQAkwGCBfA8gKla564/WufeK/7NkZuLf2MGnLXgOQueteAZC5G2EL0WIm3BuDkv8hYigEmzZACTAUwBMBXACgBWMGPylV5rjeaqIwJoESCyACYDyBBApC91DucAnAcw6UoPT/P+0zr3Xs3t3Fv+6PLxmWDFOCuWs+IZK5624r1WvMeK91jw3FuP/97I4dxjQdGCiRZUtqCKBVUtqGpBtX1So/kzoZIFKVsw4dLehGcsmGRBtcO469m7ds6M8ppZnBljzWjejObNKG+C83ZSMUY4CypZMdmBlW1QyQYX7GjBhkg2mHPhgg3NWdG0GeoxwWkrzprRrI1gbQRrwdIA0uugcma014z2WrCsBWXtBG9GWQcpWjHegvFWTLThop0Qr/RaazRXHcGGlk0Qb8VzFrzLimctKGdBFAuiWFDBgrJXenia95sFy5mxrAktGDDFjKdcCNfSBreyd2ud+6/yZixnRmdSx1sw0RDOA7AIwPK+IPv43uh+t2JvHQFCfR5kxBUZsLWoTqjgQooetODEVSskWBHeAuctMGuBc06cA6BeG5a1ETkzkrUTvCGccpBcQ0uXkxKMkV4nJdgJ1hBOXem11miuPlZEMsOileg0k5gV77WgGQssWeCiBRYtaM6Mcld8hJr3V86MZY2oasAUM97rgvMtSUjr3NvKm7GcGcvNdO5Ac9YTHdgXytrw8gPPRGo+/ft1f/PYhs89/qkvPvHZf9haveG+r//7/gP2Ygg95Q2PB4ijDV7Z2twHNKpOqM8eLoB4vxNSbWHREMqYwpwpzHuY0oGmlAXhXLTsIHkLmgHglAXNXem11miuOpwFzVpQ3krRwRRqwbssWI8FFi1Q2QIrFjSjde76o3XuvWLndE4AYMGMKA6y3xQpPPo8tWr9g7V1m2rqNtbUbaqt21S/Ycsdqx6q27Clpm5jzdrHVtU99KkvPvWj/wze/buWn/2m6cf3gn94DHWGDrqaDjpbDlrDw+bWfmtkwIkOmsMqEBYtEcGK8DaUt175tdZorjZY3k70ApGUIwp3HW63kx1WrMMKi9ZIvxVSLZjWueuQ1rn3CGPNWPZy52y4YoJkfatow/of3cd87u/3fOJjz6yp3Vpbs7V61eb19bvW1mxfvfLJ1au21lZvq6l9as3abWvrt9Wt31b/8a31G7bcducf1657rHb9I+s/vWlF/W/+5QcNu83yDhP7rFPcbU25sCFzq2Jo4q2IbEZEMyrMmjukd9lXufewJ3Pvbbb3gnu7V/srvr5G8+fAWCveYUVSjmgjd6bdRiSsWLsVlqyRQStU0Dp3XXrXzgEIp5mVBxD28qQZFUwQZ0ZFE8RbUdnSWnzeyT7V0PXUga6n9vc89ULq0V0daz/36C11v1n5sftvr/39mg2P1Kz/051rHlxd90h13caauo3VdZuq656oqdtSW7dpZfUjtXWb1tRvrt+wpW79li/83b6//6eGf/iK8StfM3z568/YQocczYeckWFLa8GNl4ytWRuWA2OCAcqaMMWESQfCrIWULCQPEDk9mtKjPQCRtpCChZQORHJmQjITCoApZrxoxstGtGglig3hpAFNmsnUC+FuKymbEBGAJQsk2SDJBvEmNGPC0nNkTFjWhOZMaN6E5k1ozoTmTNjleXovwXsANAMgLIBmAKwXwHoArBvAUgCaAxAegCUA4a/0N1FzHUBZA9RlgTJgLJAZC7kw2gqJQGTAhEgmrBdAUwCSv/KD1LyPzGgWQDNGRNWjMoD1OqBcaxvckvu51rk/Sx5A0wCaAtD0TAsNYc5B9htaVENLyRwZcEdG9lm5H91j//7d1n//ie0Hd/u++R/WVfUPr6p/ZHXdI2vWPLauftOa2sfX1m6urd68tvapdWt3rVv79NqaXWuqd968/MH69duq125cs+HR6nX3//Zh5DePhH/3eMuvHvHvNKdMrQOGlj47OmJsVk1hGYAkMyJaUBGA8vpIVg9lraSohzJGhLUSgh7KmlDOSkgmJG/F2QMtXQCeM6CZBiRjRHMAmjPDORvE2iAWQLOmN2RMaM6EsiY0b0I4EyKYENGECCZEMCG8CeFNCHcZgPAAwgNoDkDTANYLYN0A2gugGQDhAFjUOqd5X+QBLGOL8EgKhjI73QhtC5eMkSEDljcS7VrnrktZAM0YEEWPygDW44jkWtu1zv3Z8gCaBdA0gGZnOhdoHzJGRDNcMIZVO9Zvj6jWFtkN95mCkiPcb2vub46ddkfGnK2HDZ5yCD51/2NE/aceWL3uvjUfe6D+k4/eueYPq+seWLX2wdvvfPhznz5QU/1Ufd3OtbXb69buvPmmhz/58edXV29dt27Pijvu3/DZTbev/f1HbvvF1+4yHLD2m8FRi28U8Ax5mo+A+LAVloDWvL4xbYayNiSrb2k3hpN2orOhOelGRt3YuA3tb4jkjVjWgHcbsR4ATZmRjAVmAUgCYPmdiQAsArACQAUAKgGRPiAyCESGgPAwAPUDUBGA1TlHb+wcV/w7pbke5G1EzgEVaI500ve5oJgVEoxwyYDyRqwXQLNa564/Wuf+OmbOas7sP7wRytvwmdu9FUOYM7SkHZgAhLM2lNc3p22waGjKOTHVHBasEckJq26kZAxyjnDRGekzBZVHduMP78Af2UU/uIV+bFN3/frHVq58cM2aJ9bX7Vyzemdd9Z761c9Vf3RvXfXONbUbV975cH3dllUrH6mt2Vi3dnNtzca6tU984+uO737P/q3vGb52176nnu30RUYtftETVl2tvBfKg7Dkah21NA4ZGws2rGhEOAOaN6B5AyoYEcUEF82RkjlSvAQqmCHVDClmWDTDohlhzWjKjKbMSNqMsGZYMEOyOVIwR0rmcD8AlQC4AEBFACoBUAmACgAsAwgHoBkATWmp07wvWADtdUT6sQwMtv3BGemwICkDyutR0YRwZliL3HVI69xfDX+ZCc4faEkDCG/FRQsmOGhBH+6x4qwBSjko3oymASQFIDPnOTNGOG1BWTshWFDeBHOmCO+iiqaIYAzzDrTohkuWJtkLD9lD/Tbf0He+B3zrO8A3v2X+7ndcX/jbZ+rrNtbXbdywbsuamsfX1W2prd60pmbzJz62a03Nk6tXbllbu31NzVMf//iutWueWL9+8+rVD37t68Zdu/nHNyUf29psC3GOsGqJlIyRsh4uNSBqAyY0YHkDlgXQrBnJmpGcGcmakYwZTZnRbjPWbsaSZiRtjhTNkGqGJDPMmZGMGe02Y21mPG7GowDWCaAsAPMALF+qHawCiAAg7OWTuhrN/zDWBHU5WosUiziY37iglBlrN2ApPSqZYNUMayfPr0Pv2jkTnNe8N5wJ5k0wZ4K52WdyJpg1IRkTnDMgeQOSm5UxoGkDkjGgqVkZA5IxIBk9ktWjOT06M1vegOQNSNaA9prQlAlJAXDGAuWtYc7WKtpbJEez5AgNNNhK9sAhs2f4yd2pmg1/XFn/x1X1D9Ss/9Pq+odXVz+xtnpbXc32Nau3r129s/qOHRvqnq9duXvVR3esq3129eonatbsrt/g+uDNtltWw1/79/SzzukDwakDzVNG6JwezrjjogFOAVjeRolGJLe/tWt/S7sZTzW0dpkh0UkWbJhkJ0QAzhrCvWYkpY90WvG0EUlayU4A7QLQtBHKmxHFBIkmSJjdIFf826S59gFwzgJ3W5uzRC7iTW6ytWZMWOIA3t0Ay6ZwyRzhgTd2Us11ImNC0npYbkAkE9ptD2db2qDm7M+0zv13sCY4Z4JzJjhrQjImOGuAOQPMG2DeAHMGOG9A2Fk5A5LTI+yb5fUIN6MBZfejuQNorgHN6tGsAc0Y0LQRSZuQlAlJ2VDR2CQ40bKxSQbJg7bIANBUdsAj1vDwH5/Cfv1A630PoPf/if77r+xZWfPg2nWbV67eWLNm29q63dU12+vqt99++56Vd4YXL0ouWzK4ZMkh3cKRBUvUBTewX/rnw1/73vg/fkP56n/0/erR8efc5wzNr+pbTgHI6AFIspDiC83dZow1RFImOGeEsgfCaQDNH2hJ2wjJjPea0KSV7DGh3SYkPds2zgTzJog3aT9fNP/zADhnQ7ptYYrhETC+39qaMWIdB7CeBlgCwgVrhAOgKz9IzftL69xfDTv7IPd2nRMNsDCLeyd6hDMgcyeFBkRpQOQGRGpAhIaZ/qGsHs3q0awRzRqglBnNWzD++VC3Ppy1ETIAC8/6ew1h3keWHWHR3ioZfHlna7+1cQCEjz22s+OTf7/5C/+y8/P/uHndp7avqnUtWIjOm68uXPDy/HkT83QTS5dcWLDgvG7eqRuWXdTNO7146diSDxXn35Bc/OGWXz9+ftPz5x5+5tT9u0oW6NUXAuP7G49Y0PGGSNmIKQ1wDiBy+kjOCIkOUm0Ip/SRHiPca0IyJpg1wbwJErTOad4HAJxzoN021NtWwD1Eozmc0iPZ/XhaD4vmiGQL54ArPULN+07r3F8FkjEhGROSnRO5uebOzJkg3gQJl8CcCeYAiAOgy+c8WRPMAlDeBLMAxAERccbM/HMz2RBO2yleH+41RFIAnHMxshHKHmjuNaN5AGEtGGvB2BeaO6143gTlrJhkRgQ7oQKwaIUlN1zc1ZDZ1XBwxwtnNm5//WvfGbvhRnXxsvK8+eq8edLCG4ar5g3MX3JywcKz8xed1y04r5v38tJlF6t0r8xbcGzBovzq+uFbV6VXrEn8689UY9OEKXJ+r/+wER1/3n/Y3Hz2QPBQQ2NxXyhlglMmtNuE9JpgVouc5v0BwDkH0umknm8v4S64DYj06mFpP8rpEd4MsbZICnjjv6Sa64TWub8C1oRkTEjahKTn1I5940/f1LyZ57nLAChvjuTNEAtAOQDOAXDWDGXNUM4MZS1Q2gb12iIpK5QyQ2kzlAXg3OxeygEwZwxnbBhvDGdNrTlja9YMc1ZUMEMcEGGNMG9ABBMmGRDOgOT1cLYBSu+P9OiRlBHJAC1ZS2veBiuGVhmAB0zQwQNNY8bWk/qmE3fdm/zaD4pf/f7wP981Xv835fkfLM1bOjJ/8bGqqmPzFr48f9E53byXFix4ad78lxctOaObN7L0w2Pzl8iLluW/+t1X/+Ono9//pfSdn3ebW143NB81QYNGSDVCshEqGCMlI6QYYd6I5I1I1ojkTDBrgjgT9EbdZ73DRn6X7Q9nZ+VMMGuE80aYM8KcEc6/iyv9z0YzswvM7CAz37L87G7CmS5NvonxjX8hc3cods4L8gDE2aE2V2xbWwl1tLIWJKWH1f2o0IBwZihng3oB7a3i647Wub+Odzp6e08AKD/nPQMWgFgAygMQO5M9AM5d9t5eYeYxd+lnPXLpZ7oRZo1IzoDkTHBudv5LDTbC+csHmgaoYGg9om89qm89qm85rm96WR+62OCb+mh96MY7W266rfu2VScWLO5f+oFjCxYdq9KNL1ryWlXV2UWLLup053QLTixYdki3oLhgmVJ1Q3rhTR2f+Qr7xL6LO4ALT5nO7wu9YsDGdrR27SUTDVSHHspYwqq1VTWF8wCS0sO9AM4CGGuCskAkC4RZa5izhjlrK29pzVtQ1oLk9a1pM8IaIhkTnDcg+ZnjWgBJ2+CkFYmb0YQJ7TAiWT0iHIDV/Yi6H5UOoPwBlDuAzrzlmX8DOrMprvi/nOsYJJkiRQPaa8A6DUheD6t6RDBgXQasyxRRG+DiAUQwQZwlkjdH8iZINsCiHk0bkR4zlAOQXgDpApAeAE4BcBaA8kBEACIq0DpgaRlwhjs8iU3xUqsbUU1QrxFJ6ZG8ARZMkABo7xNfj97UOVtrpjkZacr8VOvc9YwzQZIJ4k1wzoSkTUh2fxPX0Di0z3vM2nLxBfDMvuDL9z5Rfmj3qQd3nP2nb/fpbojNW5RdfEO/Tleat/CsTndh8dLJqnmvzV94cf7iVxcuOaVbdmTe4sLiDxdqPt+/5qvCXS+89H/Agw/GTm1iTj+FnHgGOvgcJj8Pd1kirD0iWFo5UwtrCrMAyhtQbj+Sex7OPBfONCCyEVONiAxgsjEyc6Y3b4HyFogFIM4EiSaIB6D8zJlec1i1hFVLWLJG8uZIHoD4mTPDs2b+W8BaIFa7JOFKgiRjpGRAewxYux7h9VBZDysGrNOAdRqgQgNcOIByJoizRlhrWDBFipfKB+esYcEcLhojRSMkGyHZBCmmcNEUKRhhwYj0AEi7s7Xdw2xtK2OGkGCCsia024DkDDBvgMXZ66Kv9Lpr3lfv2jkjxGquP3ljRDRGBCOUM8JpI5w2o3k7WbTjgw1NRSOs2mKyERP1kcL+plEAOrfLfmaf9/UD3olv/Ej64tdKX/jKyOf/+eSiG9ILl5QWLBpeuPhMle7cwkWvzpt/et4Nr1Z9sP9fnq6sf+7CxxyvbbCf+oz52Nc9R38GHf4l3H9fy/ijyEubyZeeIo7vIg/tgtU9cP55NNWA95qIjAER9LCohwQjJJgigiksAGHO3MqbW3lDWN0HDe+DBvZDpYaIaggrQKtkaeWtrVlruNcazlpaeUsrZ2nlzJeFWXM4bw7nTZErvrWvYxFBH1H0SK8e7dJDoj7cp48oeqRHj3TrIekALO5HM0YoYwnnLK2CIVw8EOlriJSMYcnSyprCkj6i6iOKHhL1UF4Pp/VIjx7t1KMdRqTL0dzrIncnClFTqGQKc0a4Rw9n9VBeD+eMUO7Kr7jm/ZY2wqkGSDoAi0ak662dM0RymusPawhzhjBniLCGSNYApcxY2oR2u+OsAW4DkIyVKO/xpfRh3hAR9rfkn/1/7Nx3lBvnfeh9WZZbbLkokuzEsuUax078pjiO8ybxdZzETnyTN7mRk5vYN3GuHVuKZBWS2xuXy20ApjeU7QXA9BkAu9i+6BjMYNC2cNnVKFIkRUksYm/vH0tKFO1YSVSWXP3O+RwdEpxdzPPsHH45zzxQ0ODCC57IEhrM9UzuweTdnsgJInCWC15GfZf/8f8eeef7jVtuSX3ojl233rZwywfM73Rc/j3f5U8OXf5w38Xbfefv6rvwyZGTnxx+8Q7uhU8OnP6NkVNf6T/8de+ehyeO14T3tWq7urVlTF+kxxaJUJkOV0itwkWWSWWBUhZoeYmRlghlAdUWUL2M6mVUL2C6hekmrhuEbhC6QWr5K8NRiqR6BaFdQav2Ws/221mBVIukliX1DK1UaGmFlpcozSD1DKkWcN3GQhlazbhlm5UWKHkJV1YIeRcrVXzKHKfFaC1DqyatmrSWpvV5Wp+jtSytVBhxRy+f1wxWt+Re9XFGLtJahtTypJYnNZNWzbUeNXjrGbSWJdQKrpVpPemFzgFatWjVotU8rRZopUCrBVqzuLDBhGPc2CytxzzhAqfZ7lCRkky3XvZGFknJ8ugVWiqQikXpeUzKk/IiJa/Q8m5K2U0pezj9cVLYdX/V0j9u2PHvgyf+ST/2Zd+OL/Q/85mBo/cOnPr44KmPj5z+1eGXPjF86hODJz/Zf/zXBl769Z5jX/Id/Z2eE384fObbgZP3De36ofhE9eTh+uiBrRP7OsI7XfoyrlYopcSqGa8641Hn3UqS1ZK0Hqf0OBFK47qFaxVULyOhPBLKIyEbCdlIqICEilfoZRI6t6ZIzaY0k1EsRi4ycplRioySp7QcqeVx3cZ0k1YNTi6yUplSLUKzKWXRraT7Qv0+XfZqk14t6lWnvXLaK5a9wrJXLHvltFedGlAmCwdG+qZQOlhgFYvWUqSWJ1WbVG34l83b0i/s3FovqoI1kWdDBhsyrz6oW2a1RVYvXXk9Ms+NjXORCS4yzYVjXCjD6RanFTl1kVOWuVCWHZtmI3NcOMaF0lwoy+kGGzK4kMGGTFfo8a1j+1smn2iY3tUwvbcuuq9h6vn75QN/3b/9W8N7/0fgzJe9x77AvvDF3hO/3nfys/0nPtl/4p6Bk7868NKvDp7+aP/Ze/rPfLbv2Jd7nv19z577Ak/+NLTvEXFbo769e2wZU/NcZAUVyr3jO2jJcKtpt5zyivkeYZmRS5hm4LqJ6xYdsplwCZfzjF6mtRKlFuFRzRpi9AKp26RiMXLeq1seNetWs27VplUblYzVT4uyuulRFt1qmQknqEjMO1bgZO3xU5HC4a7M/s3R5VrVrlLtKjVfpVoNmumQE76hsYEBfdB8FumZafCFDFpJsOEEHbJpvUzrFVarwA/97ef6/ZZyXIf9lm9zeTaUZUMGq9ustsCq21h1hVVXWHWZ1ZZYrcy98hGIHKdnuVCaCyW5cIILx7lQmtNznG5yV7Z0Fjm1xKklTq2wWgUPLSGRBSxcpkNFr1Ls4fN9UoVVV7rGtrfP7O6O7GyVtjWoe2smnntw6vQf9Tz52/3Pfa7/2K/0nrjD+9I9/sv3DF/++NCle0cufHbkwr39Jz/Vd+xe75EvDb/0Vf/RP+5/6s8Gnr1/6sJDkRdb5ve3TRW2aHMuNU3IRUbNM1qG1Qvyp4cAACAASURBVDJ9Y3Z/uDCgF3ulQh9v+/xmXzDvUdd8tt++KN3G1TwXWuBUi5On+senSD7kC+UJwcLVPBmqUKESp5tuZYVTF5joPB6OeiNWX0gs7ncORlpGxobE2RFhZmhkvD+c1vnp4eEoF7UHFg9Nlp6O7znJ9cxu9IVStBq72rkFWl9gtQXo3NvPz3QupsM+lLe5PKOZjGYxms1oBUYtMeoCoy4xyjIjb2fkHYy8k5F3MPIKoywxaplRbUYzGT3L6GlGsxi1fI3Ky1hloUc2+ySjV8r1i+YwnwsK5hBvuaUioi+2hSrkmEGE0mjYdEbKbfrKlugzjdHnN4ZffEA68i+BQ/cF9n976Kk/7Hnyt7z7f633xU8MnL5z4PxH/JffP3r5PYMX7hLO3zF45tP+C18Y3t/y4qXmAwc3713o2r2to7zSNmt0R2OuaNwVSeCRNKmmaTnrUfK9aqFPKXKwD2XtUKECoRVJqezRc76QphvRvjHZG8oQQoEOLeBakdJtVs9y8gqrLJGRGSI84wuvDIeiSwddA/qwL7jNEyx7ebtHsLzBVJ8S79Umvao2GFH71H5jf7d3starWYyaZfQ0pRUorUxpJUYrrvnAwVvu+n0oUkyD53NvczatlGilSKt5WjVpNUer5tUXF2h5iZYXaHmBlhdpeZFWFmil8mplWinSaoF+5VmITas2o9oDQmaQT/ukHCdbnJLzyBm3lGGVPB1axMIrTs1CwiYRsemxEhsukYLJinlOtN2CzfA2E93tGtvbGn68JnLgofEX7xOf++Phw18ZPf7FgeP3Dhy7e/jE3YMn7xl+6RPDOxsvXW65/OLWy084Lu/vOHeIeOm5oVPPswefaimYdfGkwyp3JPKNeqxjzOgay2Gatdaz/fZFqjYqFSh5yRfOcWq/Yoz454OsMkfLi4S6gGs2qWUYLcFKK7S0QoTidNjwSPt7A8ml/aRXG2Kk7W51ty+02xfexqomp2dZLUeKNhksDIXnlp4PDExjLL9ISwVay5FqkVQLpGbRam7NBw7ecj/n+Ryf+z507m1MKdLyEq1UaNWmNYPW0rSWprXsldqpeVLPknqW1HKkZpKadWUnm2qTqv3yhkZSta/ucLtyAKXlOTlPKzail7oixa4xyxFKUaEkp6Q8Qton5j1CwSOV3FKBk/KcYjOyRckGqRiUZjCaxchlRq5QygKulBGl5FBKXWrZNb68Rbar1G0/0J79F/2FrzPlr3uT+EtnnWf3OS7tdlx6quP84a3nDnVcONB14WD32YPImUPk2ReQo4cczz6DP3eoaXlby1SuayznGMs5IqYrbGIhE9dNUjNJLU+rFqOajJJnlDwjF6+0XynQap7UTFIzr+zTWXUl6q9glFemlLryJRapm6R+zaRduzlCKTBygZELjPJzNkq8fPzaXx5vHFIr4EqJlhbpQGJ4umdqcaQ3PEyJE4xSdIg5OlKgtTSjplhxOy3twNUsqZY8/DND8vzyvoA7MoSGsljYwEM5IpSnImVSK5F6kQ4XCSU1qEXsfaGeyLBb2kMEKy9vHia1HK0Zaz5w8Jb7hZ1jtAJ4O1KLjFZktAKj2Yx27UeOCldfvNZ/9tuyaoHRCpReJPUCqRco3Wa0PKvlWdVm1cJ1fuaNioxafPnE6GsQoZIrXHFGFrrHFtqj5bZpG8uvuHc+hS/tYXY/43vxBerkIfylZ/Ezhxxnnu0+f7Dj4sEtlw62Xj7YfOlAx5lD1LmjriP7G5YX2haWiKVdHfP57slcl54mIjkuZHBqjpFtTl1mlO20vELLi5RmU3qG0DKUUialCqUs0vIiLZcpqcIqC7RcoeUKIxc5xWZVm1VtRstTep4IWXjYwsIWGrHQcB4NF7BwAQsVCL1IaiVarbDyklva5hFXOKV8zSTYlG5Tuk2ufodQnlrza+ONQ6s2rdicVHL7l3onG1N7h3vlCqPOsZGsQ50jQxarVFhlgZV3sMoCIxc4ccErziR2uofDLBsJEhMhYnwSC82SepLSsrRiMYrNyAW3Os/PNGdWptxKjFQKhFqh1QVWy7BajlFXly7XfuzgrfVzPj8HnQM3F5vVLFqzKN0iQhYaNl3j+c4xc4ue7pqyN88Zj03NNJuW+8AzAydfZI8epE8cxE8fxs4epi4d7b70/JYLz7afP+S6dAQ581z3808zx5/rP3XM9/zhtsXFqtl401yieXq+eXy6KxpzheKUlmUky82XfEKRC8TdQsIrZ3y62RPKu/U8rZq4YhKqSWh5UrdJvcBoBU4pueUFr7TYK2zr5Vf6gtt9UolTs1doGU7LeNSsR816lZxXyXGKfW3pKd0mdZvQbTxkEyFrXXVOKdFymZOLbv9y31R15vGhQXkPI2ZYdRuhPMWEtzN6hgplac1kQgkunPJoOVYentxRPRwl1WlSijYFx1r5SO+wMtXLF3uERbec59QUFwqp6arARJ9XzZF6gdQrtLrIaWlWMxi1QmoVRi2u+djBW+sXdu5nV2MAuNGwSp6TTU42GcVkVJNSc7hiYIqBqgaqGk492x3OdkUyXRNGx1S2bTrTnrA6soWufJnZtZc5fhA/dxg9e7D75DPdp/Y7zjyLXDjcdfYAcunIlpf2Oc8dRc8dcp1Ybn16rPtpeUupf3NiwDEfQqfj3UqM0DN02CC1DK6mKT1DaWlaS3ORHBvK4nraETEckRwStnDNopUCJxe8YrGXL/cFK4P+pUH/toHAYi9f6RFtTsnRWoYIxfHIHBqZI7Xsy2uelJYntTyh5Qktj2t5QsuTb/58vmUo1aK0DKumucBi70R7aqc8IC17pCmvniP5baRcpvQkqadJzSD1OK2lPJrtUcWZXZul+dHx9FQkMRaaD08aurFNtncP27sHC7v8hZ18cdfQuPGAMjfSo5uIZJBamVIWWDXFqFlaKRNq+eeuM4N17ReuW1JKHoAbHCPnWcnkJHP1v5xk0qJBSwanWJxisZLtVoputUgIOUIyUDGDqzkqkkd1o1tNNk/Ob5iYaMllmX1PUM8+0f3MTvToU66Tz6DnD2Dnn++6cLr94uGOS5Xq46PVx1wtpx31z3c0HWFaDo007A40FvlWW2tKK81zWsfMZOfYXLeaIDSLUgqoaLpCOZeeQ3UT0w1MyxJqhlTTlJJmlDQj5Rlx4WW0VCHlEq4UcdXGNYtULEoxKcUkFYtQr8BVC1ctQrXWfLbfQKRSoNQ8q8+xwWLPOJHcKQ5HFM94gy9KeWSLFZZoJUfLeVou0IpBCjmPsNyvzcZ3E8MqzwUMt2R71ZhbDfaMUf3RLYPRpqHx5pFI6+hYo/14qxbz03ySDhcxuUDKFUZJ0kqGkku4UqJke83HDt5aWUrN4EoZU0uUlvBKOegcuPnQsrWKkSxWznOKzcp5TrI8it2jVHrERZ9Q9koLbqHIBgtUwKQCBifaHqVISGlCzaJaqlOPd0QSnbPZlrlkYyxWG49hu3f3nbpInzhCX9zRckLceMLx8Nm6hy9X//jSph9crL7/8uYN59sazqN1R4mmQz7Hs8rmitQwK2+emOiMJlyhNKVkaSVLqVlKzZJqhtDS+FXdkcTWifnOsZQzlEPVEiktMsIOLrjLHdzlDu6kpRKl5Cgl93LkCCX/sjWf6jcQKS1T4i5WSzCC4Zvoyj7jSez2L51kF45JUmKeEye8mubWdLc25tZVj6z3CNMDypD15GYh4u1Xo25Fc4cEb2SClixG2kMpO0mtgEXS1NjY6OxD/NSARzUQycCVInTubQ86B25ypJLHrrnjIZXVWyLravyKtLRISwu0tEhLFVqqMFKJloqMVGSkglsoePmiWyiwkk3LeULN4ZqB6llXKOsIZzqjVst4ojMbd2ybrl8canza13SUrT6BbDjVUXWha8P5tk3nt1adaas+1VZ3sr3xRHvL8c6tJ5xNh7du3oFzhSiWCndPqshk1BGaoCYyqJIi1Twp2bRiUUqGlXMMb7J8nhOKrFigZQvXc5ieJXWD1AxCzRJq7uXIkYpNyQVKLqz5bL+R5BIlLdFSkRYyYrFVXaruDUs+KeeRNclun9zVHF3qiC52RRe7o0tb5ncgye2e+LamPcf+ytq1KftUV2QF6Z/tZVSF1aLe8WlGnyHkKVybYKOjgbn7lblRt5xxChkMOgde3TmPlBPmlKDxPegcuGngSh7R8uhVuJrH1fzVPORxpYQqi6iyiKoVVK1gSglXSrhaIJQCoRRIpUzKC6RcIeUSKZfI1ZbIBUKxScUixQSnZSg17ZISDiXeFZ5xzEw65kPOtOwqB9qfpDbvc219nmw/STeddtWe69p0qfOnFzf/+6WmRy5vrj/fWXeyu+4FbMuRnua9fVu2BdvyaktC2xqfaI9OopE4EUqTco4RbFYo0UKJkouYlsd0kwjnyJBB6AauGaudI2WbkouUXKKl4prP9htJWqDF7ZSUI3kjs2+OHG/ktDGWr7iFJUaaYEXJJ+oeSfeIIZ/EByLRgeDkiDQ8Yz8mqT6Olwdj8vQe0To0nD/Yn9pNVw707Hyuz95BjScbk0ub+Kl+VkyTuo3J0DkAnQM3P1LJU9cs7l27vocrRVQto2oZU4urhcPVPK5aqzlENBvRCohWRNXCKlwt4GoRV0qEUnCrGY9ieESb48vuwFIPv90X3Obxl73+glu2HGPzrZHxLbGxzTltk9Vft2eg6bnBmqPMppPEpsvO+y9XP3C56v7LdQ9caHj4XGv1BaT2LF59At/wPPrnyz/55t5/++sdVd8vdT2cHWiZm3BGDEpa5AI7udFdtFLAw1k8nCV0A1dylJKnZJuSi7RUoqXyurqlky23blHKDO5fGJ636FDErS5S/BNUcC8rbWOlIidYjGhyYo6T4gwf75PKg+rkTNkphcZ4vjA6avQOjQ/wAf9Y39A42Rehe8MD/WFtJKosHmBHIl5GSDGRMtzPAegcuOkxcp4TbVa0WclmJZuRbFq+VoGS7VWkYpNKnlRNUjVJNUeqJqlmCTVLqAapGoSaw6+sf9rYFRYqGbhiUVqBVGxCskmhQAtlWlighAVSWUTkIqLlneFMR2Rm68T4lhmteSbYkZW7lsW6nVzzM97WF31NJ6jas46HzzU+dKn6J5cf+cnln37s4Cfed/ojdx3/1OcPfPVru//mr7Y9+P1iy49z6E/T3IZk/5axMZeWxEIZQjdwxaCUPCXbq5FbZ52jJdOtpSl5ihJ2dQ4mmbCByxVa3UUoC6hkonIeU4qYYmOqiWkJlzjvDS9w2vjYsqNXldyBtCdo+8QFj1iihQwjx0k5gUsZXLYYbXblyOBgyM0IKVIvwD4UAJ0DNz1aznNC4QqxwIoFRrqWzUj5qyxGsmjZpJXcKlbOcHKalTOMnKHlLK3kXt7oiCs2qpdRvejUcg416dQTjnDCGU65IoYzbHbLBqpkccXAxAzGZ0ghQ/EGJ+XdUt7Nm4yQRaUYHplzTkebp4dbS4PdhwZbjpGPHm+uOt/y6Wc/+66Lt773/G0feOl9dz//sc8d/tJvHvj939z3tS/s/53PHfit7yze/69m9wMW8XDOvSk52Dgnt09MIaE0LduMVEY1G1NLpGwxSo6RKqS0hCsFQi5TcoVSbFIukkqekouUXKQUi1LylFyilDwl2+TqLxSLUgxCzeBaEtOTmJYhVIOWTVq2Vo+n5Wvn1rrqzfrBkXyOlOKsspNUiogUQ5WUS0yjShLXU5hmoKqNqBWXuuCKzLv0FCIUnQE9vOJiZL9LzXSEss5QCgllXfICoiwgag7XDELNsrq27YhvIEyxQoqQy6icJ5QCqRq0XKDkMqmaa37FgrecQalZXFm40jkxJ8xpr3SOlC0A3rYIOU/I1hWKecXVV/6jr6Iki1BMTDUIJUdKFilZmJzBxtNbxyY6EhMdVvS7xbrf3vedzx76/Xte+PI9z/3m5w989bcO/8knn/mN20/cedvld912/j3vOfuB95+66+4XP/vrB//oD3b+3d8UH/mx4aqODTVPKy3xmbbpbLc+4x1PUvwiIe5B1DKqbsPECqdbpFzBJBMTS6hQcgkZTLYJYYGU86RcwKUKLhdIyaSUFK7NO8NTXWNT3eFZVEswUpoVDVoyaMmgRZOSTEoyKTlHycYqUjbfzHk2STm/+otXZls2aTnNSGlSXMCFvWgoiutJkt/GiNPRBWev2EtJWVSxKDnGyTMcX6SUrFMZJ3WTDO72KNOVwz6f1uXmM6z0OKZZiJZCpG24sIcSi7Q6RcrGml9a4K2VJZUsJldQpUQqSbeQ42e1YPafoXMA/PfhVzpnUaJNC0VSyJOqhUay7ZHpzePjSMgg1HzzpP7TtPsHVsc/2vXfXXn0D3b9z48/97n3n//Q+y988L1nb3/fmQ994Mydt5+868MnfuXDJ+6548Qnf/nYvR9/7ot/s+vH/1LYdH+mvT7Tt3m2v2NMQ8M5lzqL6BIzGcGVGVLKU0qWVi1GWaalMiVnCd4ihSytmKS4zPDbuOAKE1whxG2IvOySl3BpkeUrLF+ixQIt5mnJpCWDlrK0lF3NHi1apLQGc0hLBiMapLBE8I9joXFMm8ODBVaORBe7hkNeRpxm5IRPmuwVo76gSQdnufA4Jc66g8U+VagcHPaqlE+2icAOXMshegyVlnBhLyWWaHWGgs697VztnAydA+ANcm3nWL7MiCWCt0jNQiOZzvAcI+V7h4uklETGZ1zRWZc+j4VTW8cnNsQHfljA/qFS9eel739l6dtf2PfVjx791LtPf+CWS7fecvmWWy7f8o7L737vC/fecfyujz53z28e+Ny/nfkocuaPucUuJuagprs7lR6XpuBqElWjuDpFqzYuZGglxvIlKmgRYgzXZhk55hVS3mCe5SuksIyJOwlhJxvYSweeJgP7qOAeSliiJIuSs5ScpiWDFmxaKFNi4a2fQ1qyaDFPCssEvwcLTbikSZTPDk7PlJ7373qhVDoytnKa33smaD6OBee2cGM/9c79kB3/0dDUY/2T31k6MsRJg26xTEs7MTWF6POYXCGEXaSwQCkJSs6t+RUC3lrQOQDeaLhiIlqGUExKtBm+xPAlMmjjvIkrJqZlccnGxbJDzjn0LCbm3MOVwYGdw0M7PcECocXbx7XWOb4pOfJIlvpBrvm7Sw//6a5//N29f/6Fp3/vnkO/9u5zH7jl8jtuvfjB9x/7yD9ceKfz4h3DB34Y3H2ffOgbg/v+qm/vfb07/5W2HkFmt2BTPUREQ6QpWk2yWg6Xc4hqkVLOzee8fI4TcqRsYGoOV3KUZJFKBtMSmJLF5QIhLhHiNkLcRogLhFRck5s58uXOiQuEsBPXZik9RSsFQoh4op39Y6Ocyrk1ok+n+YlebW5cS4c0K6Bm/dHsYH5317g9yEljDL/AqTsxNYHqM5hiE+J2Ulik5OybvAwLbkDQOQDeaLiSw1QDV0xKtCmhwARLHmmRFooEb1GKjcm2Q8l36VlHyEAUiw6WfaPbegMrXLBISlmcN0jewvksIsTx0LwzGm2bkhpmB6oS7gctxzdWvvsbT33j15/+/hd33nf/8S9yZ35DOfAvwad/a/TUO30Xbhk+/8HgpV/2v/T/+F/4lvDiP/bu/DFp1NNGI5Hs7Ix6O8cjrtAUKSdoKUeIeUSxnJqBaHFSm8VDUTQyhugziJpF5LJLXHDJFVSzXVoK0+cJObMG0yiZlJijxCIhLuNKEhXShFAhhTSlDPnUGU6NsVKS9We8o0ZPYIX0m4yQ5IIx76iUXu7hlD5OylD8Eq0sYWoC02YxxSTEZVJYXKtsgzWVJZUMJlUQuUQqSe66zhGSCQD4r8IlE1WyuJwjJJPibYovMMESEyxRfIHiC4SURdWES4s5tbhTTbuUHCLbTtXu0qx2PYeLFSq4hIkll5pzakmnlsDkFCMYnkDBN1ryisUuyWqZqDwUEjrsTd78DwSrYXj5n3te/D3P5c8PX/idkQufGrrwkcGLtw1eunX04m0jZ345cPpzI0f/oP/g3/U/+yi58KhzvhGf97gmpc7IRHc47lDiaHAO9ZsIv4RLC4RiEaE0MRZHwzNIZMahTeHjcUzJvPVzSEpZUkqTokmIJUzO4WKJCO4gg9soMcXwJVyZxdUZSkrRYpIUTUxJoMosq8571aH5lXZWDZJCnhAqhFjAlBSqxjDJxIUyIZQJyVrzywO85TKEnEGlMiIVCTnB8QZ0DoA3AP7yr0WLFC1SsF+GiyVEKqNSGROLmFTAZBOTs5iSwpQEpsTbw/G2SKpbM3GhwvpXPKPbOf8iJdioksKVueGg3jc6xYp5QjMROcSI0T51gZDTWydHuosOctuD1Pbv9x3++uipzw2fust//oP85V/yn/+VkdOfGb1wz+DFO/wXPsKfuct/+nO9z3+Ve+JvPQtVvXGyXx3t46fZoaSPz/qENOWf5ZQkISYxIYPLJadQxET7rZ9AUjJIKUOKOUK0CTFPCGWCXyH4HQS/TAa3I4qJyHlMXMLFIiKVHWrOqVikXPLI6tyKg1Z1QiziUgFb3ewqZzDJxCQbkyxCyq35tQHectA5AN5kqzd2L2N4yxMoeEfL3tEyGyyRooXKhkvJuhQTk2xCqJDCAiFUCLFEiMXVv+VJ0SRFk5AMlzKPhNJdUs6llp2KiQgl18gKFlzA5AQ1FnaF+7uUIWTCg8+Rjul2trip78n7+g58c/jol6ULvyJeeG/g3HsGT79n4Ozt/efuHDx9t3L849aZLx26/IfPnv7/Mot/HZ7/J31yc1AZ6B+NDglFdjjXIxVYMUOvWRssQjJJ0SSFPCHahGgTQgkXFnCx7FJMRFrEgrtxoYzIBYdqOOUSJe7wieOxZSephjHJxuQcJucwyVydQ1wyMdnA5Cyk7u0HOgfAm4AU8qRoEZKJyTlUybrUNKpkr0rhcoISsyxv0oKFS1lUSaFyhhIsLlAmxTwqm7hkkUKeFmxasCnBJMUcLmcQOdcp73YoC5hsYkKG1GPkWLbdn6WUvEfM9gQsD29yfI7jFzhhkZJNXJ1GQnxnxIXMt7FGG5utHdlZJR75t6Hj3+w//emRs+9Vj71j8fQ7zl1+34XLHzl14aMvnv70i2f/x/6j/ztZuG/pqTYl9thwtNqj1rGKtgZzKBYJoUyIeVI0SNEkpQwpzxNKDJNzqBpH1RguFkl+iZQyuDKP6JOYnOGEhX5BTS63kZruUkxESaFKBhMLqwuYuGxgShJTktC5t59f2DlcMgEA/2WiSQgWLpqYZKJSDpWzLjmLrpJyLjXtVJOonMGlHCHmMCmLymlczlC8yQRtTM66lBQqG4RoUrxNB21SsHAxh8ppl2K4xJ0uoUTLFsWnCWkOkec6gwlCNlgx1yMssYEyy+cpf4UYWcQDRTxYIKQFTMkichKR0oiccOkR58RA5+wW3HxkZPeP/EvfSj357cPnvnfk3O++dPmuY5c+dPTSPUcv35mwbz9x7q8PnfrKkdN/+cLpv7V2fH++/NB8uYqf29Sjt3qUHlrQSSHOaEVSsPoDGW4kSYkFJ1/E5Aop5QkhR/A5ki8QYrlbsbs1y6HkXEoWUw1UTiNyBpGzLiWLSgYl5EjBInmbEGxMMhHZIKQMomRRKUcIeSpYZIKWO2h4AoYnmGTFWUqexpQ4ok1hapQQDSK4DRfziDqLqFOEmOf4Yq80GN/WSqoqKuVQOYPKBibauFDCRRuTjNU1TFzKrf0VAt5SGVxKu8SySyricoLljeCMGni5c6iYAwCsA4iUdagJp2wgYhHjK0jAxILzLv8IIdO9U4gv+j3zyb8/dO7fDp37yQuXft8ofO3kye+dvfTL587deenyey9evuXCpXdfuvzxl87/xtHzf3Pgperscos/umUg7Kb9nv6h/p6A6tZziL6EhVYQwSSFFCOkmWCe4MttYr5Ly7vUDCrOY/wUIc2hctyhZDrUvEOxCCGFizlcKOJCySXZ3UoOF7PdiomIRZwvkLxFBy02kGMDBhvM0nyGFNKYlETkBCGPk0IGDex28SsOJemSkkRwhfEXelTP1OJWQlHXfMLBjQOT0qiUdoklh1RA5TjDZwMzqj/7f6BzAKwriJR1KnGnkkGkPCqUCb5CCiYjxd1qhFUFNjDZGzC8frkv0BvK3D+q/jRuVO84+CeHTn/92OXfPnfp05cu3XPu3EcvXPzouUsfPHP+9pMXP3Lq4udfOv2tvU/dl9lfl36cHVS6hhV/jxx2C+O9QrQnOM6K07gQc8s2NZphRxK+QLzHH/MEUnTQwPmyU1julsrdaqJbzXQrllMqOKWiSypgfBnll/HADoxfdMh2p1Js04qb9cJmvdSmlrulEiKWCL5ISnOEYKCB3Yiw5FRiLjlOCMvEsN2r+aMVilDCaz7h4MYBnQPgbQGRsk4l4VTSiJRDxSIhLBDBMsWXqYCFj6QZIU8IOSwwy0iznD7g5ed7A8awLg3Ivb1Cl71Qt/vxH+x84i9ePPGN0xe+fP7iJy5evOPihdsvnv3gpQt3nbl076Vnf3Oh5badNR/P1H0tRz0Qo1pUmhgclRltxjc66/GnCb7sEHa2i493irsRYYkNmP2jcZ8/iQgVRKygYhETLUrIMEKCEufc/IxbmKKEBCaYqGi6pLxTyjulglMsImIJFUoYXyaEFMHn0eAORKg41TmHOEPJy/hImRO18aJAyBNrPuHgxgGdA+BtAZFyTtlAJAORDFS0XEET8RfI4BLh30aMbieEZUItYbLtCKZRyeDkp/CR/Qy/j+a300Kpb3zGFx6hBconoaOqQ1Rrlnc0njz3k+fPfv7oufdcPn/r5Wc+dq7qlosPvHffI5/dUfu1pzf80TP3/87+qq+stHx1Yeu3K8wDs972kYEhWog7pGKHUnFIRUw0CDGDijlcNHApicgJUkwzwVy3YtJBAxWzpJD1+DNMMIOLGYeS6dRS7XqqQ091qSmHksKkDMEXUX4FEQuIMu2SZwixRPPLqwYl4QAAHz9JREFUpH96YFIjpPk1n3Bw43iNziGCAQBYD0TTJRZcouUSs4iURqUUIZsYn0f9JSK4ggtLTqHgFE1Uzrn4kotfcPqXkeAul1B2iVanGm/XYg4t55IsVDBoeZZTAm4F6RtvGi+1hXc/aMX+daX2D5/4969XNn5jT+u3jm/4nQs//OilH7337E/f8fxDtx3Z+MEnN3x0W/UXyq3fTHf/0wy5Mdrv1Ia40aBMShlaSODiNKrNEf74kL59s1qmRitb/KYrsogKNsXbTDDPjGbZQIYWUogQc2rxrlDMJaVxvogFFxHBcikziDyH8hbJLxEBgxDGMTG19hMObhiomEbElFMoOaQCIsXpYMY/rUDnAFh/bBdfdgkFl2ggUgKR5hFpHpHiiJhBBRMLFjG+gAk5VMgifBkRM4gUd4mGS467lMlObbZdzXTIhQ6p0ikVuuR0t5JwSIaDX+oUdm6amicFdZwNpOiBiQG3Sjda7T/cV/vnBx75wpOP3X3kkTuPPfi+Cw+88/IDt1x+4JYLD9xy7OEP7av6QnHj7yYa/2GOdMyTnRPudnWE1voDAW5ii2T1BlZag4U6vdyiLHXwFSa4ODC62Ntr9Q5abr+Ji0aXlHaJWYy30WAREUyXHEOkGCrksGARD9q4kEaF7FrPNriBoGIKEVNOodgt2ogUW+3caOb70DkA1hnr5c65pKRLnnfJMy55xiXPu+QYxptEIE/wSZw38cACJiYxeRIT45iQxqRZLGjj/mUssIQGFhG+7BIKDtF0yKluJdalznZqSS6Y6hvKUCOZJjnXFDJYYVYbHpnwtc9yjxY7f1Sp/5u91V8/8tgXj/3kzrM//qULP3rXpR+/98IDHzj74F0nfnjXyR/dcfjhu3c1fiX3wF8wf/RnWiA67ogO9cUpPksGTedQyuXPoUKBUhYoeYkUFrBhmxwtE4KJCgYiWIiQQ8QMcuUGzkKEPCrkESG31rMNbiDQOQDeJnKIYLpE0yVmXWLGJaVdUtIhJxxywiEnETGJS9O4ouN8Dg+UcSGDizE8aOEjj+OBJXJkNzmynQxYhBDDhTjG51C+hAi2S0o6lLkuvojyBUJKo8pcpzrfJWewgEEH4qQQJeVxH5/pGZ73D0+qvYEo5sh2PLit4S+fevSLLzz40ecfvOPAYx87+tD7jz5866Gfvv+579y98LEPLvzz31fu+sKTf/qt/P/+P2PfeyixlYj2+z3+oEuJbJWnnHKKCeS9g3kykEHENCJmMN7E+DwimIiYRcS0S8whfAERzLWebXADgc4B8PYgZhEx6ZLSLjHrEnNO0XRc1S2ZTqGACAYiT6HBJSywiIoZTJrGxHnMv4IJhkuKOeWES8y6RMMpGg7JcEhZh2Q4xLyLL3HBIilkHfJspzzpEOJ0cIEeWcECy92S7dAyCB9HhQQqJjExSQpxjzjdHwgNDQ4Jw31RtjVX+xePV/3+gdov7H/kM8e+fe+hu+/Y+3d/uf9dHzhwx/t23X7Lntve8cydd+7+2L1zH/7U3r//972b3eEWjndr/aMzdGCaEOZwIYnzJh4soXwBETMuKe6QMk7Rhs6Ba71G51x8FgCwHghZl5B2iRmXkHUJhos3nYLpFEyXkHMKplPIu/icS0y5ggUXb7uErEuMI2IC4W1ESDulmFOKO8WMU8g5hZxTzDrFtFPMOAXTxdu4P4cF004x4ZSSqGhgAQvzF5Fg0SlYTjGLCilESDqFlEPIOEVjlUPIuqQMF5iW+4MR32DY55Pc7JiLmHykafb//nvuk7+19O4PH33Pe8/edsuFd91y/tZbT77jfc+98yOPv//j+ds/Vfz818pf+4vk7/2/hR/90OY8Uo/UPzDb68/hgVS3lmqV51y66RSMtZ9wcMNAhJRLSDr4Yrdou8QYFUiPTsmjme9B5wAAbzosaJCjeWqkjATKDrFAKhktOJXt8qTveyD/7e9Wvv1X8c98yfjwPU9/5NPPvfvOk++8/fxtv3T21neffedtZ2979zO/9P7Y3Xf7f+1L5R89av+kIfpAS7JHHxyeQIWYU8is+dDAjQMRki4h6eALXULeJc6vdm4kDZ0DALzJuqRMp5wiAoZ30PIOFrBRe4uY3azEHfqUW5vs4edlqaRxkxmHeLh71Pqzf4jf87ntn7l34Zffu/ShWw/f+fHn3vWxo7fcfuFDdxy+9ZaTv/Tuve/70MQnf3umnu0ZiaE8dA68AjoHAFgbbUqmajzVpqbJQJYbNvFRy6lWmvRilWQ2h8qIWCEG8rRUxJQsosywYmhoeGRueGS2vXvyoccyP3rU+h//q3T3r+394If2337LsY+8e/8H3jf30c/l6umBvmksCJ0Dr4DOAQDWRoeUbQpl25SMS0ijwTQiZB1iHpEWyNElyreAjVhdSqxbijn8c9hw3O3PeYdMpifD+Ax3v0mIE1TAz/cNpln38F/8z9jXvlH56l8FPvMnmfbhkdEYdA5cCzoHAFgbRCDnHbI9wznGn8H4eLcU75QSDj7DjNj9fWXvkEkEUyifdgiZbinXzeexQJEdLvf1Lw72LKGBbIeadomGb9CQvMmIe0b2jXm8MhWYcokxFzyfA9e4rnOkPzUyKQ2n/gk6BwB4c1GjZn9/0TeY50YyOJ/oluY7lLkOZd4hJRA+SQQypN9AeKNdNjZrRpOea9FynVIO4XPUqOkZKmD+hS3itnZhhR6u+AYNIphoV+KtWrpTysF+S3Ct1+icM5gBAIA3gytguAK2M2g5g4YrmHby8W4h1iHPt6pzzfpcmxx38KluIdUtpDrEdLuUbpMyW+RMq5LZImeZwQI5vNAqLrbIRVfAcA/PUYFphxDrFAxnoOAMGms+OnDjcPEJJ5/oDtqdvOUU5q7vnCOQBgCAN0O7kG5SMs2y0SrlOoJ5pz+Pj5ioP9spJDfL8VY53iHGHcEEPpqih9PcYIYdzFFDFjqSd/ltp99CRy18JI+PGKg/2S1Md0hTHeJ8VzDnHC05Ark1Hx24cTiDCUcw3hWwO3nLwc8R0DkAwFvDGUw5g4kuPt3Bm52BonOkjA1V0OGia9TqDBrtvNUZKHT7C65RGx3Jo6M5lz/XHci2C5k2MdMuJpyBFDaSc/jtVjG/WTJcgTQzmKGHTIe/4AgYaz46cONwBuOOYLwrkO8Img5+9vrOOYMGAAC8OTJIMOMMZh284QxYrkAeCeSRgOUKmM6g4QiajmDeGTSvyjmDhoM3uvlsF284+IwzmEUChjNodvFmF2+6AgbmN1C/4Qyaaz0ucGO5ft3yuv2Wa35+AAAAwOvh4pO/qHOOQBYAAAC4eV19Pndl3ZL0p17VuW5/BgAAALh5OQLx7kCs02+1B3LdwRkCOgcAAGA9eY3Orfm6KgAAAPB6XPd8jhhN+qeVgfg/QOcAAACsBz/budEpuT/297APBQAAwHpw3T4UfCQxOim90rk1X1cFAAAAXo/rns9hw/GRSalv/rvQOQAAAOvBa3Ruze83AQAAgNfjunVLbCQBnQMAALB+vEbn1vx+EwAAAHg9XmPdsms0DQAAANy8uv2xLv98x6i51W90BaahcwAAANYV6BwAAID17LrOoUOx4Qmxd+4+6BwAAID1ADoHAABgPYPOAQAAWM+gcwAAANaz7tF4lz/WMWpd0znplc51jqQAAACAm1fXSKxzNNY+YrWNGp3+aXQwMTwh9879PXQOAADAenBN53Kd/ml0MAmdAwAAsH5A5wAAAKxn0DkAAADrWddIrHN0fuuIufp8DhlMDkWv6VzHcBIAAAC4eXUOz3eMzG8dNreMGB2jU8hgoj8i9Mx+FzoHAABgPYDOAQAAWM+gcwAAANYz6BwAAID1bb5jON42ZG0ZMTpGppGBRH+E75m9+v9DaR9KAAAAADevjqFY+1C8bTDfOpRrH552DcT7wgHfzP+CzgEAAFgPfl7ngtA5AAAA6wR0DgAAwHr2Gp3bOhgHAAAAbl7tg/NbB2NbBvKtQ8bWoWlXf6wvFPBO/y10DgAAwHpwtXPW5kFj69CUsz/WG/JD5wAAAKwT0DkAAADrGXQOAADAevbzOnfN87m2gWTbQKptINk2kGgbSLQNJK9KXPPKdQekfuaA5H98QPKNO+A/eUpv4Dv+ggNgEm78SbgBTwl+Lm/ZKcEkvI0uzq0DibaBZOtgevNQvG1w1tGb6Q0FvbPfudq5/hQAAABw89ran27rT7UOzrcMzbUNzDl6zN4Q7539NnQOAADAegCdAwAAsJ5B5wAAAKxn0DkAAADrGXQOAADAevYandvSlwQAAABuXm19qS19yc0Dc82Ds1v6Zx2+V3eutTcBAAAA3Ly29CZbexMtA7PNAzOtfTPdvhx0DgAAwPqx2rnmV3fOB8/nAAAArA/tfem2/lTjyPzWgbm2gbmOXrNP54cmoXMAAADWhY6+dFt/qmF0vqN/rm1grr3X7Nf5kei3YB8KAACA9aC9N7WlL1k/MtfeN7ulf7a9N9enBYfHvwXP5wAAAKwHW3uSrb2JuuHZrb0zrX0zW3uMPi04PPbn0DkAAADrwc92rlcNvNK5Nb/fBAAAAF6P69YtoXMAAADWldfo3JrfbwIAAACvx2usW27uiQMAAAA3rzZfYnNPvHZopq1nenPvdJsPOgcAAGAdafMlNvckagdnr+kc/0rnWnrjAAAAwM1riy+xuSdZOxhr65ne3Dvb5jN7ZH4o8i3oHAAAgPXgms7NQOcAAACsN9A5AAAA6xl0DgAAwHr2Gp1r7okBAAAAN69Wb7zFl6gZmN/im27pmdnizUHnAAAArB/QOQAAAOsZdA4AAMB6Bp0DAACwnrV6482+RNXglc61Xte5Jt88AAAAcPNq8cSafPFNA3Mt3qmmnulmLtOjCv2RP4POAQAAWA9aPLHG1c75oHMAAADWHegcAACA9Qw6BwAAYD17pXM/9/lco3cOAAAAuHk1u+cbvLGN/bPN3slG31Qjm/YpPHQOAADAOgGdAwAAsJ5B5wAAAKxn0DkAAADrWbM71uCNbeybbfasdi7lU/j+8NXONXjmAQAAgJtXEzdf75nf0DfT5Jlo8E42MCmvHOwL/yl0DgAAwHoAnQMAALCeQecAAACsZ9A5AAAA69mVzvXONLonGjwTq53rDV3tXL17DgAAALh5NbJzde65x3qnG93Res9EA530SMHe0DehcwAAANYD6BwAAID1DDoHAABgPYPOAQAAWM8a2fk6LvZYz0wjN1nvnmygUx6J79VhHwoAAIB1oZGN1XHxx3pmG7nJevdUA51+VefquFkAAADg5tXAzNexsUd9Mw3sRB03eX3natkZAAAA4ObVwMzVsvOPeKfr2Yk6dqL+unXLNT8/AAAA4PWop+dqmPlHvNP1TLT2Zzu35uuqAAAAwOvxGs/n1vz8AAAAgNcD9qEAAABYzxqY+dpX7UNJeSS+R/smPJ8DAACwHjTQr+xDqWUn6qmUWwz6VOgcAACAdeG6fSh1ZNItBn3qn8C6JQAAgPXgunXLOirJCQHoHAAAgHXiNTq35vebAAAAwOvxs+uWr+pcDTMNAAAA3LzqqNkaeu5hz1QdPV7DRKFzAAAA1pU6arb6F3Ruze83wc1lIxGtZWfquNladqbBM//mvVG9e24TObH6FpvIiTUfOADghnXdumUtkYDOgf++5p7EanVqmOk3tXON3lgVNdnck6hhpuvdc2s+cADADes1Orfm95vg5rKRiK7mrYqarGVnqumpN++NVt+lippc81EDAG5k161b1hDxV3Wump4C4D+v0Rt7oFOuZWc24OPV9NRq6t6kN3oECdcw01XUZL17bs0HDgC4YdWSM1XU7E/dk7XUWDU9XoND58DrsIkY163dNfTk0Ny2R5x6DT1VTU/+RwfXUD/nxaqrrnllupqa/pkjJ4Kp7XXMNK3lq6iJ/8pJTr7aVDX18vefrKEma+iJGjp6BTVZQ73q+Jd/u/pHNdTPH8VrnsPVL1/9htf8ETX9qhP4mXO45rdr/+MG4KbwGp3bRE8B8J/XwE2Wnj1aS+njxd31dHhr3+wmPFTPTtVQ0SpqvJoYr6cnMT5dx0zW0ZN11EQtNVFDRlu885uwyEZqzCUb1dzkY9T4Bmqihpt70BnaxMxuomc30bMbyalqarqWnamiJjYRY7XM2PzO/fVMeGS+UkNHrr2mN5ET9e651fXManqqmpqqpaZrqalaaqKGim4kQjXM2CZK3zo0XcWGa+jpKmJ2IzpZRUzU0tFm90QtpTW5Q4Q42zOe84ZzHQPxKjxUTYZryAir5Ugx1eKZriYjteRYLTHewEzVURMbsUije7aOmap3z1RR0Wp6opqefAwbq6anatmZGmZ6IxG99gwb2IlGLuQJ2/VUpI4aa2SnN+HROmZ2IzqxuTdDiclWj1ZL8oHYIinGeqL5RmasitDr2QkuZFFytpYIVRGhGnqilp3aRE0+io9vIMer2clN5PiaXwAA3ICu61w1HmN5v1f5BnQO/HfUsROV54639c2o2T01uOTWshtd4oOdo2493eydqBw61tmfqMG0Nt9cPTn2aJdUR4xVIVoNpjdzk9VUeOXoyQ2EXu+equMmH8Mjm/vTNcxMDT2zuS/V6J5rdM/W05OPupRdx05u6Zme2/lsc89EIL1Sz41f98+3R5Bwky/e5IvXcbNV5GQNNV1DTdVQE3XUeD0zvhFXdr90amb58Qe7RzagkY1Y9FFXuAYfb3ZPtbij04tPtXDq06fPdvRHmtjQI12Btp7pZi7y5KmzTWx4i2+ib9za4ptqoMZqsPAGl7rBpTZ7Zhu4mSpifBM5XstOVdOTG4looze2iZzY3Jeqpqeu61wNGdriVQ9dury1Z/L+1sE6MtLimWlkZxu4uSpiYvsLJzp6tG1Hjm7xqB190Y6+iTpSbWLHdrxwookb989vRwOJBjbS5J16sFuoIiM/aeebfLM/aQ885FDW/AIA4AYEnQNvpGoq2shNtfrmanC9xT0+Wd7bQCkHL172z+RrEP8TL52qw1U5tViDKT1hY6by+Ji9p5EOVyHSRGHXVGXvjuNnm7hIMxeO2LsGpkrN3ETfeL6BjlZjoSZ6rIkZbyDDdWTo6TPn6uhQNaVX03oVrdeyr+pcHTe7+pGDjUS0ipqsplZXJq90ro4KNbLh/RcuurW4lCy3eCa4kN05EA/nH++N5GpxNbtrXy0afPr02TpcqCf1JiZSjcrR4u6OvslaXK1CpOT2fdWo3MJFJ0pPzizum6w8VUWEq8nxWnqywTO7AR9b3Ymz+uGKWnZmEzlRx82++n5ubLqyFx2ZmSjs2eyO1JEaJWYi1k5SzGxAtL3HTtXjw08eP1mDjDRR0mY2VIfLPWGznlCb6LFqRBqeyvdGzA0uwT9fmVx4qo6J1FCRevdENT2+iZ5c82sAgBsNdA68kWrZ2Vpquhofr6Oi1ahafPpwPR48eOFydscT2KC+sO9QPSHtfvGlRzoHnzx5pgrhW1jd3Pvs4yfP16B8DRrc/cLxekJ8/PjJOlzqDaXRoan09qcbCBUbnh0ztlV3j5q7n2miQ3tPnduISnVsZAOhbSD0GuZVz+c24OON3thDDq3JF69hpjeRU9XUbDW92rlIHakNjButrNxCC/aTRxoZTcmuWE8cbKBDwflKI62ld+xvZcOLzzy3/OwL2w6+4BwYb/NO7DlxZos72uoer0VlNbMdGZnbe/x0Ax3e7J1aPHy8lorU0uON7pkNeKTRG9uAjz+GjT2ChKuoyYddoXr33HX3c5tQaedzL9bj/qi9fYNj2HriWd3c1UDrEWt7IxvefuRYGytue/b5bc++sHL4xaUDz7V5I5ldR7Z4og2kXotLm92RaOEJt5r2aOlaTDaffLF/Il9DhmuZaBV0DoCfAZ0Db6QqemYTMVPHzD3m1BrpseLThwfHM8SwbmzbPTKWaPeozbS84/njdVhgrrKrhZYbCD678+lnz55rIPjNtLznheP8bBEdijZTUiPOH7xwCR2aii899fSpM3OFHdjAOD480UjKT58+28RFN+JaHTdZzU0+io9dW5EqanL52Jny4WOh0r5N5EQVPbWJnq6mp2qoaB0V2egUhibMFkpsxgP+aKajLxI2tz3mGKkn5dEZu5FQcnv2N2BKE661MpEGXEWHZ6T40lMvnW6mtAZcbqH1sLGCDs/sOX6qgQltRMXywRfrmHAdO17PTT7s0lp6k9X0VOX5k6XnjleOnPy5z+ek1LJrINxCicJcvt0XTu58eos3XI3yE8Vd1Zi498UTzXiwjVE2U1IjLrSy2uhk3n7y8GPdow3/fzvn+ty0lYbxv3H/DBLfdPctCUyapLUt6Vwl2SYhJgZjO77IutqOQ0JoSAOEZYBSmKa0SwjbLpBpWS7Tbst+CDBcNoTd0iG7q5nfJ82r8zzn1dF5RjNnBFpJ1EyBhv3F9a3HTxPyqYRSTaLmXH8jqdkicYLvuYCAt9kn5xjoBQT8G4AeAxY44AvAlVRTyFXvP3smZWcq/sripS8nj5qiWv3q/o9cruJt3EjhZhzUV27e2fr5lwSoJ5Xa9e8f5ueXy965NKilQHXr8W9pUL347d3NnSf26peo3FOPd9OodfvpzyIwOWiz0N3V5faGgX4M+Qz0OOgIoCPIjavfP5hfuji/uLF8dXO8aLbXrwtqlc1Vyv2Lojx/9sYddrKSUtsJuSXm6jP2uXx7dfPhE0Gux9WmpDQWr9zistXNnx6naCuaObGxfU9CbQ60eWhx0OGgxwGfA/6rHgTcPTTVEHA3Klsi6VkXNjtr1xrLG2ub27WljbVv7ohqdUQ3/Us3BbV+88HDRK4yihpStpJS58cNZ9o+b1/YTJOOoMynqXViYeOouXr70dOUfDIhVyS5Vl64xANTpB7zoiEBAQEvEdQuC3pD1BVAh4MWLwc5F/C76DKwxwGfB64ITE6u33ryD3DydEIpr9+6O2pYI7qz+t3O4YLfXv869lklic3BV1trt5+M6lYatza2duJK49oPO2Nae877YhS342r1xs6zXKk7UXS3fvlNOTkITZSv7/xdgBYLXQb6MdhlkP/OnPNiyGOgxyKHh9YnM4PO+W+Hx48fybuxqbnz2z+aG18PfVoeK3j5zmqaOoNrf5maWbrx4GEaW9ny0vrte0y2Cmqrx/yLKWpmy8uFzrkRw71y76dRvUnbK3d+/TWaOSWgNg87e+Xc7hHQcNYUSS9pLJYXryRgg81UeLl6+W+Pzn1zN6XZUbl64sxmynAvb98Xs/Wr2/cys4OJo92pmYWitcbkapfvPZo6vijB1vmtB6PEHMO1Wv9CZsb97uGT0sIVFtoh2frYTz8g4CAS5FzAh4R9vrO7HHQ4aA9NVqbmBtFsjVcboL4iIitOXA52kkaXVU1ONaO5Rkxu8dAy7Ita+7wErSTxEtgmjbOflvoSbDHZU7S5Mlp0edicKvdShseBDqN0XnzJdRnYY+C7co6FLoN2cVhkZypnOWDz0JaIKxGPUdsRuSHpHo8skTiM3FJqq2yuOTR+kjbX1PrKaKEXztYlamdOnQH1lWzl9EihzyhNRq7nrc/lU90///W+AOdZtcFD8x05J5Le7rkYDnqZ8tnQZFUEFptrsWpbqa0zapsnDgPNmNKKTtU/KZ6OTlYNc53Mr+HGWpw4jNqKKQ21/jlur6eNbhy2E0oVlHuFxvK5ze2k5vBaPwK7H30BBAQcQIKcC/iQsNDhoMVBm4M2C52E0Y8BJzW9FFEtFvsMcCOyNTp9djjTFkiPBZ6AewLpsdCLyBajeozqMarLY18kflQxU4UFDnc4bMZAm6UOp3lhYHLU52mfgd6LkNsv55DLIJtBzou08xjkR6EfQ90o9EOKzZIuR7tR4LDI4ZATzjYE7KTzfQE7InF55PHYY6HNAEvAnkR74VybQ05cc3Vz6fjggnVpM06bImk/z7ndkHs953jkD3/W2v1NTEyxozlrpHCGA76I+xz0eNwLyVYMORHgCFpvrLg0PDEfR74AXBF5EulGZVMgbijbiOf7LO7yyONBK02ajeVLJWdt4dpdSe8Oq24ILXz0BRAQcADZJ+ckSiRKREpEjYgaESl5fkV7zu8toG8WSHsVfCjFtwr2VKR/lOJ/3oQDaOn1ASUNSxqUNChpSNIQA9VUMc9AyELCYJowisl8MarAhFHkMZU0I1U4GpFVkeoC0TlEwzlVIHoMIJ5ggeIYUHiiJgs0hmVeJyEgR5EqGJpo6KKmidTYRaLaS3v/CixqSNTwrs9hOZeano4hkpw5NiSrHNV4TZfy+bAsM1ARKOaQKhAgEFUgIK7TQ1OTcZ1KOhUp5hBIFwyR4qgqJwycNrI8OMKDCQ5Mjk1rcQolDUlUk6j+tqWETsPZTNLQI7ls0igcmsqMTc9KVGdUFJGBSHWeEAZjjpCYogoQJ6gmYcoCVaIkoWsRJRc3CIdhBKjjx0uskjmch3F14rChjhWIqBEhXziUU0WN/u8tzvdUPICbxh9o6QA8l/e0dBC2qQTRE9hg8ji5+5KiWVLLk/qfnudcaRAuDcKzr/DGlQ9eUHq/gv9qxQ9l6QB2qTQIlwahl8y+LjH7TsU9CL1gn3Hewd63R/YY7eUU9mxCaRAuDYZLg+FX57uvkz3s7T+d2Vdm8UaTX+lz5P987QWWDqDiQbA014+e7Mbm+qG5haHZQazYGzk2IOPHjuzG3D8BVom7wrNPrusAAAAASUVORK5CYII=" 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" 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Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-2378183942889398982012-09-15T19:36:00.000-07:002013-07-21T20:39:43.105-07:00Plastic Injection Mold with Nitrogen in MOLDFLOW<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/07982186821691894920noreply@blogger.com0tag:blogger.com,1999:blog-4603963628278237569.post-17918300808838451892012-09-15T19:25:00.000-07:002014-10-24T19:27:37.142-07:00Rice Quality Control with Matlab<h3 class="MsoNormal" style="color: white;">
<span style="color: black;"><br />
</span></h3>
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</h3>
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</h3>
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Software Matlab</h3>
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Toolboxes: Image toolbox and computer vision toolbox</h3>
<h3>
<span style="font-size: small;"><span style="font-family: "Arial","sans-serif";">Aims
and Description</span></span></h3>
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<span style="font-family: "Arial","sans-serif";">Develop a
simple application to identified specific visual properties like</span></div>
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<span style="background-color: black;"></span><br /></div>
<div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Size
measurement</span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Color
Measurement</span></div>
<div class="MsoNormal" style="margin-left: 0.5in;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">In rice
grains with a webcam and </span><b style="mso-bidi-font-weight: normal;">Matlab image processing toolbox</b><span style="font-family: "Arial","sans-serif";">.</span></div>
<h3>
<span style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 11.0pt;">Introduction</span></h3>
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<span style="font-family: "Tahoma","sans-serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;">Rice is one of the principal sources of food
and it is the basic grain for a big part of the world population. In Asia is
the principal component of protein .In some part of Asia rice can compose the
80% of a basic food. Rice on its position as a principal element in the global
diet is more that elementary that has to be controlled in basic quality
standards. Rice can be qualified in a variety of properties such cooking
texture, color, size, shape and the number of broken rice kernels. </span><span style="font-family: "Tahoma","sans-serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-no-proof: yes;">(<span style="text-decoration: none;">Verma 2010</span>)</span></span></div>
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<span style="font-family: "Tahoma","sans-serif"; line-height: 115%;">Japan Food
agency evaluates the quality of brown rice when is shipped. The characteristic
as sound whole kernel, immature kernel and underdeveloped kernel are evaluated.
this evaluation is made by inspector of the agency.</span><span style="font-family: "Tahoma","sans-serif"; line-height: 115%;"><span style="mso-no-proof: yes;">(<span style="text-decoration: none;">Kawamura et al. 2003</span>)</span></span><span style="font-family: "Tahoma","sans-serif"; line-height: 115%;"> </span></div>
<div class="MsoNormal">
<span style="font-family: "Tahoma","sans-serif"; line-height: 115%;">Brown rice
is processed and their different components are separated. Brown layers and
germen are retired letting behind the kernel. Broken kernels in theory are
separated by mechanical action. The percentage of broke kernels establish the
principal parameter in the<span style="background-color: black;"></span> price of the rice. Rice kernels are consider broken
when their size is three-fourths of a complete kernel <span style="mso-no-proof: yes;">(<span style="text-decoration: none;">Agriculture 2009</span>)</span></span></div>
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<br /></div>
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<a href="http://www.blogger.com/blogger.g?blogID=4603963628278237569" name="_ENREF_1"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;">Agriculture, USDo 2009, <i style="mso-bidi-font-style: normal;">United
States Standards for Rice</i>, viewed 05 september 2012, &lt;</span></a><a href="http://www.gipsa.usda.gov/fgis/standards/ricestandards.pdf%3e"><span style="mso-bookmark: _ENREF_1;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;">http://www.gipsa.usda.gov/fgis/standards/ricestandards.pdf&gt;</span></span></a><span style="mso-bookmark: _ENREF_1;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;">.</span></span></div>
<div class="MsoNormal" style="color: yellow; line-height: normal; margin-bottom: 0.0001pt;">
<a href="http://www.blogger.com/blogger.g?blogID=4603963628278237569" name="_ENREF_2"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;">Kawamura,
S, Natsuga, M, Takekura, K &amp; Itoh, K 2003, 'Development of an automatic
rice-quality inspection system', <i style="mso-bidi-font-style: normal;">Computers
and Electronics in Agriculture</i>, vol. 40, no. 1-3, pp. 115-126.</span></a></div>
<div class="MsoNormal" style="color: yellow; line-height: normal;">
<a href="http://www.blogger.com/blogger.g?blogID=4603963628278237569" name="_ENREF_3"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;">Verma, B 2010, 'Image processing techniques for
grading &amp; classification of rice,' <i style="mso-bidi-font-style: normal;">Computer
and Communication Technology (ICCCT), 2010 International Conference on</i>,
220-223.</span></a><br />
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;">TEST 1 </span><br />
<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-no-proof: yes;"><br /></span></div>
<div class="MsoNormal" style="color: yellow; line-height: normal;">
<br /></div>
<div style="background-color: white; color: red;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU6Ik54EVYNG8cBOv2sT_F9ADxwNiayeRsbfOoHK8VlF1f-1XeSxCsNxNS01QT-sNcm4V_l9JAK-HwlfPyC0jMCq8Pni_OT_p1EN1ZdeZUl7WCxUz1F5jGc-Vk8FVz6bKoBzmSgmCcD7KT/s1600/ricegui.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU6Ik54EVYNG8cBOv2sT_F9ADxwNiayeRsbfOoHK8VlF1f-1XeSxCsNxNS01QT-sNcm4V_l9JAK-HwlfPyC0jMCq8Pni_OT_p1EN1ZdeZUl7WCxUz1F5jGc-Vk8FVz6bKoBzmSgmCcD7KT/s640/ricegui.jpg" height="508" width="640" /></a>The Beta version of the code can be consult in </div>
<a href="http://www.mathworks.com/matlabcentral/fileexchange/38391">http://www.mathworks.com/matlabcentral/fileexchange/38391</a><br />
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<img alt="" height="400" 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" 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Matlab GUI image<br />
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Using Matlab sample video</div>
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