Difference between revisions of "Team:HBUT-China/Notebook"

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{{HBUT-China}}
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    <section class="section"></section>
  
<div class="column full_size">
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      <section class="section">
  
<h1>Notebook</h1>
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<p> Document the dates you worked on your project. This should be a detailed account of the work done each day for your project.</p>
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        <div class="container">
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            <center>
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                <h1 style="font-size:350%;">
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                        NoteBook
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                </h1>
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            </center>
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</div>
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            <style>
<div class="clear"></div>
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            * {
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                position: relative;
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            .timeline {
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                padding: 40px 0px;
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                width: 80%;
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<div class="column two_thirds_size">
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            .timeline .column {
<h3>What should this page have?</h3>
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                margin: 40px 40px 40px 120px;
<ul>
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            }
<li>Chronological notes of what your team is doing.</li>
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<li> Brief descriptions of daily important events.</li>
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<li>Pictures of your progress. </li>
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<li>Mention who participated in what task.</li>
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</ul>
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</div>
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            .timeline .column .title h1 {
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                font-size: 120px;
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<div class="column third_size">
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            .timeline .column .title h1:before {
<div class="highlight decoration_A_full">
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<h3>Inspiration</h3>
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                position: absolute;
<p>You can see what others teams have done to organize their notes:</p>
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                left: -62px;
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                top: 86px;
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                width: 10px;
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                border: 3px solid #c0392b;
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<ul>
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            .timeline .column .title h2 {
<li><a href="https://2014.igem.org/Team:ATOMS-Turkiye/Notebook">2014 ATOMS-Turkiye</a></li>
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                margin-top: -60px;
<li><a href="https://2014.igem.org/Team:Tec-Monterrey/ITESM14_project.html#tab_notebook">2014 Tec Monterrey</a></li>
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                font-size: 33px;
<li><a href="https://2014.igem.org/Team:Kyoto/Notebook/Magnetosome_Formation#title">2014 Kyoto</a></li>
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            }
<li><a href="https://2014.igem.org/Team:Cornell/notebook">2014 Cornell</a></li>
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</ul>
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</div>
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</div>
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</html>
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            <div class="timeline">
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                <div class="column">
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                    <div class="title">
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                        <h1>July 18</h1>
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                        <h2>A:pSB1C3-nikABCDE: </h2>
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                    </div>
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                    <div class="description">
 +
                       
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                        <p> We obtained the required nikABCDE fragment from the E. coli genome by PCR.</p>
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                        <p></p>
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                        <p> The PCR system we use:</p>
 +
                        <img style="margin-left: 20px;width:50%" src="data:image/png;base64,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">
 +
                    </div>
 +
                   
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1>July 19:</h1>
 +
                        <h2>A:pSB1C3-nikABCDE:</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We used all the PCR products for gel electrophoresis. If the gel electrophoresis was successful, we would obtain the target fragment by gelation recovery. However, the result of gel electrophoresis did not show the band we need, which means our experiment failed.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1>July 20: </h1>
 +
                        <h2>A:pSB1C3-nikABCDE:</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We suspected that the temperature was too high during the PCR process, which caused the experiment’s failure, so we changed the conditions of the PCR and re-PCR the nikABCDE target fragment. But unfortunately, when we performed gel electrophoresis verification, we still did not get the strip we needed cause we we didn’t notice the time control for short strip.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
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                        <h1>July 22:</h1>
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                        <h2> A:pSB1C3-nikABCDE:</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We transformed the plasmid named PUC57-201801 into DH5α and coated DH5α on solid medium containing ampicillin resistance.</p>
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                    </div>
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                </div>
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                    <div class="title">
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                        <!-- <h1>July 22:</h1> -->
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                        <h2>B:pSB1C3-luxCDABE</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We designed PUC57-201802 and got the plasmid.</p>
 +
                        <p>②.We transformed the plasmid into DH5α and coated DH5α on solid medium containing Ampicillin resistance.</p>
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                    </div>
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                </div>
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                    <div class="title">
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                        <h1> July 23: </h1>
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                        <h2> A:pSB1C3-nikABCDE: </h2>
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                    </div>
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                    <div class="description">
 +
                        <p> ①. After several experiments, we finally got the perfect temperature during the PCR process. We also obtained the target fragment nik ABCDE from E. coli by PCR. With the gel electrophoresis, we got the correct band , but other bands also showed up. We thought the low temperature caused mismatch during the PCR process. </p>
 +
                        <p> ②. We picked a single colony grown on the plate yesterday into a PA tube supplemented with 7 mL LB medium and 7 uL ampicillin.</p>
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                </div>
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                    <div class="title">
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                        <!-- <h1> 1974 - 2009 </h1> -->
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                        <h2> B:pSB1C3-luxCDABE:</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p> ①.Picked the monoclonal antibody into liquid LB.</p>
 +
                    </div>
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                </div>
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                <div class="column">
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                    <div class="title">
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                        <h1>July 24:</h1>
 +
                        <h2>A:pSB1C3-nikABCDE:</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. We conducted temperature gradient experiments and set annealing temperature of 52.5 ℃, 53 ℃, 53.5 ℃, and 54 ℃, respectively to find the most suitable temperature .</p>
 +
                        <p>The final result showed a clear band at 52.5 ℃ and 54 ℃, but no band appeared at 53 ℃ and 53.5 ℃. We cut the gel of the target piece and performed the gelation recovery.</p>
 +
                        <p>②. We tested the samples at 50 ℃, 52.5 ℃ and 54 ℃, but they showed no band.</p>
 +
                        <p>We thought the concentration of the plasmid after the gel-removal is too low,which results in the failure to be revealed by gel electrophoresis.</p>
 +
                        <p>③.We preserved the cells containing the PUC57-201801 plasmid and took 5 mL bacterial solution to extract the plasmid.</p>
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                        <!-- <button class="button" id="close-july24modal">Close</button> -->
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                        <a id="open-july24modal">Learn more</a>
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                        <p>④. The pSB1C3 linear plasmid and PC57-201801 plasmid were digested overnight at 37 ℃.</p>
 +
                        <p> </p>
 +
                        <p>The pSB1C3 digestion system we used:</p>
 +
                        <img style="margin-left: 20px;width:50%;" 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">
 +
                        <p></p>
 +
                        <p>The PUC57-201801 digestion system we used:</p>
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                        <img style="margin-left: 20px;width:50%;" 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">
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE:</h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①Conserve PUC57-201802</p>
 +
                        <p>1. Use a pipette tip to take 500 µL "2018 02" into a single strain collection tube and mark "2018 02 Synthetic fragment".</p>
 +
                        <p>2. Pipet 500 μL glycerol into the culture collection tube.</p>
 +
                        <p>3. Place the strain collection tube in the -80℃ freezer.</p>
 +
                        <p>②Extraction of plasmid and labeled "PUC57-201802 Plasmid".</p>
 +
                        <p>After extraction, the detection plasmid concentration was 424.7 ng/μL.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> July 25: </h1>
 +
                        <h2>A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                            <p>①. We set the annealing temperature at 52.5 °C and performed PCR on nikABCDE again, then took 1μL PCR product to detect its concentration, and verify the remaining products by gel electrophoresis. </p>
 +
                            <p>②.Plastic recycling of pSB1C3 part and 201801 part.</p>
 +
                            <a id="open-july25modal">Learn more</a>
 +
                            <p>③. The linear plasmids of pSB1C3 and PUC57-201801 were enzymatically ligated overnight at 15 °C. We labeled the plasmid after ligation with pSB1C3-01.</p>
 +
                            <p>The enzyme system we use:</p>
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                            <img style="margin-left: 20px;width:50%;" 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">
 +
                    </div>
 +
                </div>
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Digest PUC57-201802 plasmid.</p>
 +
                        <p>System:</p>
 +
                        <img style="margin-left: 20px;width:50%;" 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">
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                        <p>37 °C water bath for 12 hours.</p>
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                        <p>2.PCR luxCDABE.</p>
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                        <a id="open-july25modal2">Learn more</a>
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                        <p>3.For electrophoresis, the running strip shows about 5.8 kb, indicating that the correct luxCDABE is obtained.</p>
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                        <p> </p>
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                        <img style="margin-left: 20px;width:50%;" 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">
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                    </div>
 +
                </div>
 +
               
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> July 26 </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We converted all the enzyme products into DH5α and applied them to plates containing chloramphenicol resistance.</p>
 +
                    </div>
 +
                </div>
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Ran gel electrophorsis to get the PUC57-201802 digestion product 201802 part.</p>
 +
                        <p>Result: Two bands appeared and one of them is 800 bp, which is the target band.</p>
 +
                        <p> </p>
 +
                        <img src="data:image/png;base64,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">
 +
                        <p>②. Plastic recycling of 201802 part.</p>
 +
                        <p>③.Ligate pSB1C3 vector and 201802 part.</p>
 +
                        <p>System:</p>
 +
                        <p>pSB1C 32μL</p>
 +
                        <p>201802 6μL</p>
 +
                        <p>Buffer 2μL</p>
 +
                        <p>T4DNA Ligase 1μL</p>
 +
                        <p>Double distilled water 9μL</p>
 +
                        <p> </p>
 +
                        <p>Add the whole system to the PCR tube, put it in the floating plate, and put it in the 15 °C incubator for 12h.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1>July 27:</h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We picked 7 single colonies from yesterday's plates and added them to the PA tube containing 7 mL LB medium and 7 uL chloramphenicol.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Invertasing product:</p>
 +
                        <a id="open-july27modal">Learn more</a>
 +
                        <p>Marked "pSB1C3-02"</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> July 28: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. We performed rapid detection of the plasmid of the 7 PA tubes.</p>
 +
                        <p>②. No.4 tube and No.7 tube showed the best effect in the verification process, so we preserved the strains, extracted the plasmids, and took 4uL of the extracted plasmid for digestion to conform whether the plasmid was what we want.</p>
 +
                        <a id="open-july28modal">Learn more</a>
 +
                        <p>Enzyme-digestion verification system:</p>
 +
                        <p> </p>
 +
                        <img 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">
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> July 29: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We verified the gel electrophoresis of yesterday's enzyme digestion system and obtained two bands with the fragment size of 200 bp and 2000 bp, which proved that the constructed PSB1C3 recombinant plasmid was successful.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Rapid detection of plasmid. Take 10 μL supernatant and 2018 02 plasmid for a total of 8 samples to run the gel electrophoresis for 25 min.</p>
 +
                        <p>Results:</p>
 +
                        <p>Compared with 201802 part, No.1 and No.3 had obvious leading bright bands, which were preserved and plasmids were labeled as “pSB1C3-02-1”, “pSB1C3-02-3”.</p>
 +
                    </div>
 +
                </div>
 +
               
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> July 30: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Digested the pSB1C3-01 circular plasmid with BamHI and Ran the gel electrophoresis.</p>
 +
                        <p> </p>
 +
                        <img 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">
 +
                        <p> </p>
 +
                        <p>②.We recovered the digested part and inserted nikABCDE into pSB1C3-01 by seamless cloning, and the mixed system was reacted at 37 ° C for 30 minutes.</p>
 +
                        <p>③.We converted all of the products of the above seamless cloning system to DH5α.</p>
 +
                        <p>④.Applied DH5α to the plasmid to a plate containing chloramphenicol resistance.</p>
 +
                        <p>Enzyme digestion system:</p>
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                        <img 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">
 +
                        <p>Seamless cloning system:</p>
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                        <img 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" >
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>1. Enzyme digestion verification</p>
 +
                        <p>1. Enzyme digestion of “pSB1C3-02-1”, “pSB1C3-02-3”.</p>
 +
                        <p>System:</p>
 +
                        <p>plasmid 4μL</p>
 +
                        <p>Buffer Tango 1μL</p>
 +
                        <p>Xba I 0.3μL</p>
 +
                        <p>PstI 0.3μL</p>
 +
                        <p>Double distilled water 4.4μL</p>
 +
                        <p>37 ° C water bath for 4 hours.</p>
 +
                        <p>Ran the gel electrophoresis:</p>
 +
                        <p>Results:</p>
 +
                        <p>The samples presented a band of 2044bp and 794 bp, verifying digestion successfully.</p>
 +
                        <p style="color:blue;">pSB1C3-02:</p>
 +
                        <p> </p>
 +
                        <img 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">
 +
                        <p> </p>
 +
                        <p>②. Enzyme digestion</p>
 +
                        <p>The above two plasmids were digested by one enzyme.</p>
 +
                        <p>System:</p>
 +
                        <p>plasimd 20μL</p>
 +
                        <p>bufferTango 5μL</p>
 +
                        <p>stuI 3μL</p>
 +
                        <p>Double distilled water 22μL</p>
 +
                        <p>37 ° C water bath, 8 hours</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> July 31: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We picked 7 single colonies from yesterday's plates in PA tubes supplemented with 7 mL LB medium and 7 uL chloramphenicol.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Plastic recycling of luxCDABE.</p>
 +
                        <p>②. Seamless connect luxCDABE and pSB1C3-02.</p>
 +
                        <p>System:</p>
 +
                        <p>pSB1C3-02 2μL</p>
 +
                        <p>luxCDABE 5μL</p>
 +
                        <p>Buffer 2μL</p>
 +
                        <p>Exnase II 1μL</p>
 +
                        <p>37 ° C, 30 min, labeled "pSB1C3-02-luxCDABE".</p>
 +
                        <p>③. Transformation of the ligated plasmid.</p>
 +
                        <p>Marked “pSB1C3-02-luxCDABE”.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 1: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. We performed rapid detection of the plasmid in the 7 PA tubes.</p>
 +
                        <p>②. We selected two tubes, preserved the strains and extracted the plasmids, then took 4 uL extracted plasmid for digestion to conform whether the plasmid was what we want.</p>
 +
                        <p>Enzyme digestion system:</p>
 +
                        <img 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" >
 +
                        <p>pSB1C3-01-nik 图:</p>
 +
                        <p> </p>
 +
                        <img 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" >
 +
                        <p> </p>
 +
                        <p>B:pSB1C3-luxCDABE:</p>
 +
                        <p>①. Rapid detection of “pSB1C3-02-luxCDABE”.</p>
 +
                        <p>Result:</p>
 +
                        <p>“pSB1C3-02-luxCDABE”No. 3 and No. 5 may be right, so we extracted their plasmids.</p>
 +
                        <p>②. We used XbaI and PstI to digest pSB1C3-02-luxCDABE, and ran the gel electrophoresis:</p>
 +
                        <p> </p>
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                        <img 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">
 +
                        <p> </p>
 +
                        <p>It showed we get the pSB1C3-02-luxCDABE successfuly.</p>
 +
 
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 2: </h1>
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Plasmid digestion:</p>
 +
                        <p>System:</p>
 +
                        <p>plasmid 4μL</p>
 +
                        <p>Buffer Tango 1μL</p>
 +
                        <p>XhoI 0.3μL</p>
 +
                        <p>EcoRI 0.3μL</p>
 +
                        <p>Double distilled water 4.4μL</p>
 +
                        <p>37 ° C water bath for 4 hours.</p>
 +
                        <p>Result:</p>
 +
                        <p>Both samples shows two bands, which aren’t line with our vision.</p>
 +
                        <p>After doing some research, we find out that there are two XhoI sites in PSB1C3 vector.</p>
 +
                        <p>Therefore in this emergent situation,we worked together and racked our minds,finally we figured out a perfect solution to this problem.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 3: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>Accoring to yesterday’s problem we changed our plan.</p>
 +
                        <p>1. We simultaneously digested PUC57-201801 and pSB1C3-01-nik circular plasmid for 6 hours.</p>
 +
                        <p>2. Plastic recycling of PUC57 vector、01-Nik part.</p>
 +
                        <p>3. The PUC57-201801 linear plasmid and the nikABCDE fragment were ligated overnight at 15 °C and labeled pUC57-01-nik.</p>
 +
                        <p>pSB1C3-01-nik digestion system:</p>
 +
                        <img 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" >
 +
                        <p>PUC57-201801 digestion system:</p>
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                        <img 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" >
 +
                        <p>Enzyme system:</p>
 +
                        <img 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" alt="">
 +
 
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Plasmids digestion:</p>
 +
                        <p>Use EcoRI and PstI to digest PUC57-201801 and pSB1C3-01-luxCDABE.</p>
 +
                        <p>②.Plastic recycling of PUC57 vector and 02-luxCDABE part.</p>
 +
                        <p>③.Ligate PUC57 vector with 02-uxCDABE part.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 4: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. The entire product was transformed into DH5α and coated on a plate containing ampicillin resistance.</p>
 +
                        <p>②. We prepared a Tris-glycine SDS polyacrylamide gel electrophoresis separation gel to verify whether NikABCDE protein was inserted into pSB1C3-01 to make it PSB1C3-01-nikABCDE. Since the decolorization effect was not obvious, we chose to decolorize it overnight, but due to the volatilization of the decolorizing solution, the protein gel lost water and shrunk the next day.</p>
 +
 
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> 2003 </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. We transformed the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 5: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Picked a single colony from the plate into the PA tube supplemented with 7 mL LB medium and 7 uL  chloramphenicol.</p>
 +
                        <p>②. Re-ligated and converted the 201801 part and nikABCDE, and applied the linked product to a plate containing ampicillin resistance.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. We picked 7 single colonies from yesterday's plates and added them to the PA tube containing 7 mL of LB medium and 7 uL of Ampicillin.</p>
 +
                        <p>②.Religated PUC57 vector with 01-Nik part and 02-luxCDABE part seperately.</p>
 +
                        <p>③.We transformed the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 6: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. We performed a rapid detection of the plasmid in the PA tube, but the final gel electrophoresis results did not show the plasmid we need.</p>
 +
                      <p>②. Picked the single colony transformed yesterday to the PA tube, and we realized that the ampicillin resistance wasn’t durable. This time we strictly controlled the culture time.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1>  </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①.Rapid detection of PUC57-01-Nik and PUC57-02-luxCDABE.But it didn’t show the strip we want.</p>
 +
                      <p>So we had to ligate them again.</p>
 +
                      <p>②.We use StuⅠ to digest PUC57-201802.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 7: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Rapid detection of the plasmid in the PA tube, and the gel electrophoresis results showed the pUC57-01-nik plasmid we need.</p>
 +
                      <p>②. Enzyme digestion verification:</p>
 +
                      <p>PUC57-Nik:</p>
 +
                      <p> </p>
 +
                      <img 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OFumuLPc3IKMg0bii+FmIsDOWGDLTood9pcVGhcCDjuFGligqewc4x5V0GevMtDxkX9rrvu6vKtW7f2PcHjHvcKj3Jcg0qJxboMrQ0y8OoY24ds9O2a4pum3HH30TXxQnGnr2DLPGqYnKO6nCNj7aXgHGsvVZd6x/of6eyuwLIXeQ8+BYHPvLuhOFno3r0jV4YNhf373/9+++Y3v9nv/tBT3NGByw13IJcz82Au5OacycuxFy/x4JiPeHBinA93xuCVa4uecfJDMuzwa2f9GWunX2yRc4dM8VWPnCb/1a9+teOQmTtjGhgu4Db85bH90z/9067SFwyPiMDRzJXn8X/0R3/U3xUgB+9Fnf+jEA/FBj1dOTaMjcPYddSfseBp7id96Q9b/aaNMmyNo02X8RJtZcv7XCBzIk+a/Jx27jXnl5jcg2D0AQZdNniOK40Yzj8x43i2V2BZi3zdaG4INxKbyZOHzcNd2dVXX93/c5KNxD/M8E8uPodPfzk+kEuaJwQ5eVI4L3Njzs4fHGOKj/PQVox+kVuk1OGTcfLGTZm+lUm1N0dtlYMzPjIavpQxpqe/1CPPuWGvLWPt9AFvDoy9OIClIaMbFxn+lMNnQ6e/lCeesa3KsTd/YtIqRaYPdNt/49+2q845sV2y6dB22JHHtnVHTU6lQ09oa7d8vv3Lf/ep9sazt7Qdk3er//N/3NSenNjufUCCp/1vmQvezLd6Bld1rJUy11Uee/SuEXqbMrB28xAz0tlbgWUt8gtNLzcDYzYPJzdvxXmcwNt97v55BOAnbxbydyB1zoWN7ph8GCtzDG/zxJCHpr7K03fqljrW3rjStAcjrsrl1UuH/IB1Lgv5VGdR1pe+1dfYWWzQicfecbWBNyd10+g0nL4zL7Br15/Y1p9wUtsw9zfrebeT4nn40e24DUdP+PXt+XVHtZU+wcgr12DaPHLezkVsUsfic/7KoMpTNo5ncwVWeg8OzpoNwknLs1q+3oBnuDROfAo+j27A1A036OwACcnPO+5MATndZjFjvo7RJYZ5OlfHqdcXMnHK5CterHrwGV/7IYoN+eoDTPpBbh+yR5a2YtIm9fpOvT60TQqOxnzMNfWMxSg3hnzq0S2kH/L36gvPtOd/0truuU8E63Yv/cnz7Scv/Myvs9krX6ZRXauafw0zpHcN6vz1rb76Gvn31wocMvm42t6KtAq558ZhbKFMuWkMbUx1B5qSrxcnxuZvcVTvHBLjGGqhUgZPh7cx1s+QTNvEMcYPTbl+5fUJrww88pwHsrStPLashTbokWFjDGXIacjNDx5bWuq7YPKSPhjLS32GL68veGLAq4PSU0Yc9cavVL3Y5MHK4zfnBX4lmvnh2/kax1zgxSGjw4NXzvlXceq6Yv5FmT6MIU3sOJ6tFVj1O/ncFG4YliTls7VE78wm87S4iFAHtaeOEyVPlloM4NH7hy4vgPhCnnj94F+9MmPrJzHqtDE/sOlfORS/2iWf8cSLUwfVLzobcosTcjDw2kP1kWNk8DT1KUOHL6g4ZcaGpg57O7r0B28bskGnnLFzZbySjRxpxKZbuDMX46MzL+eZOG3Fp1/Gxsp10Y8XibQdx7O1Aqte5Gdr+vuejRseS8d5wjiWgstxtdMHdBpOTNqmDHltqcevRVScsRKXY3FQsFUnP+Sn2oAVp9/qU3/q4assdWnP3BI7FMuc9AFNm5QzTv/yiRmyrXGHMOljf8bGMga8suoXDF2MuOQZT8PhzzjSGmPkZ3cFxiK/j8fGTe5JQYHxpEGXdzZiCZEY5PLoEgdP0/8cN/cqDuo4/TBOXj+ZY/oTr6/UOU5/4pA5FpcUHevAHeJCrfpOn1VXefyCpzO/pTSw+pEO2aFL/VBeKcuLjLapH4qxnLJ9ieVaVRvz5h2dY2m+I1zOvEdfq7MCY5Hfx3Vm43OCUMB4Dg1P80SwsIGho7fIymuTb5OVJeVxEDzdQoIPm7HkpdokRZe8fpTVixNyG1jxKWOsfdWrg1YdvHbikLmGaaOta4iOdSFfdK5h+tNeW3gaGGVSZDZ9VF1iwOa661NbeX2uFDVHaeaoTGpu5q4c6lwY011XeagNP+5DZBlTzEhnbwXGIr+Px8QTxs2fhQlXQxvfQgRWe04W8frqgvkXbDzhEIHRNvE5thCCEw+16wc+T1bkxJuWU/oDS6v+wdgYWzyQpU6M85MH44UG39oj1x45DV698xCT/sCbJ3gxUMfgxaStY/VQbMRCbdVX6sQsNyWGcVwDY5iP+Xpc0btujNHLM7aL03/Kkbkv1YMf2+yuwFjk9/HYuLGl1XwhuSeLVFt4mpRx9ZM8OE9OsDRkiUEGr0/GyauvNshrq76HfGFjLPHpW13iahzxYBMPLnXVLrHiqs2QHMy0WPqULiWmMaAWVmX6ka/+5MElpvLioPpUpp3ytFUnFh09LxBg6MrZY9Uu7RlP04sb6YFfgbHIv4djkCfDYuacMLZp49RPO2k44bzTFQ9Wn9Ba+MWho1ffyTOWF5/2jBOjTjnFAjubvuQrtbgYazF82juXGi958PDmVf3Do7fDZ095jS0vXj4pOppUnccI/7bEuC7qoKlXrr06qGMxUHDKperREc93o+q1kaYc2djeXyswFvn3cLymbXTknDQ0Twzdo/NtrjIpWPEL+RZjodDeuGnLmI4NeKgFhDHdfOT1B0WmP8bZkjeOscC5BtqIr3JtwYnRBqx5o6u24qAZG158+hcjNR4UWW35aA2MeHB5sdWfPqCO9Zm2OS/0Q3hkaZNjfRpD+6Tip+0T9HSLuz6hyF13eP//ARmduaedeYAd22yuwFjk9/G4uKmlnlDyuqu8OPXwVaZuiCZW31DHaQMWOScl1AIpz4nK2DbNh37AiYFmLvpApjx9q9ceXhx5Idencmnq9CNNf8icI2PiO1d9I6+NOHTjaIcv/akzJ3ykDTx26qXmpz04Gjy+xRlnTjv3qn84cekPWZWLTduMrY1/tJ6LtHcu8ODBuXbIGNNq/JR1wPgysyswFvl9PDSeXJi58Rl7cqUeuc0TSL7i1Fe5eGiNYXxtE5tj9J6s+sGXsbRP/471I6by6UPdUikFDr80ix3+9KkfMfBVJyYp+Gqjf3CMs5DpUztt5bFhLE6a+ry7FQ+16XMar7zSjFt18uYzjUcOpuKUm1vqc6zfkb4/V2As8u/xuHESDJ0c6Q79NEw9iSg8yvQtr08KEzh8osvCBUa8MZHlODGJdawePmXVBzxdjFRc5fFLU84YLPk7h9SJ1V/GQlebOOXwVVZ1xM2YjJNPH4zRJWVs7mLT3nhQ9DYxyvSrXrqQXh9gc6xtUvVQep23PjKe9uCVI2Osv2qnzUhnbwXGIr+PxyQ3OaZs/DwRdAdu6CRJrL7EegLK6wuKzmfoKc8xvsGApXN3iS8uDjVW5qF/faHDnqY9Mm2g+c4g8doYrzuZ96MPfKM3T+TwxsLGnNHR9AfVT8rAJFYMcuKYLzauY2L0C9a7cvRi8UMzd8bilENpxDKXOck7X80bKePkkS1mi14bsfCM5fFDc96M1WuLrM5PDDqaWP1K57Tj6/thBcYiv49HiZPcxob3JEiZY2ieFBUrDkz6Shsx0CH7tCU3Tlo6cgsltvoXb7HCZ/pFT0NvgUCvPbrEw9emD2nF6w87MORLM1+otsi1h2qL3mNR8ei0ST+M6eCNif9s2ilL3+kXeeZjLtglTl5/+q9UfcXLJ955qEtbccrAiqs6MZVm/jkGV33ov/oY+dlZgf0u8hx0D3SOneKQTJ3UjeOGWshf2ohTdjDQaXOiqCylYW/BGfKFbJpc/1Vf+cSh8/gph06zEZt6xuasD2QWUrHaLuRf+8Qq026aLnE5Fg8dyiWxB2psjjU++VZdzqHq0h4dxwU6DaevtBvHs7UCg0XeA1oPoPKcwkIbgA1ST9ShTYc//KjLccZiXDFVv5p8nXtdL/OFgq2NtdFGqk/uNB2nrWNotYG3o3fticuxyMcLqdMGnP6VQVMmxpMfHozyPpi8oK8ycTlvMeics7mJF9MdTl6q3PzQoyM2PzxjDsgZawetNsqUg2csX/X4pCGnkzNNvLHh0WfTFzLHianrA06/jLMNydMX2IoxZvqpY2zSLnnG+HCO1XbkZ2sFBou8KXqQ3TRQN2DKxGGH3A0B9WRJnf7B+v0s4vJEr5so4+AD3jz0udK05mAeUvJxDRbKreZe11V/4DKmPqXOl7Wis35+thkMXXt5bBjn+k7D6B+8DWzyyqX6FgfVP5iMK++vgYmT4stY+nGt5I2rTeXTHp08Y3NBpj/8p68hTPpgLK+dvDH0DU9TD9VmTrP3sZUY5dOoPtKPtshcL3HqoDlXeGXEYpw3Bq6D/qblM8pnawUGizwH17ZmzZq2fv36BmXDPPXUU3vuWtauXdtOP/30fqLwK09PPvlk/xFubPEBHqo/+I0bN7Zjjjmm+9u9e3d75plnuj/8H3fccW3Dhg298PMzgPhjkx155JHt6KOPbqeddlp76aWX+q9H8QPQ+KMbrw9W+MV4hsm5mYdz5mSgK4fKM/akYVznAs5Y+APLWiinmGczD2UZBxm+EpNjbRKT+ajXplLzlKpPO/KpcvXGAlPzBqNf8SnDp/Z1nHjGQ/GxHbIbwlZ/Q/y0XJmXuvSNDF3uBfRipNo6j8qbC3JsUp++kbvGQ3HSj7FShq/0p26ks7sCg0U+0+XHtrds2dIL7fPPP7+nKPObrBTsU089tR90frKPQr1jx47+VhkfbCg3HRsDX1u3bt1zp3nsscf233Xlbp4LxllnndU3KHei2FHoX3nllXbiiSf2OBT6448/vmPxz08FzkLzRCSX5T4B9O0JCWVtaNLEpLyD3uOLPqeZqzeHaTjkidFOupDdkG7IDv9VLl91ys3L3KTGFFfl6itdCIdumt446Q/ZkDwxC40zVvVlLsgZZ5wc4z/9ZDxtUzaOZ3cFDvvwhz/8uzW93Ahnnnlm++IXv9guuuiifid57733djjF/Qtf+EJbt25dv8s++eST26WXXtrQU/C9W4CyKSjiF198cfvMZz7THynwo92/8iu/0h588MH+I974+63f+q3Ob9u2rV122WV77uSvuuqq9slPfrI98MADXX7KKae0o446qv8IeM29btSqX04+YzmmyDOm50mifih+xU+zSzl+tNM3d/fEp4Nl7aFp51gb/FRZ+mVcL1zqsV2s6VsKHnsu5HR9k6v5umf0DabGTBm+q15b40ErDp5Y2YyNv2zw4GtPTI611z92NnOXKocaX5lxk3csHcrJ+FA78fBvDOXuG/1BtTf/IV3iUj+OZ2sFpt7Jc5DZPPfff38vtm4kDjqPWyi03Hl/9atf7XfU3NV/7GMf63fdL7/8ci/0bhSmzCMXLgLcfd93333t4Ycfbp/73Ofaueee2+/8uUvHjosEsU444YRe0O++++5+F09R/8EPftDv5Hlsc8EFF7Qbb7zxHY8wsFvp5pxcD+IZVwqGE0qdcnh0+kh9xchLtYF6Uvr4Bj+8i4InLhScJzUUnmOnP2zSZ/Ji1KPDVj/wQw18djH407bq0VlIpuWnH+iQPTL8DzV0tMxBHpp2xk8b7OSlaa8PcI7BwWtLDOeIjOOTj9vAq+9OJi/TYqmXiiNGxlQuDmo+GVu5OHS8s7alX2T4tYsZ6WyvwGCRzw3CAaezMWlsAu7KKboUbh6p0Ll7V0bBAcfGxZebjwvDI4880h/R8BiG5/g8sgGHT3g6OvxR6HlOz6MheHS8A2DjcaHhTpC89I88c1+JpU//eWJ6AhkTfqhhn2uS/nJcbbVD7nwZa2PhICdPYqnHDqxrpJ3+5KH0zB8eu2lNG/XwtGlydDUPciR3el1LZPrUrzLk+IK3IUsfaeu8iIfcNVKOD8faQTNeYjKm46SumxTfdPM1d2NW3+jp6qUZg7G5orcjo6eNuIyDvsqTZ5z8NH81p5GfjRUYLPILpcbBduO5QdmwngTq3BRJfdYO1o3ISYYNOjc+OsbI6PgQn3H0Tb6M9S+/0Dzeq67GxE9uengwdOXSaTp9pg3Y2tTrL3l9YINeHsoaZ6FH5rEDL5bxtAbeZnx4baVi4O3KpPpKm/QpLmnOCXnyQ7bKMob+1MlLh7DqFqLV3774qbbT4ugTvDbKptkMybXRxxAmZeKVZXxkVS9upLOzAoNF3g3gyZjpUmTtFA7usimuFBI3ABQMjU2gP+7G8QkWOR0f2iGng0HHnTs26ImBnJ7+jYOcRz5Q4/bBCryQG815GUK5vHrl8qlHl/rEKBefFBxrQ+fjh6wbDTlr4jqyHqwxMvzBp1/HNS5yLwzYuK7ipOakn0rRI6ty8lNmfvpEzlg9PuCVIad77JWDo8Fn0594dPoQ6/qI1V4eSgNPdz2QpV/kYvStD7A2/cHnuOrTBzr8e1zg1ee4+ks+8dikDt4mDr1zQoc8deJHOrsrMFjkTZfNywHmhKTIUtA56Dye4SOMUB6n0PjkzE9/+tMu53GLm8cNQSHiUQ14Oo9bKMo7d+7shQqeP7jyCIiPbPIHXT6ps2vXrrZp06aeAxg+aUNefPySiwC5wWP38z//8/0TP8hWqjmvpfivWNaiytIPJ6/rxbqDlRenPXL+fsEfrlkn5OLR0ZV5DPWpD3yKYWyx0g/HnFbxyDKv9FHxyYvz+JinlPwcS7U3J+TKoOSMDFvlyIwFzQaW+OLhxSeOMTq6vuTBO4chG2QWYm3F4YOGD5r5iYNqi168OHl02ZSDy7mJUS9vPPjUmVfiUo88bcWNdHZXYMEiz0beunVr3zQ8l6fI8hHGZ599tv8x9uabb25nnHFGL6xszG9+85vt6aef7sWXjcFmc8Nyx3nTTTe1j3/84/3z7hRyihOFiufsPJvnD7mXXHJJj8EF4zvf+U7/Qy1xKTjXXHNNf07P5+d//OMf9xPFTYl/8uHZvifESi573ejmkbE92cgDfeoSrxwZ68XaIbOQwCvLOfGHataOVvXY05WTC11f2LCm8DSwqYc3R/LQj3h0jnOexlUGr3/x6bsrJy/gjSdOqg+xyNXpW12lYtMHY+2l6uEd40t9HctXvHIoDV/2aVjjVTrnYe61ro06bTJPdPAZr+LEI3esHXQanjzUScGPbXZXYMEiT9ocSIoq/4TEnTMHmUIET6E9++yz+yah2HDXzV183ZD4QIb+scce68WFiwYfieSCQYHGJ/6QU+CRe7fO3T536hRw/nkKHl/4pOMfey4wtpXegPjPGM45ZTlGbxElx8SLQ2ZHxh+wOQGRQS2cnpTaQZU5/8pja3x1QzloLzUGhR68sfAlL0aKbR0nj54czEM8GGXqq11itINmw3bILjGMjVHli/HV90J4sDXnitefc6/6youv8srrr+KnybUXL1XuelW5+pHO5gocct11173zAeYkTzcBKXO3Z3Gx2FBQaRxsii8NHY9kaG4GqIUFOXiKhT65aGCD3M4ndPBPscenDT06ZOhSj45GLGz1pe1yUteGGK4L/skr47oGxnYt5KdR/Dhv1w7bId+sIw096wHP+mLHBQKqHRSd+IyjDD/Z5PUpDlt14nMtjKkMPpv5pgyfXOyhzAUMHVv9GFN52otB5h5QX32kH31ljozp6Min2utXP8TOcwI9svSDTLwUmRj16qTKoTTx5EVz3vLIwGCvDzHIwTknfYFjbEteH1A6tjm3tNN+pLO1AgveyXMAKcIeVA8yU0AH74mJDF45Y+yg6qBsEmyQ0y08HTR54Z2AOny5qdCjqycT9uKhGV+fy02JQSM3Y8OTC/khywZeHXL15otMn4zzpIS3OTcomFwLeLtrkmunzNjmnr4ZoxdjTvDgbfDEUsbY3MRA1auTukb4UZZ2yJSDAc8FTJl+0wYcDYz5wCuH0rVlPWy5NmBcR/T4q02fysHTkJujfMV24DyWcfpnTOciR6u26omHbigedkM+9YdNXZ/0lTjGuceMnxTM2GZ7BQaLfN0kTIGNQKs6T5ohnTI3I7b6UQfNpt44aaMf8alLfMrFLjclhnHIi3Uw96FY6Dw5zTXXThtwYpVJ0/+0Mb6NwwlKDIpYLRzaS7UBr4354ZOxeZMPdtrCYy8ePrHwYrUDi41NuVQbeHzRGdOGfGd+ia9YeOKmXL/p27lUXPI9mclLYvUl1ac89nR5bcWRmxcdZOKG1go9x9icoOCwMY4+9AMvXp0y5OKg+nG90Juv/sXjY2yzuQKDRT5TzQ2BvPKJdVwxlRe3FLqQ7XvVLSXucmCG8vOkyJOWWMqhdu2lYuSlyB1n3uIpBI6NJR552stLxXty6587azA29WmnDppYMVDzkKYNY+RVV/n0Xe2Tx86ChXwhu9RZONOXY3zmPJArE7MY1R6acbEbil0x0/zXPIwDPn2Ao9sci1GvXCp+pLO9AosW+dlOf7ay86QwK08O+KrLoog+T5w6hhevz/SHLIsXRd3iIA57cPLpB5lyqfHk844RGfY23iXoG51dvT7IaahxwSCej1DAm694fULrna5zyTUwptTYmXf6Zpw6x9LE4jNjkatxwNPh6UP2+pJqIw9Nmb7UG6vyyD1O5gD1WIJ3HRi7xmKR2ZAldlpM8SOd3RUYi/wyHBtOCDvuGEtznCcrck8cKTJOLLqFQ5x+8Jt+jJM+LJYWw8Qz9uQmTtWZQxYGfWdsiwky/aUv800ZY+VQY+V8jYUubYmnDrxNf+jIQ13a6stc0YFDnjp9OvfUMbY5Nh94ZRkj8ejFI3eMPHNOHRj9ipcqTzxjWurk9QXVhzooTbn7J2WOq2/kY5vtFVhSkffgD02Fg576oU0wTY98MXtt9Zu89kN5rZbMvIhnboxTDm/h8IRGZss1wAdY7m5p8OlXPTYZQwwyYtC5w87iaA7GTd/aG1O7jJP46kufUHRZKNQZI/NGB69vqTZD1NjVT8WmnjF2+GdsrzZDPHYeN+xqjsq0RW9zbDxt4W1i5NE5R6m6pVJ9So0nD7XjM8dgxQ3p9LXUXEbcgV2BJRX5miInMJ2PNLL5+SgkBYVPzUxrbAzw/NcsBQQ8n5ahUdD4yB+fg0eHHz+Bgw45dmx4Pp9vAZoWaxblnDQLnRzo6HmyDc1D/TRf+ql67cxDSowsJNol3gJX8wFD00b9EC9WTFJ10tSlL8YLYRKbPhYaD/mr+IrZ1zjaT7NDj069+Gl5iKv6IXn6Uq9MvvqZxr9Xu2n+RvnqrMA+FXk2BSc8/51K579dKfb80xJfc8A/OtXGxsCGQn3++ef3ryyguIP3v1b5L9qTTjqpf6UwRZx/dPLrDvieenRgKEZ89TA/XoIP8jlQG8/CaAEkFztrgJ5ujozFokc+jTIn9c5PLD7UKUsefNowJra0B528YJM45ciUS1PHGFu7OmmVw2eTFwc1jrHl086xdvJQ1iRtcoweG24MsnlslGGTvhnTkKe/xAzpu9HkJY914tKXWGMn7xg/5Fpb+jFXMMqVwTvXmhMY/Yt3r2BXfZnDNLn6kc7WCgz+aEhN0c3BBuDOmh/+oGBzt81/oH7iE5/ovx51zz33vOtkwheFGvyv/uqvNjB8Rw0/BPLoo492f3wP/ac//el21113tWuvvbYXdGK+8MIL7Xd+53f6d91Q1C+88MJ+IeCz+1xY2Jj2mvNK8cbzpJASz3VizImADhmdcZ44YPLkVY9cn+r1hZyecZRpl/Gw1wd689BGio4mD6WB5yJuPOVdOf+CTL+I5JVpA7Xrl73E2HXJXMEq16/286H3xJIXj5/EMtZHzgcZ8bNrlzb4xU6deXenkxf02fCXLfU5RzDGYSzO/JHhy7j6lZdqB15ZUv3oCzx6efQ0ZYzTp3GRZ9NPysbx7K3Aku7k3ZhsAjY4XxJG4Ub+8OTHP3jUwn++oh9qYPlxEL7Q7KGHHurfgbN169ZetJHpiy/bmvxSVb/b3759e7/b5zvoKejE4UvQ+LEQfmeWHx7hkY+bcVrsoXz2R2Y8N7hx4blbzBNCrPGSx05b9UnBJh4dPDZVrl3a6J98Kl5eX+ZBIcumXBx2jsGp16byFpGaF/hcp/SJDt49B28zb3lpFkVk4qTIzA0Z41wX5p1z5yZCHL7NFVn6xK9N//DaDunU6xM78M4XOV2+xkOHTeoztjGNU+3lM2ba4F+McmPJSytO+UhnawWWVORN2c3EQWcz8MiGLw/jYGfBFS/lAgCOu3G+VAsKHntOLp/FU/D5DhywfFMlRT113Nkj49k+Fxu/EoE45IbMHI29UpQ5E8t48MqMCc860RjnIwPmjUwdVF/K0p86KTqOA10/6vQFb5+GMdYQTpkYKA35UlraJ96CWv2Qo3mKrxjkiRnSJ6bqM4Y6jpE5sZ7IjcHYYyheH1JzXQqtvvWpbeqV7Q8lR3zWOPhUp3/4bPLLnVPGGMcrvwL7VORJhwL9ox/9qBcXHrHwW6x8WyR31n4jYqbNBqEoU9D54jEKHQUeytcJ8y6AzqMf5FwEOOH4lkreMVDI6eoo5BR+On/wdSMi5wfH8zvlM4+VGOfmtzhkHIoDcptj7LKjZz2Q0fTr3JR15fwLvvgpRdaUi58NG3RQ1hFf5IF/5WDR09UzppkDNmKQW+jESbXBjp426Gj6dCwWn4zJja4t49qYC/nT9QPFJv0jA6tv+GxgsUEvhr3DHkSuf9dKGZQGNT/GdH1mHMfaGcv5qodHR2Nsc0wejI2FHnzyxgBXsck7rjG0R55jca4FPD7MVypupLO5Aksq8m4ONjcF+/TTT++PZ772ta/133qluHKHzdcG842VngROGZ5CzcnHCcXmoFO4Ke5sIk4yGhg2GnJtxKMjF/DY5oYEwx9neQfAeDVb5kFccpSim6bvoPmXikmdY094/WPDRZcij861Y73lkdFpHkf9KYNmfMasIZSOP45btjzG+LUnxrFx8cHYfMjRvcHxhKfTzEFbeJrH1njq0eUYXpuqA5eNmGAzvr6gma/7Th9SY1VeuZS4Q2NkdjD6gSZ+MR16mvbYOp7T7P1bEHLWM/UZC3nVpV5/I53tFXjnmTslVw8sG4ITlbtyPtLIp2OeeOKJ/sdQHsn4oyLVDXf4fCJmw4YNvZhzF86Jw1cDo6Mwc1ePnEc1nPjepeKLCwA67u759A02nmye9PDkwlcUK6t5LAfvpndNKm8M5GKQUUBSxpg8wSRO+0oTgy2du3jWA52+M44yfLkmYtN/+mYsdig/fbIPiEVDRtPOGMrhOd7olUnx4QXDPNTJ4zvH6pEPtcSihzc38ekDPTcUYslJH1J1Uuz1Uf2nDfjEVd41RE7TVps56dzrNJk2aZ92dYyf6ks+fQ3ZIRNb9SM/myuwpCJv6p4o3tVxB8nHHSk26KZtEHD88fS0007rhZoLAlg+JskjF/64ysck+eFuijxFnHcEFGyKGAWCCwEdGRcMi7y5wfMRTvwObWJx+0tdA/wYi7EnqycAOjrNMTpljBdas24YL+lfW2X4TF/I1SlnDelg0WUuhBGPHh1NW7EpV9+Bkxd06pFlPIo4fOq1g7omysBVmfw0H9pKxUPp2iV17NzTNmXi1LMuNGMoT6oO24qv/rCrsrRHl3zGybGYlDGuvpPHJnnw+qlydM6FMU3sHDe+zuIK7PNHKDlhKfIc3Isuuqidc845/Y6cZ/J33nnnnmLhZDlZ+IMqH7XkMQ+free5OZ+Q+fu///te6MHyLuAjH/lILwZ8zPKWW27pfolD4efTOdzt33DDDf0TOlwIbGxGNh+xoPArtfn0X08AYlcZ+SGjawd1nHgx2Jh72mqjHp4Lm3baSMWrr0VWHr0+ofKp10fqHaNT7xjqjYA688GORp7sJdaNbt7owCKj6ZOxPhLLGDktsckPyZmfzRySosO3HR+06gu9ug6YfxEHNT/1qUOW9s4xsWL0ZU5ipPr12IHTVkz1X/XwYsxbP+hyDD+22V+BwR8NqWnngeXA8/iEjQT1BOWE5fnwUGPzged5PmP8YQceih//oxUcb515Jg8OHQUDObG5YGBDkzLG72o0TwBiMWfjkis614rc0Kk3VzDZXAtxqVMG1S+Unjr1YuBZM9bUfFnHaQ078tMeXB3DGzN1YInB8Uk5fMWjpxOLtXOcj0r04QUMH3TlUHjXGl+Oazznjo3dfNOvvpWB0ZfHTZ1Y/SEHI15b7eBde2xSjk7btDcGepoYxuD0I04Z1I6ODp+tyqse3vXEjtjGkefY0qptF44vM7cCS3pckweTA84jFhry3ACJy5mC4aTlsY2YtKOgW9T1qz2xjMfms7Dip8bXZiUpeWfPWIvl5NyxcZzrUH3JG08b5caDVj/wFtJcN22hyJfS9G2xqfGUi0OvDP/Is5MXzfzEp33mprwbzb+YA3QpDZw24jMnZOqR6zdjO5Zik2N4m/bw+oUyL20q1RZ52iuXaicPBW8f0oudphuKNw2bvobs1I90NlZgSUXeVDmgnqDI2AT7epDdONhZCJDRuUNAZmPsyS7GkyR14leDmr/UmNPWIXHTMMrFyuNbmXGg6JEnThl6dHSLKDIusq4lvOsoFmqrstSByeOmjXfe8JkXfPpjjH3KtEm7nA/6oZb4IX3K9KdNzkkdMvVpOzQWm7bgtJdWW+ed8qFc1Fc/2lcb8VB1Q7aJq3p0ymoc5VB08ulvHM/mCiy5yHNgOTmzEHOgkdEWOvhuOnAWGmVuGOSe/PqzEMlDacRaKN4camVfiU+TMnZOjJ0PY5rzrnPEHp3zwYdroj8pmIyHX3UUWcb6QmfzGBl7KKZYfOhH39iZnzjnAwa9PHqw5iMP1TdjG3bmrM1QPPF1/vIZP29EtBuSYWsXN5Sj6wDGeNpBiZ2YHGPjug/5Ro9cf/LK4FMHn/HUZUxkNGXVV66VODDiql5/xtIGqo7x2GZzBZZc5D2YbFgbmyI3nPKkbhxlbiZ4fTJGTtOffBfOv1RZ2iduNcbEprse5KbM+Jkf48zfsZR5Jz79DvlGpm3q8ZO+xCWWsRj15JwYeJ+9Ms53BVVnETNn7SysxEIHtTFXcMjo5qQPqTlp6xohd6xPqf601Td6ZdgypjNOXzkWox0+Kh6ZTdvM39zFQBOHXp44yYM1B8a0zMWxFD+sqzbmgZ0xpGLQ0apcn3Pad+YBVrz6kc7mCiy5yJP+tIM6TT7NZhpeubQu2TR5xa0mPy2noRMksYzl82RznHrmU/0hy+LByYyNBQKKDLuhOHny44tmbMfQtFVuLsaXR0+DR0dPXY7nkHP+EweGblwpeMby4sSqg6cpl9euKycv8uqrHF4fYpVBjcd4oeYaJSb9TfOTGPLIPPHp8QOXuozj2BgLYWs8bSvVV5WP/OyuwD4V+dmdxupl5slQC4AnWtI8IRKPXF48M2Bsh+dkFlvvpNGbS2K1yUJgDH1D0xb7bOi9aCjXR/KJqfr0r06qDyl3njyqyaY9lF5t4ZWJldePvD6US7WTh2qTshqfta1NX66JxwEcujx+YtV5rIyd+hoHXt/gtRFXbeErRh6dFwvs4Yfw6NIGTMo6M77M7AqMRX4fD42bHep4yIUngjpPniEbdIln7Im8kB2+tJNix8cn9cFJDI4i49icFqI+chGDDwsCOvwbEwxxbcYTA09PDDn60Vhw+sQHWJpr0Jn5F32JgZJX+tYWit485KE256Bf5MrEpMx1EWMe8tK0XWgMnk7+zgXetUY2tA41jnlglzpsq2waVvlC+aJbKm4xP6N+dVZgLPL7uM6eQBYVTiA2PV0ZLsEph1en/TTqCSTFlqb9HDf3Smzk+lIHjxwf6lKWcmyMJVY/lRoLnB1M9Y3MfPGtf/KlaQuGokmxp/kMP9dU2w4YeNFX4pQBZ5w5DLjYowerDVS79NcBoRPjHPQhDgrG4yFeHHw25UPrBw6966gdsiE/yvUpvlJzUm5s7dJ3YtGL0Xaks7cCY5Hfx2OSG36hDZ64oRDoFztJOJkTkz6Ry5sHJ6d3yIy1F2censTwVaevaXL02KMXo43+obUQpU68Prw7Jnfs8J+PN7TVTl6K3FyQOU48MvgqG5InxhhSfef8wCvP+ClbyCc26tPGmKlXJg5abTMfcdolFVd9aIN+Id/paxzP7gqMRX4fj40nQDVTLlVfTxLli1H8pC/9pF2VeVdMsWTsRxK1AU9fzC/49J1jfUH140VDHAVQXeLVQ9Uzxp7OWAz6xKRN+nQ8ZId9+rQw66vq9QVNf/CZi2PkNP0Zyzhz2ne/6lt85sE6pL2+9ZI8dtqqhypLPWNa2nfB5EUdsR2rM8c8pshoFavNSGdrBcYiv5/Hw5MgqS7zJECfJ68YKVg7Mm2l+leHnJPShh6eToG34IvnzhgMdtBsyTOmg9c/PLnL5wmv//QBDgw50BKvf+SMwfJv/4zBw6cvcK4BY1rlkekXXcZzvvqUlyInJrxNXdLUMcaGBkZcF8y/ILOZGzy50ZwnOn0gF+ujq4yTenA0/clnXPTJM9YfOprxknJzoD8w5uoeQkZLzJxkfJ3FFRiL/D4eFU8SNjgnTRYUXaHzxPAk82TUPuWefJ408I6l+GasnbGk4vBv0TQWOsb6FastFJ2+ofjgpFaWNo6Tiqs+wVC8LVrqlfuuw/VBbk8Z/pVDjQfNMf7R16aNOtcGnHHSBpl+tU2949Ql3jjKwCNjLdJ36sHAp4wxdtkzX+YBPxQv/amXGsd1kCc/jkk290HG0U/ixvFsrsA7j+YiOXJgp21ATFM35Ar9YpsjMTXekM/VluUcHZOnuS42v2n55rzF6EuK3DiM08YTHz2dk1fKSQpfCy0+bM4FHruFmjEWwhhfX9K08c7dQjOEET8tJnJyN3/5tBsaK9NOPmnNRyw084HP9a8+0g9zBauvmi+26hgbR6oMKk7/YlKuDLwNvRgpOrFQ5VDnpv1I318rsKQi7wGvB5+pIrOBSx65tnUML1ZM+l9Ih21t4qt8pXhz1r/xpcqlrk21Uw+ttsk71h5Kp1CiU86Yrlw75cQRy5gmxjF8xXRgwSIbwmWsaXZivBhIlWPHOJuxFpOD0w9UO32pl086TWfM6ks5PhgzDzGpM0b6H9LrB13t6LC361MbaRZl1xXdkB0y7YYwQzbdYHx536zAkoo8m42D7R0hs8sN6qZKWa6Acqn22OUm1L8byw2oL+zThnH6FLdaNGOTa57g5iYmdeSXcwOjHnnO0bkgtyPDRh5KwwedAk/nkYu+oOAyFjbmV8f4sRkrsRwr4yLPri/x5pD+8J82+hIDHZKl3rFxFuPxp09spvFD/rQjBrknn/OotuZkLPXaoNfXkA6ZtvqqVDvkjDn2jqtuKJb+pdg6xl4f1bYHGV9mfgWWVOSZhQebA80mp4DwS018RzxfIcx3w/NDHm4EZ+4GwYafDeQHQPj+cH6wGzsKAL74tSh+GQof/sQfvtBhw2/I8gchfhkKe4qMvo21mjRjk6edHBxbyMwLG3RipvlAnljtK017YhkPOSd68sqIzxgda0+Dr89hzVN9UsbY27CnZ6s8OmXiocQhDy8aGTf9mbcyfclXO2OolyoHr415yItNWu3gaQvZaC9Wauy01X/1ydqIS4y+jCEGPnHw+FCWOHQ0ZHRwdc9g57EBW+MiG9tsr8CSi3xO4+STT+4FeevWrf273vlxCn6S77bbbut83Uj8PisXhKuuuqr/DCAFnc30ne98p3+PPL8WRafwU+j5rdZHHnmk/6zgz/3cz/ULAJuLX5Tid2X5VSmKPXEO9KYjPp0TJJt5uRaVB5uyikOvTKyF2XmnvuK1IYY9ZYxp6sxlTjr3ahw4Ymc8eBp2jlOvP31kHGTY2PGDLO2RLdbwqU3GSzvlyHIMjy0y5fpCV5sYKEWPBp7u/FPWAfMv2sI61jZljnMviUs7x+BpYGyMh/RVlviMUXHwzE8MdkMx9DfS2VuBJRV5DirNA85vtfJTfmeddVZ7/PHHe4Hmh7fvuuuud/z4h9OlOG/atKldffXV7e/+7u/6D3/zo94PPPBA/6UnftqPYn7rrbe2iy++uN/xcyLx7uDyyy/vPrmIEJcLCvk899xzB/QOw5PBtXGurlPyjCtOe3HolUnVQZVJU8cYezoFgg6OzgnKXb0ysPqwOEmVmwuU5kmuHpkYY0CJoU1i9aEMHDn5bgM9DVs7vHh10GyZQ9pVjHz6U6Yd1KZfePXYuk7ikiYu5TlOTObCWF4KNlvapnzaOO0Zs+bTjiM+jAtNW3jssB/b+3MFllTknRoHnyLLb7tyx81vut5+++3t/PPP7wWXopwbBDt4ijO/38oPft988829kPPD3RR2ivXmzZv7RuL3W/lR7+OPP75dccUV/c5+27Zt7Xvf+1632759ey/6PNLhjp4LgZvTWMmb90pQ5yk1roXAuz1jg6OLQ+6Jo46iR9NnZ+ZfwGor1Z/2xKTzWIvOIxg/84xv7MAal1zNF4o+fZuHMvNJH+iwxb95gMuxeuXEt8AbHxmd/I1rvMxLGVQ5eMZJEzcknxYDuXj9u4bkhwzqehkHOS1t5aGph6cpgzqe0+zdG66Pcv1Ds5ETrfpiPatMO2PiS3/QtIEHRx7GkNbc9DvS2VqBfSryHGwKB8/WN27c2J/HU4Q5CXbu3Llno+QUseFO/sQTT+zP4NlA/NQfNlwoeHTDc31k6HhOz6Md7vR5LMTzd37+Dz2Pc3j0Ax6aPxlITDcjYzct4+VsxLA5JlaNh84OHj0nR5XVYqGvxBmvUjDZjJFxKKb8XYOWhRgMfLb0l+PEMCZOzc95aId/uo19ow4Z4ywS4p0/GH0yRl5bYo1lXhlLe2VpV3XaKwernbLMO3Xo5TPf9Mkez1bx5qaNeueXtowzTtqKq36UJ2U+6QedvHHlPSb4RWZ+6W8cz9YK7FORJ3XvwCjSu3bt6o9ruMPmJOYO/Omnn+7FOqeJDXp/uFsdGwa5m8wTnY2DjbHAqwNr1w+UdxhbJ38j4I+06Feq5aZ2oxMrTwJ48vUkEIeMcfpITPphLE57ZLr+QVwAAEAASURBVDT5Z555pv9tgndIyFwjc0Hm2psP9uhZI/R0ZY7hc6y/Dpy8mLM8lDj6Qw+fBS2PGTj02oA3dygNTB5H5V05/2Je6owvBl6MsqToF2raJi7H2BpDuTboHEsTz5iWujnJ3Cv+7BVT+aEcxJhX+l5szLprP4R9Lz6H/Iyy1VmBJRX5PKiM6RTshx56qN1///39D6rcfdP5g2ie3G4WbCwsTA0eXeoZK/ekTxuXJO30xd3qmWee2d8BeOEQvxKUPGnmbwwLE/k7H3WV1x45Ba/6Moa45JHxNw3e6VDkjYfcBp58LKhgkNGJhc6YUMfYa4sMOxtymtQxPHHksRPDmFh0ZI6hNG4Yav7g0r4Dl/CiDbTOR/OqUz5E9Zc67aGOp8VSLk0/QzL0QzG10yYx5gEGvRhpxepriIqFai9OXoy8+pHO5gosqch7MDm4FBX+CEqzmHOCMhZXpwr+ySef7H+gzcctfErmxRdf7Hfffkxy/fr13Rd43hUQExse+fBOgY9XYsNz+SyM8Pzhljt6N2HNYzl4fGe3OFkILWR1LeDNSzotH7CJB1d54jFnLrbGBEfB5PEWj8G82EE5PlmEGZMHfpyDcfFjjlCLMXKaujlu7rEKGOxpjLURqx8o3fXChpyZhx+NRYa9ewpeO6hxHENplXZhkWuLf/HioOoZp94xejq8HV+uYbUT63zRi2dsPH0hqw0dNmKhjp2HeuX6EKscij9a6hzrD705eZ4jYx7aS5GPbXZXYElF3vTZCDwHv/vuu/unZS688ML+bJ4izh08j29yQ2DHRuB5PZ+84fn9xz72sX63zfN1/nBLoeIz8BTwa6+9tn/yZseOHT0GH6W87777+jP4K6+8sv+B9oc//GH/eKUnFTkZhzxWeuPh3xhQTw6oJ4iyekJkrtjmid8nMf8iznkZs+LlzQe8sSmc2kG5+JkPeVrwkaWNY+eiz8yFMXrjy4vR1vjyUvYItlA6uabMHKRgsbXhF920hg5MNu31mXrzQud6pC3jGk8/6JynuPSNLNdJDJRWsXPSva/EAWN88fIih/IGy9wSm760lepbHootfUiXuHE8uyuw5CLvRmEzUbSh3C1S9CnKPB+mcItzyvDceXMB4LPv2PGJGjo23L1RzLmDp+3evbv7B88F4MEHH+x3+tyN8jHNhx9+uF9Q8JMbjzgUi5VuWSwyPvl4d0wu8Jkj2Fwb/KCvLTHosLMP4dGZk77AUTSRk1NSfaYNMemsMbb01BsfakMPr606serhHUOdHzE4Xnb94D8xxkuqXpq6Os68xCur2MqLr/LK60+aemT40VdiHKuTaq9efhrVv/bY2Vlz1lpd+kAmDiovFhktqeP0M45newUOue6666bfEkXuHHg3ARuHzmMUGoXeuzLk2dhgNOQ+QgCLTerYPNxt0vw0jUWT5+104nMh0Q69G7IbrsKLm5y4da6pqycW2MwVnnXQBopN8k5HO6h6/cErYz3srDXrybpRvOni8KsdMe3IiWGvePS0tDU3ZMS2MSZHsfokFvPm8Yz7hgs9neNuLtrpzzhDfGIZDzXXSz/i5NUTXxl+xFWficGWTku5PDL80sQx1veQDTr1YGnioDkGlzL4mpN6dOaCjOOkjhjqoXR0UBrj2tRV+cjPzgos6U7eg+sGZZNwonJi5kF2w+T0tEFGgU48MnzjDxx37ozBUJSIgdwiAE8M9Nrhg1b9zklX7tV4njDwjsmNTq7IGDuXzAgbumvEGKxysPpEZhMH1mYcePQUTBpy7pYp+ORDLO2l4PQFtSOnwYO1V/0caq8PYtKJpz3zpyHneFLgvdAjy+Z6pIyYNvNInjFybGt+yNWnLXHBSsV18PwL+vQr1nXUxvwydsZyLZCJNSfjpa2yaTSxxjEXaV1XfGlnDlDx6sBxvNRl7vqAju39sQJLKvJ1Km4qN4F6+IWam0kqFr7apm914rSX6mc1qDHJiRNBntgWGGTo6co44RyDdU45toAg88TSD7Js+sv46pGhp9BT4H0MQ3w6emnmgb3xpOlTrLaZLzKbONfBgiEevXft2GALxjzF608MdvjMtcEnDTn26JgzWDv6HJsrstrws1hbDIPeGOQHr02NWXmx4qG5bvD4hjonMeStPOeQMbTXVipee/NXDgWLni7fB+PLTK/Akoq8B7XOZJq84uSH8FWWfI7xkXyO9T9LlPw8uRgvlq/FyjnAD51oS/UFzmKnT4sDOn1nXo498TMn8PLg6PL4V8ZYefWTPIWcph3+U9aVk5ehNTR3dVCKO3L9qcNPjvW7EMUHbV/t9Jn2+JBXL9V/1VdevBT9NFsxScUqS/9VJybpEGZIljYrNc7cVyrGweZ3SUX+YJv0SsyHzUdxy03IiWBBguaJ4RhKx5Y7UVst0Mj1xdi7WcY04uInC2X6xp+5QS2Ic9Zzr8gtljxKsSGnk6M+sbeYo8sGL24axRYf5kFc/eELO6ly40iRg4PPjq+0d4w/bVNmDj1gvICh51xD3Yfo9Zk6c0OmH8ZgzQ95nRsycX0w8CJmQLVnPcTU3JCrm2Y/JFdWbSsvbqVonc9KxTmY/O6tKgfTrFZwLp6UbG42HAWAJm/ooc2PrMrrpoUHUwtP2oLRznyIi0w7i6Y47aHIvBjAZ8Oerl4dNvpQllS/4IZiZhz9KBOftviuOGTkRkNnrhZU10IeHBjlxtMeOhQTOc1Y5ocsfcDTkCUGmbbiXU/kyLJnDuRKB5c+044Ltv6JlU0baerG8QdzBZZU5N2obBzGbqAcL2X59COWjeoJqEzf8NW/vBhsHWt/oCi5UVhpjM3VfGqe8mK1E19P4lyntBWPzI6tY/1LE+9Y6npiT1HSB3rG+LCB0WfKwWXu6MzdvJCJg9LSF3h9Vqqv9IE9+Zq/vvSNPps+UmYcZI4z38QOjbXR3tiuk2sib476ktcOCpbO3OhgoPrKWNohc6xPY4z0g7kCSyrydWkoZmw0ixp6Tpx8i19t2Hh+FBIsdyNuXPzQ+QSIGxo9jTjYoTfG0Ela4x0InjlyYr2XlraepNP8GEM6hMNH+lnKCa8/1tex1MIiPxRTmRioXZ00c2OsjfqFqD6rzdC+yDj4rDZDscFUO/NJ+4pJHWPWTP9i5fVnTsZMHDp4e/pP+3E8rsBCK/Ceijz/uMTXDPBtlDQKMh+P5J+d3KQGdfPyvJnvoOfrC/hkBd82yT9VgUfG997wrZT44b9n+ccnCv66deu6zq87IAYfteRjeJxEbvwa1/jLTY0j1X/mgsyiOFR4tIHqp1LnlVh9InNdU68NvrKLlaZNjrEBQ87mk/oci0lcjs1Fm+qXuXhxxy57tU2/+FOvz4zhuNqkXer0hV45lPzk9Vkpejo+0g84jztzFCeteHh02ao/dbkHkOnTePoxBvw0X/oc6cG9Aksq8rlxGPPd8GeffXb/Xnh4viCLL8v6wz/8w3d9ogM9FwO+U/43f/M39/xoCN8n/yd/8ie9qPPDIHy3/Pe///3+ffH44nvqH3vssfZrv/ZrvdjznTVbtmxp99xzT//KA75PfujkWK3D5ZpkvHoyeeKBqfjEoqOnLP06Vg+t/sRIKS40sLUP2VrUxCYGGQ2Z8iw21QYenDTt8GNuXPjxA28M9OkbHp0Y1xSKHGpOUmyGGn4zTuaVtvpM7JA/9diaMzK6vqHw5g0OmWuAzne0xEg7bZWbv76Ua2Ns5DTkYxtXYElFPpeJjcRm4ysJ/uzP/qwXaf57ka8u4I4efW2nnnpq43tuuIPnWys5uSn6/NgIxZsfDeG/Z++4445eyPkem0suuaT/V+SZk2+W5Lty+O4b2gUXXNDfBfBVCmx2N7wnxGptbE8o40lz7shSTq5DxQBf4PSZPhijsziITb9DeO1SZ2FRNuQDmXIo8Wjmre1iNPH61Bc8e4BuLI+jfjO26wKGsWshBhljfRlHX5VWvbbIzUMMVL/4cVwvOsrB080RG30ytomHz7XSFv9i0COnQZUnrwy9GGTadePx5QO5Aksq8nWjeHJS2CnwPD6hT2s82uFRDBi+RAzKxueHRPj3e76gDJ5HNDzG4S6fzqMafiCEiwffdcM7Bh8VkcNCfwOYlstqyPOEy3h1HVO3P2PjVR8UB9YV/RAm5VmIEjs0RmYhcU7pSxspeVG0iAGevLKIoUeOPvNAbtNW3hzgjZMycUM08VXvfKDiwChnnHJ4WurnJHOv6Qe7tNUm5dzV25CD8TimnLH2UMdipNPk6kd68K/Akop8LgMbjsLLrzZRpBlTgPmSMX6/lWflubEYU8R5ZMNFgcJMp3BT+LmD5w+r3OVjywWAAkCBR8+mB0tHxx9nuTBgxwWG5klCLGPnyZT57+94ml+KEGtjMydlFinmoy59mbsy7JyLVN9SfKYvfSCn4WNIj8580WPHmmcc85BiY6syc8VHtsQxtnOB5phrx7ElH7pzkOrPOeGDsb6TagNVjj1xbOiyyWuLnTJwlVemD/R2ZNhq4zjjO2djiEl/6pB5XKCuAXLHiUVOy3hD+jnU+PpBWYElFXk2rY3Nxdf/8kycws6jll/+5V/ulOflfA88J202NprdEwLqs0hlbE7GYInjRkaWGxffbl508hR/ccq7cplfqm9zMQx6OnLzyTs0cdL0l3NWnxSf+veCik29eBDX2OAZg2cMPmOi02/ORXvjpw57bRhTuMUjV4ctcjAUqopFTz507aBDTbmxxYNFRncMFe/81CkHb85LPT74GGr6NBa8OSFjfjTl4od8gc+5wOuDPIdyRU8zDmNiaAc/tg/mCiypyLs0bDwKKd8Lz500d9Z0miewWCmbjE/M8CiGRzDciWML5UdDeCbPXTu/6YrcT9FwseBTNvjVhk/g+KMh3sV7spDX1Vdf3T+J4+Mkc1hO6smnT+N7QikfopyA1T55CzW2nrT6MQ48Yzp/mKb7KSWxUE92/LCGNO1YH8YZA14bxtiIx9Y8kdmwR65dlWuDHCy2yJRD05/2UnWJ04cYaPpMuWNsnOuQvT6gzKVi0j+6oVblro3z1kZfUJtjfID3XHLM8SIv11mKPTZ0fWCjHFnNqyvHlw/UCuxTkXfD8IiGwsyPeXN3SMGl88hFTK4ij2n4nvhNmzb1Qs9HJiloyCjap5xySn/0gz+e3+OLIs/zezqbnMdDFHn+4IsM+9zcxHPzIx/KI3N6r2NPJu0zjvHVVTqUb/WHD2TTfDm3pDUOfOaFP7oFx0JgbGNqIx7eMVSc8dJPtQWvXry+5KHYeWfK2K4Om2ypR67PxIFRJ1UPVS/t4HgRG6IeZyG8uiHb9OOaQLHJNU1bCj0YqB0sNu59+LGNK7DYCiy5yLO56DxP5w+gFGo+9siGe/zxx/ujGwpw3Xjw3G1id95557XLLrusvxvgp/34xAwXBp7Zcwd/zTXXdL/I+Tgl/vgoJcX9ox/9aMfw3P/hyQ+H1Dj4ufHGG99VWBZbgH3Vc+J5Mrom+ECmXD5zVCcOOvRYK/X4p0ktDMjwrRzehgwdxyXvCNMWrDx4xuaaPrUHb16pR05DN62hw0+dK3hyzE4O0+aFn4ydPPnDV1vlzkMb/Dhf8oBXB6VhS1PemfmXzCNjiMFGOVjGxiAXOvNGBgWf+aQf/nbBTQ42+vIxnTw025Cv1I/jD9YKLOlHQ+om4vEJm44NyAalgLNZ2Xy1aQuOYo4tWGwozDQ2MfLUoceWGDzGgWLH4yE2MV3fNeZK8szDxpicaCmXJ0dPdvQUOijdkzZPSOcjBj8p0y8y7BInlngeG9ZV3njY6KfGNhbUceJTbrzubPKSOMfEZEwOGQseX6wdnXdurA1jY0Cdo37Umb+x5VNPDIuj+YjHr/loA4YxDR0xs6lDBjZ9Vl475OQhVh4ZjTjsc8dQ8ex3cmDvc94wF3Lg0SfvjDl3WC8Lfncy/+LclFVe+fuRunbvx9wPVM5LvpPPBNlYdDYaG5fNRnMzJxaZJxIFmhPaEwaKHl+c5Gx47/j0hQy9fvSNLQdcX8pXmhqPfOiciMg8kczb/MSJJT/G6ceclauTagNFRgdbmzJy4ZhYMLQRD05s6hhnc076SR3j6kM+dYzxk77JjY48ddqDZWxxx4d5qkOWLf0jx95OwaSBca9aLLQDyzh5ZDbs5PMCoJ0yfeDfrp05iIFqj05cpRR4i7w3WPhm7aDOSf9Qm/ORH+kHbwXeU5F3mdhkbkhllbqRlXuyVDtwnvToUo9uFjerOdb8lDtnaOaf48RMG+d6DNkOxTOmxwgMBUF5xsKnPob8D8nSfto47Rgnzz7weGdOzlWs1BjmKZ8UrHqKLvP1bh4c8Wjg7K5JV0xetJcqB1dl8l6M5LlRAW+vc0geG/iaB3GR6xO9uCGseY50XIG6Aksq8m40jdlsdJubzoKiHCo2faSMsTpOfE4YZJ6Q6QtcxtAPGH0kfiXHxiZuxpY3f3jno868kGvL2FZxYtRnbGTqLQTiyGEotnHVgze+vvUh1Y845B53xubAmDbkx3hQe+L0Ac04YDOW/sXLa2Nh9w6YRx40/FCAwTEWr71xicWYLk4ZWPapPBgvKPqRF6MP9MgyrnFSBm6oGYt5MaZpR4zawKhHV/mKH/nVXAGO3+STg0cd0Q49ZHKz/NYb7dVXJv8vsgIpLKnI17hsltwwbjBktYlFzoYbwrgR0ekLPHzqGHOS0Bir64JVfjE38/WENi9OdHQUBJpzg8o7lscWmXKpPp27crGuA7GUiUmduRIPX+DVVzy8cRljK89Ye3zRzE1/c9K5eWOfPsxTjDbmpy9jwusDG/FJ0Wvn2L/nUBTBpg9yoBPDuGKIgS/l8NmMA8W3vBh4ZcSk6UudjyXFkYsNGX69WDgf9DkH8crI3zVB5nygfMSYRz18mi1j6WOkq70CR0wCXtL+4Zd/u523dmc76pHvt3//765vT0yk7/wvo/3P6z0VecOykRZricmxdlW2EJ+6HOtrNWiN60ll7NQzTp6T15NdPFQMOvyBU5Y49OmTccZPG+TGUi7V5zTb1IuBYk/XtzrwxLJgIRePLnGOoeYHhmZ+Yuake1+Rq5Pu1c4VZnOkQFLkKWwUTGLRKa4W2PSnHzDOUV9DsSzA2Dnvmr88+upDHfaMydGx/rpg8gKvzLjw2NHTtzwyxqzBFVdc0T/ZxkeVv/Wtb7Wbb765/21M/wc/3dZO3rq1/cI//njbNpnsYe2RtnvyCb0b/vvftHsn/Jvbrm3HnbS5/YtfPGvPUrz+8nPtwev/Q/vzCeClvT+S1s774r9oP7fluHbBBqEPth/97ffbHX97Z/eF9JhtV7SN51/ZfvuKEwW1d/ujdk4+cHLUh/oF+KgjJ/8Bvge9vIP9KvLLm8r7z9vQScYslOeM8kRMuWNsbBQaT2pkqat+1FW5vpDTxaU/bdDVMbK847P4ISe31GGLzDhSMfo2p8ylyoawmR94MfqRhyqDUhDtxsniKFYd1HVHp19l4pCnDGzyrJXNGOShP/Hiaix47ZIyJo7UmPhN34z9VA7/m8KXA/INrvwPihcT8/sg0COO39yO23R2u2DyzblnTC76ayfl9Nj2cvtem6zzkRva5jPPaRsnX4N+4elHt/t3vtaOWH9cO3KybmsvPLt99/Edbdfzr7eX3558yu/ELW3zcWva+iMn5+Rhc/wZJ0weBT66u7187452784XOob/6dmyYe4R4UQw+XqWdW3d2tfa2h17/b203LfrCxzIscgvsDhDKk8mdZ6E8I6hdE9sbDyhtdOPNvCctMqh6rSBph5ejBQZLe0ZEz9lc6i99vrVDwUamXLx0CGdvrGnwxsTG+ePjnXJ5rx9Xq7OXOQXouZqHhZ37uTNCf/EQsccjMtYDPY0+TqGF8PYJh6d7xzUGQeedYAHDzUndPpIPTLjMSZ3/DPOpo0+KDT8Xwpf1c13QPHPhXwDLP9/4sc20/5gHp/w0Y+00yYF/pzJ/+bsnPzD5QaX7tBJ+Tv5E+2Xf+Hidt5pk6J8x++3//Bfd7VTrvpUu/IL17bP/to/a5+878vtloeebXe/vq6d+ul/1s5/5Mvtjm8+237/mRPaaV/6N+1ffXZru3D70+2kw55uf/Ffb20nXfOP2hVH39fOee5P2u/+7mNtAmqf+8VL2+d/4dx2/ry/70z83fnc6q34fhV5N1+mWzdf6sSLmcZrIw6+YsUcaFpzTJ4xJyW5U0g4weXNO+eVtujRVRl82ujH4iEPzo7MIqstMvRDcnSJo4DIS8HYqkwe34yJgw8ba0EzP/HwtJqTcnFgtMWveGTwdB5TUAwZQ/kYrjpl+LFhq3/0yTsHsMht4DieFl7lUGRiyc+1QE7D1njqwCOnaa9OrHJ9d/D8C/Pk60E+//nPtzPOOKPxFd9cRPidBwr8o48+2p/J4/NANufp+kEdM7/kHUs5ro6hrAtfO87/D7y7sdYfaVddvqVtOf7tdsdff6O9PflNi/U8Dp+0QyexNl28vW3kR4tee7Hdcdut7fXX3mg7n3yi3Xn3s+2zk/W7YPvmtmPyB9E7732uPfa1L7f/+dZz7bXJvwO9efib7bEnnpyc1ydNns+sa4dvOKWdNvG5++v/qf35oa+3NW/NfXli23ln2/XEpnb37gvaqSedOvmP/8PaMbsnwFLkj1h3YvvoP/0v7Z9f0Nrkb7HtzZ/9tO2+8SvtD761u+14ZvI/REddNHl+f1075c5vTC7Sre04+xfbJ06ePPCZbMfXnn2kPfHt/9H+01/vaq+8/u5ju19FnoVaSnODgq2bE169Ovn0rS5lB3qceTqWkhtjefK3o/NEU4+MJi+28nOopb1OWzN9TvOCXWIYJ4/dkG8x6qZR43qyisPedZkWQ9tpenzgj65/qHjkFENzRe7YPMA7Tp0yqMWojsFjr10PPHkBp8x8nKs82IyBPHXo8QHGrs327dv714NQ3Hk8w3+kM8977723X+Dg+TJBfWoPX8fK8D2EVw8VU30kv1S8uCFbZXmRQ8b/3fAtuENF/tDDDm+bLrumnXX0i+2YF55vt933cjt3UgPjc2zt8LWTv9mwzpN1fe1V/odn8gz+pZfb0888P5ka37XF/yhMjufkwvjGS882pLTD104uEBtP7fvg1edfaD/d/VR7cSJ//WfPtbl/8eywSbWe+0fR194k6kuTf+Z8e3I85nWStRvammPebNsOub197+bWTjhzW9u0dVPbOsn9gh/f0A6d/D/SE28d2dZvOKmdtv2y1l74STvkhdvbtyd/L9hy6WWTd2pb2pkfvap9+LY/b/c881arj4JWpcg7FygHhuaG78z8C7ohuZjF9OJWkpo/MTzhjCfvHKTYZBcvFScVix4ZxcATClnVI6OBVZf4Oe07C42x0GFD056xMuWpQ1ab+vQLRj9Qc8rihlyM+rzTx1/1aWzk+qqxxBiX4gCeGBYKH5Wkf/MBl3JzM04t8sqhYGte8uaDb2NlHP2II46yPigv4PhKEL4u5Nxzz21nTn5kh8bc+M/YXbt29a8F4Yd4yItu7o5dD3guDOY1hNcGCi5txSfNWOJzCjn3fR2zpszxb/7mb9Ll3PiQyTuCo9a1c3/+8rb50Jvay0893u6cPD05q9zovjF5V+mxOGLtkZM5vTq5U369vfRy/X0MzpG1bd0JR7c1h02+bn3dCe3DZ21qa95+sT03+aLFRx96tN6c9zwOO+qYtvaIte3IwybvXl97sj313Jvtxep6zbHtkCNea+t2/rd2/V+3tvFj/6BdtuH0ds7517QLN9/eJleQ9sQzc9P60OZt7bAnH2xrb/nf7f9OsFccu2VyUT+9ffy8K9slp369Pf7CG5Miv/cyhtV+FXkO2mItDxz45LVFTuegpU8XHxzj5LVdbZr559iNbT7mm3NSJkaqH/WsASdHNvwQA4zrlXrXDQxvaeWx0y94xsho+tEvMvS1iVOnb3ko+SYPBr9Q46VffYoDS2GqvrBBpm94bIZa+iKfWmDUY0s8Gn4pbOYqRj0Y8kduR4dveJo2nZl/cc7aZP5AnFP6TjljbJ0DfDb98gfW3/iN3+hFnmJvY05859OXvvQlRQtS8+MCayc3jgk8YzpjZPLqqw3+lCVemb7BpV5/2suLZxKJ57/uuZC9q03+4LnmtM+1z1w8uWh9976288HJ92u1ze/4HPpbb7/Vnti5u7362qRYH7u2XfzRy9qaW29t69cd3TaesufjM/Ou+UPqZe23vvxP2oUnrWubDHjH/2rX33hX+1/fGshhgtn4C9e1Sy7d0j5x7KSy33F9++tHftZ2+3ZAHy8+2F7ccWv7/a891t8N+Ljoi2ec2s46d3N7dfJH2htumgc/+9226/4ftT+8fvJ9YBPRfQ/unLyrOL596qSNbfvFm9vf7ny4tZfnHxXNm+xXkedAsAmhNA4Emy8bvHrGbD54sBxwKI0Thz+SwdPB2D2pwKljfCBazs95kYdzy/yQiWdj1qZ94sDgI2X6QJdy+VwnsRYpdPoDT+OYKQNvHuj0hZ5mvP/P3t3Hbp+W9Z3/qjwjMFWgPLXMwAyCgDwogghC0drGtLr7B6ndZjfpZrO77f7fpMl206zZ7GYTk/3LbTZNdpNtqqat2VqF1aiIKygKFUFRHhxmgAFEBAZEkYd2r9f3nvfMMafX73f/7mHumZu5rzM5r+M8j+NzfI7je37P87y+1/d6mri4i0XGmX8YPHHNOOyzzjh74MNDXPWPyZlDdrxtjtp49Ct05h4d/3n1qu9JUuFX7vT8yNph0uvDs1fCzmOfYwK3+tN17HGVR3oYNm+i+q9k99tdyfu5bQXev6y94Q1v2P9/2WZY3LlJpiNnjrWTO+nhYfZrJ2Fme+1PW+3kxE4dvZKu8ajP5v2We5cnbd/8lG/ZXvv3Xrs94xG/v/3iW27b3vOew03wr3/6vWFfPmyT7/y/tjc+5x9tv/usW7bXv+jvb//j//KfHS59H7U97BGPvjd2vwnz9u3H/8nv7Vfy3/CIxx1u9//d7Ud+6D/ZfuDvf9f2HX/j97Z/9T/8+Pbug9d+u+aRB/sL/+72D//6s7anP+Kj2523vmv7scMbs3d+brcu3Fe3e582+QbYVYRfh/SLkn6Z0k8HrwXWYvLzxP4AvBNicvrvVovN53e9SQRno/dJAH9I4rdubjq8/HSFwt/i8waSWO7BOeHl0slf49/f/RnH4lxL9vJKwmmrMFX6fEjjocxNaFeMhzjzY6o9Y9DLMfyU4WGUbJd69/DNfj6w2rM//enrh42HzKYNO3Okq8wYNiFl+k6c9sTrw1bZzC+xjG1x2+Q6l6R5xi9bvPnXn9ziKTAKm4JPrU8Xt7bCjlPpOMlwcaaDm3i3LKwl69DaufHGG/ef5vZz4D5hY4P/0Ic+tP/vAGw8SXGquK/lYqwuXx5/+AjpDdtTnnb4yOjXP3G76RWv277x2X++3fzwp25/9eGHH33bnrg9/knP2V7+n75u+8L/9+btj971C9unbvvtbbv0N9Lbo55883bD05+9vfrmbfv4x+48/LS5K2Pn8wvb5z5111Xywz5/wL9ze+/3Hj61c7jqf9LhSvrJNxzOpav0x/2V7bFPe+72A6/51u1pDzv838N7f2d71zveuX3wzsMP8V0++Xsh/uzzf7KplyuHM7j9yWfv3L78lb8Y4T5t8gL2cvBVr3rV/pPB3uE+a5O3cXvX/5WvfOU+0fRNKlcfJqDP8HrjyAT0m/L+YcoG7wnBm0hedtrk/YUg3Qc/+MHdfrkDv9r2Flpx5qKh01ccqzL7TdY49LPTxcUvjPaxwr5ipm7Gr73i0yfZa68x6cs/THLlzTd9OHocarYkm+O3uU3d9IWZNu3ZZ6/wm/nC0ZFi1NaH69WmJ4N8yzWJm61zlsQ3zx18eZEqv/y1O87JV2xc+fNJPznYrT/VT3P7ye7nPve5+wZv/VhvLsisNWvMBVb+eyIPuYfD3YL/cDg3X/jk9skvPGx70vNfcngL1Xl4xPa4hx2+JHf4lPw33PCw7Xmvfun2kXe9Zfvl3/vl7Y8PF9jv38fhkduTXvL92y2vfMr26pv+7LBHffrwh0df2L7ucB4f+bgbtq8/fEnqy185/HroVw6vHj76ge3Dn//S9sQvPfxw3/9Rhze7D3P6zx69Pfopz9me9oJXbq//jhu2O9//69u73v7O7Zd+5b1H79nvIb/u8Imhhz96e/xjD7cND3d1HnaYQ494hIuFr2yf++yf7PXuU/QNj9y+4RGP2h73mMNtqAP24Q/3V5qHOXz4WYTPfPqwyX/pPm7yTQiTqUnns7eve93r9peIrrpdQRwrJvBNh6vxF77whfsm7eNcL3rRi7aXvexl++/Re0n5vOc9b/srhy8j/OiP/uj2w4ePOMHb2P12/Gte85p94r7pTW/aXvKSl2yvfvWr90nrCcXLTovogSyNBbnGziafxqnc2OYCT5/MF2bi0odjq8RZ31hXXY3KTx6qJ0eynNf88LLFj7saf7aw9DC4wrKFY69PwmQjxVPljGMWWOc3fza6yswVZuYwcfDsYsQF20YOG7584obPv7Z+PiRsZWJsxkpc2sVP0uHQDyc3vuRs06nOo82a7LZLvrjovRH51re+df8jHh+ndHFljWn/m3/zbzZryUXUQ7e8d/vY+9+7/e//3c+MQ3zC9sjHfPv23/zYf7m96DG3bp893Nf+yX/6E9vbD4h7b4sv3G65+TnbX3vVEw6X8b++/c4dX9w+drg6f+QTbti+47/+J9vT3vAj2+/d8ant3X9y+JzjM166Pe8pj9ie8o2f3r7yR5/cPvqRw7b8jL++vfZ7Dp+Lf90zD/4/t/3Y//bvtg9+6vNnb/Ay/MZnb9/4V79p+/s/+LbtR376cB//KU/bXvC8bzoYPn74d7wvHirQXeWbDt+mveWJ29/7gd/dfuTfbttznv3UQ/3G7T/8xw9tn/hD//cR8B55oSv5Jq9JZLG4teLK3CR0ZWCynVVMzP5Fyp+AmFxdpfu4l02+f4NyCwbGt/R83EscsU1cv7nh7wA9Qbh948pEPuqDUdaFKg86Y1JexzaAxrKcZ/6zzXf6h08WL59i5zP1fCZfvuWSzBd+xTguuGoYks68OKuw48MfL7yNlk4b/7ECn0/2+NKT5adtzpmTJP3Mja+4lTjoVfnwo9emU3DUbnOFUWeBmb5x0Oe/tnHHU5y5puRzrHbMjV0c+K0Zf6/5kz/5k/vFkiv6mw4XT/HPnK/b9tcf3nt5yvdt/8V//srtWYdN9vCJ90M5fBLmP35k+8L7/9/tfz5s0L//mT/b77H/x8/9yfb2/+P/3P7Gf/WPth94yuO2//Yxh3nxsMdsNzzhg9u7f/at29v+3a/vTxjP+Wvfsz3nlqcevhx1mGNP+RvbP/yfXr192auKBvn3/tX2s7/2vu0N77hn5/6TP3jndsdt791+50X/ePvvX3nY8x97+K/qr3zm8N2sH9l+/t2f3W7/1GOldal86gOHjfzwyamX/ePtf33ttj3m8Y/bvvjHt26/9X//6PYzt31hu/PILf97ZntJnCFNINVLP1fd/sjAy8Nv//Zv3yevicXeRI5G31WlTdlGDdPiozOZLboWJWlhsKlKsU1cWBO1hcF2rKx5HMPcH7o1zuw3Hun0W5B0avmHnTnlN3X5T512PLXhWtCkvnHNvsYrVjmFDa8/dfT5aCuzrz377MWkl9Na2DsOsernFz6M/mpL53ir+ZVT4xJWLLaOT5uvMn3KKVv57cCBbQ7Txzkxs80un8mVTuz0Ylo3rRP6Sm14Rb9jdxHmfrxbNP6hzX8tW0fXX/nC9pUvfXB72//zU9vtD//09oXDnYCPHD5d8x8+f/v2++/4+u2Ttz5mO2yll8oXP7n92Wc+ul+B2zP3mXC4HfKFOz+0/f7bf3X77BMevd3aprv94XbHe27bbvvU5w537Lftk+/5pe3tf/TY7WOH912Plj+8Y7vtE4f7+fvrhw9t7/jZf7u9/8/+aHvYpz+5ffz2r98+c0ji4Ydl+pU///z2h7/7qcNPKhzeCTi8KLw73Ffu3D7/x3+0/fbb3729X8KHU/7Fz/7R9vHf+/T22cNV/P5x/CXwhTb5OXls8u6b22x9RVqxiattJjNGiySO+mHSN1Hp05Ema7YkvYXANrGeeOSwLqxi3d9SnOLLTZ9Uyy272NlmHtM+/WE6Dn5KsrYFX6XDFYbUj9PCLtbE8VOyzXa6OOvDxL+29RXYib+kvfRILy/1LMzEa5+VQ7jJ0waX5DtjmSNKPvpd3XdcNtTacDCkyoavi5X0M5fynTq4yrTHlZ2kKz4fxyKe80gWm6348FX6jtnF1Qc+8IG90l+f5c8P96tt8h+89+Hf+Z7tN37hPffWHe3Z6j+zvffNP3P3D5Edg330HW84fFTzouWwyb/hQwP8/v3TOUNxpPmn2+c/dfv27jf+4vaRg/XuVwhHkKkutMmbYIqF4Jtzbq+4Z/7a1752v3Vy8+F3ISwCV/ZeIpqAs/hWmisKfiZeV+P+kNsE9IZqf3FG8vcJGhW2N478XKpJ7p4kzhaD/Lwx6zPBbgG1YGcO93e7RdrCbEGmFy9bsdcFmE/2fMLNxcs28Y7ZJyre85737Iu3TaHNwJMuvH5+MPG0AeyKu7izpQufvuPBp0x7tt2w2NIlYfnG43zXhtGe/ZVbnz397OfrytU8MA7mjQInrkqvaOfPV79XmOVQrOKZj40rGe9OeHgQN1988WYn48yejuwcklVj5Am9+a/PVpxyo1P00+2K08N1OwIX2uQbHRPIPfOf/umf3heC+/LPf/7z95eA9O6ZN8mmj5eJNm+bsI90ud9uoXgl4P68DdqrA/fbfdLGlxt8HdvLTG/oWqS33HLL/ubR+973vv1lp8lugpvsFor+z/7sz+5tsa/WBD/Guy4oebX4GgeSbvrPdrbp57hWTHbSk52FD9M4zHi12W08bQp8ca8l7lVfDvnrT//yzD88ntpJOjgXBXHIfRb2uNKLjUNdbTCTHxanjV4cm7ZY2nyzF5/eOBa3TRwu7sZ3xuFvXMl8yfLMt5g72eEBPkwx8MMpzW027V6taTvnE7s7HB5g86crpvxO5foegSueASZa1cb9jne8Y3/z1BX8nGQNq8nszdXbbrttx1pQPs9LZwPHZeM2kS3GP/iDP9g38T4m+Zu/+Zv74jSJ77jjjt3uSUCsueBMfK8WjuVQLveHLGaL9BinHNb8yiv/7Ppn4dnaiLTbEIqpT6+eV9gtdmOcT/jy0l95spVrmHDZV/3ah1996sOuJVv807/Nlk847bnROkY41fxyIcHu6l01DvmScGIVT79CFzZ7scIUL3t6fiq7qtSfnM5NOYSVd/lr94ma7PHhPBaXXlltl7Snx6+tETh8vv6u9xNu++JHtj89vJ9wp3N7wYP4ute//vUXxe6UJo1J7mrH72H45IxiEtq0j30Gl4+J7Ar+SU960v5FJj8q5KOXiltAbv/4NI2N2scjvTLwhOCJhI+PbLpF40lALJxzArdodsIH4MEYKDOH2acPQ29Rzj57Occx7RMPp9LlB7sudBhjpnr10xVs/m3ycRRXfsraTydO8YsBO/HyYasUM5mdj81LjhV9uZk7pEpXXL7Fi49Mh6cr1sbE/KQjvVI0x4zH1JcTHb/45MZGF1+5kuwzRxj5KjiS5aofDzt9Rb88tOHa4HFq+9SZJ6o5Rmzwk0+7kh43jmkL87UoHc+pXNkIXGiTv+gEmZN3ppF/CzNb/ekXdmK004fVz5+9dna6q13WCddCLq5cyseirD3tjkPFpdbv+GAnT/q4wodrg7LJ2+T007UxwE6/+mQlO+m4SPmJ23GH4SPWzJMuXLnS8anUJm1Eapt8myhf+Z9VyqFYcB1z0tW794Ns5qrNPhs5jyseesWYrYXOmDQuZGMr3+z54exYYSvpGjf9jhuH6oJGnXrtjhtf4xsfGSd52uQb8etTXuh2TZPovg7R9J9tfJfrF/Ms3NTPdn5XU7aoxF1j67PPRb1iZm5xkHPhwhzzK/bkCNvGBVMO8U+/yRt26uJu44ufbGPUlm+YeOi18ZFtmunp5sZIDxuv9vRhP6sUg6zEXT5kt2tI3NViJnHU7vzp49BfueHnOWNXFT7lVy70M1d6hWwzx1esdOzx8pdTx0Afnq26E58erusRuNAmf12P0BUc/Fy4V+B2N3RuFC38lVM/292OozHxbQp4lek329noVv3ueHhYeSdOuxjwtdsY6dqctJXpg3vys/PFAzdjrTjYWdjD858c2jZMtQ0SXntKfGuc8nEca06zD9eGWx5keclBe/LTKXDasxaPbsbZHQ4PPRFOvmzkWfqJObUf2iNw2uS/ivNrQSvHFl/6HXB4aGHDzpKebJGzT9yxhZo9/zhtBi18GBWmzSKu/PNLTn1tPrXDiZOeTX8tYdogs/Nb8XTVcEn8bGspp+z5T246x66Ujz69vJKdSzi6uPUVOoV+8u/K8QDHHmbyzPZwuVeTXzHimVxxzHyKmS2JONy9gpw619UIXGiTn5NmHR2TaNrXSXXMdkyHN/3kSMd+TD91MA9kmbFtHHOjkIf+zF+7BVueOCbPbMOs/fyO2SbXmk9xk2fxlOPk4jOPg60+qa7Hnn/2NtriwochFVixYLUvWmAnR75T13GL6w3eCownRbL4MHKgiyM8OfmnnV6NK+wcm/LIL2x9PsXWPlZwhI+PLH8+2uJmP8Zz0l0fI3ChTX4ORZOLbk6qqZ/4JprJ1hVmWP5KEzR7/vmEWyXudHHme7Vk8WZsujV+uKmvna3NJb2cs01dx0KXPZ08GmMyv9kOazwbazxhsyfZ+JPFS4Yh48JjY1rPX1i+MDNe5xaGXb8CN+NNvzBkuNWuv+rKQZyObXJow4SrTc7zNPNsjMPiOFbm2MhrcpRPfsXTj1ec6cPW8aUPy1ahU5Lpv5ZlxzuP4dj5nvbrvX1Fm7zBNGFMukq6+qtsgk2c9iz6Z+n4Z1vbk+PBaHdsYs9jmPo1r3ATo12/Y1399MNox5Oc54RdicvCmDHYJtex/lxMKxZ+Flix4JLTrl0uq77+tM/2tOMv1sTMNnz9s/Jej62xm/x49NPB1J8y3/BkpTxIuPrTfx5P9hkrOx9llVOXf5hp0z6V63MErmiTN/m8aWUyubrps8k+omUyumJZiwkXvis9fXp4fn3Uj16/iktMdhV+ftJgjfVA9OW4FrpyX22z31isuvrHuNnWRVu8KVccW5uFtjHFs9ZjscNkS+I5VmacY3a6fOPWV/mq8gsXdleMh/Q41pKNfrXrs6ef2HjYGqPVzlaNv355x7OOBS46c1/NXjxrhw6uqt/a4KNNilW84hd3Srb1GKb91L6+RuBCm7wJY+LYYE02nzn2ezN+gsBnjm87fJvVl5v8rMFa+PY5ZT9poJjEuHzT1TdffVHlm7/5m3c+v5L3sY99bP9iFZw4/jmKnc/v/u7v7l+KMtn1H+zJbFwqLUB9ea25sTum7C3GFTc51/bkZbMBxEOWA9mTMJ/GfA++PKzx9eNcoPfqlgss/njyNVfi4khfgVdhVl+Y1S/u/CdXNrrq5NSexdjkkzzGx2faa9PjiIc+/zCk6vh8oU91PrL3nQDvD+CZ/vmmT9I7Fth0+c1jLAZbbTmfyvU5Ahfa5OdEMpm+7/u+b/92qi9p+Gbq3/7bf3v//Zp//a//9f7NvPCG1GS0iXtC+Ft/62/tGzOdzd1PIfhyij8Q8deAv/iLv7h97/d+7/6zBv3wlj8R8S1Y2Gc961n7b9yw+W0bueAykS0m34z1JaAHYmIXo4WkP4/bsYfRVrKverYWr3YlPFmbb/7G0A+8+SawMm1t/sbF5tIVY+MlXjy4Z1uffWLwrSWflZOfkj2/qWeTF13HFm6VKw97unznMWQvf1j555PkU+UzufKlc3xkfvHXD0OvGHM2x9e3bW3yHSspH+cErg0fz1rxwctBKebeuethxmcPM/UTf2pfXyNwoU2+ITFpTCCbrt+fcfVuk/bTBibtXBj5wPflE78940nBpmRz8iuTz3jGM/Y/IPGKwBW8r2+7en/2s5+9vzLwUwd+JtUmbxP3K5N+PsFCKqZYYrPz1b5axRgoLaTiNDazv+YBE271jzP+eMh0+WYzJhb/3OTZcMefb7pyotcmV9507CtPsWEqcdcvRv049MM6f8f4JzY8WU61izHxK6Yck/HNPp0Sj/FU9Y/hYOnD6yvlc6l3aaM37110WCPxNWcdPx6yq3m2yV38uMtrxo63uNM/3Ule3yNw4U2+CUe2WduQ/UO82yZN1HBzWFvQflXy1ltv3TdyrwJciboV40nC1YxN3pOAzdofk8C6ArKJsdGL53duXCWJi9vkV7pqalHMHO6vdscnhnaLrHZxZn8uynKdutqTK54piw2n+qlmebT4YfXZyq880sHEo02vhNs7o58d3yzw8cRNVmHz7ZjLjb45oZ093/xwFEN7ljVftvxmbvT41/zpZymPfOOamGPtcOWpr9rgbe42eW12edjIHfvqR1+V68xXm3/cSfmkP5YbHWy5nYU56R/aI3ChTb5J1UT1R9s23Ne+9rXbd37nd25ve9vb9qttm/46ofia5P6yzy0Zfto26Z/4iZ/Y2+y9ZLWhs9n4/QBaE98C8QqCzcKxocPa6C0CuH//7//93fHFvZqlMSlGi63jrx+OdAzqseIYyplvPPnzyTduutlmD0+PM17j1hMiW9jZxjf99SvlNvvFXm2rvk1NLkpSG1YprjZd+vrkGofuWJlc7PpyUI5xs9NPP+1j+LDhYaafvlg2eK9OVcVFkDmqNB7mbpXNOanGaazCs4nrXJL6a6GvdAz1T/L6HIELbfKGxuSpmrg29Le85S277sYbb9zvu7utYiNeJx+dq/hu8fjLwBe84AWb/520wSsmc4ufv0nfBt6EN7kVNk8KShNZbul2w1V6mPGEKGfx2chZ2KdPYxOeTW0DmL6zPbnz5TPHjb6ar75SHvHoh9WWV1h4G8vslx9/hU8lXXgyHamGrw3TWLA5t843nT7cMT4x4yx+Mr5pn3z5kmG1xSmWfv50tZPZSYX+WMFvzBwTnuKFZzNfbf49AcCseTQWzkdjCD9LnHQ4Zq7FnfhT+/oagXtW6gWP22TzR9tus9jo3UZxS8WnX7r3uFLxsZmbnD6B46dTTdhuxVgIMBa6JxAT0xMDfiWbK3hYi8MiaTLPSZ5uzeFq9GfclX/mYeHOxbtiv9p+sdZ8jsUM2+Yx5cwDLls+8dNX6cSZeDzTB1aJr/FIsk18bfq1ZCOVONbNbfqFnXK2Jw99tjg6VvNwrTATry0n87ON3JzVbsMl6arpi002VumK24VOevK8IpdTub5H4EJX8k0UE81tkte97nX7lftv/MZv7G++mqwmZVflc0j5egJw1e434d/4xjfuTwb07sm7r+y2DAy7tvv1flPeG4u4bfzuw8O4Z+8NW08YJjgetUlf7MtN/nD3Vbbw+RefbHFOXvqJyzZzLt+wYZJTD3tWLHh2ecySf3nbWLTJYuez9vONO8m3avPRzoYrHv7a2WG004fjY47pk+Gy74ozHiYGL34cceYGF3Ye17xomHH5q45v+uLvGOCnTd+FSHmsG7NY5vi8go+jnIprTTkONRtsRVx5wFfgVLZjPuFO8voYgW84/H3fP73ooZowJpSNXvvGG2/cP9Lon5r836jKfqyY2D4nb7N2Be/Wza/+6q/uGzm8SYzP1brbPv5xCkYcE52Nr1tE/jjElb6J3SQ2oR+I0uJrAZHFXuXMR57Z6WsnJ/ZYG65aDnB446a3oajGDL7xgS1WOueqegyLL5/8i8cvHjalPpmfdth0xeRDVxxY1RM7WYGHq+aXPRl/OLKxMiZt+rjD5htnvuVE8mtc59jClnP++cVDb+7DOQ6bf1fw9Gq+yXIVd8bWVhpP7RlfX5FDhf2hXuZYP9SP9b4c34Wu5CM2mCbo7/zO7+wbsStsk8htFVcmZ00oH7WEIbvCIV3F8/FGrv+BNblNYLdzbOIw/v7Pxt+toD6CKaez4pXv1ZZtPuVifGqT9Wc73ZXmvuLxxIVfsbjblNoQ+DlnCjx9m0Cbz248PKybh76yxpq4cui8wuOfPuLwSS8nfZjyjYe/AjPzW+2XUPc8ZidVvHG3UYYuPru2ClObPj4+6ZNzXPh1LPEn4R0DrnzYtKswaxF/lp5Y0un3REjOXMudDrf+jB3HSV4/I3BFm3wT0ubsVkuTqwm3Ts6G0QageiJo0rXwYXB1nz6uJqknBgupxdTCL3YxHizZAlrzaazos6U7L9ewMGfhz9JP3njCGrfOTzq5a8N2HMWtz8YvH1JlZ0sfnn+27J2z8suHXVXEqK0fRluZtkuasx/jjTNJj5fsmOS2cq/9ciE7Nu30uJTpN2OyhSWLPXUwZxW85r8ivvaMVTu+ySPWPDfTdmpfHyNwoU3eJDKBTBZXEXPRNmEN17FJRp+/Dbz+3jg8xEuGS4YRTxVLyZ5PuAdaykdeilzmgtJPxy5nha7ScehnX9vGfPKwT+45/mFh2hS007sHDK+Kp2ajq+AvnyQdrFKbVPKtHyebdn1zpxKvfjn1RB5f2LVPX6ww+nGSuMQj3brShimXzlv6yck//vDmrjyKUVyyvNOFIfMRL076arrpK2aFP341H+14001+vnizkWuc+E/yoT8C96y6c461CWJi1TZx9E2uJlMTa6U6yx4fuxL3lDDZJj8f/bBx7OCr+LDGLD8LUw4dUymU1/TLVu71k+nJOOOZG0D4ZNg2gTU3OOcrjjhnvNrZ+Ginrx+HfsdOhvPKLT+yNjyM3NQ2YjnLLT2ZD72qpNfGUx7FmJy43ebr/Yny5Be3dvx0/Oni3xuHB5j0xQrPR61oh3FcyjHf6d9xFD9bPB0DLu1ikI27GPqnchqBOQIX2uRzMOFMJJ+A8YUm30ql88arT7z4RMxZxWLzbVW+bs34IbLbDj9shq9PzvhoJttHP/rRndPVky9PqfwsNL9bAzNv65wV82roW6zJYhiHWVqc6eDVcNM/XViyRb/ysE385FkXu01OobfZwIbZDXc94MuWvs2jPvuMm37Kcp3YdNNXG39VnmqbbZwz1zavyQMXvzYMHseapNMn8Sv6cctViV97curDVopP8klmJ+nEmNja4bLPnMolG9lxFGf26fjM8Y6fjC85baf29TMCV7TJmywmtt+TeeITn7hvvhaAN2C9Ieoz8C2eOYTs/R6Nb6n6FUsbuyeFNnK/SWNS+5gkDm/Uuvfvh808oXjzFY8YPlrpXv21VoxPC8oCbGGnu6/5HvNvgc846eDTO19zM2I7tmmtufHnFxd7nLXLa+qzkcpqS1deU04s7lnZlGLuncMD/1nimBJGn8zf5to4sNHnM/m06ZNrO+4dcBc2DF35FbcYxS6n4ucDxzb508UBWzmmw1nccCd5/Y3AvVfIOcffhHFF7hurqo3Xm6mveMUrtu/+7u/eN+GVwuTzxakXvehFO8Y3X23yr3rVq7abbrppt73kJS/ZXvva1+6f2PFLk/qqq/e/+Tf/5v6KwZW/J4BXv/rVu99cFGLWb2E8ENLL5qonKDHJrsD0Ky3C5JofPV32eDq2eGYM2PPKMS744mjPTaAcxM43bPnM+K4qu7LMTqbLN5mNvXELWy7Ns2P9cmKzSc7c86OfG6iY/Ioz85SXEi9ZmTpt2Gqc+vGStedx5pMN/7QbB/zlBV87ySceulkc98ybbc194q+HdnOhY61/lgxHnoWhz743Bnb2Z/tyXGHJyV972r+a9oWu5Js0gnvzzm/E2OBdafuSU5Ns4mZSbrf4VUm3dfyCpFcCnhz44vAlKLdgPAF8+MMf3p785Cdvh8/v71fsNvr3v/92k2VUAABAAElEQVT92+23375/Acsm71u2PqvfN2LF9eTjyYS0IMpp5nF/tDsBLbo405Oq+DD1bTwWaH127Yp+ujCrrT4J42OmqrFbS/FJxSsm8Ysx8wmLsw3SqyZl6uCqjm2W9FOnTV/JJ10bfb7FIpVw2nTps017HPJ3le54bax82khh5DCv4nHpxxWGvhI333C1Oyaxws08tcPik598yHKtz94mTk4/NqX82Kp4KuxiVss3+/UgGwPj0hg5bn3jwh7mouORH3xjq33emoYTX9E+Vua5g9W/v8/ZhTb5kuxAbzvcS3f7xSb94he/eN+Y6Wy6M+kOyhOCWy5+Xpjdm3IWlt+ZtzhszH37z+Zv4Lql04Il3eqBVVsEDZ6BeepTn7pf/bNdrVK8YydvTpzGqjwct7waH/5xhZn+4ejUtfD1ZAfXJo8zbBsXnQrHRvKtHy9bOefDRqfiU+Cyx0WfrvjkrDBKfM67zc2YqM0JcfAqceUTH9uqqz9tMz++MIpcxa+wzZj6MOGT8GxJecelXQx4+lniFze/8nPMdJXsOGrjVvnMOGLN/GrDXK+lMTB2jfEci+yNaX2YddzYJk574jsfq1/9iS2H+Jz35hkcrnXe5PPVyHtm+hWwuEqyKJNcm5CSXQ+sg+pA4LX5ZEtHKmzrAfMJT8442p4EPNGsfpcY799H8ZWZQzmlWzHZ+ckxnL4y7dMWzyXUpUf2nhinvrYJo/AVy+bCh77JNHmLR6daIOnmJpQ9CaOKoabXrqTXhxUffxtY+jZ4mHi0K7Und7ZjMg5Sqa+NoyqPCszMl764Yci4YOdx0MOvHPrxaHcOZuz48y0GqfCPI2y27OnJbOTqN3EP5bax9A17FxQuDhX7hP2rOwHuClgf7I1ZY2KPc+Gptg5wxedOBEzjS+Ji90u64rNbq151szvnYsGp8lDZ4OMqh69WXmiTL6jkTE63RbR/+7d/ez8A/+bkfvm73/3u/Y1RgzFLB+mAHARf1cB1cAbFABeD3hVqeNItBCenqz658FHFkA/c1SyNRZOhvpjptOnLrb5808884Vaejo3v5NGv8MEz4/IzFqTCrs7bL/wm/9rn13lg0y6HmSs9e5M/HJ1zPYs+fUVOYeSLg728tat8Osbi14+vPh9t/PIxr2Ze4ZL5w1T4zlJOfKrsfGCbu/nIgb4YZBwwcZQrntrTRxvP5ILDRddxwdEr8eyd6/Sh8TBO7ji49Wt/clvY+Lhl7MMb9iuYG2+8cb8D4E5A49/Q2Zj9zIr/tlDcPu4Tf/bBN7/5zXf/llZj7y4EzEtf+tJ9M3cHwwdTfuu3fmvf79zVYPdhE+fRz7Soc44U//6Q916JZzDOQZOgv/Fzq8XvyPu2qtJiOkbhTVM/W+Cg+XuGcwunPxCh82kdJ8JA28T9MYl7+No2KJ/Gca/eYOHzBNGgkqoBM1DriTqW01ejK97cGOgUOSj1987hQU7GqDLHdMXqxwOvr/Lp2GyMc+OEh3H8am1SkatxbCKlD6s/c8I3Odk73rA78eGhvORTfm1AMGfpigdjk2+z127TL08YZfbzLx/9qvjyUbUbT1jHHC6ZToxyZ2t8tHGQCh79uLPlU7/c4IrNFodjzsZXhavodwzZknHjM15KtiTd5NN/qJeO1x7jr0ntO3QuAu0j+jZvV/h+NuV5z3vedtPhQyD+78L5VuCNq/1Gue2uj3u/7vDjjPA+Pm5v8hMvLkZdlBpznK985Sv3D5boe//S+5H87F+/8Au/sH+U/Lu+67v2D6N4H5Kv9x3NA+eRnzLPob6cstWuv9r1Kxfa5AMbAJur/1eVsOQlJUE/JmbzbZDykYwNnp9nUp/K8VLFj5n5U24DZTC9nPGJGwf8wQ9+cI9hgD1TGji/P+9llR81MzDi8psHKWb9ZHnc39JxKcWpn6SvfSw222rXjy/udCvWsWeDbdz5axtXY9Qm1BPMmlc8uKrlO/ur34wtBnvnQ1tVpj5c/PJTzQ3nX842PfnjnyW+VR+mfEic4dLnXz78tNOHTyfXinzmsYWlU23Cqy7eOGYefMKLkw22+HTViY8vnH5c2aZsXkyd9WeTciXqKtU6M2YPlWJsjJlN3qf1XFl7/+qtb33rfvXsCtpm73s773znO3e7MfEk4MJSsed4v9Em7ns7zclf+ZVf2dteIaido8bOE8Att9yyX7D+0i/90vbrv/7r+5x28eq/rG36LmDl4hOE5o48Xfhqe/Jp/uJ2YTbXTfPFmmmtiL3Ot/IhL7TJdyCIEEvSfS2fkqHzeXebvIW6Tjh9L1cUL0kMpqt/1f0sg+cE0Bt4A6pv4uFzte+lDZtnTLH5KccO7JhuB9+PD8VwbLUvQg/fojMJKzjWcct2luRT7OlLJ4bzpJoUqsK2bhh8yyseuNr8ahePrpIOr7ZajCYnXRz56ZvM5Unqt5jCx38WR3wkn/D1pz0b2Zjw0c6Xbdap7xjpFP3qsTirLi4+FbEcM6kUo7FIz8a/+aN/pQW3V82+dGjzm6+MxXuolM6f43HRaG+yedunHLMxNBZtoI7dpvm+971v33/o3Vmwx/lUn+/mdM7d5tFnsydVxISxV9n88YtpH/OdHnuXjd6TR/slvIsvsZwPe2AXy/ZM/G4PyccTgDUCw8+TgYtneZRbuazyQps8JwdhMRggz/6qAxGgiTgn6wwEI+mf//mf332mTdvHJlUlrhL3qsGvVCrF125QtZX8LvWu/qN4TRbtNX75z0zo0pN8GsP0E4+/km+xikdOmzY/T5AmgBK3WAoZD6xJTqcdL5x+lR4uv4njOzfNyRNODnMj0XblrsrVYjSJp295T46OT34zl7D0Z5WOW67lLA99/pNPO045KfnHD0Onhs1v9tPx0xaPTE923Nrh6IqNT5VvOjg6/ey781362jhtEjYYr6R/8Ad/cN+IzA8XUTYy5+GhUho3G6v/vHD8vpFv7LyCcUdAux8/tLGaf7/8y7+8y5sOt25s1i5EfcPeRt34kuapJ4Xm/Bw3T6CeSI1nr5DkIb4rfBu3DVpOqk3cOfEz7PycC7fB3elwS8f7Ce6AuD3uCcarEvNN7v/iX/yL/UnJ+lHwHSsX2uQ5OziJmyyVJhubcixICwC2Niyf2c+fPj46Ba9avPpwx2Je8ro6j+XsRJdTOZRXkdfjWPvhyDimTjsf9tpJueSXLmkSm4j6jZurhnJsY2Orho0jKQ984ilxJPk3LvnUDw/DVm1zN44mKf5sfGqTuKa/vthsSrY2T3al/LQdO32+5PTHAa/EzU6vpg8TTzHS78DDg+NRwu2dw8PEa5dH/vrGhj9d50kuVbbymrmJEUY7Tlev7kO7XfDc5z5333B+7dd+bb8f/a53vWvftOAfasW88v8TxtQG6vjdEjYX3PI1BjZLt2BgPOm5dWKMXv7yl++3VPqDIuM6z4Wxaqw7F+yeSPGzOY+K82UtwtmsXY1rw5BuW7tt5Eul3heQh4ti+he+8IX7E4P83Poh3UFxHKoLZ5u/c43vWLlnxz5mHTokAkjqrCJIEytMgdck1v6Krz9lPjiLNfkn9mq1Z+xjx9r4ZJv5lb/c4IxnJbx+MbTTk7XT40g347ArNlDFJFM9QZuIarHzS+LsGMqj/pTi4pjx4yDDZpcHncre5q7fppV/uOnLv3JMP3XxlAebWr7GQb9c4PIRI67ykJ8xmzzw4fKfOjHqizvHO66OZ/b5GBu6eMWvPXOa+cOUe/Fc9dnYbFhuCdh83Au28dkYbHDNkXJZZbnFeZE+7Hm4xhFGjfuY37Qda68crpq9b+fqXBzj5irZ7RBXxj5ZY0N158AYKF0JG0P3yWGNlTsIjQ8u4z3L2herY4PTn4XNMZAK6UnE7WlX8E9/+tP3N2Pdn3eF7y6Gzd6TBS7vfbp1g0PxqqTbN/rF157lwps8J0mtiU+ys9odVL5r/yy/a1Uv/2rHdF9yzbfxiEM/W7pjMswxf3j2NggYk9IEaWFMTtgw8ZJV2CY1nLpO2PjacOKhj4dkV03eOCc2HrJY2euzpdNeC9sxe/5yV2HKAcd5Psat45447Vnh1r5YSuegPl282vyywapi0mvHC1uhq8C6WvQS3z1gX1h0m8Bm4JZEr+5gPAk0Hvxrk/XlcqW14zlL4hPjmD0de3cN0pHlkr88s2u7xfL2t79dcy82zBtvvHF/H8IVstvMtx0+KeN9PZ/ms8E2fnj8VpZbKjZ+997b5ONbpTw6ns6R8yR3eiWMNj72ivPhvHhyIhVPMCpbawWHJwTnzXGI5VWHnC9XrmiTRybYlZSJn+2zuFbMGmu1r/0Vf3/3mxDxdiLnictGlh/JN3/9bOnjmn5xtcCbUPRn4fHBmyAknDZZLbb+bJcLv/Ri6avZW1hh8CjscyKzq+XCHo5On33mUR9OO6ldXy7pk9lw4pZHcdno87MIWyC9rMaTL7yc9BXtqj59trU/8xCvsYKLNy4yPQlvgcu9nGE6jo6p/vStbVP38x8+ylfhJw+bvlsCOPHTqeVTrsn8yXm86Y/pzrKdh70SfjyqYzJeyc6t3NlJn3ZxdW68fuqnfmr/8IdXNa6a6f/5P//n+4YO6w1Tv7HlatmbmjZVfhVjhNe4rZVNfFfe8nHf360beufTkywuT0I2727ZwHYuOy48qhiVjrf49B3vxIWf8oo3+el8PbedvPNKJyxMJyLZhDnLHs6JPMZlUk4bzJrT5NBuUqy4clhzSk/in2VO/qlf22vu7OVNykstdjlPnHbxyXwmFqZSTHLGMmaqWGpxa/PPZ+XSLy5OVYFX8JZP8enp2GrHMfvaYdKXU/z02m0Kawy8dHi81LfJrEXObUIdA+lc8tWe/LOvDQM7a/5k+Nrw8U1c8dimfvoXK8yKm8dmrBQ+qk2UzpWuH04kXf16E9OtmxsPV/Y2clfqnQ8bMZsrf2PkVpY8s8fv4qBNWwzjrC+u4hOE3gNxDtxOcYvFKwNvyOJ0uwh/t11cmVf54XRV7+Pos8jDqzPvLahi+iSiY62UA+wsV7TJRxIBMrpIZzsMufpNW77pzsKuuHiP6eO6WlJMi6mJdywOjDqPR7sJycafVJLp6rPFMXUtFDZ12viIQ5c9Xv0mr7aSNIFrT/0OOjzMGPEVAyY7DvFhZqGvwlZh00+Z7+TpuNjSz7jp2VTH2kbjnBVTnIoFo6TjUz9dfvR4YPCzl8fudHiY/Y5t5lgbPv589ac9jHjV4uYDXxyYd7zjHftm49Mi7sm7Yu2lvU98uGftKtUGIV45HJOrvf4xbLlO2zF89vDJiQ2TrmOd+nSOf44ZjLlsc7Vx2hzZfS/A+NhgXVG7dUMPb/xc4fNzq8YnYGaBc/X9usOXmrwSakP2bX+3h9zn96ThUzHiif2d3/md+wbuFpA5Ztz7pE77h6t958eTgFdgngS6pdSxi+2J4Id+6If23Pl4z0HcPk4OC6eu5UKbPIIKkvoGRqmfDLvKmQRstcTwzQnMnk+xWkCXi7XGvr/75Tx5y3XqrqTdMTUu07exoAvXWOmftYHFkU/++lN3TD/tHW/yGH7a1rhsxST1Z40vv4vKuI7hy984NVYrrhzoy9Fcyzd8OFLBFz5MPkn68GHI7OSxeT3t2uWezD45a7O5CrT4bTruu9sgbGA2ehuEym4jO/YFxri+1qUN3ZurruJbH8ZQ6aq6Pmnjd4++z7EfO36btXvncM5tt/q0VePquzyu6H0KxisDT6Y+zWPzLhdPJD6+StJ5ReAK3xvCrtDlMovz2v5YnnLgXzk219i+7vWvf/09O3joRTapkHQVo23SkA7UgDZg050vjAT5toBg+ajZPFOuL888s1ZhixVvscR4IIpcxVI7huLKU5FbNZs+3wp/OiXb7M/joRdr+tPFkf/MTdt4s+Uf3jhWigOvhidngZv87HjCZ89nctGxh9ePi5SnEpdjNQ/qJ3FUJ55OyUaaS67YLB4bHak/q7jNSTErxatP0sUvZwu342Gb/rXh53HqK44tLnOmeEn+uEnzXbURkF7K25xtNDCqMn3148fh1oFvb37Hd3zHfmVvY/DFH7+l4iN4XdHz+1osHWu5N87OrXvvc35lM5Y2+jZTenPEexZ0Nvp5y6TxtXGbQ80d429jV41r89ne6Arekyuefi/H+YDxZMHmPDo/rvydB9/2pzNHxPgH/+Af7N/M1f5n/+yf7edVHE8kcPK6XLnQlbykkJWglyHuN9144437AUjAM+bP/dzPHZ0w7iEZ7B/+4R/eEzegBuVf/st/uV9tuFfmZwsk7WWQlzy9/PFyyAAYNIPRzxqIJ6dO2uUO9P62Nx7FTxaHXTV2SvZkuZNKfe0wU49n6sPF79ysBT4fslg2ljaHiZn+q55vNdwas345xVFc+tnumJIzJ7rZL2b++it/GJKvOi8ayp9k47+WiZk2xwYvL6U2PR/9fOOGpcsn+8R2JcZWyd544muzdzzrMfGDib948bk14zPhvrb/pje9af8jHpuV36Cytrwhud6eyPdrUTZuxtEbqBXjwtZ5MWbaJL0nUvuOop99+vfRzHRhO89xkZ5IXb3HBdO5taH3EwrG3qYNp8JZozcdvpTl1o9XXuaJCxdPAp7o8cNdpFxok0ckOdWgmCCehXrG84F9z25empiMEphFcp4l4XtDQ6IO1DfLPAHY3P1ODW73zm6++eb9c6p+X8Ik9dLERu+LCg7YM63SgcrtgSjiFfNy8dec1v7kyZbMdlZ/PVa4fKYtfTz1nUdFP11+az/9yj85YNjjy4dMZwJrK3y1ycmDoxp2jcs/22zTpedjHtoQzUlzUL+FRK7zFFelHOqTLcDJsfKECU+WF052/fjJjh9WiTPpGDqWNvjpjy+O+C8xXYrN1wWU9eY2gt9UcZFmg7cJ4nwoleaAsTBO9Y3D7DtmfaVzYq6ET1cfbp0z+ccRlt4+Nfth2NTywxkOhs2Vvo94uhi298G4WGaTY7jptyuPPFx4k+eLUJWAieFZxQbsa7kmjGec+RKneJ6VXO2733Tb4TOqJptE3YO66fBsZYP3JOFKw6buycKbEJ7p/JiQH/XxxQAYH3Fy0Cb1OuDFeyCkcTDgFe1quotKxzJP1uQtzrTjTV+MY/1s+MutTaBNYXLNuPmeJ8WswuVPN0uYbk3ow5oT2uUXB5s8Z4mTrXY8E7dymGfVXsGYN8XUNp8rOOOVgxp25kWvr+IoJ/2KtnUybfqOe/p6AgqDi63Ycqfjp+pnJxW+qn485TD7ON2n92UoF1c2ERddOB9qxVis49F4JY+N2RwvbWOmhF3H6TyusDDh5rrLPqV4YqnmpSfh+WZteZAXLRfa5EuSNCHcxzNRlcM9/V1KRG1QduVdD7Cu5F2lezJwRe9ljw3fFzbYXNm72jDpfF7Vu83wxfRSyhOKN5E8CfTKoIMtx/rJmcf90cYbdxLvevLksxb49EmYybP61G9cYavZyPPsYjkHbUb6xUy2AU7Ojgk3n/owaw7xsE2cvpI9P/nAqXQ2MPmpxWuMYGY7rkvM9zzChOtYWc2rLjSKSV+bTzG0ezKSh8qmlFd5Fi8J47jqk3Llp+jPvOhwu+iZ8Y1FsdrYrTtVX8V1rKQXt/YxnFfCvRo+Zv9a1zn+xmCOA12FfvY7T+nY53nJb8rsdPll1y92uPoTo50+Dq8CPBnXn5i1rX9eufAmj0SigpqUbqm87vBxIs827sV7R9hGXLIFhTcpbew+2uUq3EeGfMXYxu7qnE8DnBTLgtFv4ZPlwYabPawrIu2rXebAi9UxJ+nkoR+WzJ6EU9hm3vnl4xinLp8WfeOykx0eJrZxKp/iNM5h+drcisWvki9spePSrx13eYelb+MMP+PCq8Upt3jzmTLusyTfeIyTuamIW5zGJtmxZ+94j0k6lU9x8JvrYjsn+Tl2RX+eKziVPTyJI17tXvlqh9sJ7+IsD1LFqZAzt115nT00FscOe7Wd1V/1K9d59mk7q41v2uJfdWs/3OXkhTb5SWISuYVikzfp/EqbiecK2z0jV+Iws1g0KpyrcZPWwnJFbvHRu9VD5767iekJQLUAVDZPCBasZzkVzoGLB+NWjxzSzRyuRrvNALcc1Hki1va0a69lxU9eePEqsN6x94rIS/CJrQ2j8iONIZ64jF+2fGaMnfTwMPF0uJJsxdmVhwccbS4zfvb8i11O2VfJrvALG0fx2ScuPJxqjpk7YporivGYuebPVhxtpbmGq2MLUx8uPrr4wiXhFFzhs/FT2+jN8/XJPN5LLMePO9tJnkbgijd5E9OfhbiPboN2n93m6v6eTdkbBXPSw1tUNu828hYcm3v4uHxyxhOFj7ux41G1vVqgdxvHfXzV5DfZLRKFdIvHvcY2s6t9euVfaeGlq5+dni57+olbbTDH7HBhjblNvn74JI7GyLi0+ZDp8yX55ZvMHh5n2GmD16+Gqx82fedpzhe2SvHrkziKM/XnteFtlOVRXPPK3DTHKrDH4s6YYaY0NvhxqdnS4adbC7uSzVio8sVjs69NH288+SfTn+RpBBqBC23ycwK5F+5K/qbDG6babruY4DZ7n7ttshbARLWYfBrHV4zdUnnGM56xm31U0kbu6tsG7aczfbbUV4Fx+ViRN3dd8YvD5n8Z+2coeYlHenXwxje+sbBXTTYWZPEFswDnJtiCZAtbe8rGC35yd1ywYfKbG0o2vsY6m/7MKe42eji++cO2+aWftvzLYUrtSj74VYVvtf6xGPKXRyX/+sli1D9LwuFU4sJPZ760yXdlX44wfPXzwzFzDkOvwFby1ddOaos9sdqTt3y7NTOv4sWs7qSDv358xZz9MCd5fY3Ahb4M1ZCYjBaGWzWuzG0KqgnpzS23D7Sb2PnZ2F3F87NoYLwKcH/epLXJu5KH0Xdl6gofzisEm7x4eG38fE3+NU7xHgg5F6p4cpkLSl91vPQr3nFOfXiyYmyVqcsWXzZ8Cj0/cecmRgdbTO0q32zpiqMft7aCu3Z9Mp0YHTd9fTkUP07SuWwz06/myyduOnb8tffGXQ+wSjHvUu9X7OmMi1xmDTdlxyBevOw2YvmojUX5lOfEa3dM+WaHzx6nvrkPq+abPVmuaz/uJI6HcnGcHetD+Tjv67Fd6Ep+kpswPkXTgmUzyZqQ2rPoW8A+8G+yumrSd7ulCcymb5N3haXC8LXhuyXhfryJr81vjTNjPlDti+QwJ+CK11eboNM+/RzPtB3rx8HWpsRHm1z9w9Nr58Nff8XP/jF7fvGSa4VR4iLFbR6U6yXUPY9xwk/fexCXWsULk331M4/oxLU5V8PLg27ylQNM/tr0sMWcsbLDdGzZ4yvWtLM1x+mrxWBX65PxiXkqpxGYI3ChTb4J1aRy1a7QN0nPm2QwLWQLJF9PFDi7inOFzo6rmPqeBFTYFpR2/jvhA/Qwj9NxdSzyWkvHserrO4aOc/KyH9PDz7L6ZJNX/nT16dq8Vq584zzPDjP5+aZb22sfrwovL7W5oV3cMPzziSsdeazgXkscYpg3ZDkbE7qKfLIls+FhV7LxL/dkdrbpszve5UuvkLjq08WTjqzNPsvqq185yyf7ST70R+BCm7wJpzSZScUEqt2krL8DlocWR2r9iddv4z42OVuc/Pkdw8R9tWQLG7/45dDCqp/dMbUI2fJPlmd+9I6NjGPFwM5NSX/V8XFOGvPwnac1fudh2otLwheHhA+bfeJnG24ejz5/uZVfHLiV8tGGV8qZnLrdeNdDcVbdxBe/WOXBl46dnPHw0U+e7Gz55pcOdz50yvTTL9604VErfGaZttkOl1xjT45T+/oYgQtt8k2YJtOcOGzpw61DRx9uLl64fLVhWvTTJ5u49Mr0y74brvJDcdf8yjt7T1alA+/Yy5++40mXbz5xsmfTnn3Ys3Txt6GWU/44q8UkV50+nwreziO9/rHCTym/4ubfBkiuMcPSw/ckVRzx40/HR0mmT5c+P7zF7Xhgi5ct//zC4KvyqcDFza5f7Lg6no69c00vl/yPHSeOcol/xs6nPIoFU57502nzUfGtmPRhyY5n8tCfyrU3Ahfa5B/ItJs8D2TMK4llUrcojvmV/7HJT3eWfeItMgurki3f9KtsccKp9cPN+OzxTjuf9GHoapPKxOnzyY8MXxsmX7r8SVWhn/j6bPG1GTY+cWaHVdJf6t17U+SLu7L60k+7/IqXbfKXf3xh1vzTkx0HX1yTb8ae7TAznnaY7PhnYV9t9fMNP/sw+tXpQ1c/35O8Nkfgijb5s07qWXqHPG2z3XCsuvP60zbbcT2QssUw87jcxG+xyHO2y3vlsrG0iNmyFzu/ZPEnd1eKMPQ4j/HQiVW8uRHGRyqTY1ccHtq09HHEp6+98sEoce+dux7SFS9cudHjSz/lrjw8dIz62pOLb+MSV/nkH56sTs5w5PQt1jFdWFfWk59+crNNf+3s5cInXLbJM3H5h2PTnn2+Z5XwpDL7cZzle9I/+CNwRZv8g5/utZXBXCgtpDafuenNrOfinXrtyecNZ5vB1IWna8Glyz+5xsHX4gyTL7288VbyZ3MsM2bHGvYsOTniLwZbx0AXFtexfrlnm/4rN0zc8dGpYY1tGz2u7PBx4yguvRJ3/CQ8XiWuee7o5nwIG8fuOB7ioAqTHLC9SR/fWTaY6jxO+PqkAtcx6s9cph5OyW/vnB6uyRE4bfJXeFqa3MnpbrFZFIrJPxdF7elXe2Lz91FTdjYl7N656yGbrraNpQKfv7zY50YzffnET7aww8QzuWuT5Rw+W5z6caQjZxuGfxxz48JfTnAVmHD8Vj59+nz1jcHsFy9dPHGJpT37dPCzzD5svDM/+Mk1OWuvfnizFS9MUoyesGCKqd1x0cHnQ5+Nbo3BN11++dLXhjuVa3sETpv8/XR+1oViUbVICrFi0pMtnPMwEw8XtnY8a9z0U/KZJZ9jm8r0yyd8/SnPsqVPHuPtWCam45wxwtHNsc5vbmDTj12dG+G0r+3Jl0+6FXusfwwrt0rHRirH8Ok75onJf3c+4yG/eKasPXnCk0py79z1UA7HbBN3aj/4I3Da5L+Kc9BiiMLEb/KnS7YYksdw8Z3Fw37Mb+rynRtfObDNDYZ+xqwfPrnG1Vdm3DBTlz+ZXRsmjiS9wla9pLlYjrC4ipNsszceM9ZZea6xyyHJPsdwcpYDOfm1w5HlFJ69JxA2/fynDIcj/cqH8yKlfPBU6eKuPedRMS/Cf8JcOyNw2uSv8Fy0OFoEq3v2VW/xzgWz+rfIV7/6FtjkbmFmJyfn3EjCsB+Ls3KHn4s6vmLUvxw2O1n+kzc72zE9e/pi09WOk65C5zjlqPBf8w2bhClOOhJXtvjoG8fsYfXnbTH67v9rKzAVnPj5pA8/86mdLJd86LPFzTbt6SfOccCkK5/pmx8ZLt5pO7WvzRE4bfJXeF6a5NzmRKe3QFr8LcLos8/75i0oNlx8a8ed3+RjUydWuypmXMWfeDgFZ3GSE1+bjHvizjpWmImLp7j6E1NbPo0JXfjkxNHpr8dZrPMkH76z4CtOkr12saZPdhh2sjrHhk3t2PpBtPzJMPzhZmHrPZr4V7s+nAKTTLcrhm32zcnJm0889fM5ya+tEbiiTd7J7sQfO0y2+2NCFONyXJfL51iOV0tXzsmLxAlLOpYWtw1i3bzWsaifFC8+utV/5sMedtXHk33yT2y4VVd/9Ssm3qocV1z+U4ZJsmnPPl3jp325Mn3XY62fxDXxcU97sY/lBbdiJ1/tiZkx2fFnDx8mfbL8Ji5dPrPPrzr12itn9vRnxQh3kg/+CFxok58nVHue2Ppk7XlYUzfbK2b2tWEvV+QRbuZ0Ob+vxj7jFBtf7STdxE5M7YnVDt+GEY6cBS5sev3JVz9dcvrWnjJcMv5jsjzz51MbXj9dfRJmFv2w0z71taff2oYpp2x0lZlLumOyWEmY6RsnnXierCp0XRnThU2yr2XGWW36YnRcM9Yx7Mxz2tf4s4+b3/Qtz6mbfKf2184IXGiTb0KYDMcmZBPi2AScePYmqyGaNhzZ6WtPziYcuzK5dsUD8FBsoeRT1Webdrq1lDO/88q0T84ZAya+dZzo84tLPxxdbXnoh9Pnnz0/9uJPLPxaip1+5pMuGTYZNzljwuuXV/Y2Vf5sYuVXjCnZ5j3weMMUg8ymjVcRR5323XDXQ/HT1YcvRzb9OMKyZ0s3ceGTYfLTn+2O07jQTxss/eSf/sVI8m184U7la2MELrTJd5ItJhO2iVH7vEOFaXLVblKtE4+erlKc+mS6cpq2B7o9c+jY5iJqUZTXtKVLNkb1JzddizUOdnX28yVXPrrGLvsag17hO8/DJe29OSdXPOUSR/r68ZDmksoHLj5tY0nGp11lgy2/8JM7P7L2yhc+OwlzuRKufI7hV541dhz5zv7EZieNlWIexM9PVejS74q7dNkaN/3mqnbjmIwfLx3ObPAK3Yx9SXt6vFZH4EKbfMmbHMoNN9yw/5GHv+1zwv3Guz/q9mfeYfJpsvjjEH8b2O/C+7li//oEj88/R/n7P9/M7J/kTTgx/KkIGy4+fPv7v+I8GFI+ldlONyW72kIMv/anT+18k3xaqOlg6dV0ZAs0n3Bxh9eHr8ShPzn0p22NyX5WmfzTr82EvXyyJ/NN0ld6AtSPI9tZEi4umPiK1/imjye7/vSvHf5Ynw4vTDLeY7JYZHykWhx+sz154ObYTpt2nJN/YuJNFrf+5Jh+p/a1NQIX2uQ7uSamSfOUpzxl/7s+/+3qd979yccnPvGJvfZnHx0mXxu8f356yUtecvfktlH7ZyibNb7nPve5+xOAf+35wAc+sHN64vDE4H9bbfSeIMTKT4wmavEeSDljz/ZZOcCo6yKZ/fN82cKSa8z44bSdK1Vx7tSzSr7xw6VLrra42GepP/2O5ZvPMRvdmm+8/NhVpXnJHle2HXDXQz7lRZ2PdvbZnjHTk2uZuHKAme18PCkp+cAoyb1z18Oqa9MOw15Nhzdusnjs2ZJ85/jRr3z5HdMX8ySv3RG4597IOTk6uYoJ5m/4Xv7yl28vfelL9/9n9Z+rNvtXvOIVd/+J9qTiaxN/8YtfvD3/+c/f3va2t+1/xP2CF7xg+5Zv+ZbtWc961m77tm/7tu3Nb37z/mfd3/qt37q97GUv258Yvv/7v39/1SCOJ5DXvOY12y233HJ3iAd64q3xLArj4uU06aNu1RZSkq8FZ1HNSj/72mspBi6lePXpcE9+NtyKNo6VZzfeZYfJp+NMymly8MsWL10cxSHzS8q9/NmNV37JyaU9x6e4YeOdMfFPv71zeOCrxGG8aid3wOEBr5LcO4eHcGSl/NLVL8d8Vi7+UxeOv3b+4fTDZC8HNmNwXuGjkGIoc6ziIJXw2unIKv2pXNsjcKEr+XkIbqfYcP2Jt7/mczvFlTp9C2biTQb/0+rPv/1toD/u/vznP79PMBu8VwJPeMIT9g2c/ZOf/OR+6+bmm2/e/89VHJu7WB//+Mf3P/T+pm/6pv2q3quBJt6MeTXbTfrkuqhaOPIKUz7G56x8YadNP+5sSXzayfxIdfpp12dr80h3jMOiX2OFLwZZDjj0k2Gz188Xv3aSHZakN05K/nS1d8PhgU4h858cK34H34XXnva4Vr2+cgw7dZdQ936Mk4Q9hj+miyX/iYln6uBhw9ePZ8U6/2pjDTcx9OzxTVvtNV6xTvLaHIEr3uRNALdL+iNvV+k2ahu0WylNhA5X320W99T7ez+btoXsD7oVt2g8SdDDmGj+79UGb0LBstnUcaldfRTnwZCOTT22IOSz2s/LcfLkex7+Sm1thOXKv7bYa5m22Z649FOnnZ5UO7Y2Fjrnr00+n4nVLufJT7+W/Og7lmTY/JLpVylm5RjH9D9mz/c8GQf/lYPftMcTLjn18Ks++5QwF8FNn9r31S//k3zwRuCKNvkmiStq99jdUnFr5Td/8zf3N0TvvPPO/SpgHg4fi9nVvg3cht3VhCcKm7eFRZ/NpIW3mSs4srU5zA1ixrva7XUBXu6qZ9rX3NrEHB/euOHS8ddWwodbfXbQ4QG+zQpG23gp+jhniY+uuMWsb/zDkWrfwizHeU7YyyGu7PlPWWxYFVbMysqVnsSj8OvY0pHpjnGw8wu/E93FVS50+WZf8elXiUOZ+HSrvn456a9l+s72ml9+K5d+NcyUcZIq3nT8TuVrbwQutMl3cp1sC8a99ac+9an7rZof+7Ef2z8dA/OX//Jf3t98XRenq3QbvI3b4lVNHk8K9DjZXNGr/N3S8aZseNKVPZ3qyUHMJiBZng/EaRBrxhdzja8/F5/jVMvVMU2ftd2xdTz188eFf/qtebBV54KFm/2VIx568WzonVe6jiu/cPHCK3zlmQ+ZTxwd18Qf02Xnly9d/NrHinhz3MOkn33tchSjPEg1W7jpGyYcm7bznC28fmW26fSLQ8pjzT8fevbOTZzTXxt+8hYnfBJfpdj5JtnFZD+Va38ErniTtxk/73nP257+9KfvJ/p7vud79nvo7rW/6U1v+gsn3sRwn/3222/f37D1ROCeOp5bb7113+TdtnHf/mlPe9pebfw+KnnHHXfst2jcuhGP3asIH7HsyaEh9uTwzGc+c3vsYx/7F3IIc3/LFs9ZvOxzIbRISGVuIvorlu688pnPfGb79Kc/vT9ZlsuULcR09ddNp3zEglWVqbf408dXH9/Ed5zs59Xd6a44fNrI5kYTZsriFoetXLOFT0+WSzYyfGNS7LjzD5ecHNoTPzHpV/xZfedoLXJqbPBN/tnOr5z1i58/fOdLO/vKE0cybnLFTtupfe2NwIU2eWmvk8GkcYXeRxtNTv1jk8JHId3HJ30mHtYGZbN2H590+8dG7wrd/f2PfOQjO56E8URgcunb2Jq0cqNXPRnAtZmxXa3iOFuQx46ZrrxIJVxy1dcPG8fuvDywGRdjeiWlnIyfUi5xZKfPNvOa7XyOSb4XwRYnOc/rMd7Jmc/UHfNZdfB8K1fiP/3yJ8/ST1txzsKyh5l+57WnzzFeulVfv1izT1d/jatfCRNH+pO89kbgQpu8E9pJdQjvfe979ytq98xtdDYbt15czbd5zEO1ibcZ2cxt4j4L7+q+N1xdobtSf8973rN96EMf2j784Q/vtje84Q37RzB9WcoTxdvf/vb9jV5xe4naRPcE4VZOm+/M4Wq01wUxJ/wcr2KXp/46pnSX84eZxbEa75lHvGv8uCd2cmmzVY1tHMWIA5Zt9ukqM4cwzknccHGT+Kv5wuRLV5temf5n2S4h/+LjiocQvxJ3fTKfY7bz7I77WP7x8Z2x6dcY0187exxirBx4Ffr84fNhO0/ProS51LtnjtQ/yWt/BL7u9a9//T2XNGfku06qPtdMPyeXfthJRWdyrX5t0iapWmlikl5a8m2x4GoDmj589deJHOf9KTvOmdOMr924tKjIdGflUu5hG7cZr2NsDNjOime8q41j+cSZTI+LzpNvpRj6cPrhydoTJ65Cp7qd1vmaOG3j4glLTMfVOIXTL8ZOetdD9mO2idOGFb8cVnt9XPFOqV3tHORDHsuBTnVM2XGs/h1vfLDFyi8bCc+usONrPtDphyH1iwmn8It7xp96OLZu7xSTvvyy0Z3KtTkCF7qSbzJ0kucGYBKsE2Meaj4kv/ow/PTVubjjI5uA5DFfGCWO+rvyKj+0YMSei0FYedCXj0Xm+PWr83j4dKz5k8rkzxe2hQujfazkO/OoPePXTuIKFy+bmj6ZPSmXYzzppnQcXoEZy+YAuxp/Mv7Z56+fjp/4nRs+jQ2samMqh2xxp9fXVid/7eKd5ce++sJOv8nPpi+/OX5hyGOFfh5rPMXBVS5ssx2WPFaKmQyz9tOf5LU5Ahfa5M9L3aRpQp2Hu4gtninPmlAwZ9kuEuv+wshBLefJe55t4rSPHUv+F8GGmeMSZzzZZq7Z8ifzm7ra+SbTrzKOcMfizE3d5pbPynW5Pr/ihI1r1bNnqx1m6uOZMtzUadPzVcNMrnT5hdXXnpt6mCuRM1acpLhr7NmfeaQnj+mLES5+8lSu7RG4ok1+nuAO65guG7naz+uvttV/tc/+bM/4V7st7kVi29BWrH4Lilzt6RqH8POYWnxhps3G2VWejURV0mnP+PpKnPzFTJf+rE0p+8oZvltGeBVSDb8rDw/6xaWrPXF0Ku548nd8kyP/KdlnyVZu+lW4FV8/zOrfWK+++WXPL0mvwlXZ8sMXduXWXwuujilbfJOfbfKGLU/9cjiGC3+S194IXNEmf+2l/+BldGyitwhkxT4xaz9MG9S0a9NP3eTmqx+m/sTTKTCwcbZo9RW26q4YDysG11pg+Fe0exLRLi57OFLFV37Z4Mpx6ugrUz9zZK9PqrhqTz/tsNMPvuNkX33KIckeV/Hiiz8J1xNQvGx0Yfg2fvHEr6/AznGbvpcQ9zw2xmFIfDN+Y8QrfZiemKd+ct0T6dS6VkfgtMnfxzPTpG/Cz40BZfqkhZRPIadPODY4/fDZ4kg/F+e66POBVd339maoNlv2NoE4y21KWPYZozzDxasf99ruTTo8NrL44kjiWvOZOWcvr/z05xjBiaHMnPQnB5822jUu7FpmLmzTpzgz7jxP2eNsDGAqdCsue3mHhaNb8dnjDwM3c8t/HgPfGW9yZMvvrLjFP8kHfwROm/wVnoO5GJrgdC2iK6GLC8/kwlF/5btorPzLy0JV6VvAuNPPOOWVDA+rlMP0yYa/2GTxYbtCpdOOf/LUnn7pLiLjLAf9uKYOl/7MMd8ZJx+6Y/aw2SY+H7bs4e8PWay468dd3FWfnWTr3NWf+DiKAVN74uhP5docgdMmfx/Oy3mTvIkPU1uIFlI6fVW/Wir0bax0xVtl+Dj1tfmm41OcVcKxx8tee3Kv+tkvTvj4SLZp75j4zzIx9Hxhpn+YdMUJHx99caaOfpZjtyGyF0tfmy+58rJnm8dUjtlXOfnZJm95rhg4ZXLr9wpE+1jBreKd3OfxT56zfM7yn76n9rUxAqdN/grPQ4usST4Xz1ysaGe/TSD8scWTrZTESFc8cl208HBh2iDjSc4raTo8fMqNLo42j3gnht/MAeasUv7sk2Pij/l3aydcedUn6fjKpRJXttXvWD8s39Uu5ziLSdJNfTn0CgVPXCu2XJMzvng9Ac04xSKLFS+fONaY6cMWM776+dWfsdnUzjlbupVn+p/a18YInDb5+3ge5qJpoidRarcw6hcqHPss6eks3BazfouqNrtanLO40ofLX79KN+36c0Hr4xGvAt+GRrfmSgej8LNx9SRDN/lnjmzKjJf9kuUe3nDs81imXns9NrpZ8p867fLXXnOgq0yc45rjAnM5X+PDb+LiJNVp6zxM27QXc9WV7yqP4VZumHQz32O+K/+p/+COwGmTv4/jb8KvhW5O+mMYPhMz2+Gnbo0x+zNevtO+8kw82zGfY7rJWRvuoth8LifjW/O+nB/7RX3DJXuyKWb65EVir5i40q9jXV8MdeJnO/9k+PrkefhwHQusWj/75MiWDFOfVOdGH+Ykr80ROG3yV3hemuSkDWKWbC2aFoM+rIVBp4Sp3dUZvZrvDj48tKiKkd+0s8UbTzj+q41OzS97sevjCKM9ufQbB5jKjE83r+LZJl8++TdW6ZPZxZ8x6bPFnQ+ZberCySuusGyzrP1wYfCH0cY3Y7Kl01bZw6zt7PHnWz8ZV/jJEyYZdvZrk+xKOe2d5YENbo7XAjl1r8EROG3y9+GkNNHJNjztFgFKfRtIdguDrhJev8XZAiMnftpr858Vj1gK/boQw+6Aw0M8s9/mWWyYYyWuNUbY7Po4Vhz7WuDSy6PYdNodW35hyfkEwg477XGxpddW9NPxUzv+S4jjG1/55h9HserjmPlnp4dpbFb97MOGK8f49deSDYeqH19y+qw4+Djg8k+fLTm5Tu1rbwROm/wVnpMmtkU3F8zaX2knNltcq2SnU/NL5nuehD0Pb2OY3LXJWSZHm8y0z/aMqb1ywa66yT+5zmpPfO1iJcVY48QHk186xwWf/pjvaj8vVv7JNeb0LQdy4qe+dvmtfeeSbb5R3VzMp5hkunjI7NprHmyTT7sxgz32JIPnVK6dETht8l/FuTi2YCZdC2bqaucbhpy62itef2LrT6l9ubLyh5/62uKVZ7rwZ8mL4s7yPy/mMe6JL9e49aeP9sSHOybjSk6eY/irpStuuYuztunKU3uW/KcOduprx1F/+tAd00/MqX1tjcBpk7+P58MVTFcxFsV6y6CFMulbHFPCTWz9uPkfs8fBrp2fvqKf/pLm3o/ZVh6oqZte9NnImdfEyb2rv/TlU5/sGI/Z+FeKWTz9fMNkm1xT5/zoT13tlR/nMR09H7Z8w57VjwdOgZtj01hN//XYcFRx5M8nv+x808EqM4fVlj1M4z5xs30Wnv5Urs0ROG3yV3heWgzcTH79FqUFsi6I6Kc+v7hIvi2wyZ0/udon58TVLk59cfKZXPIvF3Z11eHIVnti3C6Y/WIm488X18yBPgwu7fqwFe15a4Je3AqfiZ/2NWYxwtfns+ripdcOU3vNYfZ38Hhgi3/loZ822GKkr58v/YzHHiafwutnm/7ZVzm52OqvvKvfqX/tjMBpk7/Cc9HkbqHUj2bqbWLr4pt47fAt/OzHZFgy+4w79dnJ2vnXz7d+m67+zD37RfxhqvmJk682ffUsPdwcu/zirk/KddXP2CsPn8rEpVtlmGLox5lt9Vn7jW2v+PJbn9DwziexeR7inGOW7iwJWywY/PWz1WdPp62wzXgTO9uX0KfHa3EETpv8V3FWmvznTfZssOfhs0knn+TUnZXuWfw4Jg/c2sdpM5n6NebknznEP/Of9rPa/M7ymbYwa26rvv558coVJr426/P8wotRHDK+dGdxpD/mn+08WazzMFdqmzk3FlN3Ob6O/XK4k/3BH4HTJn+F56AFwa3Fl45soSTD1U8WNt9w6bvySx+Ov3Y1O0nXZh2OvhJHfTKebPyO+U4f9jbH/OcVYrp8pi0djlmKT8ZPqtkmfm3HV+wZ85h/cfCcFyPb5C32Md20xZ2u/ppPuYfr/YPw7OXh/K74/MiVe9qyr/4rZ/1irvg4Lxcr3Ek+uCNw2uTv4/g38cnavcyeOvTZtdsYSBtR2DZnGIVNaSGRsPXZ8tVW4ghzHn5i4Nbc2SfmUoRLj9MWRuxyxtdGwSM8vUKq+dLNdph0E7tywTaOE09fySc7fT64teWrhC1HslsqO+DwkE5fW4mbjHs3HB4m9+QqxvSHtcnHy6Yd//TJFrbcy0EeYchp3w2Hh5Uv3+yzD7vmz34q1/YInDb5B/H8tEDI2qXTwk2mX+X0m+3zcHNh125D4NemFEe8yfTkzK92OLI222zXTydmm2O2yRduxp7tac9v2muzZU/ynf6w9eVk021M8lll+OJMyQafz7StbZjJVTt5jGflD5sUY7ZnzNV32vILQxoPY3EW3+p/6j/4I3Da5L+Kc9BEb/Emr4Qyjsv5zMXPZ411bOGdx736x88HV/Zk+cUZnn7FhL0SGe/ko1Mvwp9/2Pr506vpw10kx3wndup6AshejPqw80k0PZnvWXZcVfjL5T03YX4rfuaWLTn5J674uNX68Kdy7Y/AaZO/iueoBSGEhaS2eFooyWmbi26mF4ZsI9autmHwKQ5dMeYnO+j4hdVug9iV5zzgXG8pxDOldrzlMO2rzq0AOUy/vXN4SJ8PuRaxjunhOtYw4ZLZYdNpK/pr/EuWsx/j4Id78scJE64Ya35h4zjGEyauMMlyDzfnCd2xkm/nOW7Y+Oim/hjPSffgj8CFNvlOeCe0vsnyiEc8Yv9ruSZzmA4Ntsng7+eaIPRVWAv8UY961PbFL35x+/KXv7zj+MGIURz2OJPFeiCkmOcV9jBzMXUsfBuPsCTdsTL1E1+M6dPYxp+tfpKv3DpncGz5z9sTcVxEzuOFL8dVzyYefTZ9pb5c0pEdO0y82mHoak/MxNIrcBN7SfsXH2HkQzY28a0cU18bo/bETttfjHhJ07GvcfNtjOrHs/bpccBn06+dH90s8dNN7OSa+ul7al97I3ChTX6dBI9+9KO3xz/+8dstt9yyH9G73/3u7c477zxz4TzykY/c8S960YvuXsR//ud/vr3rXe/aPve5z21PfvKTt6c+9an7f5DazD/2sY9td9xxx/aFL3xhe/azn7097nGP28T0JPGBD3xgj/Wnf/qne+wm25rj1Rrq4h3jP8+25gdLl88qj+GPxZy61Ud/1cGfpWszYNdus5kxzmrnO/k7Jrb5KiKO8mBXxOMTPn+4sOni0E83JXz9fJN82fTTkXT5xJ999vNNt/qs/XBkcaauJxDHXXvaV77Z1z7Gmf9qg5/+7Gpl2lc9TOdGe9r1T+XaHIELbfJr6jbtJz3pSdvLXvayfeO9/fbb9413xembNOFf+cpX3g35/Oc/v9122237Vfszn/nM7du+7du2T3/609vTn/707b3vfe++wX/iE5/YXvjCF26Pecxj9iv9v/SX/tK+CD74wQ9ubfJ3Ez4IjblYLhL+vEVswVyOL/uKPW+xsR2zxyXv7GGnzA6fD5nPPO6pW9uznw+dMVGVNnntYtWGmbr05CwwE7fGnf2Jmxz3pb1yzTw6PrzhsmcrLzLMmkeY9YkgfX7JuOrjSxd3vvVh1RXHHg/b6pf/SV57I3ChTb6Ta0K6InPV7srapnzzzTff62NV68nXt8mrt9566+YJ4Utf+tK+uf/xH//xdtNNN23Pfe5zt6c97Wnbj//4j29/5+/8ne3GG2/cbrjhhu3Nb37z9t3f/d3bO9/5zu0tb3nL9uIXv3jvu6J3tV9eD+SwOh5x1bkpGZsWrHzKrfGoX6708HPBhg0zeeDgYdRymFjt7P8/e3fWa112nfd9kTRZJIuNWCqxF0WZZiOSlizZliDDBmwZQRBYCQIHBRgw7IvcBQiC3OQiFwHyBQIEQXIX5MbIleGrWAgCx4kdIAbkyFEUKuwkiiWW2Pc9i6Um579P/aoGp9Y+73m7ql3CmsDaY4xnPOMZc8295jz73eewmO0rMDV46vSNp65ccTVrXe877XLz3mnoQXtqTL8+c27V651fPcx8s3PMWK38nE+52Rtn2qkVXgzjZ9NNi55c84VVb+7mkbUm5edIo1zr0YirbvL2fFz6aRlyxSuOMy2O+xDHoQVr/8HO3dfUPvwXdwVudcj3hvYGz+9q8/vKZW7+eOsIe+UrX3n6NN5B/5a3vGXrU/w3vvGN02H/zne+8/R1zPe///3TVzdf+cpXtrAO/Wx969Mn936ovPGNbzx99dMPme985zunzbX2fNixB7w+zU+ctRHMQVzOhsCPk38vI12X+vWgoN3GbWSbQ1e56s0l23vZmHPWA7d8OrSK54g3D/ByEyuuV/Xx8s1pnZf78YxV2zAncw/Lb5hXnEY4/wQ8i+GXox9WvTHrytHSI16cYrniLvwsXlZ8Aq9e9GCthfzk7/nWLGvgsR3KRn2Ks1048ufupXy5arJdjdn3BBwvF7cCz7/7d5iah2E+GB6wcvKrTPxG3G9961tbh/jjjz++vfWtb92+8IUvnA7/HpjycWn6ZWu14V39C6CN30PqAChvxDk3D5wHbd377Dv92W/izbXh3srN+curl185NOnQVMfODRrWwWaj0lhjtdmZMxd15VcMv5wRpsYBXy4MjkvPOkw7+XB1ezYOPfnZj97EJk992KqDF2fOZfrqsnBWPbs3h7grrj675uPOea61azy12n/Gqosnf9iXxgrc+pDvdno45kMAu9Ot9nD0FzN9Ev/c5z53+iXr+973vu1Tn/rU6cC2+deDoToP2nxo9ZsPa77v7ieO+zDsfOj3evqBVW95n5aLu18axfNe5zrDXDABIAAAQABJREFUJ1Zt/8JpXbvi0MKffdPXQx4GF6vzCbfYiGPwWfcjZs1rfX+nTtyuuPjzfuPKTS4NVu0ar3OZ2nJqVqsfXj3y115r3YxnLVy9HHzPmq81VMvSyHbBpxbOisWd18znTy0a+Cv3iC9vBW51yHuTPUDeaLcz3/A1V9xh0V/KZPurmX7R2tczfaLvK5f+LNIB3dcwPdB9799XOn3icz366KOng63a9U8pq/s7f+fvnP6FsPcp31zv11qLdOa9rmtQzsacvNk/fOpNzWptaDX08PoF9cc//vHTD0tYmtXNnrA4aRRbo/zmgJ+FxSlXzd48zad+M883j6ldztV89kZ52rTi8Vm6cbvEKzec3l6/MPdAR49y6rNdM1e+IZcvn+3quZ/rTS+uoaZcc+ky6BTr3zzV4MmvcTx1zcNahHWtA8aufeZ81tojvrwVuNUhP9/sHr6+W++78Xe9610n2/fnHdb9NQyuW+2B6s8t+wXthz/84dP38/5csj+H7CDvgO/rm36x+tNXv4jt0/7HPvax7amnnjppvu51rzvVfvCDHzz95U14n2JtzHr2Vc4/+2f/7PT39OsczOVBWQ/92mc+/Gtu9r4ph5fW5NGGZfvdRj/s+vrK4SQfH6aWtsNbD1z54gbr0BGzes26cvOAkourbn5HLN/7Jw9b7ezn3uiqrTds1k8+nWrUxQ13Fc/cvCecNLvirfnqG/rmq+Nn5xzK0/OvqLA5j3yc6vXFYWnHtSb0yzVwwxvTyp0SVy/ibFdcF85hL3MFbnXIe4M9BD00HbK/8zu/s33xi188fdd+7vaq6SDvL2v6HztV21/GfO1rXzt9qk+nT6QdVv2Ctk+mHfL9FU6f2H/913/9uUPsyas/uUynHyYeNH3bFH3nXz8PvtzDtNbEw7+u1cznt+mMOc9yasvnz/zc2DS757Wm2rirnho4G79RL1pZ/HK4LCzbUJdvzupnrnz41AmLMy8c/Kkx/fINverNv848/7rWzXitmTn+5Dg4Z+/nOz2/XvJ780qXdrw1phc+e88a+is2a8t55tKZWnh0Zjx9NWnpBZu8w7/MFXjZE088cf2x7Yb5rW9sh3XXY489dqrqL1/6Oqbv3Nc3v7irA7xP/n2t4q9rOqzbAH2S73/w1N/I9zVNf1rZD4bq4ve1Tr3q85nPfOb0A8FB5gFuIrP39G+4tQeaai6tVb31Z8O713kw2/zsrM8Pb1Q7c2Hpel/EWaPaPrH3qbmr9VejLutStxfPHN99seF8FjdN95JtPmGNbPfmz2rzW6MsnclVEyZ/Erp6KYatNWnKZ9XDaGTl49Dxr5/ytPIb8edQD1vz4VNbHiZerTrPQnHrqa5YTf6Kl8Mvb6w1xdV6D+Rh1dHyvtI67OWtwK0O+cub9os3ox50w2aA2QzybYC5IcNXbjUdIDYf/sorLmesm2vlO+CzXR3ya491Pu7HHOTTngdbPPfKmhdbL7nq1YSbu3vyVY3/nEX966c/zWnpTWz6c63C5xzyZzznWd06d1rxypm3ORQ36OCEyeUbYXAa2bB60ZGrTg1rjurgaouN/KkFD3NvsLhz/vTKrz3KxT3GZa/Arb6uuexbeOFnZwOxNoINKp6boFyH2N6msHmmXe8qrQ5rnPL65E9cDwdzMT9u8dzc1RaH5zdWWy/Y7Bt35oobaXU19Jp1aTWncnuXXieBq5cZp0OLxcvGnfywyTOv8AbutHpkw8/VT/xa7fqV1sT43sdi2nSyfPxp19xNfdTpIWbVsrQnX45VG3ddR7nDXtYKHIf8A3g/2gBzE/An3qawiWbLOA7ByZ8cPl3xqrf2oN1h2oZ00MejpWdzWPX0iXMuF0ctzbhh4lVHTzbu5Fe/9rtJi/45Wy09OuJqwm46sCYX/1yvu8nXd86nPmuv4pXTWukjx6718Oya27uHuQ57venpfxvNvT4H9sKtwHHI3+Nae9g95HubCKcW8XDXlvHauJMza+PjqMWdPPphcAdCmzdsrZuHqx8Gq86s0x+mDyuf7jwwyuOYQxz92cmZvjnRp7fi5emrV8OGq8MRx6GdD2fls3sDb+qGzbi62YOvlqVfHpbtUtO6NeTV7Nmpkz8H3T0ducnPn3pr7ogvZwWOQ/4+3wubpY3QoWaThDu4bJL5z/S1rboVpw+fvPSndpz4anDNhYa8mJ21YR36N3H1jps/69ecwyhuY/KtU/3mWHvTnLUrp/ow/2qhp3+1Dfni+cOIdpw97fCGtb+Onn9Vo8/zmfNeNfTMx3xZutnm7lkz36wLt45r3izCG3Hz6YXVk0a+9VETZ/rFx7jcFTgO+Xt4b3rA50PehrAxbA6yuPg2jM2Lx1a/apSrXm2xnmFd5WnqNXX65WajnPwJePZlxdKC0Z386ePNuYfB45oLqx4HzsqrnTycLF9+z06staqme7Juesyeauiz4V3VNvLLucR4UzM/nhzu5NDJrmNi0zcX/HQbtOAwMY1Z37rs/QCcz4B5uw96h73MFTgO+ft4X/Y20Tm5uDYHjk1mU85NU25urGpmPR+PRjy6+Y1i/OzkXjOutXHjt/Gz88KddmrhrgcoXXXlq9Nj5qfexNNulOdPqw4mPhWNl5nnj/SPuOVd6em9auP8SPEI1Om31ovl2SFxcvHoBcLMoVh+6uTjrrp4UyPOuZpz+Kp7xJexAschf5/vgw1ykwzO3GQ24lo3OTMX7lCkJ1/cNTXpTC6fVZ+d/L38TZhPgnFc535ATR3+nPecEz+e+YXtxbjy2Vmzl4eZhzgbBl9tX7ud0672phztlSPWV4yfvc2o/lyt+0hHH5ozp56WHDvz6g97uStwHPJ3+d54wCvj9/C7YOXnoezQK++aeZiNlJ1afLZ/UjfU5euRbz75DXX0xeUmNvX0iOMgz6/PrOGXm7rFclM3zBVODwdGr5gOe1MuPb//0Kf5p2PoKZ75anD1K56cuTb4cVz6ZvWCzbnpTx+nuKGeLnxaNbR83VLcnMvH5xfnN9Rm11FNc8+6aMUNO8blr8BxyN/le2RTVGbT7z3sMJsjO2urxwnvO/M2v6FOHMfgq6ctxtuz5qBXcRu54RBIB6YXSxOXXnh1XeXmwaZGnnZ49WposerwxGpWnP7MxwmfY/aD40zLn/ONn/46VkxMgw2fuXBYtrj3poN68vSFsfCpz2dx3QdbbRwXnvdWno0XB48tf4zLXYHjkL+P92Z96EmF32bMDTNrpj912pxyNmLxbTfb5NGC0Vmt/nhivBmHNVZumFy+MXnTpz2x/PCpIz+xtGe9Oj1ZteLb2HM1+rNp4YaZz216TA49WjPHX3P6rfmVJ49f3jxxWVwWV3zYy16B45B/SO/PukHWDVTbMGP6sLmZ8l1xHfKTy7+N7ZBPo5FeF/2wc/q4cW4a8c4Nufo1sn7oTP2ZV5OFq5U7iT37MjlBk1NOfuLq9zA5deJs/LUGb83pjT95NMPW/Mzx96w6OfrFU1c+qwaXnZz8c/jKO+LLWoHjkL+H98OmYJNYN5BceJdDNRymNW5xPk4x7uRMvDz+yplxPAPeQc6nyc7vnMPi4WblJ+aHhjmL48Dom496+LTq97jxGurj8LPmt3KK17nUp6v3qEte32oacH2u0es54JbLZ9XEDeu/IYSb9cOt/nTDGpNXXB6PLq7avZqZq37l0KAZH6e+jeJwVxjd/GNc7goch/x9vDdtDhtjlVk3iQ2hJr7vxdfa28Zzw1Wjhw25zmHqxp1zF+PQEGdv0is/DwuHZjht/Wibb7Zr1lenn/qwxloPOyV3XvTVb4fy3OFeznzyzSH/3MCZfWav7otm6zJ/ABV34VuD2UuORn3i4RZPjvnQWOPwsIlX3zwa+TNPO4zPngqOl4tegeOQv4e3x+Y496DLk8aDF+fPGIctx8enJycfPn28aWnciacGj4Wz8HkP5YphuLD1UEqDzvSrg9MS0zxn8ffycquWmMXb05jY5N9UUw63+pU7czM/cX61rritabm1R7lzY9ZPjh70yuWvcfVyJ+d4uegVOA75+3x7bIx148BX+XM4ng0kPmdX3p1001ETt0usB43w9b/5PrnTVxumPmwe6HI+KaphzWXWl6tO7ZpTO23cOaqhTQeHxacPz7rk4vLxxCyc7mr7FD851RWrx8eZeNh6rXz/Kph19SzumvUT4+NkG6w+06Z1U35yD//FW4HjkL/LtZ+bhN+D3lcvDrbiLvm9T1vlGnubRI6lNadaTm129o63xrN21oWnRa9cF4xVrzbcUCvOumd6NCcnf+rQxu3AkmerkccvN/M45fc46U5tHHXTTl28iU0uf807eMO7iht43qsTOF7k2ZF67r5g817Ns9yszZ/xrMWtdv5QoJWdtXx5Woe9vBU4Dvm7fE/mQ81frc0ULhfG13KN4dm9TTQPTnppdGj4nre4Szw1px9HDzh9cXblyOlfrKccLHuufs3Fm5qzTq6aRv1uGmttfAetunXOet9Je+b5+u1p1q/erS2eOUzroI8Tf+XqNXXirD3xpvZNfnr6mQOsuvT0cR/l17439ThyL+4KHIf8Pa7/upnWTbnGc1PIrRpzKuXw2PJ0wvizjq9ebfFNAw9njVecHiu/Z6fWypfLyuXPeE8TV27Ge5odUHPghE1/cqY/9eHqsjOfL4ebxZETy8FnzU2++mnz71anHtW41p5Tb/or74gvcwWOQ/4e3hebyieaJHwKItdmiOcKz8dz6Mz83GTh64by1zjl1Kerbq+mvKGXuaWhNs6qKW7OXeK4tPKNqRU/jqFnsVr8mbsTf9bnV9uwNvnWOF8vc8mWVxenEQ7rPqfGNeP6NY5r4nz9/Esq7lwLtXM+1dazXIM9BVcvcempw5Pr/mfd7BNn5qqdOjN23/HnnKxZWFdj1TyBx8vFrcBxyN/DW9LD7aFvc7VhumzmuYGmbwNpiV88eXwWf910M58/46kZ3pxtymLzjxdu48541oTPkYaatNybOcjNmF5c+TSL47nCHFrV0Ag3wso1sv1fK6qXU9cBeU5n1WsucWmv+fA4536oxPf/Vas2OzXNa2JxzN8cwqxNfqMavfP7z2G0lvEM94+f1TOLO9+DyZHPxqkPLF8dzWqPcbkrcBzy9/jeeNAr78GfNt8GkDsRlhccMG44n40zfZsPXi6MJku72AWjt3JpZvdy6n26FE875xdeL/07MIrnNdeTjt54Ky7O4ugxc6sfd2/oN3Mw+mvt2m/eWzodyN2bHzRhNPONqTv98sVq8utRnD9/GBZbR9bhrE91cnvaYXqpSXdvrLw9zoG9+CtwHPJ3+R70YHfNBz+/Sy5J8ZSfNRM/59tEa90aq4evdWI2ftziidGRz66clX+nnlOTn0Z1Ln2y9HDvxe5prPPe03WvDlGcPb0wmiweHfXZyeHLq2Ph2bXP5NDJzjnDp85N/tTEoyFXzM+K8dQd9vJW4Djk7+M96RPR/KTkE5LNkPTcBJM7cVOoXm35yYHjrlq4bPwuMVs9rYlNnC+fdW/lGmk0h2y5OHTl4tEIk4fLqacXb+rl41bbmFp8nDWe9XJZfHp4zWeu76nhDS/xV12fsCtLSy+8GcPi5uttPuH4OGrC89l8/8JaayYnncbUKe5e/KtDPVuu4X7C5U6J4+UiV+A45O/ybWlT2BhthrkhpxQOWy7fppi+nPpyNlRYNWFdhnobbXLKdciYW/E8iOLaqPRWG8eYvSY25wg3n+LqZp9iY2qa2+y551fjmvnq6zP1Z598a5E/eXTYVV9cXSPe1AoTr9xyYeWt1exTvnhqxm+w1kZ8Sp55oT3TYWqzM44nznYZcPG0zWlyZ+7wL28FjkP+Ht8TG9fmtZGmnE0V1g+EvY0RZkOx8Vc9uWxjflKcfcqpxQ1r0OBnJ3fy4Tgzpx5n6pZrrHxcuRmfCsbLWjtSz7l79ep6Txy8Corl1bJ7ByluFi+t4tbemDnYtGv9zOVXv6fhucKfnHOaK2flibMG3zyK9Z568Yvxi6dffIzLXIHjkH+A74uNMiXXjSLXBnHB2PC1bm4o/spRv1p9sh121dGIS2di/L0cfRzx5E5/9sCdNu7d8NWqEZ+z53jh7mFyYFNvYvnxZw2/3OTuaeDO3PTP1U8On1Z21uWHyTu41a0WL9wPvZWzxmvPNX/El7ECxyF/l+/D3DiV2hzrpipeN52NNvFVTw4urtfcfBMv15ifVvnxqusKa5gzvzhel9z0YSwuveJ1xO3CVRsvzFoUy+GG0c6fIw7tcLV8+Vkz/fKN9KvVs5hffurC9aURz8DJ0pXrXuXpsu5zrkd1swdNemqL9YLFvUmLRlaPal1h8Mmd/PzZb+Ud8WWtwHHI38f70YM+N+m6OeZXKuVsDNaGyjp06GVt1lW3KafRRSOuuHy4mB9uxKfrF3U0s+ZOn1U/7ewTTmf6vuKQm3Myj3KNeS/liq0Pzok4XsKnzozhg/4cFxanmvq493Lhe/+xtrhdjebXgNE6gVcv1lq+HuYUlu/rPLU004hvzDrYtPJhfFZ//OJGvfKtsfmpy/JXDVqHvdwVOA75u3xv1ofdZoSzNs0qP/Nrrhp5hyIOXJzVO9/GzI+blsHPTl9+T3seLPGqw5s6NGY+DFe+udKUy7posg6e4urox6dDO1u+UX5yxfJ7nHIzzze3k/Cz2ut9TE51zc37IpedQx7WAQ/T2w9eHFae5oxhuFl5WJyJidc1nvMxPxitw740VuA45B/A+9RGsVmm3NxM4XiTs+fHu2nQxSvumpsQJ9sG3pufHnNeNOXorPi5fHw1cWadPjM/OSu+9ig+p68PjawflDB6WfyJ7fl4q4Z72auJu1e3auzV3oTN+tv6eOZzTn/ez3yO8NOhBTvsS2MFjkP+Ht+nc5vGp8w2hEOmFsVrTbGNw87NBrvNFPe4YT4Rrl9BlFMz56W/+9Abtxh/YuFTs9iIfy6Hc1utyUu3AymMNbd05z3A1We7wrvgkzdx+XTV5DdoXUfXr3vYyqW59hTjT2tObBp7fPdevrXBCc8Xp70X62mOYvzsMV4aK3Ac8vf4PtkkbQIbYfo2DmyNtZUvdlDZiDjn7KxNf9bNfrSz1cTLNuIZe9jM42XD8Sd+zq/n3qDTvTeKu+Ycy4nr2YWnfk877KY5VttIm17xqll/czAPtbhi9dOac1g6fvDu1aozb5xw2OqryTYmr3hvbvDmM+eX3z0atFh4mlMXftjLW4HjkL/P92Q+6Pk+va+bojYTayPFnfV7U1GTnRuyuvVwwi3XVZytLrvOYfbDr4aOvFrxHqdcfRrya90p+Ww+v3xXv9jMzsNFPtuglfb0q9Hvmvn8PIpnTt1cx/KTF6drrlk9xOXUqDsJjBf8IPxswwE/71XuRLh6mbl6yVtfmvPeqsWTh9HAz9KCxc2fNadgecG3Hkv6CC9wBY5D/j7elDaTDWWDTDkbArZy1hhvz9JSY0PjitmJ25Bqy608/D0bd9ZOzp7OTVg68s3LFdZVvkMOZ+0Lbw6rv3Jp7c23vg7TtQ5/D6/n7Is77ZoXp6dvmDiLk46c/qwea7zie/k9rLo93Fz2crNXeVz4YS9vBY5D/j7fEw+5T2ht4ka4Q0R8Stzhhd7eBluxuPjJ6q2FfynEKdd/AhfPBs3yy9Fr7tXogXcSePYlrKHmWfhPxeF6TG7zq4d5zjWM1xyqy6rL6jvxeuDkq8WVK+5yb/nl5KttNJeJmxusetrZ+jXK0z4BVy/Fhhpzn33NZebws/JpwVffvNg9np6rJjxN/p41j6ldzTEucwWOQ/4u35ceeg++TXLuocdlHQSzpY1CU46mA6PY5o9Dc/XVV6cWp8M0HReu/NSUi2usc8RfcXqzT/7k58/5VVPciNuhar329OnFp6t25YvVpJs/+TgwFs9c9aIV75WvfOWPzBe3nB8W8172eplT71Ejjt4n4NmXeLOen1XD0pn1c95q5fUz12LvCc7UxJ+5w7+8FbivQ34+TLe5NQ+Fh2uN04DlT33+WhuvAb+OHt6r+dXPnGBr17lB1vnNXHXr5g2bNfWYsUMBNufgkGHjTF61+k08jVkz50Afv1yjuIPJJ92wNPCLGz6tz/p8V5y1bnLpZcNnzMefcynXlXZXA6Yuu67HiXj1olccflavLN38euOmEVbsUqdmzrWceUwNc6GXLW/QLM6fV3rwk7O8xKVFZy+GmfdNmkuLI3yRV+C+Dnlz9wB4SOB7Nm7Xbbn3q7FX/yAw93yT1rl7hK8a1qX89Osh1m+thbNpuGxMfXHYPVxtnHyHRXF69Tcn9WycxtTAhYsnZ63HzcY34s050JqctWbGezy915yee3bOvbx50Zo16dL2fognL38Pp1mOv3Lleq/0oC0nvhu7N5+7qT+4L+4K3Nch71PHTbcwH64eTg/MxNXLeYin/sxNX+0LafWfPc15YpOX3zV58t2nXPmuNukeF5ZVX8/46ayDVnh+nxxpwFh6tP3VS3Hf55ujrxRmv3W+aU5MrV5s2unFjdM1/6/84oUZ8V005zzwsvHmwIfTXa18tXJTR3+2HF9ttlr3BQ/rMmd4GnJh8tY6nQb8FFy96EOn9zduPBhudmJzHtXIhc9xLsaf3MO/vBW4r0O+N7kHYD6Ae298nK5yHRw9gOr8c5VGuOHBg2UdAOXg8ff60nkY1j3YhOI5D/ekv/lmJ48f3z2rYVetvX64bHNz1aOabFpzDhMzxzmXMN87p63ef9OlvHXQe8/Wx1VNOsXm2Py6vMflYPG7Gtly05+5U2J5mTVL6rn7gcfFb44GjIW7p+Lm21Bn/uZbrmd+1QjHyZZvZK3TCXgW2/PDpsbUwcehj988zYmN635m3d6cyh/jMlfgVoe8B8IttCnb9K973eu2Rx55ZPvqV7+6/fCHP3zuAcPLetCqefzxx7dHH330xP3e9763ffOb3zzlX/Oa15zw17/+9dvTTz+9ffvb396++93vnh66V7/61ac+r33ta0+b/8tf/vLp/7zYgzjnBpv9H6bv3vSwYcS3sc15bqT1ftIImzhd/Vh4FpZ1SDh40pqHMs6sz5+c5qg+vsvcsmGN1Z7AZ3F1YeY1scmd2vnG7AVj9RavdeH1nThuVr289yY8TJy/zjusyzqlx69OPrsO+vrLw2ffcuJ8nPx5b3t94phH/t5Y5zA19/gHdtkrcKtDfr2FPsF1WP/UT/3UyXYgdzjPh23WdFh0kP/5P//nt1e96lWnQ7oaB/mb3vSm7S1vecv2xje+8fQp5/Of//z2uc997qTZD4bHHnvslEu/T0H9cPj+978/W7zovnufG2T6JmjjlbNR8dg4/DhdDgs62Th4U3fmqps8B/fKpw8X61e8N9+0e0/o6h2fFsw8zFlcbVy4ntlwfelkYWuPGfOzcz71CWPTW8fMmZeecd1zuvLh6eoXPmvks4145wZNHFbdjMPwp97kNM8GLFtNF6z8no61m7y4x3hprMArPvShD/2Xt51qb3YPbZ+q3/Wud21/9+/+3e3973//9tGPfnT72te+dnpY1oek+M1vfvP2gQ98YPt7f+/vbb/927+9vec979l++Zd/eXvyySdP/xLI/1t/62+ddH7lV35l69Cv7lvf+tb2D//hP9x+7Md+7HTg/6W/9Je2n/iJnzj9S6BP9PNBve093C+vnnt9w2yGeuDxs93T3qYPd8VrqM+K4xi+9gqzgWl0aHb1r61s3Gw8Vzpq5cV04k6MVvyZyy+HmzZNfbP8+DNfXTn32hp1+VoDbl7pN+DX0fXrHqbOnHHg63sCn7rTVz+tOdNKo5GVi6+GXnH5mdOfBi4b173AcFdbnt7sAVc/Yxrx17FiuCvviC9nBW71Sb4HqtHD2JvaJ/AvfelL2yc/+cnTIV/Og5Q/RzVve9vbtqsfJluf0H/nd35n6yuYd7zjHdvP/uzPnrQ6uH/wgx+cfgD0w+ANb3jD9nM/93Onr236AdGn+o9//OOnB/sXfuEXtg74T3ziE6evb9L3wHuIH+aDt97n7Dk3gDnAiq2jmtaJnjy+taaDZ23l0+x65plnTik8PcR6R+pADe8QXYf+cPX1a6RTfTEMN6u+Q7xa8zDPyYVlm0uWJp3Jz6eJV7w3zuG45lW816t6GjMfppa/t47pdj84zVddlna8OeCz58znx8Fj8esDiwvni2/irFz3Ac82psY1crxe4grc6pCfE++N7UHpYeoXZHOEr298se/V+x6+w6ir+j6h92mzr3CK+8onTnhX39F3oNSnHwLl+tonverSMZ803ve+9z1Xs85jzvN+/ObZoG/T0Cy2DnJxXTCcqTc15WH0szT6Ydf19a9//ZS2GdcavctXW08HPa1VPw4d9ZOTLz/xMHOfHBp7dtbzzSt+86al3r2s/BnHNdKbmvP+4sSVL56+fNYo3+FuPuF8OeucDZt2zm32jtdl0BSvueKp5YflneroZWd/Wqx+7Kw7/JfGCtzqkF/f4PkArbm92+5TXb+g7bv0+D3sPYx97ZPtwMmW66BvdJB3hXepiesHQ4e+zR7+0z/909vb3/7201cBe/N4UNi8Z76NssZ6rpvGGsafNfFhDrdi9fLZ/lXU7yY66OPSnNx4jTBrld96iunrm53D4QST3+sTJ3zmem+qWedY3Fj1xfrEWTVnjMfGN+Y85MPcezxaWRz1d7Lxu9SuuvJ7tpqG/vl4cGtU3Ji9iqdGuTnkYDNfzlzD1z7VqM/GmfU0D3v5K3CrQ95teNO94VlYnOmridOm7dN4n7bjdLXx+4ucDvBGccM/8/uU7k/pyvUQVpdWNXIevA67X/u1Xztp9AJ/DnhADt3s3BjmFo6jZbl1rFg1E9uLp0ZcvWzWmZ9+3DiTN+vNN6z1bdCWY8s5hOM3puWfEiNX73JdfBy9vK/hsGlp01Dfs+A5oj3nqy6Mr0e2mjm6Pzw69OOV6zI33HL4fOtZ3FCrJz6NYjlYdvL4Uw9G/9Ts2Rc6K1Yf9zXr89Wwek079Q7/clfgVof8+gC4nQ5tv9zrgZmbAyfbJ/gvfOELp+/v+3TeJ/hqn3rqqe073/nO6S90+mVrf5L54z/+46evZuL3HX6945bru/t+GZteX9+sQ3/zXfMPIk7bpV+6YXNDrLk4Ni8+neJqi+eYsfWd+Xo09O4HY7x+KKbXBu7CC9Mn3uwfR7/s7FeOxuyvL1252UMuvS4xbhq0zcGcy3U1qjPwZj4fZ/Unj0YWf2LwctWJs3TKzfWb3OYmdypeXmgu8HPhnFPc4n6IrWPlyc+5wPRkw/PNNWuon9xysx/uYV8aK3CrQ96t9Mb3Zve9eN+Xd1h32HZAdzj3tcHe+MpXvrJ96lOf2n7yJ3/y9Fc2fd/+jW98Y/u93/u909czvn/vl60d6F/84he3T3/60ydOX0k03vve957+lLJfuPYDYD6Ys+f6cM7cw/Dvpt/KXePmB1s3VbhcPHl4sUM0rPVxWOZ3qal+jnJ72vEnrmb2DCue2uJZO/1qzCc8v4PMtc5n7TF7zZz7D2usPWHhM7fqzXj6J9FnX9TLi3FmHEec7zIfNSxucWsxh35TI3/W4KwYfOrlw+Pz2ZU746k/8cO/rBW41SHvDfem9mm879j75Nhf2RT3FzHnDvn+vLKHtYO6v6rJ71P8Zz7zmZPfD4x+cLz73e8+/bXNZz/72e13f/d3T5/yP/KRj2xvfetbT39H39L155oOefN6sZbUeug/5zN9+ZUPv1ubzrzUd8gZ8q31vMyLXecETyd/xqt2sXqfXovVmUP/smgOcDrZ8Hg9S/7lkTVoiM/NB87ir/XhccLPjfLNy6A5a/LDp5Y8q3619MJnPV71e/prXfFePZ3JX9dfjtVPLTvzKyY+7GWvwMueeOKJ80/7MncPr8PEgwEXz7IwV3U2vIducsP6+ifb1VgPDz16+OKYy9R5mH49m4Nhns2ne2u4XxsEdkre8DL56RbDaFYOI2U++oe3Lv1+o/Xs6odyP4ynprlXz8/qBQ+TTzsNPcX1gJX3PsvvvU9h6fa7mf5F6KAPc+Dnp2veerN61qcxe6tNS3865QxaxenFrQZ38nCqj6e2OnMJ58fHyVeT35jzKK6utctWZ0y92bt8vKmjjq2WXti8ql9rZzzvhYae2fnMFR/j8lbgVp/kTXs+NLD58MnLZT1QMA9QD8865sEw81Nj9picVethxbP/Oq/uzUaYcwsrN2ub34znOpp7+fC9XBx4vPqJ1YSv17lNWY1+zbVDLizffdWTXr4RrwN6jurXQT9+g66vabLlqpWLV906aMCL8WZt+dZmzht31aClRrzOuzrvb379GrOH2uzsE9c85WYMy84xOflpduX7gRRfbuXTUud5WXl+wEwtNbhrTPuwl7kCd3XIX+YtvLCz8oBnbXQPv5ngFOffNNSye/xyKy4up1afGcdzCDTffBs8Pp0sPL/DKO6sjz+1p++go7mujT7lcbOuevHjTr4+08786ovZelY747AGjL1Gf/Q+YXv8dM1r5mHndCc+fXqtRTidOYfpr5z4YTTVw9XOfDm82RdHTXYPm/nDv7wVOA75e3xPetjbEA6zZOYGyO+yebSZMX5YOulNnfAuWjTmRpx68tlwevjhfVJzmBfTzvqUn1+NuuIOYZ/yiudY56AePmN+c3Cwh8GnXXtMvXJxp82f9y1WV9yYdfzrzPOvs+YcBztuHLxZG+dO+NThqymeehPHXTnw23L39NXKZWHn+ul72MtageOQv4/3w0PPthFsig6wGfthIF/b6tSy4ZNT3AibnGv0+QPEga5nsRq2+uZR7ABPh+48xOPMXPzuyVAjzqqZWH7cyeevdq0zR3M+pzPvj0a1jXLWXg5/jc2n++z3GY3Zszq1uNnZA75qi7Px2fjmOrH8cl1z/vSnBr+aOdTPfH44rN7Wt9o5l2K8fL17TiZe7hiXuwLHIX+X742Hm7UpimFJ8m2oNkbfOc8hl7WB1E1efjje5DoA9nJh9BzQYvrNHw9HTl/x5LpvuVU33Dybox7h1XZVo648TXVxDXy5qde85acmXw0tsd6zNs6cR1yxwzAbVs5VnX749N0/LrwaQ21xvJvG5J7jneu1ak+eeWXx5M/1OfDLX4HjkL+P92huhlVGzmYphsUV89d6dROvZg4xLRsSLq6mg8YhvvLjOYjiivnF1Ti8wo1yc8x4rSuWn9Z86agrLife66+m+dNh5WiIb2P3epnznerX/pN/W41q6OzNX27VW2O8OYfVr+Y2PBx21Tniy1yB45C/x/dlb2Ocw/Za2ChsnLlBp19u8orXUR6nWvWw+LCsQ31ifNrFrvjGypt4uXriTMuXF9MWzzmnvcYrVt5Vjk7+bUb8tceqsRfDZj2MXjGsufDlzW/OH7Zn17qVk771LIe/13f2nHn+qk1PnvYe78AuZwWOQ/4e3wsbxIPeg+/hTzJ8xvxZN2voyOOvdk5XvZosPp6cQz0cZ2J9cu2K3/DnjPlh5aqjFz5HOf9SCKeDU15f2DyM1k/OK3dPc9Uxx2rNk516YWuc1sSm717YcvLszNFasfC55njWYdUq35hrkyb+dfZ63nrBirvSnPV9bdigUX7WmgOdafHSoz/zh3+ZK3Ac8vf4vnjg56aYfrJxbCYbLU5XOZtl5RZPLXy1+HMOU798wy/IqpO/zlzr7/Uw5/hqwnBXm97MT/09P2xPAzc772vi0z+nUa36yYdV55KXY913eVh29oTTqCZsvt/xYXrCZn2+PL2ZL3duyOGz+OXNKaxYPxw1tOCsfPHkTB/3sJe3Aschf4/viQfcBijOFycLO9ciLp3JuS2mB77+4vLzwILry4Z3Fc8xY7XyK18ezuLrVSzH4ogdmMWNDim57LzKp+0qVjf9FSt2f+aGM7Vo4BY31GT31viadfMrTVrYxXJzTuVbC4f2vAe1K0ZHnl154Xrlq5vY9Occ4x/jclfgOOTv473pobfhkpmbgKzNMg+CNVddV1x+HHH+qo1fzsBn93rGnVqzHx2cdOZQ5xAuhyMXxs+Wd5VbRxyHeLlZiwtzP/qHqzePavLl1LLl5XDx5cxXTXbqx2tMbGrKyc/6lXcSWl7UTbg1gvcvtHSsQ7ziaU/B1YsaMYs/89OXxy8nn53zwTnsZa7Accjf5fvSw++q1PfQc1PYDOUn7pAKnxw83HK4Yfx484dK8W1Gems/B+uKz37mc66nQwZPH7G5qderusnhyxfnq0sHhy3vsNOHVV9MM19tlh/esB4rXjzX/5r9vNaslcvqUf/pn7uneOa6N4ewavv7/WzPnTnXzxz3vnMv35jzmP3KzZiW+ZSfI9wcz3Em//Bf3BU4Dvl7XP822Pqwtzk89DYB+eJy1e2NWWcz0pDTs3obcU8LVp1aGGuuesGzchObOvkrJ8x8Z11++MyvvOJ5YHVQdYjNGpphrrA9jh+85eaaFRtzDuYnl9Vj5vJdzZHeygkPM9a4Oc33b/pTyxzYcv1CvP8ctzH5sOzsP/E9H1ef7N5Y8+r2uAd2OStwHPJ3+V70YHd54Gfc5p0jztwI6+aZOZrVzzo4TBwv31W8d/CGNyZvzmP14+2NtX6dT3nYtHqz9PH1guPBp9bkyO/xq2moXTly2QbdLJ/GNeP6FYYjt+J7sR9is4f6u7G0q6GVhfOzOFn5E/hsjCMvxp0/fGDqD/vSWYHjkL/H98pD38boEpODycPxwtdNFNaYtWK5YhpsWCOO2mvk+jXerMfzT3vcqTd/YMSf8R4/jG5WT5prjsaetS6zJ73JT3OOGetbnt7E1IXJz/qZn3j8PZ04k6c+u8ef+dVPR830aYU1Z1e4f7HMOjxYlr/qFht+IImzMw+nJT7sZa7Accjf5fviwW6DzQd/+reR9JVCXJvPYaN+1ZyxeeCu1qaHx1/riyeGmzWnfPPKwtVNjZkLn3PATy8/bvmGtRTTVBN3HXLTxhOnxc/KwWiKceqTD4+X1ny/4tDLb+DzxatWeb1xs8ZebvZKr69srNnk72mUj9s94Jpb/DC4+olP7nov1XnPZu3hX9YKHIf8Pb4fDrwefBtlboJkba78NVdNmMHPzjr5rM3IwqaWPg4lmztOn9zlq9UzvyFX/4Y+K08OjncqGi/hXXhScHWsfHbFaGTLZWHdI5+GmA3PF6/66vYsrtrJoYnDTg5fvfUVy6+18mw8tdmJ08hOnGbYis/crNdDXu5cvfxhL3MFjkP+Pt+XNsJNm6GNUZ6d7eBhcwOJy/ukNPPT15sWO/vk483alVPORUedeK2Rh9NfcXk4C5+2XDqrnZzb+O4Fd+1pruXXnJpzdtbipGHOsNXOur2esHh8GmHqp8WD4bPlccKmj7PW4mTl9n6Yqj/s5a7Accjf43tjEziEbyPTZvEpadaF20jpyvnOvJzNxtdv1oapx8/Cs2n7FDh7xsONFwdWTVzzwVOfDRPj46U3/TXe49OMa740Zi7fmsZtmIu69A0aYhbuHsLDuujjqNF7xcvTWXPirIv+1OVPPox2lu8e3fNenfps/Dg0suZTnm4Y7XC6+cd4aazAccjf5ftkU9gQNgNrE4jZPXxunnji/K518zfVOPI0WbdSHhfGxu2w7nvd/HlVV6xHds5pbz50V1tdWo3q6BTP+eOEG+YkNi91tNU62OJPjB9Og19syE2Lx845zX5+8FVLMy7cHNg4sz68uDE5+S665jK5avt6Lv46j/DWS19rl0aD9uwdPrXy5/s36/KPcdkr8MAO+Ve96R3bY7/w729//xd/fHv9I89/ctq2r26//xu/vn3iNz6y/avtr23/4O//4va21z+yvda6fOp/3v7Fbz65/atPP729/9/9T7d/5z3b9tpXXh0MT397++q//h+3f/Svvrx96/vP/59VKLsEOzeU+exh5dbNZBOpaxPZjOuGq3bFpubM08vOHnFs1HC9Jl9NB1SHh57h5s833+IGPh5bbvYtnrrF9cPPpjXt5IeLs8VdRr65wfFwVlveYbnmaKy4OYTz97jnMDXWberMXuY1deYPkHCXurTpT92pEV4cDz5raLEr5yaumsNexgo8sEN+vZ2X/7lXbq9/23u3t77qd7cf/t6j25Mvuzr4H3nz9u73Xf0w+MNntj/+8je3byt65A3bKx979fbBD/7k9tgff/6K99rtmUd/7Dr+v76+PX11yD+Ne6F2b8PAmjKfvek25gaam3xuyOrxHKJh9Mu5whozVsvKs1MTljWmVlh8vXH2rDo5cbZ6V3nzxs3GM+TZNT+5arL4ax4+OfkrL2xvxOuaOnhh8jgTw2PL7enIs2mtY2LnfL3Ver9nT7Us7mFfWivwwA75H379s9sX/vl/t/1X/7wFePn26je+eful/+i/2f7Bj31y+9IXvrR94stX8DvLfWr72L/419v//Y//z+03Cq/Gy3/qr29v/rm/vv0H7//o9j/8x//99v+9+oPbDz7017b/9j/829uH//Entz/5ztPb71//i/a64AJebQa2Ke35YW2SuVEmz62UD3dNnPasoze1Z75Pe5NDj92rm1ibfv0B4yDI+uudvR5h1apXF54vnnOZc5+ae7j1mJYWrDq19Cbntn4azTcNmvxVY/Y51zs83qqhVh1tPeea0YgTbp2L8enpFU8unnxYg2Y4LFwdTlYtG3aMy12BB3bI/+gtvv3qf3r9we0v/9y2feN//8j22S9+fvvCjxJ+JHr7299y9an9fdv2+X++ffnqO8TvfOc728uuPul/fvvb2wd/9lXbVz+6bb//Bz9ScsdgPqh3JN8FYT7YerAzR3IPK1eNXLaYjtppcSe2x8frEC7fJp0HfvXwfPzVOsTjpFFeP7m1Rj68mq456JTvYJpxmuqqEec7xPSrj17Z8BWTr74x8zOudl5yNIvrP2M91eHghTf0FIfxWZxyRrk1D8OfeXVsnIYaOCwbh8bM957Mtac1a/fqpsbhX9YKPJRD/nU//dPbO372r24fesXHt//t//iD7cmnvrX98fbIs3f+nu1n/ua7tvd/6N/afvUK6Xv3zz/2hu27HQh/cvXpb7vewC/74yu7vWJ7+dX/x0Hf9Nx2eCgf9oOoT/Oah5nvl/vFZsPGPwXLC404fJRz88fL7nHgePTmHKuzkR207JwLLI30aFbfFVducsOKJz9MXXYOvInlz55r7qa4OnPTM2z2XednDjh6s/EbePqL8arvGWh990b5uPpYb5i8WjwWzqovjrPW08Vn8cz7pvubveMf46W1Ag/hkH9ke/SxN22P/9Tj2+u//fHt97/yve1r37068F5x9dvUH3xpe/KTn92evvrF66NX8at//Ke2933gXdvL/uSN211+UL+YVbYBbBoTgxfbaOyKibMNWjTYcnubbGKTG39vxFkvmzzbwTF18mePPc2J0YbRYsProyfevVia7G004rr27iuMXrZ45cH180NFfDd29turM5eZM6d1XnHi79XMerxp17weOOLsbfRXvSN+cVbgwR/yr3jb9ta3vG374Ltetz3zkd/aPvHDH259Hb/90fe3qy/tt390/aX99ucefWx757/3X2z/+b/9V7e3fu0t2x/1fc7VR/arLwauH6CXX9ntj7Y/vvpAdPUB/47Dg9fBkf+whk9O+q19fIJzgMWb87E5sjSy67zxpj5+mPye9sznx2le5lRtVzE/3hz0Ye67uNycizlMrbQdfHv31n8y14hHM2zq4ax28vdy7lUuvmGe+sCzsMnJdy/5q7b3XH3xXK/JT981+97k19O88KZ++f710LCW+eHGXr069xY3nn578wzzLE19fQ57eSvw/E57UHP72V/Z3vO+t21/9fV/sP0vv/Yb2/dv8eeP37/6Dv6bX7s6yf/yW7efuHpYv/Tq120/+Ik3bm/bfmv7X//fH26f+9LtJtdmmhvqdlV3x+rBblP0dUwH1dwINkic5mFDZIt9laPG5ipnYzWb8o25ifSVo0/rVDBepmZ98PUR66NX3DTXfqT1K+9gKQeftWr01wO+2mrjdjUmvxxMrxOwvOivVt2kOZTl5lpNnj7ZOIa64ny9xHP+NNSyNKr1XKjHYadG/K7uQe85NzWTN9+n5iaHay7F5dY4TI+ZU3/Yy16BB37Iv/9n3r+9/Q1Pb3/ypY9v/89Tf7j98Pqr6e0Vr3nD9hN/7R8893f0L3vFy7dHfnzbPvZP/qfttz798u33fviO7U0//8T2t/+T/2z7m3/utdsPXvYn2yf+yX+9/da3v7t96Raf5F/zmtdsv/RLv7Q9/vjjP3L4POjlb5P0oHd58OsBy29TrMPGcgDIVyc3NeTLhRszfvLJJ7fPfOYz2+c+97nTwTjnU582d/xpaelbDc15bw7C+saNN7FwcfVz4E+Mj1svfrlqwrrSLZc/R5yudcTdw/HkWDhbn3kQhp/ThNMqnkPe3MXx89c+aqcObjk6+oX1XnSFTW65xuSu/byP2Xqu906z94D21Jh9y8/cdffj9dJW4IEf8tu3P799+alvbh//wye3L/3g6iA4c8d/8kd/ePUV/e9un/z4U9vvf/6Pty+9/AfbRz/61Pa6q4P/kT/61vbM976xfeoq/toz28X9jfzckG5vD5PLrvlim2jm5iaadXHXEeaSowlPr1EPl9zsq/5O9l5q6tfQPx9mLmy5RocPztozfMWuq65f1cFW/qzFnRzY5KVVPLHpy+s5LR47c3t+/ed84pyrhZtzXL6cejjOjMOMc3j5NG/K0zjs5azAy5544ok/fXpczvzuaiY+ncyH+64EbkF2+PiEtVdiEzSPPumYj09H1TRX/2mB4ng+GRdPDXE909rTiwPPb9Sjr5TSdtFNK8wI73J/aZmvvrjlwgx9p603zaz+cWY9Tr30a134UzNuI0tHfEo8m4OpVSdubjjuY9Vrvur2ONXTi4cbll9Ntli/U9PlhcaEqw2Xox0nLfNRM/X1xj33HquV1ys8fT3SNhcc91Wsnt5hL28FHvwn+RfhHnvoXLXPf1jDwz978Fm92wTPPPPMc5tk5vPLs+nKZ/VJK97k5jdmDU44nfJdDgZ1LG789Zra1dOsVgzL7h0G6Teq6dBOM389GMzzmn39Ouc48enP/virxa9HQx6+F6dLO571C3MP4dV2ndPGsTbFrcPdDD3MZ86tXNqN/GlPwdXL5OfHV4OTdV9TM1z/bPX6yGWPcdkr8GfikLfE8wHsgXwYw6bxwOuzWnNhbSK2ua1acmpmj6lfvo3aYTlxPu14YfNgscHD62fkz/rwOQ88lvaM+emc04rTfJoHHhuurrx5mweLo99NNq77VLfa6qd2fle8ed2pj3w1s2cxfRy23J2GucRbtWZOftUshnmfq3OpyzbWHtfo82skpik+7GWuwJ+JQ76HdY41nrn79dO2ac5tktkD16GmnsW97YahV10adxr4WQeP3ns997B6hM+6m3iTv85PXdbl4BGv9eHzXs2D9szBphaMLdeYdTTLzR+EdFbuqiXO0p/Y9OVpinHC5WDTlltrZn76ezza5eSnZlgxHjt1D/+lswJ/Jg75lnt9ENf4Qb0lDoBVD27TlJ+baObDO9iaoyv+nDNf3kFIt0+5fZKfvNkbHr9RffysMecwa/Enlt+V7vzErc+cX/XwfDoTo1Gu2lmvl1p9i8+Nqa3f5JafnJnLnz3XXLHaLH1WHqd7mSOef5WEF+Pi0YKL5eHZWY+39lSHqz48f8a4bDnP68TS0uemejWHvYwV+DNzyL9Yy9nDbqM1h/XhF+OI7zRf/Mmz8fZye5gNWW6v74oVVxN/rQnHz8pn5fIb2eaKT9O9lFMPy07dYnr5aRjxaEydyY+jf3V4YeZLb7Xl5/xnPh0XvDh+w9z0z05+8RzzPuI12OlPvTm/Ve8kMF7UDei5dZl9Vp25RuXihh3jpbcCxyF/l+9ZD7sH3sNPYm6UODNeOeX3Bn3a4pXvUJl52Kq7cmhnzXHq49MR49Rnb8NPXv7sI07TAZKleZOeeUyrzj2IJ2f1b8OpJt6duNZt7RG+vg+Tu66d3G364bJ7NXJzXpNXvjg7uTB1s2b6e3nYYS9zBY5D/gV6X2yivQ1zbgqTq35yw+Y1c3x12QbroLXZ4dNOP56avnoQp5k/ufHmL4XV4ajNNsK7ZnxKXL3AxFlcOfVyk5sfb3JXXrk0zo219hxvDzfXvdw5bO1XDKtm+uc07oTPea33LmbvpHXkL3sFjkP+Ht8fGy/bZphXkj6x2ShrHGfW2rh0yq++nuV8p53fiNthavg0SYM+DjyeHB0auOVXfTV0xGrh4iyO/32AOdanS15NGmHn8PINdq0Ts+aUnhr64iysOjgNNlxuzs+94NGanBWjM2tWTC5bvTw78/w1N+vW+cT1HqjLeo9mrTnI6XfYy1yB45C/x/elB7xN4GqDzFFczmZiw4yZ50/e5M5NNnvny+3NoV7l6WZnTXl9WJg4O2vg8Rr680/gs3h+/LWm2Hz71N8wR1y68eSy/GpwceRxyvcD0ZrNmunHj6s+n7Zc/Dn0gKmZOGxyyjefxsyHu8rRWTkzl9+Iw6orzp+5E+nqJWz2mrGaqUNDfXYPm/nDv4wVOA75u3wfbIwe8Hlw2Bjk5gYJO7chzuHV0Jg2XxxnjnU+e7z6OfSq1T/LV8fi4WRnzhzk8bN7PHk6bLgRdtOYvdYea60DdeqpmTryaz2cLa8+bOXPfLwuHHV+wNFkZy3sNnZPF8aaw956eHZw9Gye5dKYuenjHvYyV+A45O/xfVkf8mKYTTWly+3hcWaORnj8WTNjvGltXlh8Pjv16rE39riwlb+Hw2b/WVe+y1zEcdTO/Fpb3blDEnetr2bOZ/p6ztp8NfBpyxmzfuLy067zklM3teReCLs3L1i2y/P1Qszn6PHgVuA45O9yLTtc+iTcdaeNOfPVie/U0obCt8mq2zvc5Nl4+euApTvns9cnbvjMrXprTsxOvt5h+a7i+LOmuZV3qMxc/MbUK8bN3xtpVEOLjWsuML3F5/TUsvHV0JRjV+29eO89rt6oRp+J8bPmMrXWGvGca+tYPDXyYafE1Qt98WEvdwWOQ/4+3pu5IfY23ipto9hc86Cd9eXLzYMrTD0unfqo4c/e+GH54rVeDweDmKba4smZOuXmUBPfd+/l570VxzPSm73VTs5ce3VZc9FXzg/lVbuY1tSnw6Yjj097xvnV9Mtlo/nTyXbRijPz4WI1dKaNY9TToF+sR9a88n1dRz9scmll17mGmd/sG36My1yB45C/j/fFJsl68G2WZPnsbFWNelwbN7yatW5is3bq0lqxYjV0pn65eeFMncmf+DmfRlbvuNPfq5XXT8zu1azY5E4/Ht1Z04HV+nsPZi6fxl7t5Mrjl4NN3sTjnuOokafLrvnimVOHx4Z3rdzJn7nqVj6tw172ChyH/D28Pz38NsBqbZIsvxbx1lgtPAurBp7fWONr9PnXvTxs6j5f8aNeHJe6GNOfcdw1p0+4XPZOn/pw0zeHqU+3/Bz6nMvTqkYPVg2OeOrnh1cz8zRw5Vdcng6Lx8Inf8/HN5diGP5eHFaNurj9QPO+TLyceGpNf9Wq5hiXuQLHIX8P70sPe1ebxIM/PwnKz42APzcVH7+p2Fxrbdz+mY1bbxw181bC4jbYiU38RFp45iaX1Se9/DWOU6659d+xn+vjfxxlLqtGteuY+nLqZ//py+Nn9eJnq8HNt7bl3Hv57qEYl403RxqN8l3Fsw433Lrg4U4OvWy8WWN++MXl11Gten6c+V6Yw1pbXG6ONKxH/jFeGitwHPL38D71gNtoNoJNCJ+yNsTMzUNFflp+Ovzqbfg9fbzs9KeGunS65pzk1OOExwsPk8fPhq9j1uOonwdNOfPFm1auWofZ3ryrWYc5mLM1nDycMLwwQ09x1pzyJ1dcfuqGN+D6XKPPv8Y6jBYAADbKSURBVIav/cRqZlxlfayHucSdY8bmRY/G1Jm5/HqWnzrTn70O/7JW4Djk7+H96GHvofeQFzfmJoDhZGHTys/68jgn4UV7cqvvsvHx9+zaa3LWfjOXP+eUzh5/YtOv3iGxahU3Vs21vnjVcD+47Kq1xvXDXf29WJ+ZU19u5uM05Nlr9HlcvNbGd+1pr3qzV3416vVYY3h2T2/ifnjQvU3t5Bz+i78CxyF/l++BDWNzOFzF66YlPzcsDblim4gO3ThTc3LVZ9XNPjO/599GVx394llXLMfOg0G+nPxaH2dv4O/lVgw3eyf9OPhxW+ssjNVj5mC3tWmZT75es37NT846l+rwacweYWvNGs/6tXbV9ByuGniHvfwVOA75u3yPeti7evg7zGwYm8Vm2IvV1bK6Yryw6cuHN4pdxWrn1z5hcuph4b4iyTd3Og4W/Gx8Q16MtxfTLNc8GtYrf9bKTyzOvNdq51hrqoVNXr5c+XwxXnFj1k+sdepqDnD2XM3Ep3Z4WupPjZ99CeuyznEnf/b3+45KabFh1dGrX0O+3G2G+qwadurdRuvgvLgrcBzyd7n+NqkHPstPyuYgO+M2qk13U83M0QmjlW2k1VXOIYADn3Xzb7c7KIxq4nU16E9r3vIrv7g5yPfDh161epwIVy+0ceDT6jlr9/h7vHTidlU/Of3wai3Mwfz2elfffVlfHLo0io18+bT1Lm+NcLM08ucP4uLZl2747IcjL8dOflh8ObY5dM33Ta76Rvlqm2O5NX/NOl4vbQWe3+mXNrOXwHxu85BPjk2ybpDicg127/bLuWjgZ1cdWPg6Zh0/Tr6YXWuLp6a+bHVrfk8jTI+1Zh5E52pnjzgzXv30115xJqZP+Kyf+Oqrh7OzX/fSOKe5ahRPbj7O1NVrtZO79wMsPVe1e/1o4ulbfIyX1goch/wL/H7ZgNrOTbPmcPaszTdz57QmVw+2A4g/efkTn4fu7DP755/LTb3Jq4crjnpY3HyfhvP3hjr8lTPr3EuYnvk4etF0SKcJm/6sLU/HHIpnHfw2Vt3sMfXL64kz83vzVLOnjZ/G5LUG1i3O2iPsGJe5Aschf5fvy3zYbS4Pfw9+fqNch8XkzFZ4uDNnA1W7jjBXPNwsnCaMnXlzpt8/0/0zfO/TXxp0WIehXPamMfP51sA6VYvTXI18XJywyc13f/hhk0MPl9YeR04NbbEasXy2nDx88vjnrBqWFr610AuvfNxioxg/v7UujmPdJ1/d1NzD1jnhHPbyVuA45O/xPekhdyWRb+OIbSZx1miDqVk3GV3fz6aDmz03Zr846U6+nrSKGx3w/BNwhxcHAO0sv1LrAGPX+9Sm/JyruPtpNDf+rMlXx8pbMxx5c+meG8XplxfvfS8914c2ralBhz2J3uWL2nS7il3muMeZfC2b65z7OT3rS1efaqtplMuPm9/zeYzLX4HjkL+P98jDn8TcPOJp89fNFtaoltb0Z87GOhVcvdiUYpbO3KzlzsU2K/3iLjp0m/vUmJy4M7feA43JmXMKd6ktNofV4k7didGQz8KycddhPdd88d7Qb82L9TgX72mew2iUX3UnNnP8mc/3PqeZn536+dVOfOat03yW0z3G5a7Accjf5XvTBpgbSPncCGE2iry6ybORJncvP3m4eMX66bXmJk7LJjUvHFafYv7k0sG/ye7NZ2rNHnTKN0e1cNac1LqfOa/8eI2JT+yUXPJTqzw+Lox+9qaBF2f1b6pb7zHuxPQNm3OEn9NeuZO/5ood7Onhsud6HPjlrMBxyN/le9FD7+pBnw97m8EBkWw8eXZtRyPuOnzSgtNgzUOepYUXPudSrG9+g9asuc48/zprJq97dt8Tf77y+cMhbHLMddr89Bwu8ef8cGn19QrNcvlqzCstdeyc38T4LD38tPz+ImzycMxnrZWvpss8z/FWHXw6WRy+ezWv+dXUWo9bLT6/P7MNaw2r0ydscuMf43JX4Djk7/K9acP0N9bZHv55iLQJ2jSGTVFsY8Amrzw835hY/p021uSb18TSheent+bDw7pmP78fCG/u6cxaNXSzhntn4970fW7a9aBpreZ85PVg1egVbr445dRPvvyKNR+9yzXmnMrBaegvN/O04uKpi5c2zl7efHDx1ZQ3rOWM882Hvtpy9OKEr/eKy1ZzjMtdgeOQv8f3pgd/bqZk5sbJn7E8bLaFseXObSAcdurci6+PjbynsfaqRl18a4G35nGt1+RVLz/nACu/DvXn8PLqp7/yZ4w/sZv82+juzTPMRb/esz9fvRg/u5eDrbw9HGdPe+qrjYcLo3HYy16B45C/j/enh92Dny12rbI2BqtOHH/68uzUi9el58zl79VMzl7d7B2X/lpXXL1PiOo6oNe+YpaW+Jylic/Cq1vnV+yKz4/bXNXQ0jueASuGq8VZbbxZJ6/+plzcePXAVz+t3Gpx9CjfJS6vBvccNvM4tKYenl7iw17uCjz0Q96nsx6U+dAU95WHB6hc/4T3/eHkt3x4L/ZSNo+uNmZj3l9x99EI58ft+01xeX4W1z06WMTx8+OqWzXks/x0ppZaPXGz69cn1c0ecRrs9GetfJaPS9Oaha/DPe5xpt5eXVgc94mz1smHm3v9itWHq8On3314z2B6mbdaeXFacawFXF14mJ5ZV1rlZ4xLR2w+dMQzr6ac+4k/8XLiVavcMS5/BR76Id8D4iFhPaRiD7aHXz7rcCwXX66l9cDn08p/oceck3k4PMqZd/O1mfFmPszVPZQzJh5W3O8G0rQOYUa++rU2Pu5q1ZtXMc7MlZ/3uPL0Dp/zm7rhRjieNZJjpyYsuze/mfdhYq2vrst6lPcMVo9vPvhTO788bvG8r+I55My5Wvrx8s1HXVw96mMeNNjJz8eFF08sf45V57a5yTv8y1uBh37Iv+51r9ve+ta3bm9+85uf28Rf/OIXty984Qvb9773ve3d73739uijj26vetWrTg/gJz/5ye0HP/jB6UF++9vfvj322GOnw+SZZ57Znnzyye1b3/rWaRVveiBfqGW2aerXfFzF6wYKm5u5GH/lzjh/vVfxehjQzM6hz4rNePX1CM83D3ObeRwWVxy3HwjwWcu3NvTFacwhD6s+jDY8Kzextb6cejm2XBpTp9yKxVtHnIb7EIdN/eKG/F4ubOK415XP68End6925mmsc6CVpQGbNYd/+Svw0A/5N7zhDdtf+At/YfuZn/mZ04Pcp8+Pfexj23e/+93TVzMf/vCHT4d8h8BrX/va7Wtf+9rp6oH6i3/xL25vfOMbt1e/+tUn7ve///3n6sq3gV7oB88Dn623y1stL2bDG2x1PtWF790Hbvc5ufEbs3c+vtyMYdmGfivnOnvz614vFXt6fhjpGdd7t2pNncmHT0wvGE3crBxsjdNwxZn+XPNzeDX1bazaJ/Dqpbz/6md+l38FVZP2HGtcDqYHO+cVD55v1A+erUY8/fjw6eNkjcmDHfYyV+D5fy8/pPl1yD/yyCOnrxaeeuqp7Q/+4A+2r371q6cH/b3vfe/2N/7G39j6lP4v/+W/PH1q/+Vf/uXtAx/4wOnT/6/+6q9ufbLvE3yjuE/9HrAeui4bJw4s/2GOet700JvTOh9xNk6j+3FPc8442b5ymLX5avLXMTF+/A6uc1cHj9zUNk/3TG/2nBifVrywFdeDDk595Camfurt5dXSzU4sv7llu9zf5OenXa7LvWQbak/BeAmvrvfL10T+FWOuNEbZc6556WsOCOk34Htz14fFz5offXrlGsVy2TTMqZzrmn28vhRW4KF/ku/TeV+/fP7znz991fKVr3zl9FVN2Hve857t6aef3r797W9v3/zmN0+H/zve8Y7TQ9YPgjZJeJzXv/7128///M+fvtZpYXsAPXwe5uwLNTzsehfnN6+GfHYOMasmGzZtvjFzamcv3DD59TCB00obVj09PW+y5hlH72lnHqfDbvbGLz9xsR9s4qxh3sXNu2u9X9wsvnnpzU7uyikHmz7NWQubuismFy43137eR3n8+sRTc6e+8vhTi2ZWPt9Vbb5/cUyc7mFfGivw0A/5HqCuHs6+g//Qhz50+jT+2c9+9vT1TBu5r3DK//CHP9xe+cpXbq95zWtOuR6s8n3Sj9PXNg52D6bNEV6th1L+Qb8N9Wku/Q7hNmPOo/sx4M0fDmPjlptxWHFXP/xaH2sQt6u4/E215c4NdTdxqtU3f51jmHEnHbw9u+pOLfeornhi7qP8nGv41FG/h5ULt6a4085DGT7nPXuXn33WOe/Vw9hZD5v9YNkV36udfH48c4NNe1udWXP4L84KPPRDvgfcQd4vTfuevUM8bP4zttuPG9Zl43iY5kPn4YsfHrca39+XV/egl7UfRH7wzD75e2PizVestnmaq1w6+TOOoz68e249+z1FV8N60KQxdU7Eq5cVM4fV0lBXPkyP8D0OPrvy4XvWHMxRvHInbk7WIC5s1tGcGH+PL5ed/XoGeg9WvTWupmvFp26+vB5iOfhatxffVEtnctKA05NnV078tUbtYS9rBR76If/1r3/9dBj1aby/qunrl76jf/zxx0+/RO0TcVcbJrxP+31909XB3S+scPqKp83V1Wauxqj2F3/xF09/xeOXXHIP0ta3qznYAB528dpPPjzO5M1cunIsreKV+6lPfWr7xCc+sX36058+rUV5V/x50TGHbFx9Wsv6w+XkT4lnX+Rgexy5bNpqcIsbxbAT8OyLPGxy1lycVWfyy7u3+cyETy01bPlGsfpi96O257R8cTZ+vquaBvw6uu5NV0815lm8Dtxw9Wx1+eqa2xxzDlMnTjXVzxo67Ko148O/zBV46Id8fz3zlre85fTw/NN/+k9P3633fXvf0X/nO9/Z/spf+Svbm970pu2d73zn6frN3/zN7cmrX7T21zf9YHjb29629cvb/gTzIx/5yOkrnR5OG8uD2g+Hfnk7H9CHseR9ku/rmq5621znetmseOa78sufy63ceF19XdMaNaY+HVj5fvCJs83L3MrnV9cPr70NHWeOlVMMMz9xdWE4rP7F5qYHjrj3FS8uvfLF8vhx3VO+50W++nMj/syLwyau3g98+fjrmFg8MUtXLs2GGA8210vtqeDqZXKnjvxqp1a153qGW2ucVeuIL28FHvoh32HdYdT36X2d8uUvf/l0feMb3zh9au/v5Tuo+nv6PuWXL9dh+pnPfOa5T/l9JVHOobYuZQ9fB/3DHr4Hbx4e9DaGzbH2j9OYGw+GO+vxVg6NcNe6OemxdFl4dk9/4jNffbG5TZ09Xy27cqbO3tziw7N6z7pVcy/e48PYtOnTMO8VLy+3+mrZ9GcP+LR3yse9DWdqTl8tbM4ddjd21bub2oP74q3Ay5544ok//bHjAc6n79/7HzX1VzP5fYLv6sDuoelv6Puk3w+A/vLmt3/7t5/7H0P1P6L64Ac/eJpNX9/8m3/zb06fJDrc1gfufh/g295yh3yf4vsh5F8NzSVMnFafIsPN0/zE2TBxNWK5sDm673R9Qi2uZtbhx2ng9kvpBn5zzTf4ffLrmvOKM3+gpDnfA7W09J54evXMpj9z6uanztZ3zmGurbmYQ1pTj6++OB+uH3sOl69PnO5rvXecOT/3ob/7xoVnu+iWh/Gz6/zWOI5RbtWfuXzvTz5ufmPVNp9sua7+Vci/7R8gXKsfry/GCjz0Q76HYz7E3WRYGye8DdFD00bo0/F8qHy37sHrIKUXNg8LnIe9iL4iWQ+h+nYP5mF+5lPc3GfevcYJl5s89bitGZ7Dp7i8w6Uahw7dDvlZW35yaKXROnt/aKcf1kin+Nwo3zBPPFrF1Yvzu8y/+uYwBy1cGnQm95y/pxHXPORXqyf8Jv2VU23rTGOuYdwZp+t+smJ+/FUfB64+fOrLw7MN2tfRn37PyrvS6Or9cR2HvJW7XPvQv67pAWnzepjnUtjUbeiuHiAPXb78rMlfH7o1/0LFzXEOcw8zx3y8LL/1WPly6rPrsI5xpz+1Vz+NesVvc6p1yJtruBHmPZl4+dm3WB7e+1YfcZz0woxy6tb+3vfwRnX8lZtGl3z8tN1ncbmVs8Z4uHOu5Rp6VHturLlqup+1Hy0661rBsys3bPaZ/uTPuunHMbrPvd74abuqycdf+9I87GWtwEM/5OcD0q17eCxDeRjfwxM+/WrEq0/vhbDNYc7D/LPmXJ5vTnjnYvhqacH1ps+Gy+GuFjfbZTgYYcW0YHHVlcu/qeda57BTq54u6xCRz7ri3GnEvWnofxNHbmrxqz834tDPV8POupmf+OqnZ02mdn5XY+rz5Va9O8XqJ+9etabG4b84K/CCHPLz1vYeFlgPF7+ac/7Ue6H95rjOszmEOSjNqfn7RKlu1pYvbsx7Vb9n4+HOejpTX72acq7m1VdO66BDGx9PPOdQTsxvLbrozU+MuGw1DjH6YY29+Dpz/Up/Yvlpy00N70ecmQ9fMfnw9GhOXE7tfAZWXhz5mQubazF9+uZXPMfUmbj5hk0ObVi9+bM+jIaaqSU3aw7/MlfgoR/yl3nbD2ZWNgc7VcO62kQNvs06N0754j2dcg11dK7R51/nQRHHJuTPr0D06esavJRozznDy6mbmHlPrXj6xW2k2VVOT7Vx4XHl4RPLn2tRXO2s9x24XLYRJ830G2y4e17xE/HqJU6DPQXjxZxA8bpmj3JivLkmYfQnb8XqBVMz47VWnI2Hm63/zJvX5MnP3KyDH/YyV+A45O/yfemBt1lmaZvCRreJ5ubIX/N4U+ecPzfdHqf87BfHPMs5xOiwcda6cuuYGD4N2vBqJ79Yn5UTr3WhEXf6k1+uMbXL48PTc5irl1MPz5ab+TBXePreu3D9TpN59gUWr5r6G9UYfP2K9Zgc+Ynx11wxjB7utM1x8sqZz+TBy7nv2WPlHvFlr8BxyN/D+zMfeJtmlQm3QWYOn5VbY3hWLtvGmxszX37WTL88Dn8vnrqzPh8/f+U54FY87rmhprw6c5s15brwJ3fy7uSbP0vnTnX3ktfjNrWTO/292jvl1xr8bPeb5ce9aQ3KrfmpV/3e8x1+jMtageOQv8v3o8OmywOvfG6eMBuExSuO65rc/InPTRQ+B52w/BnjORiLfbLEDZv5/LVf3EbWPU+snPnOT85hq9aM47ofelOLrwY3vGEu19GfXuvZP39e1dQTJtaruBybP+cYvsa4bFo4tMTZsHkPvuoK7y+asurSTC/+1JenN2NYfH3Vn0SWl8mXosdOfMXkDnuZK3Ac8vf5vnjgs3MjtXFssFrs5dfWcVxq52EAoxd3xcqFdZVfB6yDo6u4HrMGh7YcrfI4rBwLx82ak3USVyNvXn4o0TMXemrY6oypH6aWxSt2qSlnLvny+srtacU3//y4Bn/2ocFW29+dT456nOI1P3PmFy9fvHLKN+Svo+tXdXs5vPSmJvywl7cCxyH/gN6Tecgk2QaZNn/dFDbTzKkLW4ccW55/rv+qoaa6Dots17pp5eOnvc596uzlZj6/gZdN/9zAwylWEzbxPY21Pj5s8unsYXLT8uNPv5h++HqVv2n0A61P8/c69FM/58bPNkfzxM3K8dXgrjbeOa1yx7isFTgO+Qf0ftgI5NooNsvE+Csffq82vdlv+uc05xz501ZH95xe+cnBC5uD7uTP/Oqv9eVp3IY7OdXRM7/yYTNWA2PVzvysnflq/PCc/PzJK576+V04MxfXgIunvSk3eXv+Wis2n9vU7HEO7MVfgeOQv8v3oIffBqjUp9w2Q77vm4vj2SRtfP/Mxq0+3zX5eviEXgyrzlBbLF+fieevIww/Ow+miVdnDvlTa/rl5qARli9Ww6opxtn7qqZ813pvsz4fBw6bMd+8aOPCJ49/zq41tFZ+veaobvYvF2bIz/dn/dRf7v9v7052ZEuyqo/HN6AKKHpBSRStGCEYlkAw5xUQUwY8Fw/AjHdgAEKCIaIRICTaou9r9uXfI3+Vq0zH4zZZNzMKuUnHd7f22vvYMbPw8Igbd8fZC44wYnzJc/DBnD0vz5n7sF/fDDwO+Xd8Jh1456GX3Wep/a2dDqh+eHb+bZvdpGdJm8nmEo8r7jaZmAMh2xV+dXby3KDySbzySXXvcckr3r3tnGys+PYgpn7xhvkpHldyMQ7+PeDC4Isj/Nr5jD0I9apGGHnJsGrjTBp7v/I2JrdYl1y2+5PLLy8ptroa8Gxy65w+3HLxJs1tOfW2sXRDT9mriz/k65yBxyH/ns+lRd4GaFP0x7/6U8r9J+NtmP7QWn8rv//kZDeDzb0bR3mHHJvcw8nmW064pDi9evfGctDLPzneJh8GD/uehEtWz9Cveybzp+uPlFfM3PItb77ThiP1BHvWyB/GpTf5+OXhS4rBiuEsjte9XmHv+eSL64Efd/Gzbzmk3nDkl59cv5yHfN0z8DjkP8XzacE3kv3PVL2bbyP0brN38h32fiXuXpndVG/CbFzt9aXnx3nG1n4bzOLVe9e85Vg9nrfttS+cV9jtZfWtU57e84dTm/8q96x3hdk6q7/Euzj69kQXW7m8+snHv9h7enknfm285a//Ht/D//pn4HHIv+Mz2k3YJugjmt7Jd8h3NbLDddB3QKV38HsXlb16PPlILXl3WqyxGD45Yc9x1liMfDlXNt/mhce7ubB8L8mwXcsb534U477iSTfkbjwetj6yXXw4ksUaxarNzrd69jlO3mw15JJnbrgztr56wVUu7s3ZeJh7Nn8ST/iXhpww5mV99/SXOB+xz3cGHof8O85/i3wXeultoA4of5q3zeHgcZCJwSt7b/OuP2w1T9/6z55OWz05xXHG+xK+nMXQ9YPLvYZ3QMhNqhGuuMFPxosbRk32SvPNF4/8dL2ki2398vjT4dMbxTzPeIsvHuYGPl70nXSV29WIK+71LQU/HnkwZ6/hGnDZ+1zoG1ejvO1Rb8uZHl6snMd43TPwOOTf8/nYGL1Tb8Fn+2gmn49rxGzkqw3Dd7YiN+5zqJ/fxt0aZ062jz3Ui98onh9XfhzJ89o4Plzk5i/m3n2Fh0vfXk5ONqlWNo50/qQrvxG2a2Py5a69OPGrPvEnw+Fgi6u99mL5Twmjh41vvXD7nMMVl7f6cuAni9GT3fOb7nv5HvrnNwOPQ/495t4GcVglO+Ab6R2mfR5/bq57pfCJt4n4SDH2bjg6zEr49aXLEU/yiYut/+R5H7t5iVPN1d+H7yonbv1fxT8P34fq597z4T/rskm45mT1bJj0xhl/9j5eX/MMPA7593w6LX4boEO9/7C8dzbpDvokTGXaIJu3seLZMOxTFrfRktXEWe2rAX/GcF19MSq2n5HrQ8/F6XhPe+vqMSw/KS+JNymutjr8pHzxpHvCc4UJxx+OThY38BXDKZbUS/rm411fGEPe8numMEn58GuvL//G1k6HjTN9r3wGDn3ll0vCPuTrnoHHIf+ez8dCbxP0Lv5//ud/vnHg5uudfKMNC9vG6SA+N5B4+GJd60tf/8b45SY3vn6xzQlbj/WcP5kvCZ/tWl+6nPR7Y7nC4E824miozX9zXrwU33s4Ifi6r6sDEz8cGw9/9r1aMMkw1Wlku7JPbhj+sPosds4V/uQ54nCVp65ewuOXn9zaqy8/rnw7h57R+jbvob++GXgc8p/imbQRbK4Ob5uLP7t3w22kfGFsyuxGsmvfNcNva7g3B9fixIvt2HwHST649O2p3I3rE0aP2XS8cmFhwqmX1NP+ULrc8HKzz/GmuH7CeT4nnz5gzhrs4mEXv7781XDv3RMdR1L98Ols876+XUubi+/kKHdrZsPIeRdZ7g62HnFvzcU/9Nc1A49D/lM+DwvdwkeXv1+vdFDCFYddmW60md52vA325GaTb1OrOu6hPBv+bXLVIcvZfH7y5AxbbCUO2GK+aPDBFKMvz+LE13f2g2cxb6vLPTnfNv8eDu8Z53e/7BOXfS+m1+In5rSveB++1zEDj0P+PZ+DRb4H3+rRtkk66BvwSbj83sFvPH+Y8l3iNl6YfGvDFjM2L85seWpsP5u3fHiS8vjC0TefLxmmd6gN/v3OZjnEyY2prc5KsfCN877iy+fdM1z2icVbThfs9hSGrTa5+fSkOsuHY+vICbf+dPgweOBPqd7mwMgVS/KFoYvnu/pCmv8xXu8MPA7593w2bZ5d8G0Im4QM4yCji5H3yse3/OHl2Hxx0mHD7BBfP2y45ZCnTr1vPL/Y6Zd7JfVwxrYnvGHCqyWHj4QT33y+xa4vXe0w3cu9UdzYGlf9hcNrjtlkfGdf6wvHVnfxyyO+Unx96XGcQ62kPD54frndl/mCEXvI1zkDj0P+HZ+LDUFKt/Btkvzp3r0Wl5M0bBSx/Hww5PrpuJJ8ZL7qrg0fZzq7zQsnpu4p5fDLw5et7mLhyit+r6YcUp21l6v42uEWK38xfG+SJ8/ay5c/m3T/8S+OTt7j09fGceXjxwN/2vwnnr1c+JPrj3PxOB/y22MGHof8Oz4nm+jeoufvYxr/OKoSbfrdOPlgl9OGWl9Y/nRDPpt0wKiX7EC9h1+/OmSceiHVKQ/ujMEkF8e/NflgyeWET3YvDbVvxscvi+NfHr4rnBgJw16eYl3mdXsx//JWloMHf3j3FLa49YJXznJd6ctf/G3sezynPy7XGXvYr3cGHof8ezybNpzfmrEJ25Q7/MYIf5ujQdq0bLnsJO5i8Oli6+OXv7l8YRry08PhgdtcGLJY95T0XUpzwRfuHCf/OSfi8rYPPjkdhie+2B6SsOWG3fvNlw1TfPnoYbYP/vJ34IYtdmLZMEn96iMZrotv66Rf1ZInnuRTL1+82S71FxPO/MJt77Aw4R/j9c/A45B/z2dk8ZPR2AT3fA7FLWkz5ZOXzM+26dlhN57dUP/U2Tb/8hRryCXD+qGw+s/I51dc66PjqE4X7MnD79DYeHknDz51Vja3ePKXG76Bi813C34cp5NqxXOPS3/uQ+6VxCPGxqE3XOaCf/NWLy4Hl3iyWPPSULOcK2wYa/Sqbj7+1ct7jNc7A49D/j2fjc1jM6Kx+NtENl8+GywJI+dK2oRxyOELH0djfauLh1GPlAeDX61sBwNsslGsa+8tf1xi5dKTDYdHevHyG3Dp+klvyD37Xv/i+PMt1/qLnQM2XBc7XPrmmyOYjeHlw+VexZPF4NaWA7sYNcWSnkP69ipvnyNMcutsHl1cTTJ/l3mI6zFe9ww8Dvl3fD4WuM2VfQ4b4Yydtjz+c0Pyw63cWHqXjRjutOXKW2x6V+/cO4z3UMJD4s7mw5UtfkrY/PDpLw18J4Z/OfmusFf18pXjKm/1zaGfNeB9UTtr40wuh9qLx52ElQ+fpMtV+/QXh8cjh91z3vyNw8RhpLc+3LeexR/ydc7A45B/x+fSxuhqgfe5+/nZ/G4Ah7bNYNPZOHuY1gYc3cclWhQv/8yFWRleLbm4y6+/4vostrYcHA4EHPzmg53Mx8abbMR73huO4vpKb3SwLD5evRXP3lr5Np7dWB+9vJ6jOchfL1vvOfv5tfj53OtP/Z2jMvDy730Wl6cf+NOfzVdeg40bx3P0+VUs7FXtcsSSLlzlGMX4+R7y9c/A45B/x2dkE1jwbQK+NoAr2t0Q6XKuSu5mKh62sXzy8W4srJxTFmvw2/gnzx4CYeHhOtwMPhiy+HkvV1g+fGe94ssJR574/DjJfDiWTxxHB7rn2NyYh3Dy9tCXhwfmqlY9NHDRb86P/dXsEotnudPFNy99sWIry/U8cMpLirknPlj3lD8ff/bGsh/jdc7A45D/FM/l3GC7Cc4NcGKzT0z568PHnzTgknBi8Ow3yfBtdhs+fHrc6mSrz3fa6tzzn3H2PYmn+OrsfHq5x8G/uKu84jCkOuzy9AGPazFiaocxtzjgV4olHep88tevP3VW4uWLp0FufHX1ktWCP3mWS+whX+cMPA7593gubYqulzbAS7TybNiwu9Ho4bra4IuFv+ph65aLa/30l2J6hF17dfE3ybPWyXHGTz54uOz0lXJg1pafb/XF0E8Z3hc59WCqpQ++5NmDQ7p89eWR6py5cuDIqzphNx/n+tPl7rriP7Fr3xI/eoFlP+TrnYHP5JBvQXT5tth08IlbnGtb0Pl2QcaRz5DL/ixkNbdu/ayth/XZ7MUWD5Ova++12OZlh8m3eTDwyb3KaWzezfHRS7itGQY+2YWrnHTxK5sv2Vj89vkc/eRjA1j4rQ2br7Wkn+1jMfTqWXv4im3e3ru84tU4Y/ndA55wxuJhxa/4cOgn2RX2xMddjMQrl18v/GqQuOE87/WX69IHO/zOAZ6HfH0z8MEP+RbFLpCdgjaeH3qFacBn7yKyePNbaPk+61F9vaqtn6Sx97H+zd37wyu+sSsunPJg1M+f7woHQ6pJ5je3OPDIyVZbLTFSTvHuB7/njiP8YtO79LBzgRsXbJIPZnn74ahR/fDi1hY7ecXFV66e8BTrWq54woWBW26+cuT7YqRW+HBsdfM3sovhwvMcfX6NX1449RZD3x8iw4Y39HJVB+YhX9cMfPBDvgXSP/H/ju/4jtvl/z71Q7wvfelL39jMTU3xFmRXC754I/z//u//ftNitrCL2wTpn8fYXqpvM/DbiNunGHnG1l7d/eWTq2YSllz84vhPiZMsfnLlExc77TAN/mfr+VVOFp3MV87m0RcTriH2bH3yiqOc9CR9c/g+yfxmbbHfHPmk9/Wr+1LeiV979Xo7R3tjD97iWyvdPdHxnDjc+V2wOMLQN1/uQ77uGfjgh/wXvvCFp+/93u+9Xd6l/Nu//dtTV4v1y1/+8lMY45//+Z+f/vu///v2Pyt93/d939MP/uAP3kL9T0v/8A//8PT1r3/9Gxv281pw52bI7l5sDveS//SJJfGk20TpjavcfJ9mbC/48521r2rIverhyhdHftd5KGU3Z8bG8cnFpYezX/hwMHjlhhHDy5a3PGf+icW7OD78+PbeYJLLKSd/I1scTzbcrjdxeTDyb4Qfv5y+sPd8ntHyqVV9+vI/9Nc3Ax/8kP+pn/qpp1/4hV94+tmf/dmn3/3d3336pV/6pac/+qM/evr93//9p7/5m795+vVf//WnH/mRH7m9y2/h/PZv//bTH//xHz/967/+69Ov/dqvPf3nf/7n0/d///c/ffGLX3z6nd/5nac//MM/vL3bbyrPxflZTK8FX61zkdePnhZ3r6/NXzyevgPKb0MlG8Xzq8W/vmJtUpjliWMPHvmwyfBGNh/pAIBZfL5w+tZXvoaPTrYHmOJq6Gvvo3hYufKSLhzJRn6Srpdb4KOXt7kfWFxrx7eca8et7lXu8qTjkbMfL13F4YuV05WPjkdP4uzlrFdzi2/58zU299nzeH2tM/DBD/kf+7Efu71T/9u//dtvHPI//MM//NTh/+///u9Pf/qnf/r0e7/3e09//dd/fVs4f//3f39bZD/5kz/59PM///NPv/mbv3n7yCb7V37lV57+5E/+5PYu30LdBfxZTHL1ujqobAY9VH/17N0gHVpyiu0I51CLI5zDMNzJmw1fbvh8cJt/b0Pmhz8xy12MXS+bt73lN5b37M2hBVMOTLpe8rHDuvLpJx/9Bv7oRR/LX4y9teQk1cUHX8zz1pNYsjx22HQcepGXv2t7UFduMXnLtTWWH1fx8rw5iK++8cPlb8DjWl95+eXeEj56iZuf7yFf9wx88EP+r/7qr26H+Xd+53c+dbj32Xyfu//Hf/zH7d15/j7O6WOZFmEfyeTro5rs3sm34PqPsnvH3yKzAV7L1J4b4aW+dqMu7vSfNuynvfc35V/VPX1xnD79vSR3npaj59xY3/Knu8KtLi/50sCnBruckw9P2HOEzY+HHm45z7y1T96z/vJ0oDpUN8+BLXdz6GS1X+ozHG5y+6Xj2NpiD/l6Z+CDH/J//ud//o1D+6tf/ertB6h9FPO1r33t9oPVPobpnV0Lp4O9d/J9Rt8PXDvc+4JQLPnd3/3dNz3b4v+sp9YmsIHYSb56Wn/2biQ2eebmb5SDE99z5BP+7DMGc0+q1zxeDXXfhXex7nV91clen3uDD1NP689nyC2+OeIrzzjOxdA3tro4Wayr9drQj/j7yHv1Wt/qJc9abPnseuBLX//aMEkXbHb62uU2Fiv+HHm8vtYZ+OCHfDfuo5ef+ZmfuX3m3kczHfR91t5n7P/0T/90e6f+G7/xG0+//Mu/fIv57RuLrcXV6BCwuMhb4DN6scgrl95m3LE9LfbEbc6V7n7F2KTD0PyEc/iE8W26fNL8weTXc76uq17zL/ZNOi44NW4kH7/Uy0tDzeTeZzlXfLjUXgwOnLBJPnJj9LjEm1u98xcTL0dtUjzJhzspt1j8xubJ3fzV8eivWH1m90y7cODnk9sauvf8+eN14XnI1zsDH/yQ/+mf/unb5++9M/+t3/qt28Ger3frfTTTb9f00c0//uM/Pv3Xf/3X03d913fd/H0R6KOZ3unn6yOcfP2WjUW703ou9o19KN3GjF/99eXfTZTdgH22nl/zlSv/CrO5cHLk49z8MGvjkXNuXp+7+oIAvzXVuZLLJ3fr62d95Tg45STdH70cedtPueywuDY/f6P8/HjYz9Fvfj1xRXdeiu+hjDP/jtMWO2uz8cDdk3DLn95VTLx8ulg+2DOen09etmfrDcUN9Hh51TPwwQ/5H/3RH3368R//8afkL/7iL94+f+9Q7917m+UnfuInbpukRdNh3sc7/ZC2z+L/5V/+5ZbbF4g+s++3bvpd+RZaC89CfNUz/HFzer7Xt3vZDVVq/tN3xXFi7uWefGeePj5u+yZ6TnuQbUydk/fErK0mubnqX/mWA27r0xdXjcWKqc1ezJmTvfiwi4/jjOP1xeuMnzb8Kc86xa98mxf38hdb35m/2GJsenJzimc78Lf2Q399M/DBD/nv+Z7vuR3eyT6Tb/QrlH/xF39x+5y9A7wfqPYOvasf1PZxTr8P/5d/+ZdPP/RDP/RUbj+w/YM/+INbjgW7C++znFr1LXabINsQY78kz/tYHu9Iz/wz54y/VP8qd2uK53sTD2z105dHT92D2OKLX+FhrmI4T8x54JQrPwkv/03yxC+X7yTznc9HrfJx1Jt3vvz4zj7k5E/3RQIunxr53sSzcfqZzx8f/tO3sfTH+PaZgf/3q7/6q9/8feW3uPfenfftf1ejxdMB3jvyDvUf+IEfuH0R6OOb/oFU7/Jt2DbGV77yldvCC99HOufYxXjGPoRdf/Xfb/tUu01hM9rIZ93iDRtIfG16h4aDwzyoIy+ZT3z9YqcM74LXF2xx44xVi29xV3i+5uPE4oApzkcWS3f5LiLsPXw5Z60Tf9rqbK6a24s8sn6Ks8s/x/KEszaWtxzPMEwjmS+JY/Phb+CPXqwVNv7lq99sF95y+NLlpjdwwCerl7/93J7t52qP8bpn4IO/k3egt0AsmqbEgul35ftopsXTAt5F3OLsH0ztwLNcG/8s9HrY66xZrKFHcnGbXzybbA5w8MsNsxeceFJOcyrOV7x8Mj/MzfnRy+mTC0fC62ftnl334VAoBpc/HY9+ymls39kdkNaFHLJ4A0f6xtK7Nu7QW+zW3Hx9kuWke0bp5e5YLP9y5ls7vOE+2cnuf/Gnrn5+tWHMdTz5+NXM3pr8eJKuOBrhu3A9ex+vr3UGPvghv4vhXBQWkkVzNUk2vlg554i36967pRP/rbDruXHVT/7iNsdiVg9n8JP53Vfy9O/GL74D9szrMCi2eFj5xTaeH4ZcDJ98Mn8XLBwJlwyz/rN+GPEztnaY7PXhTzbEkzifI9c14Huee5jiWpm+PegjuesBLnlvxNNlneE68fpb/0vYcOd938t1L2/K2fyH/vpm4IMf8rtAWny7wK7st52ie7n47y30t+V/H9xZ08HAr7crbjGHQZh85W5+On8Yh4B8stjmrb/YOTauxmI2nh/3qWf7YpJ+DvenBh7+E39lyym2feV3nXn3/JsvJx98uku82OZlG3LZyTP/jHmG/IvfOuIr9bm+l/Sz17CnL/ulutvfS7UesdcxA5/JIe9Wz4XzJlveS7IF2aHSO9s+4//QC7B6L22CYjvWrrfTPrHmhOzeytmDINtHDnDFvdOMk3/rqYUzW7x8ulx4snhX2HuYsHqTt/X4VuLDrwbMvVrrl1vO+rPF8p+x4ka4Bnxyc7LP7yzlku6FfcWx33EWvxrrj9NoLs8eNn7en7mPD257osfvXtV2L/n5wtHPWsUe4/XNwGd6yH+o22/R9UOgn/u5n7v9iuaHXHz9wLV/qNW/wL03bIKkjRP23CxXfbaxytuDQJ3Fh/u7v/u729UPpNvMLw09wdj8bFK/DgT+8l36wCkHNrk+OHE2Pn5SfOfg7Ccs3Jl39ieOAy8OeDY8edbhfxuJW+1y0nGScNmusPlhshtXvufI85zgSrriSNcHP77sq1GetbJ9ybvKefhe1wz8nznkW4D9xL9ftXzTgfdpHkGbJH6bwqaxEfjrp9geKC/VPfPcQzwGX3bc3e/68ofHlb0DV3EYvsWlv8RzYk/7zDVnaomzz/wrG1bfYfgWv/cGszn52PqQn72cnqn4u0p15OFWh33i4N8k5cNd8cCQVxj5byvjwve2OQ/c5zcD/ycOeQu3v0Pfxnzbg/V9pr1/ldvHQt7JW+z1sHrc2fn15wsCGz4sHF82Pdl1Huj+7r5DNB7jylcs3njwx6uv4mqR4fhvyrwUE899cq599r81cZD1V/z8WGJKf5Mad7muDfLhLrb6mZt9Nfg39wpXHFb89O29Lyb9TbnFt4cTjwPmKq4mGWZ55eDACbd59Id8vTPwbX/IW4gdun/2Z392m2m+DzHt/bpnv7PfYd84N4SDuI1cH9sL3+bJPw/evlA55OLYXJz5uhrkzfjoJb7y9aMXdcLxyUnayHKz1Su+erYhj4RTI7+Rrt+Ny03WJ8yZGw8f7HKn46Un5aSfY2Pp5ZOw2XDLr89858jXvcgNu7nhi+XHjSMcf7HsExPWM04vDrO63Hzpetqc/HDkFVc59WV9Zj/G652Bb/tDfqe2hfehR+/iXXsQqdvmMM7Nx3/KNpINY1Oxw+brwm0DLs+VT25S7nLRF5evsYdA9vIXy9Yj7nANNq5n7yeHrLpwnhs/Wx6Jr7wuNomvvvoiyRZfHjE8YU5c+Hxh4PlwJcXIjZVfP+dauOItr3uH1U/SFUYd8ex7cxZ+h9z1rR5nGNzFVocN8yYu2If8fGfg/9Qh/1lNZYvewrchst930ePY/j8N3/Kcerx7kGx8a6bfG/dwctzP2svFn+9t9M2N2zxv7sn1ki3/Hkb/W/fUq931Uj9y8OlXnvr88C/Jxe594EryL/bk3B7kwIuxz9yH/e01A49D/h2fl01tI3Rg3tsM+cXg2ZW1GcltJdz5bnrj6TjT41jufDvqs0ut9Ma9nJMvnJzeJdPjWD27XO/y2UnvUNN36EFvxeLkrx5989LPPrPxlNO183jyZMPjY4ttzlUsX5jFy3HP4mokYdINXL4TCbNzGa65wZuNG58eizWy+WDIZ8Qnr/lhk9mweNb+JPOhvdYZeBzy7/hkHD57cNgUfDbGae/mcHDZSLVRHFf6Hp78SbrWszeXXf0uw2GxHOV16Se9QabXx9aUc/anlnjyrBWfoQY8/9bKV3xrVefkzbd8i7/Hz7/1cFSXf7n4SP3JS+48FM/G0TNornfwxVmsX9ENn+1a/nLxFTcf/HLVKDecOE7xlerwsctJZ4s/5Oufgcch/yme0S74PWRQbrxN0uazITcGv9KmWp+cc5Pmz9dIh6uemsUWk23An1I8WUx+Mt5znPkdWGHz7/yUi+vkyFYLhjyx6uU/+9lY+Tjydy0ediV83Ju//uXhJ8vbERb/+tM3ZzFyttfwzaXRF4i1cS0PXznpa+Mhi6m7WH69JOlyH/J1zsDjkH+P52IT3Eu1iWw0tk3D3vzlPON4ksXI8sXOHLETr+ZywJJnbHPopPrZelgfHFns5OeDIfHg5b+SV5xXuPXhX99L+tv0Uf678m7NM/e0F0t/X8xVnvWC2z1fYWEe8nXPwOOQ/xTPp4XfJrjaCFebxTvbSto0p7zXTjjYs17+fVelJz543PzZ53cWcfXu0J+GlrP3s/ni8thh8m0v2V2NU66vHPn8ew94cOgtWz2x8htynq3r162xeujlVef0Z4ttfT74pLExOWQY+tmP/FOGkyPWXOr/jIfdWDmLWR3fied/yNc5A49D/lM+FxsquYdfG+FqhIP12Szf5uTb4eMOG2xj6Q5Fh/bG7/HHJVa+3PrixxN27y+sodeV22dfNBr5SNib46OXtdM3H4Y8sfxkcf2pKecqtnn0U5aH44xlb53mae3un508ufiueN2HmFy94BX3jPJ3ZYdlh0uXj4+fhBc/8XjDP8brnoHHIf+Oz8eiv0qzETbWZmnIg+GH3Y2Xjy0v2yWHzN/YjZfugCienYwvvcE+9a0pJoedNJbnyhdfGAOX/vjDNeDl4NcX/CnDucSuctQPEz777KXY5uJNnrFwBtzpE9/a+apbDnz6iZGbDKdGdth88vNtPL0Bk01PLvYGPLD6E5PPfsjXPwOPQ/5b8Ix2g71EZ3OFsfkWz4dv8WfOxuQt19voJ8ebePT1Em4536aHEyP/Xo3iG6Mn6Sfn2jAnz2LO2Gkv9m31OL4V4216cY9nPT2Q9+J94Ygj3BX2yndyPezXMwP/HxhM3/m7AorBAAAAAElFTkSuQmCC" alt="">
 +
                      <p> </p>
 +
                      <p>③. We preserved the strains showing the correct strip and extracted the plasmids.</p>
 +
 
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1>  </h1> -->
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Again we failed.</p>
 +
                      <p>②. Plastic recycling of 02-luxCDABE part.</p>
 +
                      <p>③. Ligated PUC57 vector with 02-luxCDABE part.(Unfortunately we failed)</p>
 +
                      <p>④. Tested the chemiluminescence values,which can prove pSB1C3-luxCDABE works.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 10: </h1>
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>1.Tested the chemiluminescence values.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 11: </h1>
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Ligated PUC57 vector with 02-luxCDABE part.</p>
 +
                      <p>②. Ttransform the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 12: </h1>
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Picked 5 single colonies from yesterday's plates and added them to the PA tube containing 5 mL LB medium and 5 uL Ampicillin.</p>
 +
                      <p>②. Rapid detection of PUC57-02-luxCDABE.</p>
 +
 
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 13: </h1>
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Ran the gel electrophoresis.And we find out that the five plasmids show the same strip,so we thought it might be right.</p>
 +
                      <p>②. We used EcoRI and PstI to digest PUC57-02-luxCDABE.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 14: </h1>
 +
                        <h2> B:pSB1C3-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Ran the gel electrophoresis and we get one strip,which means we succeed.</p>
 +
                      <p>②. Plastic recycling of PUC57-02-luxCDABE part.</p>
 +
                      <p>③. Enzyme digestion verification:</p>
 +
                      <p>pUC57-lux:</p>
 +
                        <p> </p>
 +
                        <img 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" alt="">
 +
                        <p> </p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①. Ligated Nik part and PUC57-lux part.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 15: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①.Transformed the plasmid and performed spread plate.</p>
 +
                      <p>②.After eight hours ,we found that there almost no singel colony.But we still picked three.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 16: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①.We found out that the three didn’t multiply,but some singel colonys showed up in the plate,so we picked 7.(Marked 1 to 7)</p>
 +
                      <p>②.We performed the plasmid’s rapid detection.And found out number 2 had plasmid-strip,so we preserved the strain.</p>
 +
                      <p>③.Cultured 50 uL strains in 5mL LB.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 17: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                      <p>①.Extracted plasmid.</p>
 +
                      <p>②.Digested the plasmid with EcoRⅠ and PstⅠ.</p>
 +
                      <p>③.Performed gel electrophoresis and we found out that the strip was correct,so we did the plastic recycling.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 18: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>.Performed gel electrophoresis of PUC57-Nik-lux ,but it turned out to be incorrect.So we did the ligation again.</p>
 +
                        <p>②.Transformed the strain PUC57-Nik-lux and performed spread plate.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 19: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Picked 7 singel colonys .(Marked 1 to 7)</p>
 +
                        <p>②.We performed the plasmid’s rapid detection and found out number 5 had the fall-behind phenomenon.</p>
 +
                        <p>③.Cultured 50 uL strains in 5mL LB.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 20: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Extracted plasmid and preserved the strain.</p>
 +
                        <p>②.Digested PUC57-nikABCDE-luxCDABE with EcoRⅠ and PstⅠ and Performed gel electrophoresis.</p>
 +
                        <p>It showed two bands:one is 2.7kb the other is more than 10kb.</p>
 +
                        <p>③.We did glue recovery of nik-lux part.</p>
 +
                        <p>④.Ligated PSB1C3 part and nik-lux part.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 21: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-LuxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Transformed pSB1C3-nik-lux  and performed spread plate.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Rcovered the preserved pSB1C3-01-nik strain.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 22: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Picked 7 singel colonys .(Marked 1 to 7)</p>
 +
                        <p>②.After eight hours we performed the plasmid’s rapid detection and found out that number 5 and 7 had plasmid-strip,so we extrcted plasmid.</p>
 +
                        <p>③.Digested PSB1C3-Nik-lux with XbaⅠand PstⅠ for the enzyme digestion verification.</p>
 +
                        <p>④.Tested the fluorescence intensity.But we didn’t test the no-load fluorescence intensity,so the result was useless.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <!-- <h1> August 17: </h1> -->
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Rcovered the preserved pSB1C3-01 strain and the activated pSB1C3-01-nik was placed into the refrigerator.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 23: </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Number 7 showed three bands:7.6kb、4kb and 1.5kb.And it proved the ligation succeed and we got pSB1C3- nik-lux.</p>
 +
                        <p> </p>
 +
                        <img 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" alt="">
 +
                        <p> </p>
 +
                        <p>②.We took out the preserved strains:17iGEM、PSB1C3-02、PSB1C3-mRFP、PSB1C3-lux、PSB1C3-Nik-lux.And cultured 50 uL strains in 5mL LB separately.</p>
 +
                        <p>①.Due to the protein gel instrument failure, we were unable to perform the experiment after preparing the Tris-glycine SDS polyacrylamide gel electrophoresis gel. Therefore, we had to re-cultivate the pSB1C3-01-nik strain and the pSB1C3-01 strain.</p>
 +
                       
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 24 </h1>
 +
                        <h2> C:pSB1C3-nikABCDE-luxCDABE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.Added pSB1C3-nik-lux in LB with the concentration gradient of 500 50 5 0.5 0.05 0.005 0.0005 mM ,and tested the Optical Density(OD).</p>
 +
                        <p>The OD is :0.287、0.146、0.145、0.292、0.656、0.890、1.466</p>
 +
                        <p>It supposed to be two situations:</p>
 +
                        <p>When C<C1,OD stayed steady,when C>C2,OD closed to 0.</p>
 +
                        <p>But it didn’t reflect the conclusion, so we kept cultruing the strains.</p>
 +
                        <p>②.After 17 hours,we did the test again.</p>
 +
                        <p>It showed:0.02、0.034、0.031、1.056、1.047、1.078、1.134</p>
 +
                        <p>When C<0.5mM,it was stady,when C>5,it closed to 0.</p>
 +
                        <p>Based on the above:</p>
 +
                        <p>We can say:we successfully got pSB1C3-nik-lux.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Prepared Tris-glycine SDS polyacrylamide gel electrophoresis separation gel. pSB1C3-01-nik and pSB1C3-01 were adjusted to the same initial Abs. By analyzing the result of the protein gel, we knew that pSB1C3-01-nik produced a darker color than pSB1C3-01 at the corresponding size, thus demonstrating the production of NikABCDE protein.</p>
 +
                        <p> </p>
 +
                        <img src="https://static.igem.org/mediawiki/2018/d/db/T--HBUT-China--NoteBook_122photo.jpg" alt="">
 +
                        <p>②.Pipette 1/1000 of pSB1C3-01-nik and pSB1C3-01 strains cultured yesterday to 800 μM of NiCl2 solution.</p>
 +
                        <p>The Ni2+ standard curve was detected.</p>
 +
                        <a id="open-august24modal">Learn more</a>
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                    </div>
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                </div>
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                <div class="column">
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                    <div class="title">
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                        <h1> August 26: </h1>
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                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We extracted the nickel ions in the dried bacteria with 0.1 mol/L HCl, and filtered.Finally detected the nickel ion concentration by detecting the Abs.</p>
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                    </div>
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                </div>
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                    <div class="title">
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                        <h1> August 27: </h1>
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                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.In order to expand the range of the nickel ion standard curve, we took the Ni2+ standard solution for the labeling experiment, but the Abs value was to high. We had to reduce the concentration of Ni2+ standard solution to prepare the calibration.</p>
 +
                        <p>②.In order to determine the optimum Ni2+ concentration of E. coli, we cultured the bacteria in 0.5 nM and 0.8 nM Ni2+ medium in an inoculation amount of 100 uL.</p>
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                    </div>
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                </div>
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                <div class="column">
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                    <div class="title">
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                        <h1> August 28: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.We changed the concentration of Ni2+ standard solution several times to obtain a suitable range of Ni2+standard curve.</p>
 +
                        <img 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926tdtuu+3yGvLtt9+aaMTDjdBu1KiR7bPzzju77bff3uHZHj16tHvrrbdcnz593FFHHeUIV2nZsqXbaaedHNuRTjnlFDdjxoyC4pO6sV9DSN98842bN2+emz17toX07L333m7gwIElMz3t8ktmaAMsKN/x2AAxyGQREIESE5AgLzFwFVfZBFatWuU++ugj9+KLL7qpU6e6OXPmuObNm7vzzjvPnXPOOW7rrbfewEC836+88oq98GIj3I844gjXo0cPE+TEh0+cONG99NJLFm6CIN9ss83cLrvssl5e22yzjevYsaPFkK/3Q4n+YYIpiQFFmol6MCB67LHH3IgRI9zixYvdZZddVrIqpV1+yQxNoaBS9rFCZeU7HlNAoSJFQAQaGAEJ8gbW4DK3fgS23HJL16VLF7f//vu78ePHu5tvvtnENKEmTLrs1auXYzWUYEJYDx482LVp08b96U9/sv3/3//7fya62Q4PON7v3XbbzXXv3j24a81nPOt45hHlXbt2te/x0n766afuhx9+sP8//PBDt2DBAvOi+x2bNWtmwn6jjeofnYbnkDKpb5qTShkQwLJv374W5kOcfSlT2uWX0tZSl1XKPlaorDDHY6m5qDwREIHsE5Agz34by8IECBCmgocbb/lrr71m4Sb/+7//a2Emhx56qNt4443XKxURhzhmMiYCHQ+4T1tttZXr3bu3vfx3ue/EkxMn3blzZ3fAAQfYz8uWLTOvu4+f/vjjj92SJUssHMbvv88++5iArq8gJ66WOwJvv/22u+iii2xg4MtI451BD2FCvNJIaZefhs1Jl1nKPlZbWWGOx6RZKH8REIGGR0CCvOG1uSyOiQBrgm+xxRYmtLmII8yZgHn99dfnXQUFkY6Qi+pdxitNfDn7n3jiiTW1b1u9/OFPf/rTmv+Z8Pn++++7iy++uOa7OD5wax9PPKu9ePEfR771zYNBRu7Ap755Rtk/7fKj1LXcty1lHytlWeXOXfUTAREoHwIS5OXTFqpJhRLAa3344Ye7u+66y1Y52XHHHd1vfvMbm5AZxiQEAhM/CUlB4DPR0ydCYRDjxKF369bNYtTZnld9vd6UQT4sqYjQZkIo5TPQaNKkicXG49nnt0cffdQ99NBDDu8//7O6COE7vEiEzRB7y+CBfYil33bbbR0DlWAiBh8vPuUSGkAoDp5+9iMv4utzQ378/uzLttSX/Un+3W/j38PWh+3Jl7rjNaXtYE45vi286I9Svq9HoXfq5+3GBu6eYDvccxPtwoRg+gC8mjZtamy5S5ObiuUbpT7UF0YwY2Iz/ZB5FC1atFhvgBS2LtgUpo+Faae62j1MWdhX6Hj0vMO2SVgGPt+w77W1F7/RX/yxQT+mz/h24/gh0a+DxzDfFWLMthyXPk+2pa9yfHO3j2OHvgA3/xvnAL9PmP5iO+qPCDRgAhLkDbjxZXo8BIgdP+uss+wieN9999na4ayOcuGFF5pwKlQKFzFE1gcffGBx3++9957Fh/fr18924QI3bdo0mzjKA4GIH0e4cMHlQhoU7uzARTOK953yWWoRzz7hLqzSQh7kTyjI2WefbQJw3LhxNoGSyZMsMThmzBgTYNSJF+E05PHuu++aqEesc7EmPOeYY44x4c0FmYccsSoKE1ip+4ABA8yj/8ILL7i5c+daKA+x9AxugnYgAuD05ptv2vbUDwHPxZ5JtcHEtmHqwz7UiZh76sSkW0QlcenUb9KkSW7PPfd0559/vk20DVt+sC75PntBSOjPvOpVYhDlTFBFMBECxeCOdiaxLbbAlW1oewZtCPEOHTpYX6HvkYrlG6U+lEMf4W4JD6tizgL1R5jTX3r27On2228/NovU1gjE2vrY7rvvXmc7nXvuudYf6uqHCNVCZRHeRThZoeMRu8K2SbHtQRm1pTDtBc/XX3/d2oC2Oeigg9yZZ55popm2e/XVV40nxzqTy5lEXtexwLFBO3AckD9im2P/kEMOsUEsAxTOJeRNP6UfMNeGgWZd/YUBg5IIiED1Nfy/q1NdIFhq7YknnnAHHnigO/XUU+vaXL+LQIMggPhDmCCsLrjgAruYc/FBRHNxQixxEfNeT0TVrFmzLM6cSaGIG0JMhg4d6u688077zEWOCxlinBCUBx980MQYIpR8EYsIdwS/F2MethfChLKESYg7PN8IYoQo3m8Ey3PPPWdCkHXPvccMzxeeeh46xAUezxjLMiKKWe3k9ttvtwszgwkuwoj2hx9+2LZje4TBM8884/7xj3+4UaNGGRNEKGEw2INYpx5sd/DBB5s49jYg+tiHchBMJ510ktkOC/JkYIEwQNBS/zD1QYwgHJ599lmrE6u14Onl7gDrvMOaSX+INMRH2PJ9nfO9018YAMAF4YJogTki595777VBza677moDAe4yMPhhgPf444872hTxBHcEJfVFnLVr165moBaVb9T6sD19/ZFHHjE+++67r+M1f/58u3tC/6A+DBhYxjNsW2Mr7V6oj1FuXe3EgGDKlCl19kPEZKGyEJ20Rb7j0bdn2DbheI3aHr6MQu9h24vBGucP+vEdd9xhfYbrNpzJg4EUd7voRxxP3Hmr61igbTjnvPHGG9Yn4YSQp/0ZPHPscBxyzmKy+9FHH23nPs6DdfUX+jx1UxKBrBGIqp3lIc9aD5A9qRFAYLH8Hl5NPKyIbEIguHAFPb6+gnzHPgOr18/mwoWg8QkxiFDlQklCyJG4cB177LEm2uyLwB88urzCJjyBiFoGDXilGTjwGQGKuCERVnLaaaeZWLr//vtNcOGN9F5cTjiIaoQs8e1MOMUmxD4XZvL/yU9+YhzYj0EDeSNsENrw4oI8YcIEd9NNNxkDvNXt27e38hkQINQRSccdd5y75JJL7BY5647DDw85gyKfEIxh6oNdtA11oozJkycbY/j+4Q9/sHowYEJgRinf1yPfO179J5980sKaLr/8cnf66afbZtztwAs+cuRIqzsTfBFUiFAGAtypGDRokNkLW0JDrrnmGhNbcIehtyUK3yj1gQvbI7QZrFx99dU2MMMARB3tzUCIAR7tGKWtGczW1sdoh7raiYFh2HYvVBZilbLyHY/YiSgN2yb00ygMfH+nnEIpSnsxCGZgi/D2iTYkLAoBzjHmzyn87vtPbccCA3TEPsc8A1oGXn5yuhfkDBjpv8cff7zxCtNfOGcwGFISgYZOQIK8ofcA2R8bAS5SeLcRW4hNhCeTPLkI4vnOTVwgEcEIrFxvN55olkbklVRavXq1DR640HOLG689XmvqyoXVe/ZrK5+LMss1Ul+WIiQharANoYlARMgggL2dcGIfhJHfB08bXm5EHQMan/C+IoJIhL94AcD/CEEu5kFBHrY+7I+gx5uPpx9bsYGBCXnyIiH4o5RvOxX4Q2gMgpz+wCDNJ+wgVAdutAGJECI8mAhNxJUf0MGVtehZXvO/q29uIkIRSnjyo/KNUh/qxN0cL3rpO4QQkWhfBmjUn1WHGBTh+adPR2lryyzPnzDtRN3C9MM82dd8VdvxyEbFtElcDCg/SnvBjL6TLzGIyw0TCcOYvPD84xBAaHN+45jk2PGedxwJHNcI9LD9BY89/UVJBBo6AQnyht4DZH+sBBCEhE4gKm+55RZ7gBAXZTyKhRIXLy+4Cm2TxPfcgkbc4UW76qqr3MBqT/2RRx5ZI665cNeV8KizL8IbcYtXn1hzHoCEQOM2Nu8+Yav3rnkvO78htBkEkA9hBT5xUX+p+oFJeOYQrsGEqKDMYIpaH/ZFiFEnhDIe8WCKWn5w39zPeCQJWSJ8IOgRxA4EOU9ppS68CH2CIaEYeC+DicmytBvth/jFY40gJ0XhG6U+5E2duKtCuYRj+IQYo50RYohiP5CLUhefV23vtbVTMe1eqKxCx2MxbRIngyjtRThTMak2xuTHAJrQqX//+992V4kBM+yJQacvYi+Da1LU/mI76Y8INGACEuQNuPFlejIEEImILoQpMZxPPfWUiRj/QJ/cUr0Iy/0+6f8RuCeffLJ5gZlkOGTIELudzVNH8YLlCsF89UHIIhC5MOM1Q8BiD5O8gt5svy+/cdHOTV4IeHHH74gK4n25sDN/hVCaulLU+pBfIf7FlF+ofgxK8B7ywn7spFyfgnWgXOYbIHAQuAzychODGSbGwoa7MT6RTxi+UepD3tSXOym8mCdwww03+CILvoetS8EMcn4IMsr5yQZUUfph7v7B//OVU2ybxMUgansF7YnyOZ/twf3xuvt5LoRZ8cRiwm24M0Kf5S6X95hH7S/BcvRZBBoigQ2vjA2RgmwWgZgJ4NlE2CLMEWFMbGJyHrHB5ZIQzIQ73Hrrra5///7mgSbmm/hkJhn6+PXa6sstbEIX/vrXv1poB6EYv//97+1WdqFb5rXlF/wNUY+3nPAIXnjh6kpx1qeY8gvVDw8y+WEH8dbBuwB+H0Qv29BHCAPBFl5MVM1NiHQEKHcx8gn23O1z/49SH+KKSYhCJvMhvLiTkS+xDTaWOsXZ7vnqjl1Jt0m+cv13xbSX3zfudzzi3aufKMzypcSic54g7AQBfthhh9UUV879paaS+iACZURAgryMGkNVyRYBJh7yVEtEKvGnw4cPNw9yuVjJBRSxR/wmE/Fuu+02W8EEQThs2DCLF66rrsRY//nPf7bwiksvvdSEeFzhN+RDHDoeN4QgE18LJcQsKc76FFN+ofohnLlzgj3YwR2J3ER70E/gT0gLITyF7MZeRBrhUFEm8voyo9SHOuA55Q4FdSJsZebMmT6rmndEOpN1EeylTnG2e766wyvpNslXrv+umPbibhHtRl/xx4fPz78X+t7/nu+dgSDLc+IZJwSL8BXuBhLOwjwGUrn3l3x26TsRSJuABHnaLaDyK5aAF0WFLnhclFjpgEme3OYtJK4A4C+M/r0UUIj3Hjt2rHk7EVusknLjjTfaKgl4vbgl7RO2EArBrXs8oP6diWbkwYUYzxnJe/PwkHlGfMerECtfTvB3BDFhM9xtICSGlVByPbM+f+rD56j1yS2XOvoUtXy/X6F3Jo/CiLAeJncG70BgF7HgTK7lzgUTTOkzxA3zPZ7zYEK842Vv27at22OPPWp+CvKr+TLwIfh72Pr4Ox1+e8Q48w5YqtLzok8Q886yd/4uULCsQBVqPub+nq+P5drt9/HlkhnfRW33usoiT58372xfTJv4+lpmef7U9XtwF8+/rv5DeyHGuXOCkKdt/N0lyqN9uGvHMcMxmpt8nYKMc7fhGQOEtRFWxeCdOTPMPwkmX9+w/SW4rz6LQEMkIEHeEFtdNsdCgAsdt8r9e75M8e7iIUeU504Y9NsjOggL4OLowwP8b0m+c1FmeUYEHxdnEksQEgeKJzc46ZKLPN5RLrxcYIkZRSSTEK54fRHMeEgR8ogzbOE2P7ezuXD7W/7YmSsG+B8OuQzw/rLcIbfHmUiI4CPkA1FBmZQHf37nf8oIWx9EMOLD18fX14z6vz9RyqcuCOVCiTsmhAhRd8KXWBbT82fddlZVQfjhSWfSJhM94UJYAMy9QGJ/POkId1ZbYQUbEnbQH709vPuUj2+U+pAPLFjODm7c7eGOCktC8jAe2oa10Ylnx3MatS7kn6+PIfpJtbUTv5GitHttZRU6HqO2STEMzJACf6K0F/2I4xdRTL+cOnWq3bng7gZ9juOX/s6gkBd9qjbGuVWiz7EiEecJjm/Y596pidJfcvPX/yLQEAnowUANsdVlc70IcMFGmLLcHkIKcYQXF48UF3q/yoQvBC8VFzA8zNza5XYvy9txASRkhOXDyAeBywoWeEYRW7n5+PzieueijIjigsqFG2HrPdHYwjrKfmUTRDBhFoQG8BkG3LpmYiFP2UTUw4FJmIhx8uGOAOELXPixBVHIsnkId1Y0wbOLZx7hwtrGCFLKIAyDZQdhyWdWIaGOiFJ+Jz9EBvnwgB0+IwyoC/tQbl31QazQJnigKZd10CmH78iH/BA12Bi2fGxi++AKKsG2wlbypb54OSmTAQbvxO4jZInlpzxe5MMAg/XpGWyQP/2F/xFYhBrxtFP6F0KcPJlYG5Yv+SH+w9QHOxiQYQN9n/ZgoEB59F1esKM+sI1aF9oNUZjbx1iGEw701ULtxHFFnwjTD6kbdyngmlsWv2FfoePR1yVMm9DXi2EAh0IpSv8hDwZOMOFhPrxzLDLfg8Er9eN4op9xzuH4ZDBViDHHQjDxPy+OH/gPrF6hKdfhELa/cIwriUAWCUR9MJAEeRZ7gWxKlAC3f4mdJFQDDx4iC28zIhphy4UoN7ENgoXfCMNAjCLI51V7jhFl7O9/RwxzkcyXT26+9fkf4coqHYg8xDQXZE4gCHMeGc/yZv5CjBjg4s0+1A8x2L17dxNf2E392Y9b5TxC3T8ZELHNg0jIC2aEyWAbIovtecfzi6cVwcDABlFLuX47voMXootyCE9gWwYuLIfI4IAyqBODHbjVVR+WGGQ/2JMfogBxShnUiXhYbEFsRCkfr2ChgRQ20cbUmbbnfzyLlIs3HFFD//GJgQFeWbZBAFNP2gvb+Z7HoSMSSQySGJxE5Us+YetDOfRdllikTrCBNeFKhDv97Gc/c4QyFFsXBn/5+hj51dVOHF9h+iHtTv/K1595uiQCs7bjMWybFMuAuhVKUfsP/ZgXAyjqw4uBLn0NsU4izIRjhn7EAKu2YyG3XrQ9xy4s6Yv5BhNh+ktuvvpfBLJCIKogb1R9YfjP/b5aCLDiwuDBg+1pcTwxT0kERKA4AngBEaKIsLQT9UAwI67wbOM5Q9QgQBE4uYmLL/twykCU+8T3iHou8ogzPLYk/md7PI9xJLzACFLypI7UlTojrBHQCBZSUvUJW34YW7GBUAEGDgwG8FYjcPMleBMKw90V3z4MFuJMUepDufQb2NNv6MsIL/pRfVOhPhYm36jtXp+yStEmtdkcpb3oY4hy2okBBYNO2o7+xgCxPom8cVDUlU9S/aU+dde+IpA0gajaWYI86RZR/iIgAiIgAiIgAiIgAg2KQFRBnt8l06CQyVgREAEREAEREAEREAERSI+ABHl67FWyCIiACIiACIiACIiACDgJcnUCERABERABERABERABEUiRgAR5ivBVtAiIgAiIgAiIgAiIgAhIkKsPiIAIiIAIiIAIiIAIiECKBCTIU4SvokVABERABERABERABERAglx9QAREQAREQAREQAREQARSJCBBniJ8FS0CIiACIiACIiACIiACEuTqAyIgAiIgAiIgAiIgAiKQIgEJ8hThq2gREAEREAEREAEREAERkCBXHxABERABERABERABERCBFAlIkKcIX0WLgAiIgAiIgAiIgAiIQOMoCBYuXOjGjBkTZRdtKwIiIAIiIAIiIAIiIAINisCsWbMi2RtJkM+ePdvdfvvtkQrQxiKQJIFFixa5mTNnulatWrlOnTolWVS98q6UeoY1EnuWL19e1syj2FIJfSjL9mTx+Mhan9LxHvYILO12OheXlneU0mibSKkqRBo6dGhVdaZVgwYNCrG1NhGB0hGolL5ZKfUM23LYk5XzQRbbptLO12qDsEdeOtvpeE+He5hS1TZhKKWzTdTzmmLIIw1ftLEIiIAIiIAIiIAIiIAIxEtAgjxenspNBERABERABERABERABCIRkCCPhEsbi4AIiIAIiIAIiIAIiEC8BCTI4+Wp3ERABERABERABERABEQgEgEJ8ki4tLEIiIAIiIAIiIAIiIAIxEtAgjxenspNBERABERABERABERABCIRkCCPhEsbi4AIiIAIiIAIiIAIiEC8BCTI4+Wp3ERABERABERABERABEQgEgEJ8ki4tLEIiIAIiIAIiIAIiIAIxEtAgjxenspNBERABERABERABERABCIRkCCPhEsbi4AIiIAIiIAIiIAIiEC8BCTI4+Wp3ERABERABERABERABEQgEgEJ8ki4tLEIiIAIiIAIiIAIiIAIxEtAgjxenspNBERABERABERABERABCIRKCtB/uOPP7rPP//cLVq0yK1duzaSIdpYBKISoI+tWbMm6m4l375S6hkWzLp16zJ1fGfFHuzgHMx7paRKrHNtbLNkT5ZsyW0zzskrV67MzHksa/bktlel/N84ropWVVW5L774wn300UeRstxkk01cs2bN7CLw/vvvu0mTJrmmTZu6iy++2G2zzTaR8tLGIlAXAfrpihUr3Ny5c92yZctckyZNXIsWLVybNm2sH9a1f6l+j7ueDDwWL17sFi5cuJ4JG2+8sdtxxx3N/vV+iPkf7Pn+++/dJ598Yvxbt27tdtlll5hLKV12cdqTZttgxzfffOPmzZtnfeOHH35wW221ldt5551d27Zt3dZbb106qCFLSqLOabYBZn/77bfu448/dgsWLLDjhGsfx0e7du3cZpttFpJMeWwWty1pt00u1VWrVrn33nvPjplOnTq53XbbLXeTivq/vvak3T5plx9nY8cmyIHy/PPPu1tuucW1bNnSRE7jxo0djf3pp5+65cuXu+22285O8pxQGV0uXbrUIQh69uxpvw0bNsxNnDjRnXnmmW7gwIFx2qm8RMDR7xg0jh492j377LNuo402sn5K3z300ENdnz59rO+mjSqJeiLG//nPf7pHH310PfN22mkn99Of/tQNGDBgve/j/Oe7774zIf7mm2+6UaNGmQD89a9/XbGCPG570mwbzsscC/fdd5+bNm2anZc5bx922GF2DubcvP3228fZHeqdVxJ1TrMN6E8TJkxw99xzj5s6dao5CmiDY445xl122WXuqKOOcptuumm9uZUigyRsSbNtcpnh9cdxePPNN7tZs2a5a665pqIFeRz2pN0+aZef20fq839sgnz16tXm+dpyyy3dqaee6jp37uz4PH/+fHf33Xe7N954w+23337uqquusts8eCfxhiPAEUSIIU60r7zySn3s0b4iUJDAV1995R5//HH3yCOPuJNPPtnuwuAhHzlypLv//vtt8Dho0CC3+eabF8yjFD/EXU+Or7feesuOrVyP5+677+7w8iSZGHi/8MIL7umnn3Yvv/yy69ixY5LFJZ53nPak2TZ4w2kXzs8MAnv16mXsZs+e7V577TUbRHFXo3///mXjpU2izmm2AWW/++671g7cqcMRxV3myZMnu6eeesrOSdzBSvoYjeOgScKWNNsmH5MlS5a4J5980o0ZM8a1atUq3yYV9V197Um7fdIuP+7Gjk2QE3tI6Mn555/vfv7zn7tGjRpZXbndtu2229r/nHD233//Ghu6dOlio0vixjnpcJsUgaQkAnETIEYODy13YfD4nXXWWRYaRTl4AxEmI0aMcAcffLB5y+MuP2x+SdTzs88+s4s+tvXt23e9qnBMcls8ycSxfcEFF7j27dvbAD3JskqRd5z2pNk2hKlMnz7dHXnkkSYECVHhPI639tZbb7XB0xNPPGEe2r322qsUaOssI4k6p9kGhAtx/cML3rt3b7tjzHecp66//nr34YcfmjOrEgR5Erak2Ta5nZHBKQ5Djg+0TqWnOOxJu33SLj/uPhCbIEeA423jVpsX43VVFm/dAQccUBPXSggB+yuJQNwEiBvH64f3jxCNXXfdtaYI4pm5e4PX45lnnrHPacVtxl1PPAiILmLmGSwz+Ah7fNYAqucHbrfz4nhnMMRt7UpOcdmTdttwJwYnyGmnneY4BkiEEB599NE23+Dtt992XPAQheUiyOOuc9ptQMhAhw4dbA4H7EkcJ9xh5tpIuGelhKvEbUvabWON8X9/cJTMnDnT7lwwONpiiy3suAhuU0mf47An7fZJu/wk2js29ctJ5MADD7S43CgV3XPPPc1zxj4IBf/ifx9nzgWc/IlBZxJobuJ2K6M9biWzLcK+efPmFh/sT3K5++j/hkWAyYSETTFZCjEeFKWEViFM6G9sQ5hVWgIk7nrifcOjQ3wwd6c4ETNZjNutpb7QcyxmacBdX3vSbhs84ty99GLcnxHoF9w1wcFCKGI5pbjrnHYbcIeKV27iescxygRbhHklpLhtSbttgswZGL300kvWHt27d3d//vOfgz9X3Oc47Em7fdIuP4lGj02QI4LzieW6Kk2ISm6YCgKbePIpU6a4F1980WaecyImzpwwl6DIZpRE58ILiCeH2HSEORcZJiTh+WQ0q9SwCTDxg1hN+kK+240Idby39J80BXmc9eQ4YjUA5mlwfPAi3KJHjx7u7LPPdocccogNXEvVMxgEcZ7ISqqPPeXQNvQFXvmSH2wg2BHm5ZLirHM5tEE+rv6aRhswHyst50C+ukX9rlhbyqltCMVh7gsLAnB3tdwGqVHbJA570m6ftMuPyjzs9mV5dfzyyy9tNEr8IhNc8BqyQsTf/va3mvAWDKRREE8PPvighRvg5Tz22GNtFMuM9WuvvdYmjnIrTalhEyAUBLGL9w+PeG5iUIhYZ8kuBnRppTjriTecQTIeNiaxchuc7zhefvvb31rMPAMQpdITKOe24bxKv+A8jBhnSdByT8XUudzaABuYtEqo0Lhx4+yOMIK8Eu8q1deWcmkb5lQw94hJ8XjGK31Celz2pN0+aZef1PkwNg95nBXkwUCM4q688kq7IODhQ1zj4eO2ERPESGzDEnbcjr/66qvdQQcdZN9zSx4P+2OPPWbLvCFICGFRapgEGJARjsLFjthwbgPnJi56iFcEcVoiNe56YhMT9nhh/wcffOD+/e9/u+HDh9vSXbfffrvxOOecc4q6u5XLUP+HJ1DObcN5lbuNnDNPPPHE1FcdCkO1mDqXUxsgYHEEvP766+7hhx82Qc5SrMx76dq1a0Vdv+KwpRzaBjvmVU98Rn+wPCx33Cs5xWlP2u2TdvlJ9YOyFOR77LGHrQbhV39g4X28ewgJwlN8Yj1Q1j5HSHEbiZEsCS8nIQjcLsPDzsWFk5tSwySA0MUzwAkJT3i+ZQ35zW+HeE0j+fKTqCcDESYjET/PJDLuNrHmMctAHnHEETXzONKwu6GXWU5tQx/EQ8tcCu42MsGz3FMcdU67DfD4cSeYVTyYuEqoEOGaPMjrd7/7nYWYVUq4V9y2pNU2/k4989MGVi9HWeo5N3Efd0nZk1b7eD5pl+/rEcd7WQpyACOofUJwE06A6MbL6RPiHK8fo1dWx/DJiytWD0DM58ao++303jAIEIuJCKcfcPHmgpGbGLzxECvf13J/L8X/pagnxxXHBZPGWFYNDxACjCUJldIlUA5tQ5wsXlrmWZx33nkVMf8mzjqn1QZ4/LjDywtPOWv233XXXTZo5trGnYp8c1/S7bH5S0/KllK2DdcC7k5wbjzhhBNsidyvv/7aDGbhCK4XXEvQI9yd4bpRzoK9FPaUsn3y9by0y89Xp6jflaUgzzUCzwAHOULbiyk+cyDw6tevn7vhhhtyd9P/ImAEmHxH3DheJwZ1+Zbdw4OOZ5yBH9ulkUpVT44l1iTnIk88OQ+HUCoPAmm2DZ5Z1uNnqUOe3FpOkzkLtU4SdU6zDbCT1cQII6MeQ4YMMS85k7MPP/zwQhjK9vu4bSlV23Bn4rnnnrOFALhjz1w1n/iNuxmENxLOgjBn8QgmyZdrKpU9pWqfQpzTLr9QvcJ+XxGCvJAxjFK5DcMFBDGFZz03+ZEsI1ilhksAkc2kX+/RyCXB93hAWIaTOQhppVLVk/hgQsLwlPNSKh8CabQNt+W9R/D444+31azKh0j+miRZ5zTaIGgl3lYmEOIxZ05VmhPNg/Uq5nPctpSibRDb3Hkh3PVPf/rTembj1GEgiBOHOxnMbWNeWzkL8lLaU4r2Wa9Bcv5Ju/yc6kT6t2IFOd5EhAQT9AhbYdH+3AMCkc5alWxbCSsFRGo5bRyJAO3PPISxY8faBS64MydWJnIiyNlu7733Dv5c0s+lqideHV4MUvAAKZUPgVK3DYNR5hPw4sFRuZPXuCtJncop9C/pOpe6DfL1PgbnhGMyJ6rQ8pT59ivH7+K0pRRtwxrwhGwdc8wxG+DE20wYEYL9pJNOct26dXP77rvvBtuV0xeltKcU7VMb27TLr61udf2WuCAntCT4qq1Cfju24XNuCv7Oby1btrTbqojxhx56yO2www62/jghLoxi33nnHXvlCvXcfPV/9gng9Wa1Ak6kc+bMWe+OCndZuAXJ7VVCOehXaaVi68mdIEQKfd8v68jx4u8Q5cY3clcJzxsTPEslyHOP37QYx1VuWHvKuW3wMjMZnodHcXeIZz34yYPYhyeQuTo4PsrFqVFMncu5DQr1R+zkOsbx6Rc4KLRtuX9fmy3l2DYMgE455ZS8WGfMmGG6AkfOcccdZxNu825YRl8Wa0++tsGstK8taZefVNMmLsjptAgFRi1MLOD/fJ4WD5gOgEfGx4pjOPvyPS/y8IkLCLdXmXjBCizsw7qtxAHjGZ88ebKJdE1Y88Qa7jvhTAzMulevJYv4njVrlolv+gx3WPif5QF79+6dKqRi6smxw2pCrMrAoIKLBB4pvP4sCYqHjdvfeNvIn9vf48ePt+Py3HPPtQlLpTAa1hz//r0UZSZZhrfDv+crq5zbhrkUr776qhs2bJgN4ohRJmyFOvPiXMvDtBiwMk+nHFIxdS7nNoAtxy6DIAbj3G7nji4DIUIh+J5rGsd1uadibCnntil33knXr1DbUG7a15a0y0+KfWKCnBExHjhEMSccGpeJETzxiieP4c32cd0Idn7j5I9HgFtBCAlCDBAQiCXyYDtWhcDDyS0Y8sCjw34IjDvuuMOEOWIE8Y5YHzRoUE05SUFUvpVBYJ999nGXXnqpu/POO93IkSPtwofoYOlMPMj9+/cvi6fiRa0nfR0P569+9SsLOeAptYQecKz85S9/MQ8odwe4/cpFnwEJEzl5YifHWNKJ45YBMscp74SScUyzDCN3Iyothj2KPeXaNrQBq6n88Y9/tHMybcCD2Eicq6k3duI8ufDCC817nnQ/qSv/Yutcrm2AvRwHN910kw2aCX/AaYBDibAI4pd79eply0/WxaYcfi/GlnJum3JgmmYdCrUNdUr72pJ2+Um1S2KCnEkEeF+mTJlinjm8c4ieMWPGmJeMW6BekOMNIH4Rzx0nIG65c7Fo2rSpeQa4pYrXgNhGfiNfxASfDzzwQFu+jVt6kyZNsosIJzS8PUy0qOTHDifV6A01X5YV7NKli/UlQlceffRR64t4oa644gqLBSwHNlHrSf0ZoOLhJwQFLxuJJT/POOMM83QSooLgQpDDgEdAl+o2OMc3A2wG0tSJY3nBggU2WOc4rTRBHsWecm0b5ksg+KhfvjhZfxxw3uaOS767mn6bUr0XW+dybQO44fkm/phrFw+54zpIeAHhQRy7rN5RKakYW8q5bQpxZ3k9dAcOQY6PSk+F7CnUNtib9rUl7fITa/Nqb0idaejQoQR0V1V7m+vcNq0Nqm+FV1XHOlZVh69UVV/sq/hfKfsEiu2b1XdiqhYvXlxVPdKuqva8JQ4q6XpWe/rNnmoP9Hq2eDtnz55tv1eHV6z3e7H/YE85nw+i2FVs24QtI422KffzdS67htwG1WE4VdWDo6rquVB2DSvHa1fY470YW3R85B4N0f4P2zbRcv3P1oXahl+TuLZEOQ8kUX4xjGrbJ4o95JOYhzyxEUSBjFl/ktFqFkasBUzU1zESwONXCSsXhK0nd5vy2eP3z/dbjDiVVS0E1Da1wCnRT+XcBtzRzco8p2JsKee2KVH3LNtiCrUNFU772pJ2+Uk02kZJZKo8RUAEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQkCCPBGsylQEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQkCCPBGsylQEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQkCCPBGsylQEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQkCCPBGsylQEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQkCCPBGsylQEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQkCCPBGsylQEREAEREAEREAEREAEwhGQIA/HSVuJgAiIgAiIgAiIgAiIQCIEJMgTwapMRUAEREAEREAEREAERCAcAQnycJy0lQiIgAiIgAiIgAiIgAgkQqBxIrkq07ImsG7dOvfVV1+57777zjVv3txtscUWZV1fVU4EREAEREAEREAEskxAHvIst24B21asWOGeeeYZd/vtt7upU6cW2Epfi4AIiIAIiIAIiIAIlIKABHkpKOeUUVVV5XglnQqVs3TpUjdx4kT35JNPumnTpiVdDeUvAiIgAiIgAiIgAiJQCwGFrNQCJ6mf8FB/8803buedd3aNGyfXBIXKodxTTjnF7bbbbq579+5Jmal8RUAEREAEREAEREAEQhCQhzwEpDg3IX6bMJERI0a477//Ps6s18urtnK22mor17t3bzdkyBB3wAEHrLef/hEBERABERABERABESgtgeTcs6W1oyJKI4Tk008/dc8//7z7/PPPE6tzqcpJzABlLAIiIAIiIAIiIAINiEBigvyHH35wy5Yts9AMBGKzZs3cdttt55o0abIB3h9//NFW/fjyyy/d2rVrXdOmTd22227rNt988w22XbVqlVuyZInFYBN6wfa+nC233NLK2HTTTTfYjy/C1on64r0m1pqVSDbaaCNbjaRFixZu4403rsk7Sl2oJyL80UcfdQ899JA79NBD7f+VK1c66s2L/CgT7/aOO+5odcA2VkHZfvvtrWxsYBtCXho1auS23nprY4XXmxSmHOz79ttv3fLly2vyrjHq/z6Uqk1yy9X/IiACIiACIiACItDQCMQuyL0gfPvtt928efNMLH/22Wcmsnv06OE6d+7sttlmG+PMtl988YV79913HdsgWBGJCPEOHTq4rl27uh122MG2RSB/8sknbvbs2TYhEYE6YMAA9/7777sXXnjBzZ071+2yyy4WG3344YevF5sdpU5r1qwxL/b06dPdhx9+aPVHALdu3dr17NnT7bffflafqHVhmcFx48a5xx57zC1evNgtWrTIjRkzxoR++/btbcCCba+88op917dvX7Nz0qRJbs8993TnnnuuY6Dx2muvGS8EM2KeAc5ee+3ljjnmGItJr62cffbZxxh98MEHbsaMGe69994zxv369avp96Vqk5oC9UEEREAEREAEREAEGjiBWAU5nteFCxeaFxgxe8IJJ5gnGMF8xx13WKjGtdde604++WTz7hK+8cADD7g33njDYpqPPfZYE914kPEkI0L79+/vWrVqZUKdUA9+mzx5suW96667utdff919/PHHJujHjh3r5s+fb8IUkUuKUie2Z//hw4e7BQsWuKOOOsrtv//+bvTo0e6ee+5xEyZMcL///e/dHnvsYbZEqQvimYHIgQce6BD7eN0R07wQ0W+++abZhj0MXLhL8Oyzz9qAA6Z77723DRSoB+L7/PPPN1F/9913u2HDhrkrrrjC/fznPzeRXqgcWDBIuu+++9wTTzxhg5a2bdtidk0qRZvUFKYPIiACIiACIiACIiACLlZBThgFS+khjC+//HJ3+umnG2LCMfCCjxw50oQsEwoJBUFwjho1yp199tlu0KBBJhDxQBMacs0115iI32STTdxll11mIRwIdITtlClTTIwSzsFvCHPE8k033eTeeust8zJ7QR6lToRxIL5ZCvDqq692Bx10kNUfzzuee7zbDBQoJ2pdCK857bTTLFTk/vvvd+3atbM8EM945QlhIWSFwQaDAcJR/vCHP5g9/I53nAEJPE488USbjAkr6jV+/Hjzpv/kJz+xwUihchDk5DVw4EAbOMEqmLC/FG0SLFOfRUAEREAEREAERKChE4h1lRVCLhDkxIrjXfbJh5IgFPE4k/BqE8KB0ET4+uX/EKIdO3Z0vXr1snAWRCjhKPyOUCeEhThuluwjP7ZF8O+7777ukEMOsdhqwmB8ilInwl8oj7R69WrzWuO5JpzGC+ePPvrIvMzF1MXXKfcd24ixb9mypXnMuSNA2A0roFxwwQXupz/9qdmLzbBq06aNZYG4hhf2M1BBUNeW2BaPvK977ralapPccvW/CIiACIiACIiACDRkArF6yPHszpo1y5166qkWB+3BMimRda/79OljAhJhSGjEO++8Y7HZTGAMJiZ0IrR32mknE794rIl/JhHqgSAnzhyR7NNmm23mmNiIMP3666/91+ZtjlIn4qsplydZ+oRnmYmWDAAQxYhaUtS6+PwKvcMF2xjQ4EEPpt13391dddVVZh/infhvYtFhiDCnfryHSdTbD4CC25eqTYJl6rMIiIAIiIAIiIAINHQCsQlyxCAPouGF4EPEIjB94rP/n4mDeJ3nVcczI3DzraaC2GbiJiKR0BSfyIP8cxPfI2a9eOb3KHViP8JbeDHJ8YYbbsgtYoP/o9Rlg53zfEF+vPIlbGOgQow7YTV489mWyZ0MRqKkfOWUqk2i1FPbioAIiIAIiIAIiEBDILChsi3Sajy0iENCPYhrDnqpfZaIXrYhfpzwCpbw48WkxtyESEeAEjOdT7Dnbp/v/yh1In4bAc/SiwwW8LTnS2yDjaVOcCJ85q9//avFeRMSxARTJngWWuYxSh2xqxRtEqVO2lYEREAEREAEREAEGgKB2AQ5wplQCuKZWRWEZQ9zE95n4pQR5M2bN7cQEwQw2+cm7+kmZpxl/4pJUeqEZ581vQl7IWxl5syZGxSJSGe5QgR7qdOcOXPcn//8ZwtRufTSS02I5ws7KbZesCpFmxRbP+0nAiIgAiIgAiIgAlklEJsgBxCTEol1JpyCyZ3Bp1EiZokFZ1k/QiyYuNipUyeL8eZ7POfBhHjHy962bVtbZtD/hlDnVSjl/h62TniZ/baIcZY0ZK1xvOwkvOLEa7/88ss2oOC73LL4Lpjy/U64CCE3hIiQJ+9B2/0+vlzy4zsmp7J6DRMyYUzydwDwbrMN//tXmHLIg/1IbF+qNrEC9UcEREAEREAEREAERMAIxCrIWSubtcfxgD/++OPuzjvvdDzYBsHNQ3BYVQXhhyedSZtM9ESQ8jAcRLAXoeyPJx3hzmorLBlIQngSusE7+/Hukxe2fEf4iU9R6oQn/vjjj7dwFdYiv+222+yhQzyMh0meI0aMsHh2llQspi7UCeGPF56VYLCZVVu88Pd2Uf/giileNOMR524CSyPiqWcpSQYJfnvWficun8FPoXKoAwMAH6ITZFWqNqEOSiIgAiIgAiIgAiIgAv8hENukTrJDOCOyWdUEkX3LLbfYut2sGoLY5IE3rEFO4jtWXUF4v/jii+4vf/mLu/DCCy1uHIHKKiKsanLmmWeaRxkhTigJa2eTF4IWoc/SgIhPymR5RLYjT7z01CdKnQiPoU4IXdb25mFGCHNi2SkTsc566Yh/6he1LoTEsKIMTyGlfv/85z9dt27d7KE/iGTKxWvOajWsq37cccfZ9njUeRgRSyHC9Y9//GPNspIIdFgy2ZNBEPVknfJ85fCUVDzsiHgYIfphyqCAlWVK1SZwUBIBERABERABERABEfgPgVgFOd5vHnDDCiU8DZInUiIwEWCIWR5cgyD0CY8sS/mxrjaedJ462bY6RIUVRXiiJcKSJRNJhK/wuHdCWfCakyf7sBoLsc9Tp0417zuPtyeOfeLEiTYAYLsodaLc66+/3pYdJH8EPnVADLMmOI+pJxSn2LqwfOPgwYPN247QRggTgsKghHy5w8Cyigw2GEyw0owX5DyMCG85dxAQ7QxWeGInDywiFIi6H3300WZ/vnIQ5IhvBDnMjjjiCMuPJ6V2797dJs+Wqk18H9C7CIiACIiACIiACDR0ArEKcmAiphF+PKgHgclkSTzPeF8RlrmJZQ95KiZCm3W1CVNp3bq15RPcljwGDBhgr+D3/vOQIUP8xw3eo9SJOiJmeRrnkiVL3NKlSy3EBo+zn0RZn7oQrtO/f38bnCCu/QoyA6ufnsmrUGratKk90ZRBCiEpDGyYiEm68sorbeATXJe9UDl456+77rpCxdj3pWiTWiugH0VABERABERABESgARGIXZB7dohFntDJq66EZx0xGRSUde1TzO9R6oT4xnvNK+6E6I+6djh1YD+Edm4ir3z5FVsO+ZeqTXJt0f8iIAIiIAIiIAIi0NAIbOiybmgEZK8IiIAIiIAIiIAIiIAIpEhAgjxF+CpaBERABERABERABERABCTI1QdEQAREQAREQAREQAREIEUCEuQpwlfRIiACIiACIiACIiACIiBBrj4gAiIgAiIgAiIgAiIgAikSkCBPEb6KFgEREAEREAEREAEREAEJcvUBERABERABERABERABEUiRgAR5ivBVtAiIgAiIgAiIgAiIgAhIkKsPiIAIiIAIiIAIiIAIiECKBCTIU4SvokVABERABERABERABERAglx9QAREQAREQAREQAREQARSJCBBniJ8FS0CIiACIiACIiACIiACEuTqAyIgAiIgAiIgAiIgAiKQIgEJ8hThq2gREAEREAEREAEREAERkCBXHxABERABERABERABERCBFAlIkKcIX0WLgAiIgAiIgAiIgAiIgAS5+oAIiIAIiIAIiIAIiIAIpEhAgjxF+CpaBERABERABERABERABCTI1QdEQAREQAREQAREQAREIEUCEuQpwlfRIiACIiACIiACIiACIiBBrj4gAiIgAiIgAiIgAiIgAikSkCBPEb6KFgEREAEREAEREAEREAEJcvUBERABERABERABERABEUiRgAR5ivBVtAiIgAiIgAiIgAiIgAhIkKsPiIAIiIAIiIAIiIAIiECKBCTIU4SvokVABERABERABERABERAglx9QAREQAREQAREQAREQARSJCBBniJ8FS0CIiACIiACIiACIiACEuTqAyIgAiIgAiIgAiIgAiKQIoHGKZZdsOgff/zRrVixwn3zzTdu0003dc2bN3ebb755we3j+GHdunXuq6++ct99952Vt8UWWxSVLXVfvny5W7Nmjdthhx1c48bxIq6qqnLff/+98dlss81cixYtiqqn3ykuu31+ehcBERABERABERABEYhGIF61GK3sDbZGHH7xxRdu7ty5btGiRW769OkOgXvUUUe5bt261Vt8blBg4AsGAKNHj3ZvvfWW69Onj5UZ+LnOjytXrnSffvqpe//9992kSZPcVltt5S688ELXrFmzOvcNswFCnDp+/PHHbubMmW7OnDnu0EMPdaeeemqY3QtuU1+7C2asH0RABERABERABERABEIRKJuQFQTn4sWL3YgRI9y///1vt/HGG5t3+V//+pe75ppr3Lhx40IZVOxGS5cudRMnTnRPPvmkmzZtWuRs8K6z/6233upuvPFGE+WrVq2KnE+hHdauXesWLFjg7r//fuPx4IMPuvnz5xfaPPT39bU7dEHaUAREQAREQAREQAREIC+BsvGQEyry7LPPupdeesn97Gc/cz169HBHHHGE23bbbd3jjz9uHvO8FsT05c477+xOOeUUt9tuu7nu3btHzhVP+EknneS8wI2cQR07MEDZc889Xd++fc0L/+6779axR7if62t3uFK0lQiIgAiIgAiIgAiIQCECZSPIFy5c6CZMmGBx48Rek3gfMGCAO/roo13Lli0L2RDL94SY9O7d217FZLjJJpu47bff3u20004W915MHrXt06hRI0fMOPkjouMS5PW1u7Y66zcREAEREAEREAEREIG6CZSNIGci5CeffOKYTNmkSZOamiNyeVVK2mijjSzcJqn64innpSQCIiACIiACIiACIpANAokJciZjElf95ZdfOuKfmzZtauEnuaulsGII2zFZES9527ZtbZUS4snxCLMfIjdqIn57yZIljth0PMrUYdmyZeaB33LLLd122223nieb7b799lsrm0FBvkHADz/8UJMH2xOmQj7BAQT1xJsdTKtXr3Zff/21TVD137N6zDbbbFOzCgv5wYKQF8J3sJnVZVhFJVeA5+bv8yzmPYzdYduS8ovhDpvPP//c+MCeuw0wxf64V6kphpH2EQEREAEREAEREIEkCcQuyBG+rJRCSMVnn31mQgvvN0K8Q4cOrmvXrhaK4o3CK06oyowZM2rE8AsvvGAhKu3atbM48lwR7/fN946oJc/Zs2fbJEuENWEvrH5Cvqzgsssuu1i8+OGHH27Cl0HDBx98YHV47733rI794cvD5wAAQABJREFU+vWryR6bEIxvv/22mzdvnolybGOwQKx7586dTVzX7JDzgeUbX3nlFZssSohImzZtLFZ9n332McHJEoms0MKqMh9++KHljzBv3bq169mzp9tvv/3szkFOtvX6lxVtwtgdti2jckdoUwcGYa+99poNyODA4IOBD7afffbZxrhehmpnERABERABERABEShzArELcoTlAw884N544w2Lxz722GNNID/00EPu0Ucfdeeee67r37+/a9WqlXmv8fbiDebF59z/o/JD/D///POO8iZPnuxOOOEEt+uuu7rXX3/dRB9CeuzYsbZCCZ5zxDEi+7777nNPPPGECWS89D7hQUY0UnfEMvmx3CDi/o477rCyrr32WnfyySdv4Bn3efCO4GdyKjzYnzIYaJA/q6UMHz7cVlFhicf999/flmC85557bLDy+9//3nWvnmhazJ2CYB2Cnxlk1GY320Zpy6jc27dvbwOCUaNGuSlTpthEXuYJsGTkI488YgOnM844I1hlfRYBERABERABERCBTBKIVZAT8sFKKYgsvJuDBg0ygYuHl9ALli9ExBKScNlll1lIyl577eV4IYZZchDvNd7p3XffvSjgO+64o4l+1gVH6LGeOaEqlIcwxxt/00032XrjeK3xnlO/gQMHmvBmHfJgwrtNvRDxl19+uTv99NPtZ8JeuAswcuRIE+VMCM0XSsL+DE4Qt5dccokNRvCs+0S4Buufs9Ti1Vdf7Q466CD7CQ6I3Mcee8wGAwcccICFcPj96vuOh7o2u6O2ZVTuCHIGKSwVSVtzt4IwFT5vvfXW1nb1tVH7i4AIiIAIiIAIiEAlEIgenF2LVcSBs1448dEISx//i1Dt2LGj69Wrl4Wz4MEmdCSJRJmIf1ZoIfyBZQxPO+00Kx8Rve+++7pDDjnEYskJx6BuCEG/T26dCH1BkBMrjvfaJx/2Qt54tPMlYuNfql7GETGP+OVBQUExzj6E0sCDRKz5m2++aS88+cSYE8bx0UcfmXfeNorpT112R23LqNy9vbQBoTrcwYAX+XTq1MnuJOTG5sdkurIRAREQAREQAREQgbIiEKuHHC/wO++8Y/G/eEyDifXEEeUs20eoBB5hYqiTSoR3IMgJC0HY+sREUeK48aDjnfaJ7f0Awn/HOw/jmTVrlj0Rk0mGPjH5kHXLeaon4pZXMCEun3nmGYuPRsiff/75G0z+ZHuY4SmGC9v7RCgLMdYIfgYVSYnTQnYX25ZRuGMzfYLwoquuusruUhx55JEWzkQoEXdSlERABERABERABEQg6wRiE+TEJOPVRWwjIPNNxEQYM8kSsUcYSZIJgYw4zE18j1D3gtf/nk9U453m0fK8yIt9gsI73z4+PyaWEoZD/DkPOGKiYq6oJj9CWngRpnPDDTf43Uv2ns+G+rQl+YXlzl0GYu/nzJljE2aHDBniunXr5s477zzzkOcO6koGRQWJgAiIgAiIgAiIQAkJbKhYiywc8UrcMcKTFx7i3IRIx1OO5zOfYM/dPu3/8VCz5B+hJMRzBz3qvm6IarZhub9gQmzyQCP2HTZsmIXy5G7D9nBjtRMGM3jt8yW2IZ9SpVK1JXcrmCR76623Wmw9zIgpZ67BvffeayvblMpmlSMCIiACIiACIiACaRGITZAjsgnpIBwEgYlnODd5rzTx3TwGvtwTNrHWOLHn2MOyh7kJ7zbx1tgcTAw8CGfB24u3/B//+IfFSiPyfcKbzARGmBG2MnPmTP9TzTsinYmpCPZSpVK1JewYuLHqDBNtb7vtNnfSSSfZOuwMYnxsfansVjkiIAIiIAIiIAIikAaB2AQ54pKlDJmQR9w1MeJ4joMJAYaXuW31kn977LFH8KeaEBJEO6/6prryyfe7L9e/UweW4mPlDyZfMrmT9ch9QixjJxMSmciam/D4sswja5Wz3d///vcNJrP6/BHjxFIj3r1oxytOTP7LL79sItXn7+serKf/rZh3n49/r09b+roVqkfwd9Z8Z8IrHBmYnHjiie7GG2+05TLhzCo2SiIgAiIgAiIgAiKQdQKxCXJAMUGPiY7EILOkICLTi0uePoknmTAFVlthDXCfEGmIMh4ugwjlvT6JkAvCZninLrz7xP8MFPguGELiw05yv997770trIL6s474nXfeaWtlI7DHjBljoSgIWDzp2EE+2ODzYeIqq6twR+C5555zd911l8XQ+/rw/fHHH2/2sxY5XmLWOOdhOUzyHDFihMXbs0wgqVA9fX5R3wvlV0xbYnMU7sTms+44LGkXEktTsgoOdyWCk3Gj2qXtRUAEREAEREAERKBSCMQ2qRODWRqQMA2E94svvuj+8pe/mBglfAPPLx5RVg0588wzayb+EXfORFDCQfCgL1682DzOCDLyY98oCUFI+AfriSMQWVYPwcc63nixWTGFJRfZjnpSJ0JG8ETzP/Vhf5YaZBUQBg4MMtiPQcYtt9xi64JTN/LH+80a5Ah2bMSry+DCl0usvF/GjwcVsa44g5KzzjrLVqMhfAdm7Dd+/Hhbpx1hjt3kj1hnPXfCSAjvoJ7wghWTIXlYEfWEV5TE4MHnl8/uqG0ZlTt3HGBNu3PXBEHOJE5Cf7jDQhgLMfhKIiACIiACIiACIpB1ArEKcmDhWWUJO5atw/t59913W4gKK5sceOCBFpbAkoE+sdoKD+tBiCNu2Q6RhsBkLfOoghxxN2PGDBOseOIJhaAeeFuJcZ86daqtlMIj6SmDSYSEliB0+Z0VURCrPMyne/fuNvkUccgKKDzNkzWz8YCTL2L5Jz/5ia1hTow5oStLliyxOwCIfOqByCREB+FNfbhjgIgmVIP9KRMu119/vWvXrp3VFXELIx6Wc8EFF9iDk6iTD+NgzXTqiYjFNoRrMYIc5rXZHaUti+FO2zJYYfDCk1AJY6I/MBDhIUxdunTx3UTvIiACIiACIiACIpBZArELckix7CFPnfQebzzCrVu3NrGdS5IQBZ6iGVdC+PL0TV75Ekvr5UuI5UKJQULnzp3toUKIYkItKAcvsl/iD/sGDx5sr3z5/OIXv3C88iXyILSFiY0I+qVLl1oIDGLer41OWAzhLddee22+LCJ/R5kdOnRw1113Xa37hm3LYrgzsGESJzZiM7b7vhJ1gFGrEfpRBERABERABERABMqYQCKCHHsRkHilsxQHTNgI3nReSSSEKeEnvMopJdWW8ORFIjQoOK+gnOxXXURABERABERABEQgSQKxTupMsqLKWwREQAREQAREQAREQASySECCPIutKptEQAREQAREQAREQAQqhoAEecU0lSoqAiIgAiIgAiIgAiKQRQIS5FlsVdkkAiIgAiIgAiIgAiJQMQQkyCumqVRRERABERABERABERCBLBKQIM9iq8omERABERABERABERCBiiEgQV4xTaWKioAIiIAIiIAIiIAIZJGABHkWW1U2iYAIiIAIiIAIiIAIVAwBCfKKaSpVVAREQAREQAREQAREIIsEJMiz2KqySQREQAREQAREQAREoGIISJBXTFOpoiIgAiIgAiIgAiIgAlkkIEGexVaVTSIgAiIgAiIgAiIgAhVDQIK8YppKFRUBERABERABERABEcgiAQnyLLaqbBIBERABERABERABEagYAhLkFdNUqqgIiIAIiIAIiIAIiEAWCUiQZ7FVZZMIiIAIiIAIiIAIiEDFEJAgr5imUkVFQAREQAREQAREQASySECCPIutKptEQAREQAREQAREQAQqhoAEecU0lSoqAiIgAiIgAiIgAiKQRQIS5FlsVdkkAiIgAiIgAiIgAiJQMQQkyCumqVRRERABERABERABERCBLBKQIM9iq8omERABERABERABERCBiiEgQV4xTaWKioAIiIAIiIAIiIAIZJGABHkWW1U2iYAIiIAIiIAIiIAIVAwBCfKKaSpVVAREQAREQAREQAREIIsEJMiz2KqySQREQAREQAREQAREoGIISJBXTFOpoiIgAiIgAiIgAiIgAlkkIEGexVaVTSIgAiIgAiIgAiIgAhVDIHZBvm7dOvfll1+6hQsXuu+//75iQCRd0ZUrV7pvvvkm6WIK5r9ixQr36aefuqqqqoLblPKHH3/80frH2rVrS1msyhIBERABERABERCBsiPQOO4aIfxGjx7t3nrrLdenTx931FFHxVrE6tWr3dKlS90XX3zhfvjhh5q8N954Y7f55pu77bbbzu2www5uo43yjzVWrVpl+y5ZssTxOTc1atTIkdcmm2zittlmG8tvq622cnxfTEJwUt+PPvrIbb311m7fffctJpt67cNg4PXXX3eLFi1ygwcPLtqW3ErUpy0YrM2fP99Y77rrrg7GSiIgAiIgAiIgAiLQEAnELsgRnxMnTnQvvfSSa9WqVeyCHCH37rvvuvHjx7tJkyaZJx4h3qFDB3fwwQe7gw46yLVo0cIEdb4G/e6779ysWbPcCy+84CZPnuw+++wz17RpU9euXTt7b9y4scPLjwd3iy22cPvvv7/r0qWL22OPPdxmm22WL8uC35EHQhwWeKZPPPHEgtsm+QOe8ZkzZ7pmzZoVHKgUU3592gIBzmCFvgL7zp07ux133LGYamgfERABERABERABEahoArEL8p133tmdcsopbrfddnPdu3ePHc62227rjjvuOLfXXnuZh/zFF190HTt2tDLPOeecOr2/zZs3N2GMwCa0BkF45JFHuosuusgdcMABJlgR6W+88YZ77LHH3MiRI03k/+Y3v7HtEOxhEqL+448/dsOHD7fNyX+nnXYKs2vs21CPZcuWuZ49e8aad33agrsQ8ObOwyOPPOLef/99179/f7sjEWsllZkIiIAIiIAIiIAIlDmBcOoyghF4Pnv37m2vCLtF3hRhvcsuu9h+LVu2NA92lLAS9m/Tpo3tT2gKXtrtt9/e/sfDjsgnvOS///u/3XPPPWfhMIRWMNAIkz7//HM3YsQI98knn7jrrrsuNTFOWM+CBQvMG7333nuHqXrkbYptC9qrU6dOFtt+7733WkjPueeea3cmIldCO4iACIiACIiACIhAhRLIH2hdAcb4OG+qyucmTZpEqjWebuLECyXE4n777edOPvlk8+LOnj3b4rALbR/8HhFMSM3TTz9tAwWEfFqJuHEGBwwwoobchK1zfdqCfQk1IuTo4YcfdtOmTQtbrLYTAREQAREQAREQgUwQiN1DTqz0t99+65YvX26eTu91hhaTKJlMyTaEthBDTCgFq49sueWWFq6w6aablg1YRDv1ok5MYAy7agwhIs8++6wJfsJhfEKof/XVVzUrnRCjTvw6PMj766+/tk0RqZTLK5jYBn7kw2ACTz4TRQtNYCXfefPmGePc+HU/IXPNmjXmvWdb2oL6US/ajdh8EuUxN4D4e+6AMHE2TnFPWQx+CBF64oknLJRFkzyDLa/PIiACIiACIiACWSYQmyD3yx1+8MEHbsaMGe69995zXbt2df369TOxSegGXmZithFgAwYMsLhhJlfOnTvXwk+IPT/88MNd2DjtpBsGgTpnzhwbYBDvHCbkg4mcTBplwikx9EwK9Yn8WO0EFghcJqCeeeaZNomUiZevvvqqhZcgyI844oiaCbEMXIhrZxIqk0S5GwAjRCssEdAkhDKx8X5Qw+oqhKsgtom5JyGuWZKStnjllVdsJRnCRKgT8fi0GyFACHhWyEGEU2fajbwI8+GuAfWLelfCKpDnD3cjmADMIA1u9B/yVxIBERABERABERCBhkAgNkGOaMQbe99995mXE8HYtm1bY4i3/Pnnn3cPPfSQicoTTjjBEcaB0MObjNgcO3asLYOHKGvfvn1J2eMlxvvsl0FEVDPhk8EC9aZOCETinetKeLCZEMr+7Bf0crPKCRM78QLDYtCgQSbI8XD7FVAIc0H4Inb9kpGLFy92d999t3v55Zcd4vm0004z1jfffLNxa926tcW2d+vWzV1yySU1ghzhTbjKPvvsU/Mdy1Ky6ssDDzxggpwJssTiswoLopy2GDdunHvzzTfdL3/5y5qJs9zFID+YMOhCtJNvXInBBPH5Y8aMcVOmTJEgjwus8hEBERABERABESh7ArEJcgQ4YQcDBw404cY65D6xnB1CEo8tYou4ZrzFl112mQnzCRMmuJtuusnWLsdrW2pBjuBFaCJIEeescY5ARYwTfoM3H6HLqiJ1JWzDQ47XOnd7xDlecWKmEeQ+4SFGkCKosR9B7hP1YeDCQOfQQw+1td3xipM3whyRjqD+3e9+Z9x8mXjFGewwGMKj7RP7cteCtsAbjQAnVAb7mNiKEP+f//kf85YzCGDbG2+80ZYkxIN/yy23WJw3E13jFOQ+fAf2LGuJJ9+HzPi6610EREAEREAEREAEskggNkGOqMSrS1wzD+YJJsS6/55wDDyhiEm/ygmrmRxyyCEWQ4wgK3VCtCJO8fwiwPEq8x3hGniCeeHx5t2HhxSqI55kbGA7vN65CRY+pCT3N+LCc/MnP5YEpE5w9Wxh7T3jePcR4HjkfULQemG/5557+q8t1IW4dQYACF7uYrAqjh8EMbnysMMOc08++aRtgyD3It+vye6FfE2mMXwgJp3Vbrg7ga28qJuSCIiACIiACIiACGSdQGyC3IMi/ALRmS/xG4IcIYj48gkxRjw0Xls/sdH/Vop3hCYe+t13371mgiXi/KmnnnIPPvigLVtIyMpVV13ljj76aLOhUL0Q0MSHI2K9kC20bZjvCQXCS04iTh/hzeCH5Llxt4FQmWBCjDMwYLCTbzUZ2oF2yh0EMEmUgQcJ0R/0UvttqQ+TQuNM2ELZJAYYhNYoiYAIiIAIiIAIiEBDIJBfOdfDcsSiF4y52fB9vhVB+B6BiNhEdKaZqAuhJUziJM6dgcMf/vAHCw0h9IYwDe+lzldPPNOsVEJoCCKzvglRz0RN6kRoDS8mQJIQrnj0iUtvG/Amw5F4frz83InIlwq1hR9Q8Xu+xPfkzyvOxF0DH2+PlxyOSiIgAiIgAiIgAiLQEAhU7DrkURsH7zve6yiJkBPitpnMyf4ffvihrbpSWx7e8xxlmcTa8sOLjQf/1FNPNTE+atQoE9ushjJ16lTzcrMiCp5wnxDqeMgR13j9yy3V1RZ44r04L7e6qz4iIAIiIAIiIAIiEDeBBiHI8brPnz/fJmpGBYiH3Idw4B0u5Dn2+RIDjle7UPgN+yPa6/I0Bz3QxHWff/755glnBRdWpGE1FrzgF154oT1yPhiX7sNVmGRL2Ek5pUJt4e8sUFdCV4hxVxIBERABERABERCBhkAg9pAVoHkx6d89SP7P/c7/5ver7ffcbX14C/sQa50v8Rux1G+//fZ6ISR87/fPtx/f+fW/EfMIW1YhQRzXlpgwSQgJ++TzyCPGicvGC+y96HiDqQ+TSImdDsaNUxb1f+edd1znzp3d6aefbhMf2Z9JnLlx6uTjV1c544wzClaV7XiR/HtwY/+dfw/+lrsP23iWfI7aFuTn48bx6jMIat68eW6R+l8EREAEREAEREAEMkkgdg858b+s583EP7+uN+T4Hy8o77mCk//ZL3ef2oh7Mcs2CF+W76M88vF1YIIoDx0aPny4raISFNNsiwgk+XK9kERckicinomdLMNH7Hj36gf9sFpMbYn4bsJHgh7f4PZ4xr3XnSUSCTuh7kwiZfUSHvxD3fxKI9SD73msPJ95UU+2YZlGQleIK8dmEqKe9cIJdfErpwTL5zOime1hiO28+4TtfEcKfuZ/3068s48X4fVtC/L2gpwBRtvqePg44u/JV0kEREAEREAEREAEyp1AbB5yRB6TGfHk4qFlsiEiE4GJyEIksjY5Yg+P77Rp02ziJKEWrNuNcEbEsi/L/OH99atuBCEi/lhRhHXCyYOEMH388cetfB+igeBkqULWPWdtbyY3IvS82GVfv1Y6T8kcPXq01ZWQE+pIfV+qfoAO63ITR96/f3/Xt2/fYFXyfmbiJzHfI0eONFFNecFwEnZisih5soY4a3536dKlRuBiN0/k5EmarD9O/Dpc4IPNPFQIQY+H3K9MwkCjR48e7sADDzRxDl/qkG+1G0JpGAgg5BHvCH9sxGuPp5724jcSAwU4kb9vJ+LoYUtYDE/UZHUc9immLayQ//vD4Im68ETRI488MviTPouACIiACIiACIhApgnEKsjx1CLICTdgmUBEOjHPCDrEG97dXr16mdDG6+tDE/AS4znu2bOniUIe047AzCfI8aQiVsePH2+CkvxIiMxhw4blbSzqgncbgYrww/ONGMbD6/fnwUB8h8ilLoROYMfFF19sApFwEb6vKyFsEcPEbxO2gnDNnVjZsWNHd9FFF5nHGREKI55eeswxx1h8OHXs2rWrrTPOQ38Y6DBxE6FM/gxKGDQQ3sISizDnoT1XXHGFrcDCNjx8KF+iDRDPDGooExE+ffp0C7NhXXPyIU/fTjy0ifxgQZtRNr8RmkMbsJoM5SPuPcuwbeHrRzvAikEHgxPWpFcSAREQAREQAREQgYZCIDZBjoBFeF933XV52SFQeeJlvjRkyJB8X+f9Dm/78ccfb6+8G9TxJcKSJ1cGn15Zxy6Rf0Zwn3LKKY4VURC/hI4ExTzebcQwD+DBm81qLghbvOl8Puecc2oe8oPQReCS529/+1tbchHBjtecF3ciuEPAkzPxrF955ZUmnnn4Ur5EOWeddZa98v3+s5/9zPHKlyg/icSdDAZJ3N2gbRmoKYmACIiACIiACIhAQyEQmyBvKMDC2In3+LjjjjOPNl5lvPN+pZbg/gwuePlEWAheap/wHHNngfAXYtj9o+pzVyAhDIUBESFClFPbOuk+73J55y7KnDlzrO4s7chdEiUREAEREAEREAERaEgENmpIxpbSVjza5557roWljBs3zsJ1opaPx5xwkjFjxtgSh4Ss4E3me0JW8JD7kBfCWvC4Bz3xUcsr9fYMOAhz4i5CmzZt3MCBA/OGKZW6XipPBERABERABERABEpJQB7yhGjjsWbiJgKZGHmENWE7QY94XUWTBx5vXkw6ZZIlseVM/CTWnXh64r154T0n7r5SEiu1MJggdp8QnH79+q13d6BS7FA9RUAEREAEREAERKC+BCTI60uwlv0JQWFCKRMziZFmgmcUQc7+hHDwzioyrD7zwAMP2GRUBDmhMUw2JeacFVYqyTuOl5/VWbCDhxsR264kAiIgAiIgAiIgAg2RgAR5CVqdZQ7xcvu1wqMUiYAnthrvN5M3WaIRMYuARegTT55vecMoZaSxLd5/lnTE489nJREQAREQAREQARFoqAQkyEvU8iwdyKvYxPKErGLDKwsJzzgvJREQAREQAREQARFo6ATkmmzoPUD2i4AIiIAIiIAIiIAIpEpAgjxV/CpcBERABERABERABESgoROQIG/oPUD2i4AIiIAIiIAIiIAIpEpAgjxV/CpcBERABERABERABESgoROQIG/oPUD2i4AIiIAIiIAIiIAIpEpAgjxV/CpcBERABERABERABESgoROItOzhwoUL7THuDR2a7C8fArNmzbLKlHvfrJR6hm1Z7Cl35lFsYVvZE5ZY/Ntl8fjIWp/S8RF/v48jR52L46CYTB7+vBY290ZV1amuje+99143ePDgujbT7yIgAiIgAiIgAiIgAiIgAv9HYNCgQW7o0KF18ojkIW/VqpU9XbHOXLWBCJSIwKJFi9zMmTNduffNSqln2GbDnuXLl2fifJDFtqmEYyLY19QGQRrl91nHe/m1ia+R2saTKL93f14LXTM85HWlamWPF72qWuXXtal+F4GSEqiUvlkp9QzbeNiTlfNBFtum0s7XaoOwR1462+l4T4d7mFLVNmEopbNN1POaJnWGHrpoQxEQAREQAREQAREQARGIn4AEefxMlaMIiIAIiIAIiIAIiIAIhCYgQR4alTYUAREQAREQAREQAREQgfgJSJDHz1Q5ioAIiIAIiIAIiIAIiEBoAhLkoVFpQxEQAREQAREQAREQARGIn4AEefxMlaMIiIAIiIAIiIAIiIAIhCYgQR4alTYUAREQAREQAREQAREQgfgJSJDHz1Q5ioAIiIAIiIAIiIAIiEBoAhLkoVFpQxEQAREQAREQAREQARGIn4AEefxMlaMIiIAIiIAIiIAIiIAIhCYgQR4alTYUAREQAREQAREQAREQgfgJSJDHz1Q5ioAIiIAIiIAIiIAIiEBoAhLkoVFpQxEQAREQAREQAREQARGIn4AEefxMlaMIiIAIiIAIiIAIiIAIhCZQMkFeVVXl1q5da68wtVu5cqVbtGiR++yzz8Jsrm1EIDIB+uOaNWsi71fqHeKsZ5x5FcMh7vLXrVsX+pxSTH3r2kf21EUo+d/jagP60o8//uh4TzNlyZ4s2UKfkD35j4xyOHay0DaN8+ON/9tvv/3WLViwwG2++eauXbt2BQv45ptv3Pz58927777rpk6d6nbffXd30UUXFdxeP4hAFAIMDFesWOHmzp3rli1b5po0aeJatGjh2rRp45o1axYlq0S3jbOeceZVjNFxl09+33//vfvkk0+sLVu3bu122WWXYqpW1D6ypyhsse4UVxuQD9ecefPmuYULF7offvjBbbXVVm7nnXd2bdu2dVtvvXWs9S6UWZbsyZIttFdc9pAXOujjjz82LcQ5bJtttrFzF5pos802Y5PEU5bsyZItNHzJBPl7773n7r77btexY0f3i1/8wm20UX7n/BdffOFGjRrlHnvsMeu4l1xySeIdVAU0DAIcvPSv0aNHu2effdb6IGIcL/mhhx7q+vTp41q2bJk6jDjrGWdexYCJu/zvvvvOhPibb75p5wnE1K9//euSCXLZU0wviHefONtg+fLldi6477773LRp0xx3Zhs3buwOO+wwN3DgQNezZ0+3/fbbx2tATm5ZsidLttBMcdrDuWvChAnunnvuMWcjDiH62jHHHOMuu+wyd9RRR7lNN900p3fE+2+W7MmSLb6VSyLIOcm9/fbb7vHHH3dfffWV69evn9tpp518HdZ7x9vVt29fC1VhJKkkAnERoO/RBx955BF38sknu4svvtg85CNHjnT333+/W7VqlRs0aJDdxYmrzGLyibOeceaVti2Uv3TpUvfCCy+4p59+2r388ss2wC+mXsXuEzfPrNlTLNco+8XVBnjD6Us4iri49+rVy6oxe/Zs99prr9nADy9m//79E/VeZsmeLNlCZ4jLHpw+3PWnv+EEYrD30UcfucmTJ7unnnrKrj077rij69SpU5RDIfK2WbInS7b4hszvpva/xvROCMorr7xiIQLvvPOOmzhxYsGcGSFy+xlhriQCcREgvgyv6rBhwyw05ayzznJNmzZ1W2yxhXnD6HMjRoxwM2fOjKvIovKJs55x5lWMMUmUz0XrggsucL/85S8tpKCYehW7j+wpllx8+8XZBoSpTJ8+3R155JFu6NChdm7g/dZbb3WHH364CaYnnnjCQijjs2D9nLJkT5ZsoZXitIc7eZ9//rl5we+44w53ww03uL///e/uV7/6ldt2223dhx9+6N544431O0fM/2XJnizZEmzmxAU5I0NEOCErxEnh9UaQE0tVKBHOsvHGGxf6Wd+LQGQCxI3j9cL7xbyEXXfdtSYPBn/77befeTCeeeYZu21d82OJP8RZzzjzKgZDEuUzYCfGl9jepEMJcm2WPblESv9/nG2Ah41YccIi27dvb9cc4niPPvpo84ozp4RFBRBLSaUs2ZMlW2jvOO1h0mOHDh3cSSedVKNtOId17tzZHXDAARa6knS4SpbsyZItwXNL4oJ8yZIlJsj32msvd95559moc8aMGY5XbalRo0Y1P9OZv/76a/NYvP/++xYHnG91DG47cpKdM2eOlYn4Z6UW4oaD2/OZ0Sq/E9ellH0CTADEA8EkGsR4sH9tueWWdmEmtIptuKOTVoqznnHmVQyPJMtnwE78ZSmT7Ckl7fxlxdkGTNrs0aPHBndjEUY4jxi4J52yZE+WbKHd47SHMJXddtttg3MWorxVq1Zuzz33NGGeZH/Lkj1ZsiXY5ole0RDIeCRZXeW0004zzxa3ABHML774ooUKsMpFbYlbE9xaHD9+vHv99ddNcDOiZLINXk1WbSEh2pkljxcUoY3o5qJNnCAe0LPPPttCFNj2008/dcOHDzeBTzw7kyqUsk1g8eLF5gEnRCXfaioIdTyuTLRBkDOATCPFWc848yqGRZLlM6AqNDG8mLqG2Uf2pHNMBNsmzjYg/IlXvuQHfIQTJCnMs2RPlmyhT8RpT74+hkZBi9DXTj311MSvOVmyJ0u2BPtGoh5y4qYIV0GYd+3a1Trcsccea6JnypQpdXoi2Q8P97/+9S8T0H4pxJtvvtn913/9l3kz2Yb05Zdf2qoLCP5u3bo5YoS5HUk5TP5ifVmfyHPMmDE2mSLpuC1fpt7TJcAtLg5ivF94xHMTA0PEOqFUTLRLK8VZzzjzKoZH2uUXU+fa9pE9tdEpzW+laAOuKQzMuaYgxlkSNamUJXuyZAvtnZQ99C8chSx0MW7cOLfddtuZIE/6jl+W7MmSLcFzS6Ie8g8++MDi7w455BBbTg5vd5cuXUxcE1P+0ksvWexeMHwgWDm83njXien74x//6DbZZBMT0iwbRBw6E/RYRpEOTVl8xwmUCTkILD5zSwhRHkyELOCxZ5bzEUccEfxJnzNIgH5EOAonQWJEiUHOTZwM6V8c6FyM00hx1jPOvIphkXb5xdS5tn1kTzrHRLBNStUGOJKIG2/evLk78cQTa+7CBusSx+cs2ZMlW2jbpOxBjOPw4W7/ww8/bIKcJXe5s4/Tkj6XRMqSPVmyJbetExPkLCGHdxyPY/fu3a1cbs3ss88+NtMYr/err75qSxwW6oQI9YMOOsiWp/OL5hNvxa3q66+/3uLQ8XBz0ly9erXFinMypbPvv//+FqLCMkIIsGBoDJ5z1kJXahgEOIC5Q8LJkH7gw5yC1vOb3w7xnkby5cdRzzjzKoZF2uUXU+fa9pE96RwTwTYpRRtQBp5LrivczcUZlFTKkj1ZsoX2TsoenJLEP7PqHPPdCIkifJdw29/97ncWWptEKF6W7MmSLbnnlsQEOZ2OZeYQQHRCJmOSEM5MpgEqS8whnnv37p1bL/ufjokQ92KcL4n1ZWYyQpsQBMohsa453vKHHnrIXXXVVW5g9TqfLGeFgOeWI95PpYZJgIEgIpy+SL+jP+Ym4vkYRNJPCF1JI8VZzzjzKoZF2uUXU+fa9pE96RwTwTYpRRuwAADXJOaZsAhBkueCLNmTJVvoc0nZw51YnIy88JTzPIW77rrLHhTECl84F/PNcQoeB8V8zpI9WbIlty0TiSFH3MyaNcteeCZZ35lJlLxYBJ+THgKax5cT3x3VI4lHnXWj2Q+POIn/edgL4TFMGh0yZIj77W9/6+jkxAIWCovJBaL/s0eAtiduHG8EA8J8K+vQT+lPXIDZLo0UZz3jzKsYFmmXX0yda9tH9qRzTATbJOk2wGPJg1tY6nDAgAGJTubErizZkyVbStE2lEGo7TnnnGNP6WRBAbzkhPImkZJun1LakyVbcts6EUHOyI/VVRDdrG5CTHfwhXBmlRTCWXhcMZM1oyQfdoDXE485CS/6CSecYA914MlqCHRiyq+55hp377332jKHUcrQttkigMgmVIk4cj+IC1rI9yyt6Qd7wd9K+TnOesaZVzEM0i6/mDrXto/sqY1OaX5Lqg14IidxvISrHH/88TbXqRQWZcmeLNlC2ydlT7BfscgAd/bxmCe9oECW7MmSLcH+ELsgJ/7VL3XISicIb05wwRcTKvv06WOimVAWYqjyhREEKxr8jCcTbwbiyT/gBZHFd0yQuOmmm9xtt91mi/DjDWXy5/PPPx/MQp8bGAHClgh1oo+wyk4w4R1nIieCnO323nvv4M8l/RxnPePMqxgIaZdfTJ1r20f21EanNL8l0QYMxqdOnWqvww47zK5ZQWu4NnGOSCJlyZ4s2UJbJ2FPvj6EuMR5yZOjCy3DmW+/qN9lyZ4s2RJsx9gFOaLmrbfeshMYXvF8iVsOrPNMjDdx4HgmckVSvv34DsHPw4YIe2ExfV4kbvWMHTvWwg5YWYVYrBtvvNHi03kIUNALTx54RFhRI8pAwArSn4okwB0TZrFzYSWkKRgmRUgTcxG4hXjwwQfbikDeSMKvGOzlC3Px28T5Hmc9i80rLnuKLT8Mc45hXqVMsuc/tMO0T1LtEncbcB1AjE+YMMGuJTiK/KQ6+hfXCJxGXKeSSFmyJ0u20NZx21Oo/9AHCaXcY4897IFUhbar7/fF2FPMsV4Ke4qxBX5R7SmFLcF2jXVSJ+KWW36TJ0+2SZctW7YMlrXeZx7Ww8RMTnrsw7rgTMRkUh2CncQEPAQ+gslPdCAchvzZpm/fvjUdmBPnpEmT7GlYeDkI/Md7Tkw5DxXyoS3kizeUcBZiBVkBhkfaKmWbACFN9AXaG/HNHAfEN32WJTP5nwFicIIxfZOlMbmDg1g/7rjjEo8vj7OexeQVZy8opvywzL3X0r/HWe9Cecme/zhESn1MBNsjzjZgkM1KX9xBZY4JDiScQ/RBXkzyxpHD9YcHyCWRsmRPlmyhreO0hz7EccNgDzHJ3X00DHdsp0+fbt/zcCCuM0mlqPbUdi5O256otsC0kD1p2xJs79gEOV5ETl6jRo2yJaN4TCwdcIcddtjgQSzcIkQMI7bpoDxZk4mfrIjC0zd5zCyCvX379hb+wgmTkyXbzpgxw7zhhMPgBQ8mhD15cpHm1g+gWcecMJbg8lV40//0pz/ZpFLitiTIgxSz+5klNy+99FJ35513upEjR9oJkYsu4UzE8jH3IPiETkbTeM5+9atf2VNl6ZMM9pJOcdYzal5x2xa1/LqYc+7wd7x4504HgykG9zgAuDuWZJI96RwTwTaNow1YFpfVVHi+BQsL0G94qByJCzf9kL7GfKULL7yw5k5ssB5xfc6SPVmyhfaNwx6uGZyjCKVFb5x00knmHGIBASZysuZ9r169bJnNuPpUoXyi2FPbubgc7IliCzwK2VMOtvj2ik2QE0byUvWDfhDAiBr+54E8eB1zn4yIeGedVx4b26NHD6sLHm1/QkRo02nZ78knnzTvOUskEmPFqJKZyawRi4jyCQ86F2VCWR599FG7/YMnnEa4/PLL15ukw+iUeGJGowwclBoGAfoYD6aiD7H6Dv2EEBYGeldccYU94TVIgu8ZJNKHGbTRb0qR4qxn1Lziti9q+XUxx6PERHDCjjh2aUvOOdw1Y9CetCCXPekcE8F+GUcb4LhBCNHfjjnmmGD2630mtpc7YwjzpFKW7MmSLbR3HPaQD1pj3333tbv4o0ePtjApnIbEQp9xxhnmiGS7pFMUe2o7F5eDPVFsgWshe8rBlpp2r/YG1JmGDh1KsGbVoEGD6tw27g2qPZhV1RfcqmrPeNW8efOq+D9f4vvqW5D2e3U8um1f7Qmvqh6RbrB5dShMVXXoS9X8+fOrqgXZBr/ri8ohUGzfrI7Zq6qOC7U+Ve1lLWgw/Yrtqr2xBbcJ80M51DOszWHtiXo+CFt+XMzD2ME25dA2YesaZrtKtKcS61xbW2TRHh3v9btmoE+qB4FV1c7FqmpnZGzag74WtW3ou2HOx7Wdi5OwJ63jJglbYBzVntg85DUKP+YPxJQTKsCrtsR2vEgsb8erUMKrRlgML6WGSQCPV5gZ7fSpMNslRTHOeobNqxJsSaqOUfINyzPtPhTWpkq0pxLrXFt7ZMmeLNlCm9XXHkJUCMMtlxTGntrOXeVkTxhb4F7InnKxJfZVVsqls6keIiACIiACIiACIiACIlAJBCTIK6GVVEcREAEREAEREAEREIHMEpAgz2zTyjAREAEREAEREAEREIFKICBBXgmtpDqKgAiIgAiIgAiIgAhkloAEeWabVoaJgAiIgAiIgAiIgAhUAgEJ8kpoJdVRBERABERABERABEQgswQkyDPbtDJMBERABERABERABESgEghIkFdCK6mOIiACIiACIiACIiACmSUgQZ7ZppVhIiACIiACIiACIiAClUBAgrwSWkl1FAEREAEREAEREAERyCwBCfLMNq0MEwEREAEREAEREAERqAQCEuSV0EqqowiIgAiIgAiIgAiIQGYJSJBntmllmAiIgAiIgAiIgAiIQCUQkCCvhFZSHUVABERABERABERABDJLQII8s00rw0RABERABERABERABCqBgAR5JbSS6igCIiACIiACIiACIpBZAhLkmW1aGSYCIiACIiACIiACIlAJBCTIK6GVVEcREAEREAEREAEREIHMEpAgz2zTyjAREAEREAEREAEREIFKICBBXgmtpDqKgAiIgAiIgAiIgAhkloAEeWabVoaJgAiIgAiIgAiIgAhUAgEJ8kpoJdVRBERABERABERABEQgswQkyDPbtDJMBERABERABERABESgEghIkFdCK6mOIiACIiACIiACIiACmSUgQZ7ZppVhIiACIiACIiACIiAClUBAgrwSWkl1FAEREAEREAEREAERyCwBCfLMNq0MEwEREAEREAEREAERqAQCEuSV0EqqowiIgAiIgAiIgAiIQGYJSJBntmllWF0E1q5d69asWVPXZqn+XlVVZXX88ccfI9WjnG1bt26do35RE/usXLmyqH2jlpXk9uXcNtgdpX2K7Z9x8aWuHBu8R0nl3gZRbPHbRmk3v0+S78X2DdqGV7mmqJzL3R44U8ew59ao9pdrOxbbP5O0p3GSmStvESg3AhyEK1ascHPnznXLli1zTZo0cS1atHBt2rRxzZo1K5vqrlq1yi1atMheq1ev/v/tnQm0FEWWvwNFcUFwB8QVxAVZRMWNVkAUFUQERVFUcFzaUaeVOe24HpwetQ/qgdN6+mgz7uOGI4yKgIAbmyjIvoqiLAIqqAgIuPPni//km3pF1XuV+TKrIrJ+cU69qleVy73fjYy8ceNGpJWrTp065oADDjAHHnig2XnnnbeT1WXdkG3z5s1mxYoVlj86HHTQQdvpkO8LeHz88cdm2bJlpmXLlqZJkyb5Ni3K93TkvvzyS7Ny5cpK59txxx1Nw4YNbX3K/MFl2yBnWPtEqZ+ZPGryGVk3btxo6wL8t2zZYurWrWuvjUMPPdTsscceOQ/vug3C1imUDGu3nGBi/jJK3aBT9dVXX9kX7QTO4b777msOOeQQ+x6ziKEPF5az6/pkAiikbQ2rf+bxk/4c9rqJUj+T1iE4vhzygITeU0+ARmXNmjVm9OjR5s033zQ77LCDdca5oE888UTTrVs3s//++5ecAzek6dOnm9dff92sXr3a7Lfffrbj8MUXX1hHr0ePHlZeOhNBcVm3TZs2WUd8xowZZvjw4daZ6t+/f8EOORGZxYsXm4EDB5r58+ebu+66q+QOOc74448/boYOHRqYwL43atTIXH311ebKK6+s+N5l2yBkWPtEqZ8VMGL48N1339nr95lnnjEzZ860zlvt2rXNSSedZPr162c6d+5sr5nMU7luA2QNU6fYPqzd2CfpEqVu4HxzXY8bN858/fXXplatWrajS9S2ffv25qKLLrJBiKRlz3f8sJxd1ydTz0La1rD6Zx6/GJ/DXDdR6mcxdAjOIYc8IKH31BNYv369efXVV81LL71kzjvvPHPddddZR3fYsGHm2WefNfScr7rqKrPrrruWjAWOw6JFi8wjjzxiOwz333+/adasmR1SxEl/4IEHzKBBgwzfH3300RVyuqzbN998Y959910zcuRIM2HCBNO8efMKuQv5sHbtWjNixAgzZswY07hx40J2SXQbOnBz5swxkydP3i4ae/jhh9sIfqYALtsGOcPYJ2r9zORRk89Ew6lLTzzxhI0On3POOfZwCxcuNFOmTLEdP266V1xxhdlll10qTuW6DcLWKRQLY7cKEAl+iFI3cAgZ+RoyZIht7+644w4bFWfk49FHH7WvDRs2mFtuucXUq1cvQenzHzoMZx/0ydS0kLY1jP6Zxy7G5zDXTZT6WQwdMs8hhzyThj6nlgDRFiK0zz33nI2e9erVy9SvX9/qS2SNm/wrr7xiTjjhBBt9LhUI0lM++ugjG/m78cYbrTOOLKRCHHXUUVY2IrPjx4+vcMhd140Ujr59+5qmTZua5cuXh0KLc4XjO3HiRGdSihhap9NEXenZs2clfUh/Ouywwyq+c902CBrGPlHqZwWMGD6QsjRr1ixz2mmn2Wg4KSqkB1A/HnzwQdvhY2Tp9NNPN0ceeaQ9ow82CFOnAoxh7Bbsk+R7lLqxbt0621HHprfddpvBnhTS2c4//3wzdepU2xk/7rjjTNeuXW303G5QxD9hOPugT4Cu0LY1jP7BsYv1Hua6iVI/i6VHcB5N6gxI6D3VBMgbJ4JGJI0oJrmJQSGfuVWrVtbJGjVqlB0CD34r9jsRQHLbaTyIthABCMpuu+1mnVK+xwkJiuu6kftOji+5vaTfFFpwpObNm2dvyuSNY6NSF+yB88AcBBwGOnMnn3xyxYvRDNInguK6bZAzjH2i1M+ARRzvRLqZR/HHP/7RdvDoqBIJJ7WBqDjzQLhJL1mypOJ0rtsgbJ0KFAtjt2CfJN+j1A1S0d555x0bHKFdziwEIDp16lTRLv/www+ZPxftcxjOPugDuDBtaxj9i2aUbScKe91EqZ/F1IdzySEvNnGdryQEmExI5JlhT5xx8hSDsvvuu9ubPLl/bBM2ihscJ4530mWYzMQw7aRJk2wHAgecQn7lp59+auVv06ZNxel80Q3nKdNZrVAgzwfy5xkJwJnv3r17JZvl2SXxr7EB0Vhyl+ks8Pnzzz+36U65Tu6LbZC9EPtEqZ+5uET9jgjqmWeeuV1OMU4DIxPZTh3ncd0GYetUNrtC7Ja9TxL/R6kbzOmhTWM+TGaKEfIxgkmwhPaPa6yU7TLyFMLZF32itK2F6A+nYpWw102U+lksXYLzyCEPSOg91QSY+EGaQRBlzlYWR53oLdHpUjb8OBZEhsizJlXj4YcfthOemMhGhJ/ILHmzxx57bIUKvuhGJ4iJtIUUVtEg35wbHJO6SpU/mikrOYjku9JRIkr+pz/9yVx++eXm3nvvtR0HbJRdfLENchdinyj1M5tJTf5n+JzrI1cJHAYmZmc65i7bIEqdyta9ELtl75PE/1HqBmkTjHoQDCEIkVloK7juGfVgG+xYylIIZx/0idq2FqJ/sewT5bqJUj+LpU9wnsLujsHWehcBTwkwbE2DzkVJRDy7EKHBWWdYlEkspSykZpBzveeee9q89r/85S/mhRdesI4gubHXXHNNpcmEPulWCFfSccj3Z+Jkhw4dQk8CLeQcUbZhmJflJukMMSmYvFa+e/75582tt95qbUWHLrOkzTboFrZ+ZvJI6jM3aNiTw4szzjKmQXHZBlHqVKCXi+9h60bQHmO37CVE0Q+nnFG1wNF1UedMmVzXx9W2NZNhIZ+jXjdh62chssS5zf8lO8Z5VB1LBBwiwJAnERhyyBgWJQUiu9Do42xx8852qrK3Tfp/IkIXXnihvQkRIWeSGtHxSy+91Fx22WWV1uX1Tbfq2OFYLds2cY8oNEsIsoSdK4U6wmRCXtQnhtpfe+018/LLL9tlGbEV9Qs7UZfSZpvADmHqZ7BP0u9E/cgb33vvvc25555bsVKS6zYIW6eS5ljT44etG8FoBnN7pk2bZkf/goAJtmPJPSLnbEfAxPXisj4ut61h7Rr1uglbP8PKVdPtFSGvKUHt7zwBGnYiAzRIRMLJJcsu/BZsh7NV6sIESHrzOH88BIeOwttvv21XHGCpqqAEMvukWyB7rnciZeO35Y0TEWMlHCJOLhYcbyaa3nzzzebf//3fzSmnnGJzlVlWk/XiKWmzTaYdCq2fmfsk9RnOc+fOtfM/zjjjDDvBMziXTzYopE4Fern8HqZuHHHEEebss8+2bfN7771n15fn+iFaPnv2bJsahlNO6grOruvFZX18aVvD2jjsdROmfoaVpabbK0JeU4La33kC5JbihOOMc4NmuCu7MGObdciJbJY6EkMk/8MPP7QP0WGiWpcuXcxTTz1lVxthaTc6DDx4hklPvumWzT3zf/gzEoBzxU0a/YK8Um7K2Aj7wYeIKLYqtcOOo3DBBRfYFKIBAwbY6D7ys8RjmmyTaacw9TNzv6Q+M8/ggw8+sLnGffr0qXT9+miDqupUUgzjOm7YutGgQQN7/eCEM2eE5y/QqWJiOyNQY8eOtaIxd8CFZxBUx8lVfXxsW6tjnf17IddN2PqZfY6k/5dDnjRhHb/kBJiMwjAoOdksJ4hzl12IoOPo4oyzXSnLJ598Yp8Cidx33nmnTd0gJ/ahhx6yS4Q9/fTTdqUVlt3zTbequBIV4wbM5FuWD8ycXMtvrJbBSAHpLDjmjCC0bdu2qkMW5TeGT1mTnFQJ8smDEYw02SYTZJj6mblfEp+Z7MczBFjqkE5q5mROzuerDfLVqSQYxnnMKHWDkaZ77rnHtm2sXMQ8HlbCCia24+Qef/zxth2MU9akjuWiPr62rWFtVN11E6V+hpWhJtvLIa8JPe3rDQGcbNYvDqKr2YLzPdFYhhx5KEWpCpEMll5kUuO1115bMTmtXbt2ViRSOYie85hpVlshSuyLbtUxxdkm2kku8ODBgyttTkcK54uOE0/8ZJUTJr664JAjKLnLjGYwHMorKGmxTaBPlPoZ7Bv3O9dCMKJy1lln2bXgc53DVxvkq1O5dHThu5rUDaLfdKiCwopFjz32mF3ViIndvHwqrunjc9sa1u75rpua1M+wMkTdXg55VHLazysCRJhZFQNHdtWqVZVkx8ljIicOOdvlW1at0k4J/cMKL0SIcbQzOwasNsBDaLhpsfoIa7DioLJUoy+6VYeMmxgpBx07dtxuUyI8PLQJh50UHjooLVq02G67Un1BxJ4XnT6i+0FJi20CfaLUz2DfON/pQE+fPt2+uC6yJ/+SloY9SFPz1Qb56lScHOM8Vlx1A70XLFhg58zQJjAS2Lp16zhFLeqxXNDH57Y1rLHyXTdx1c+w8oTZXg55GFra1lsCOLennnqqdeoYtiI9hckgFCa7kA5B3iKpB6WcPETngJ58roKTjnPBsDw58UH+tC+6MfGUV75Cnig331yFCV7cpOHD0/t69+6da7NEv0P2II89YB+ckJQJOnpHH310JYfcF9ugR3X2YZso9ZP94ixExhlB4qFMjGh169atYn17dKCjyoNPWE2J68VlG0SpU9ksC7Fb9j5J/B9X3SDYwNM7ySu/5JJL7ORuUhFKXaJydkGfONrWqPonYbco101c9TMJfYJjapWVgITeU00A55v0BoY+cb7nz59v9SWSxuQh/mdFk65du5aUAxFvchCRi6XAMvPdcQZxRhiS40mdTGKh+KIbOtEoBu8lBR3h5IyisBIEkXoeEITjR+cJRxwHgqgty1IyGTUovtgGeQO7BO+BDpnvUepn5v41/cz1wAOz/vM//9OuxEEnmrQVJgSO37Y6DyNgzzzzjF2Kkom/FJdtEKVOZTMM7BW8Z/9erP9rWjeIbNKxHT58uL3OWGWJZy7Q3rlQAr7Be3Uyua5PdfJn/x7oHbxn/17M/6NcNzWtn8XQr/TdzmJoqXOIwDYCxxxzjLn++uvNkCFDzLBhw+yELxyqt956y0abr7jiCnPkkUeWlBWTT9u3b2+jwazWQb40zjcRAR5sRGSQVI2ePXtWktNl3XBUiRKRisM7oxN0gOh4MBqRmXNdSSnH/mF99L/97W/WBoy2kFpD9JUOHhM5eaQ7aVHZxWXbIGsY+0Stn9lMovxPvWE1lUGDBlkHnHrDGv2UIGKGLqSp4MgRPQ+KqzaIWqfQK4zdArr1YHYAAEAASURBVA5JvkepGzh3dJxIJ+Aaon2bOnWq6dGjh6E93meffZIUuaBjh+Hsgz4FKZ2xURj9M3ZL9GOU6yZK/UxUiRwHl0OeA4q+SicBlkA7+eSTrSNOlHPo0KE2Ykt+No9BDyZOllp7ctj//Oc/204DEVkccaItOH6sPsBkRobiM4vLuhFJnjlzpiFViDXVWfmC4WhuvKzfXYhDzmgAHRNWXOCBQaUoyM4Dm+jEEcnDGcQhp05dffXVdlJnLrlctg3yhrVPlPqZi0vY75jjwYRfrtdc8wyC41E/SGvCMQ+KqzaIWqfQK6zdAhZJvoetG6yoQueceTGsqkSa0U033WQ7tpn2S1Lm6o4dhrMP+mTrW13bGkb/7GMn9X/U6yZs/UxK/nzHlUOej4y+TyUBhq+JQBPhZNgL54r8uuyc4FIrj8Pdv39/m6JCVBmHHGe0KufVVd3gS0Q/O6ofhjENMOt8l7IwdM6kWtKamHfAU9+I8OMgVldctQ1yR7FPlPpZHaPqfoc1I1y8ohQXbVCTOhXFblG4hd0nTN1gZIMUL9YepyPFZzrsLpUwnH3QJ5ttdW1rGP2zj53U/zW5bsLUz6Tkz3dcOeT5yOj7VBMg+kJD43IJ1lCmwQxTfNAtjD4ubRuwjVp3gv1d0imqLFHrZ9TzxbWfazYI5Ilap+LiEudxCq0bLEnJKy0lbfq4bJeaXDeF1s9i6199aKfYEul8IiACIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSSQCIiACIiACIiACIlBGBOSQl5GxpaoIiIAIiIAIiIAIiIB7BOSQu2cTSVRkAr/99pv58ccfDe8uFuRyVbaa8kKvn3/+2fz+++81PVTJ9kf2tNqnZFALPDHsf/nlF6/rT6aqW7duNb/++qvVKfN73z9zfbjcxhbCN211LZfOvrbHabFN7VxG0XciUC4EfvrpJ/Pxxx+bZcuWmZYtW5omTZo4oTpOxldffWVfmzdvtjezfffd1xxyyCGGd18LDsfGjRvNl19+aX744QfD/7vttps5+OCDTd26db1RC7mxy4oVK8z3339vDjzwQHPQQQd5I3+2oDiB2GTlypWVftpxxx1Nw4YNrX0q/VDCf4I6xDWLvFu2bLF154ADDjCHHnqo2WOPPUooXbRT0w6tWrXKvuigUurUqWPQibq18847RzuwA3u52sYWioZ2aunSpeaLL76w13y9evXstX7YYYeZXXbZpdDDOLldcC352h6nzTZyyJ28TCRUMQjQq168eLEZOHCgmT9/vrnrrruccMiJJCHPuHHjzNdff21q1aplHQ+iF+3btzcXXXSRvUkXg1Gc5+DGvHz5cvP+++9b/XbaaSfbuWjdurVp3LhxnKdK9FibNm2yjviMGTPM8OHDbQejf//+Xjvk3JAff/xxM3To0ErsGjVqZK6++mpz5ZVXVvq+lP9899135s033zTPPPOMmTlzpu2s1q5d25x00kmmX79+pnPnzma//fYrpYihzk3Hbvr06eb11183q1evtrJzbeAA0lHt0aOHOfHEEw3f+VZcbWML5ci1PnHiRPPkk09aG3377beGutaxY0dzww03mNNPP912nAo9nkvb+d4ep9E2cshdukIkS1EJrF271owYMcKMGTPGGYeQGxgR+yFDhpgddtjB3HHHHTYqTiTw0Ucfta8NGzaYW265xRCp8aXgdMyaNcs8//zz5pNPPrGdit69e5u99trLFxUq5Pzmm2/Mu+++a0aOHGkmTJhgmjdvXvGbjx+Ijs+ZM8dMnjx5u+jy4YcfbkeOXNGLaDjsn3jiCTu6cs4551jRFi5caKZMmWI7StS1K664wovoJRHKRYsWmUceecRe7/fff79p1qyZTYHCSX/ggQfMoEGDDN8fffTRrpihYDlcbGMLFZ7rAttQ3/bZZx/b2fv888/N1KlTzRtvvGFwaBk9YmTVt+J7e5xW28gh9+1KkryxEKBBwgEh+uGSU7hu3Trr6OG83nbbbXYIHoVJhzj//PPtzYBOxHHHHWe6du1qo+exAEnwIDSes2fPto7FmjVrzK233mrOO+88QzqEj4WbcN++fU3Tpk1txN9HHTJlJjUKx+OEE04wPXv2zPzJOiIMzbtSSFPh2jjttNOsg0SKCuldXMcPPvig7SARaSZyeeSRR7oidl45SE/56KOPbKT/xhtvtM44G3NtHHXUUTYyzsjF+PHjvXPIXW1j8xoj6wdS6xihpC7R1mITvnvuuefMgAEDzJIlS6ztfHPI09Aep9U2csizLkL9m34CpH7MmzfPOrc0puQw07i6UEiheeedd0z9+vUN0cnMwg26U6dO5q9//asZNWqUTV9xPV+WCCBpKi+++KIhinnzzTdX3NwydfPpM7m9vGBPagRDp74Wbs44uJ999pm5/PLLbdoHKVKulvXr19u86gsuuKAibQtHiVQu0m7mzp1r511wPfvgkBPxJw0imNiMPUiJoNAuESwIJqy5apNccrncxuaSN9d3cGdUgrShIHjANU8w5Nhjj7XpRbQDPpW0tMdptA31SKus+HQ1SdZYCJCnScSJSYTdu3d3KspMBPnTTz+1+aLZE4Zw0pngRWPE0CmOruuFCY8M75LeQaTp4osvrnA4XJe9Ovm4SQfOU3Xbuvo7EUCiy+Ri00nlM3WL4XgXCxHxM888s8IZD2TEMSKSn92JDX539X3XXXe18yhIQ5s0aZLttHJ9U7ANbQETudu0aeOqCjnlcrmNzSlwji9JU2GSf/Y1jlPOnJcjjjjCOuY5dnX2q7S0x2m0DZVGEXJnLx0JlgQBhrrI+8XxZbJasKJBEueKckyGeYkCMrGTm3RmIaecvHGiZmxDRLBFixaZmzj1mWgf+ZYM8RLtO/XUU23eL9FYyp577mlfQfTJKeELEIZIMjbxtRAtY74CjiBRcl6k4+Dwkt/ftm1bs/feezulHvLxylWCDhL1yhfHnI4EI1/MQyCF7uGHH7ajSHS8yYnnWiFPnoisL8X1NrYmHGnT6GxQ1wjm+DAKE+ib9vbYZ9sENpJDHpDQe+oJkGvKyhhMYOvQoYO9CZLb7FLhBr377rsbcsmZyMnKEZkFB5CITeC4Z/7m2md0YEUVHL1TTjnFjkQQKccJZKUMbmasVoAzkj0a4JouaZSHtAKW08PZYzUVHA1W9mDiLdcJOc2s6EM0yvVC54LUD+oc+pBm4Etp1aqVnZPw0EMPmVdeecUuo0n7xORnRpWYoOp6alrA2oc2NpA1zDv1iyAJcy3efvttO6qBQ54dPQ9zzGJvm9b2OA22CeqCv+GdQAO9i0ABBLhol22bEEY0EOeDpdFcLPvvv7+N7uEYTZs2rVJ+MkPZ5CsTOceRIurscmGNbpxxlmsL+BPZx7kgLYLlJu+55x7r/PG7SnEJ4EwwOfIf//iHeemll+zKJf/8z/9sO0rMZSBaSwfKtVGkXJSIypI3TkT/3HPPNaSC+FIY8brwwgttB4joPpNSmSfCdXPZZZd589yB4Bp3vY0NWy/Qi5WV3nrrLTtxmCUQWZaWEQwCC76UNLbHabFNUIcUIQ9I6D3VBIgOkDdOZLnftrWKXZ2MQ17i2WefbRYsWGDee+89mzZAlJz0CNJscHBxykldwXl3ubDkGY43EVacJJZqxBmnY0Hkj5UK0JGHnxAt9/mBRy7boRDZGKFggjP5ykxk+/vf/27XXX711VfNH/7wB7uiTCHHKcU21Ccmc7JayRlnnGEneJZCjpqck+uCSDkdJPSgQ04kFlswgdWHddV9aWPD2omRJJxZUooIKNBpot1iBPP222+36V0+pK6lsT1Oi22COqkIeUBC76klwAQ1ohnctNu1a2dXMCHKzAvnltwzbuqseECkrZQT2ho0aGBvwL169bKNP+sTE5F57bXXzLPPPmsnSGIo8mhdf5gOPLmBEQEkpzcYdufmxUoFLLEHd1KI6GiolJ4AHT0cQNa/P+aYY+yoEteNy4WO6gcffGDrWZ8+fZwfOcpmyXXy4Ycf2odMMTGVUSPmW9CZZSlHHtbEdeRy8amNDcuRkaTjjz/e2oL5MHfffbedZEvqHatduW6bQN80tsdpsU1gI0XIAxJ6Ty0BIhljx461+X88dCNzdRJ+Cx5/zlArDiKRKia0laoQqeSmzPKHrHzB44GJXAYTv3DauUGQeuNyCSY95kqvIU8eJ51cX2b+k7+s4gYBbnKsSc6oBvnkRNZcLThDPLiFtdR5mqgvkzkzeZIrzlrjXC933nmnva65Lsgppw14+umn7fXPcwhcLb61sVE5Mop36aWX2txxnhOB3jjmzJFxvaS9PfbZNkHdkUMekNB7agng8BFFI8d08ODBlfQkP5abOpORyJclUstDX0rpkCMg0e/Mx5WTq/jYY4/Zxp8JX7xcLwztko5CmlCuUQeWcSTSv2rVKjtK4bo+5SQfudhEaxnVCEY2XNOfehWMfJ111lnm5JNPdk3EauXhuiBFhUm01157bcVkVEbyKOhI9HzcuHF2tRU6ty4WH9vYqBxJdyQ4QlCEtov8ch9KObTHvtomqD9yyAMSek8tAZxbhrJZ0SO7EOFg2BGHvUuXLjalxbWlBInak1NOTim6EClr3bp1tirO/U/uOJF90gm4cWUXJq2RuxzcKLJ/1/+lI0Cd40WHilEl1wrD7zxanhdzLLInaZNbivzUMZcLzhwrd+Bo8zTeoJDWhV50yknpYk1yAgeu5pL73sYG3At9p81ihJLRy3zLcBZ6rGJtVy7tsY+2CeqAHPKAhN5TS4AGM99wL8se4uwSIecpmKy/7FrhZszQNRO9LrnkEkN+OWkFrhe403EgFYj1lMnPz4y2kr/PDY2Hb7AWs2+FGf68fC3IHsyfyJ7kTAoInSgmFbrmkBM1JqLMQ4yYBN2tW7eK9eDRCceVFCge/OX68oe0O7lGj6hTOOnITxoOq8Zk28ileud7GxuWJXWQ0VWuDUaSfChpb48DG/hom0B29+/qgaR6F4EyI0CEj8j98OHD7ax+HPFrrrnGuYe15DML0TweasKQO0+CZE1yVpAhl5FGk2Uo6VjwnS83tUxdicLiUAXvmb/58Jl1u7ELnSKG4In4MWJB1JYOIFFolt0jtciVQieOesTkOuYhkLtL2krQOcK5JeLMih88Fdb1wjXCnBHy4BcuXGgnmaMXhc4S1wnpQzypkwm3KsUjQB1iYi2jFYxeYAfaLjp8pDbyPWuR+7I6VJra47TZJqjVcsgDEnoXAQcI4NwRScYpYjIdkUCedtmjRw/7gBAfHtKSiRFngyeiDho0yLz88st2JQyGFJcuXWrX8mXiYL7Ri8zjuPQZR5VRCxw/3nlgCOsSoytLUWaOArgkd7YsdIj+9re/2TrGqh6kdOF4MMmZuscTO1kNx5UCZ9KfqEs8bRfOrNlNCaL92IY0FTquRM9dLzjf7du3t6N0rGbDPBacb/ThSbxc/6TQsSKRSnEJcE3fd999tsNKOiPzinj2A2mOzEci2MAymz6VtLTHabQN9UgOuU9Xk2SNnQBRJ26ArFziwqolRCtpbMgbZTUYht1vuukm6xi5ng+byzgMu3PTIrI0YsQI88ILL9g1rYl0spoNHQ1fHNhAPyJkRJZZHYN0G3QjnYiOExFbX/RBdh5IQ1SZFBWcWxxyJkfSiXJt1IJlSnGEiEzmmg8S2IfrmPQzX64X0rX+/Oc/m2HDhtmRMBxxRsfoGDEHg0nmrqfeBOxzvbvWxuaSMdd3RL7pDDHCN3r0aDtfgbQPbMF1Q/vlW0lLe5xG21CX5JD7dkVJ3lgJ4JTwgBpXCpExUgRwYnEs+IzD53PhhszQLithEFHGoWKyoC8OUzZ7bspELH2PWjIEz6TBrl272hQP1osnwo99XCzIdv3119uXi/LVRCacvP79+9sUFa4RHHKCBL507qrS3bU2tipZM39j/sS9995rRyoYeWF0krQPH+bvZOqR/TkN7XFabSOHPLu26n8RKCEB0jl4pbEw3Ota1DWNnMPoRKeIDgYvldISoONNCgsOrIobBGizmjZt6oYwMUvhe3ucRtu4GQqJueLpcCIgAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZikpAiIgAiIgAiIgAiLgKgE55K5aRnKJgAiIgAiIgAiIgAiUBQE55GVhZilZFYHffvvN/Pjjj4Z3FREQAREQAREQAREoNgE55MUmrvM5ReCnn34y8+fPN2PHjjXLly93SjYJIwIiIAIiIAIiUB4E5JCXh52lZQ4Cv//+u1m8eLEZOHCgufvuu820adNybKWvREAEREAEREAERCBZAnLIk+WroztMYO3atWbEiBFmzJgxZuvWrQ5LKtFEQAREQAREQATSTEAOeZqtK93yEti8ebOZPHmymThxotlrr73ybqcfREAEREAEREAERCBpAnLIkyas4ztHgMmb8+bNM1OnTjUtW7Y0rVq1ck5GCSQCIiACIiACIlA+BOSQl4+tpen/Eli9erUZP368qVu3runevbupVauW2IiACIiACIiACIhAyQjIIS8Zep24FAQ2btxoJkyYYNasWWMuuugiU69evVKIoXOKgAiIgAiIgAiIQAUBOeQVKPQh7QR++eUXM2PGDDNnzhzToUMH07x587SrLP1EQAREQAREQAQ8ICCH3AMjScSaE2AVlWXLlplJkyaZRo0amc6dO9f8oDqCCIiACIiACIiACMRAQA55DBB1CPcJrFu3zuaNs7pKr169TJ06ddwXWhKKgAiIgAiIgAiUBQE55GVh5vJWkqdxTpkyxcydO9e0a9fO1K9f32zYsMG+Nm3aZH799VfDQ4K2bNliyDFnexUREAEREAEREAERKBaB2sU6kc4jAqUisHLlSjN27FizaNEi06xZM7N8+fIKUfhtxYoV5vvvv7fpLDjmLIPYtm3bim30QQREQAREQAREQASSJCCHPEm6OrYTBHC2WVVlyZIlZvDgwZVk+vnnn8369esNEz5HjhxpZs2aZfr27SuHvBIl/SMCIiACIiACIpAkATnkSdLVsZ0g0LhxY9OnTx/TsWPH7eQhQj5q1CjrsHfp0sWmtLRo0WK77fSFCIiACIiACIiACCRFQA55UmR1XGcINGzY0Jx//vk55Zk9e7ZZsGCBjZB36tTJ9O7dO+d2+lIEREAEREAEREAEkiKgSZ1JkdVxRUAEREAEREAEREAERKAAAnLIC4CkTURABERABERABERABEQgKQJKWUmKrI7rBYF69eqZNm3amAYNGtgHBnkhtIQUAREQAREQARFIFQE55Kkyp5QJS6BJkyZmwIABYXfT9iIgAiIgAiIgAiIQGwGlrMSGUgcSAREQAREQAREQAREQgfAE5JCHZ6Y9REAEREAEREAEREAERCA2AnLIY0OpA4mACIiACIiACIiACIhAeAJyyMMz0x4iIAIiIAIiIAIiIAIiEBsBOeSxodSBREAEREAEREAEREAERCA8ATnk4ZlpDxEQAREQAREQAREQARGIjYAc8thQ6kAiIAIiIAIiIAIiIAIiEJ6AHPLwzLSHCIiACIiACIiACIiACMRGQA55bCh1IBEQAREQAREQAREQAREIT0AOeXhm2kMEREAEREAEREAEREAEYiMghzw2lDqQCIiACIiACIiACIiACIQnIIc8PDPtIQIiIAIiIAIiIAIiIAKxEZBDHhtKHUgEREAEREAEREAEREAEwhOoHWaXlStXmjFjxoTZRduKQKIE5s+fb4/vet30Rc5CjYU+rjMPowvbSp9CicW/XRqvj7TVKV0f8df7OI6otjgOiskcI2jXCj16ra3bSnUbP/300+af/umfqttMv4uACIiACIiACIiACIiACPwvgauuuso89dRT1fIIFSFv3LixadmyZbUH1QYiUCwCq1atMvPmzTOu101f5CzUbujz3XffpaI9SKNtfLgmMuuabJBJw73Put7ds0kgkWwTkHDvPWjXCpaMCHl1ZZtnTxR96zYvv7pN9bsIFJWAL3XTFzkLNR76pKU9SKNtfGuvZYNCr7zSbKfrvTTcCzmrbFMIpdJsE7Zd06TOgrsu2lAEREAEREAEREAEREAE4icghzx+pjqiCIiACIiACIiACIiACBRMQA55wai0oQiIgAiIgAiIgAiIgAjET0AOefxMdUQREAEREAEREAEREAERKJiAHPKCUWlDERABERABERABERABEYifgBzy+JnqiCIgAiIgAiIgAiIgAiJQMAE55AWj0oYiIAIiIAIiIAIiIAIiED8BOeTxM9URRUAEREAEREAEREAERKBgAnLIC0alDUVABERABERABERABEQgfgJyyONnqiOKgAiIgAiIgAiIgAiIQMEE5JAXjEobioAIiIAIiIAIiIAIiED8BOSQx89URxQBERABERABERABERCBggnIIS8YlTYUAREQAREQAREQAREQgfgJFM0h37p1q/ntt9/sqxA1fvzxR7Nq1Srz1VdfFbK5thGB0ASoj7/++mvo/Yq9Q5xyxnmsKBziPH+cx4qiC/vELcPvv/9ecBsZVeaq9otbn6rOFddvccucFhugxy+//GJ4L1WJyzYu6AJD6ZO7JrlgnzTYpnZuvPF/+8MPP5gvvvjC7Lrrruawww7Le4KNGzea5cuXm0WLFpnp06ebww8/3Fx77bV5t9cPIhCGAB3D77//3nz22Wfm22+/NTvttJPZZ599zMEHH2z22muvMIdKdNs45YzzWFGUjvP8cR4rii7sE7cMHG/z5s1mxYoVtm4eeOCB5qCDDooqXuj94tYntAARdohb5rTYAD24hy5btsysXLnSbNmyxdStW9cccMAB5tBDDzV77LFHBNrhdonLNi7ogubSJ7f9XbBPXLZBQ3zUpUuXWj+V9rhevXq2HcZf3WWXXXJDiPnbojnkH3/8sXniiSdM8+bNzb/8y7+YHXbIHZxfs2aNGT58uPnv//5vC+ePf/xjzCrrcOVKgIuX+jV69Gjz5ptv2jqIM06U/MQTTzTdunUz+++/f8nxxClnnMeKAibO88d5rCi6sE/cMmzatMk64jNmzLDtHs5U//79i+aQx61PVK5h9otb5jTZ4LvvvrNt2zPPPGNmzpxpGGmuXbu2Oemkk0y/fv1M586dzX777RcGd6ht47RNqXVBcemT3/yltk+ctqENmDhxonnyySdtIJhgHddNx44dzQ033GBOP/10U6dOnfwwYvqlKA45jcLcuXPNq6++atavX28uvvhi06hRo5wqEB3q2bOnTVWht6IiAnERoO5RB1966SVz3nnnmeuuu85GyIcNG2aeffZZ89NPP5mrrrrKjuLEdc4ox4lTzjiPVe66oH/cPL/55hvz7rvvmpEjR5oJEybYgEUUzlH3iVufqHKE2S9umdNiA6Lh1CUCXzgr55xzjsW6cOFCM2XKFNvxI/J3xRVXJBbxi8s2LugCPOmT+8p0wT5x2YaAHBkZXDsE6Oi4fv7552bq1KnmjTfesH5Bw4YNTcuWLXPDiPHb3GHqGE/AoUhBmTx5sk0RWLBggZk0aVLeM9ALYbgWx1xFBOIiQH4ZUcjnnnvOpqb06tXL1K9f3+y22242ekSde+WVV8y8efPiOmWk48QpZ5zHiqJMnOeP81hRdGGfJGSgoe/bt6+5+eabbUpBVNmi7JeEPlHkCLNPEjKnxQakqcyaNcucdtpp5qmnnrJtHe8PPvigOeWUU6yT8frrr9v7cRjmhW4bp21KrQs6S5/8li+1feK0DaOSX3/9tY2CP/bYY+Yvf/mLefTRR80tt9xi9txzT7NkyRLz0Ucf5YcR4y+JO+T0PnDCSVkhF4eoNw45+Tr5CuksO+64Y76f9b0IhCZA3jhRIqJFzEs45JBDKo5B569Vq1a2lzxq1Cg7zFvxY5E/xClnnMeKgiHO88d5rCi6sE8SMhCAIMeX3N4kUwly6ZyEPrnOE+d3ScicFhsQMSRXnDTPpk2b2nsoua/t27e3UXHmyLBIAg5GEiVO25RaF/hIn/y1pNT2idM2TEg9+uijTZcuXSr8Ttrj4447zhx77LE2daUY6SrQTtwhX7t2rXXIjzzySNOnTx/b65w9e7bhVVWpVatWxc8A27Bhg+3hL1682OYB51odg2E6Ksonn3xiz4nzz0ot5A1nbs9nekT8Tu6QSvoJMGGOXi4TNXDGM+vX7rvvbm9kpFaxDSM6pSpxyhnnsaLwiPP8cR4rii7sk6QMBCDIWSxmSVKfpPRIUmbfbcCkzTPPPHO70WWcCYJhBCKSLHHaptS6wEn65K8tpbZPnLYhTaVJkybbtb845Y0bNzZHHHGEdczz04jvl0QdchxkIpKsrnLBBRfYoTQccxzm9957zy7JVJ0qDE0wPPLyyy+b++67z9x5551myJAhNv2APKag4LRzHibrMSn0f/7nf2yu8D/+8Q+bN5zpeK9evdr813/9lx3KmzZtWnAIvaeYwJdffmkj4KSo5FpNBUedCCWTOUrpkMcpZ5zHilI14jx/nMeKogv7JCkDHcR8E92jylvdfknqU925o/6epMy+24DUm6OOOion2qCzwaT1pBzzOG1Tal2AKH1yViX7ZantE6dtcmlJ0BY/keume/fuBr+1GCVRh5zcHNJVcMxPPfVUq9QZZ5xhnR4c4eocH/Yjwo1zjUMeLIU4cOBAc88999hoJttQ1q1bZx1xcuTatWtnyBFm+I7zMFmK9ViDwjHHjBljE/aLlRsUnFvvpSHAEBcXMdEiIuLZheUPcdZJpWKSV6lKnHLGeawoPOI8f5zHiqIL+7ggQ1TZc+3noz4+ypyLffBdMfThHkmggXskzjhLvCZR0qQLfKRP+Frie11DfgK9LELy9ttvm3333dc65MUavUx0jPTTTz+1+Wpt27a1y8kR7T755JOtc01O+fjx422uW2b6QGYVCKLe5MANGjTI7LzzztaRZmka8tCZoMcyikDjXHxHg8MEFhwsPjPskB0FJ2WBiD0zaf/whz9knlKfU0iAekQ6ChcaOZXk7GYXLjjqF40wN69SlDjljPNYUVjEef44jxVFF/ZxQYaosufaz0d9fJQ5F/vgu2LpQ2CMvPG9997bnHvuuYmsIpUmXbCP9Il2D/S5ruGME4z74IMPzIsvvmgdcpZDZu4ZAWWun6RLYg45S8gRHSfi2KFDB6sH4f9jjjnGzmYl6v3+++/bJQ7zKYqjfvzxx9vl6YKF2cnpYWh3wIABNg+dCDeNzM8//2xzxakQAG3durVdRYOlanDAcNCDQuSctdBVyoMAjSsjJFxw1AMeTpVd+C3YDue9FCU4fxxyxnmsKCziPH+cx4qiC/u4IENU2XPt56M+Psqci33wXTH04RxE+7hPMjpNcCuJkiZd4CN9wt8Dfa9rBIzJTWdFQOYissIKqdU8YOv22283vXv3TjytMLGUFRRjmTkcIBRlMiYvHGcmBGA8lpjDec5XcLxxxANnnO3I9WX2K442C9NzHgrrmhMtpzfzb//2bzZ/nA4BOXM0QkTKVcqTAB1BnHDqIvWO+phdyBmjE0mUnNSVUpQ45YzzWFFYxHn+OI8VRRf2cUGGqLLn2s9HfXyUORf74Lti6MOCBtxjmTfDogpJtW1p0gX7SJ/w90Df6xqj5ASAWSaU7Iu7777btGnTxq4QyOprOOlJl0Qi5Dg38+fPty/SQ1jfObNgOBxoHl9OfnenTp0qOd2Z2+b6TESddaNZJYWIOIX/edgLE0aJCNx22202l5xGiMgAkxBUypMAIy3kjdPjpUOYOcE3IEIEncg4Nyy2K0WJU844jxWFRZznj/NYUXRhHxdkiCp7rv181MdHmXOxD75LWh8cCB52wlKHV155ZWKTOdEnTbpIn/D3wDTVNexPGvSll15qV17BlyRKTpo16dBJlkQi5OThsLoKTjdhfpTIfOE48whf0ll4vC+TNcOUIO2AqCcRcwpR9LPPPtv2bngSGQ46OeV33XWXefrpp+0yh2HOoW3TRQAnm1Ql8siDTlymhnzP0ppBZy/zt2J+jlPOOI8VhUGc54/zWFF0YR8XZIgqe679fNTHR5lzsQ++S0ofnsjJaDHBqbPOOsvO3QrOmdR7mnSBkfQprKakqa5laswCEGRdEDUv1mIPsTvk5L8GSx2y0gmONw1C5osJld26dbNOM2ks5OnkSiPIhJP5mUgmPTKcp+ABLzhZfEcSPssjPvTQQ3ahd6KhDD+89dZbmYfQ5zIjwMoCpDpRR1hlJ7MQHWciJw452+VbOixzn6Q+xylnnMeKom+c54/zWFF0YR8XZIgqe679fNTHR5lzsQ++S0IfggvTp0+3r5NOOsneg4Pz8c69NnPVsczfavI5TbrAQfpUXxvSVNdyaUunjMAyT/UuRpZF7A45Ts2cOXPsBZ8vvM/wFus68ohflqKjJ5/tJOWCw3c4/DxsiLQXFmznRWE4Ydy4cTbtgHxxJnr+x3/8h+natauNjmdG4TkGvTpW1AjTEbAn0h8vCTBiwkxpbkSkNWVO3GQ5MOYiMEx1wgkn2HkHgZKkX9HZy5XmEmwT53ucckY9Vlz6RD1/LuZRjxWXLhwnqgy59MmWizaJVzFLkvokpUeSMqfBBtzXcMYnTpxo740EvoL17dGPex5BMO67cZe4bVNKXWAjfYx9oGK++18p7RO3bfJdC+hImmuzZs3sw7XybRfX97HmkOPcMkQ2depUO+mSCZX5Co8rZ2ImjQT7sC54v3797KQ6HHYKE/Bw8HGYgoe5kA7D8dmmZ8+eFZBoaD788EP7xCWiAkzKIHrOkovvvPNORWoLxyUaSjoLuXWsAMNjU1XSTYCUJuoC9sb5Zo4Dzjd1liUz+Z8OIh24oFA3WRqTERycdeY60GNOssQpZ5RjxalblPPnYx7lWHHqwrGiyJBPn2zZgqhl8J79exL/J6lPEvJyzCRlDtgH70npkHncOPUhaMDKZYwIM2eGgBjBLuogLyatE5jifnrxxRdnihHL5zTpApBy16eqtitNdY3rgfs8HVccfTIv8C8ZTZ81a5b9nocD4QMkXWJzyOlFcbHzlEyWWOJRpCjZoEGD7R7EwjAHzjDONhCYnMnET5Y0bNWqleFRpjjsTZs2tekvNDA0Lmw7e/ZsGw0nHYYoeGbBseeYNKgMLwCap3eSxpK53BPR9MGDB9tJpeQGySHPpJjezyy5ef3119snvQ4bNsxedNykSGciX4y5B5lP5CKySaTplltuMXTyqJO8J13ilDPsseLWLez5q2Ie9lhx68LxwspQlT4cj7bw66+/tm0n74zc0DkkWEFAI+nVoeLWB52SLnHLnAYbsMwvq6nwvA4WSqDe8JA8Co4V9RA9mX91zTXXVIwsx22rOGzjii6wKWd98rVdtFFpqWvcz2lvSXPGF+zSpYsN3LG4AxM5Wb//nHPOsQuDxH2t5DpebA45aSTjtz3oBwcYp4b/eSAPUcfsJyPivOO082jSM88808pFRDtoQHC0AcN+I0aMsNFzlkgkj4eeC7NfWTkFJyooRNC5iZHKMnToUDvEQCScSnXTTTdVmtRCD4h8Yno8dBxUyoMAdYwHU1GHWMaIekIKCx29P/3pT3ZVnkwSfE8nkTpMp416U4wSp5xhjxW3fmHPXxXzsMeKWxeOF1aGqvTheERhmNhOGhVtEXWTNpRRQIIQSTvkceuDTkmXuGVOgw0IROE8UN86duyY1wTkwzLSh2OeRInDNq7oAp9y1idf2+WKfeKwDTbGD2zRooXNsBg9erRN+SKgyxyCCy+80AaJ2a4oZVvvudry1FNPkdy49aqrrqp227g32BbB3LrtBrV1W2R867Jly7byf67C99uGUezv2/LR7fbbIuFbt/V6ttt8WyrM1m2pL1uXL1++dZtDtt3v+sIfAlHr5ra8sK3b8ihtndrW48+rMPWK7bZFL/NuU8gPLshZqM6F6hO2PSj0/IUwL/RYheoSpX0rVIZC9ClEzkK3caGuFSprsJ2PMgey53pPoz6lvN5zMY76nWzz/8kV0n6VS9uF77itQ7t1W+B367ZAcWx+Ydi6FluEPKneAw9qIVWAV1WF7XhRWN6OV75CFIq0GF4q5UmACFEhs6apU4VslxTFOOUs9FjSpTAChfIsdR0qTBtjo6aF1HWX9JENCrVu8beTbYrPPMwZC7GPS9d6VboVogv759OHFBVSpEtdYl9lpdQK6fwiIAIiIAIiIAIiIAIi4BMBOeQ+WUuyioAIiIAIiIAIiIAIpI6AHPLUmVQKiYAIiIAIiIAIiIAI+ERADrlP1pKsIiACIiACIiACIiACqSMghzx1JpVCIiACIiACIiACIiACPhGQQ+6TtSSrCIiACIiACIiACIhA6gjIIU+dSaWQCIiACIiACIiACIiATwTkkPtkLckqAiIgAiIgAiIgAiKQOgJyyFNnUikkAiIgAiIgAiIgAiLgEwE55D5ZS7KKgAiIgAiIgAiIgAikjoAc8tSZVAqJgAiIgAiIgAiIgAj4REAOuU/WkqwiIAIiIAIiIAIiIAKpIyCHPHUmlUIiIAIiIAIiIAIiIAI+EZBD7pO1JKsIiIAIiIAIiIAIiEDqCMghT51JpZAIiIAIiIAIiIAIiIBPBOSQ+2QtySoCIiACIiACIiACIpA6AnLIU2dSKSQCIiACIiACIiACIuATATnkPllLsoqACIiACIiACIiACKSOgBzy1JlUComACIiACIiACIiACPhEQA65T9aSrCIgAiIgAiIgAiIgAqkjIIc8dSaVQiIgAiIgAiIgAiIgAj4RkEPuk7UkqwiIgAiIgAiIgAiIQOoIyCFPnUmlkAiIgAiIgAiIgAiIgE8E5JD7ZC3JKgIiIAIiIAIiIAIikDoCcshTZ1IpJAIiIAIiIAIiIAIi4BMBOeQ+WUuyioAIiIAIiIAIiIAIpI6AHPLUmVQKiYAIiIAIiIAIiIAI+ERADrlP1pKsIiACIiACIiACIiACqSMghzx1JpVCIiACIiACIiACIiACPhGQQ+6TtSRrrAR+++038+uvv8Z6zLgP9vvvv5tffvnF8F6Tgq4///xzjY9TExmi7uuyneKQzTXbUNeQKWxhnx9//DHSvmHPFff2LtkAWVxvl8Ly97luhNXVp+2xC6+0FN/brtppMYT0EIFCCGzdutV8//335rPPPjPffvut2Wmnncw+++xjDj74YLPXXnsVcoiibPPDDz+YpUuXmi+++MJs3rzZ1KtXzxx00EHmsMMOM7vssku1MqDnxo0bzZdffmk4Fv/vtttuVs+6detWu39cGyDDihUrzIYNG/IeErkOPPBAa4dgI5ftVFPZXLFNwJp3ZKKeYSuuD+xBfSu0/PTTT+bjjz82y5YtMy1btjRNmjQpdNfQ20WtU5kncs0GYetUHAwyeST5udC6QSeE9mrlypWVxNlxxx1Nw4YNbdtV6Yci/FMTzi7qAzICPF999ZV9cc3Tid53333NIYccYt8zsdZE/8zjJPnZp7arOg5yyKsjpN9TQ4ALd82aNWb06NHmzTffNDvssIN1Amk4TzzxRNOtWzez//77l1zfTZs2mYkTJ5onn3zSTJ8+3XYcateubTp27GhuuOEGc/rpp5s6derklZMb4PLly837779v5s+fbzsdNLitW7c2jRs3zrtf3D/Ae/bs2eaBBx4wn3zySd7D48Ddcsst5rTTTrPbuGynmsrmim0yjUF9wxGfMWOGGT58uO3I9e/fv2CHnKjU4sWLzcCBA219u+uuuxJzyKPWqUx9XbNB2DoVB4NMHkl+DlM3cMYff/xxM3To0EoiNWrUyFx99dXmyiuvrPR90v/UlLNr+sAL55t7wrhx48zXX39tatWqZTtARMnbt29vLrroItsZZ9ua6s8xki4+tV2FsJBDXgglbZMKAuvXrzevvvqqeemll8x5551nrrvuOuusDhs2zDz77LOGG/VVV11ldt1115LpS+dg0aJF5t1337WdhX79+pnPP//cTJ061bzxxhtWRqJFOLG5ChGPWbNmmeeff946wTSwvXv3Lkn0n8g8ssyZM8fqQieCTlBQ+H316tU2jSYzGuuynWoim0u2CWzA+zfffGPr28iRI82ECRNM8+bNM3+u9vPatWvNiBEjzJgxYxLv8EWtU4ESLtogbJ2qKYOARTHeC60btHu0E5MnTzZ77LFHJdEOP/zwvO1dpQ1j/qcmnF3Uh84Ro1hDhgyx7fAdd9xho+KMSDz66KP2xUgmwRFGZGuif8ymyHs4n9quvEpk/CCHPAOGPqaXABEAIoDPPfec2W+//UyvXr1M/fr1rcInnXSSdUheeeUVc8IJJ9hoealIMERI5IIoeNeuXQ3DtXyH3AMGDDBLliwxH330Uc4bFDcBItKDBg2yIwG33nqr7XhwjFIU0heIvPbp08ece+651ikn0h8Uov+MAhx99NEVw9Eu26kmsrlmm8AGvNPB69u3r2natKkdWcn8rbrPOLg4UYzoFCPlK0qdCnRw0QZR6lRNGAQsivEepm6QQkEggva3Z8+elcQjpZBUvWKXmnB2UZ9169YZOt0ESW677TZz6KGHWqQEQ84//3wb9KFjfdxxx9l7T030L5atfGq7CmHyf3fHQrbWNiLgKQHyYqdMmWIWLlxohz/JlwsK+bKtWrWyEb5Ro0bZz4XkaQf7x/lOFCNwUANHmogRjeSxxx5rI8q50lUYXiRN5cUXX7Q63nzzzRUOfZzyhTkWIw4tWrSwjf3ee+9daVfyGOlYMGTatm3bisi5y3aKKpuLtsk0BvWJF/WMzirDwIUUnMl58+bZGzkjNswFoMOYZIlSp5DHVRtEqVNRGSRpl+xjh6kbdJRwEpnXc/nllxsCJLQLpS5RObuqD2ll77zzjg1EMeqQWY466ijTqVMn89e//tVwDyQgFFX/zOMm/dmntqsQFv83flzI1tpGBDwlQKQWB5ChOJzxzAZ/9913NwcccIDNr2MbHNtSFaJBTIjLjCQjC84S+d9HHHGEdcyz5ePGTkoLERAa04svvni7Y2Tvk/T/xxxzjI12ZTvjnJehxgULFpg999zTtGnTpkIUl+0UVTYXbVMBPOMDHcDsepfx83YfSTcaP368YZJw9+7dK11T220c0xdR6hSndtUGUepUVAYxmaCgw4SpG4wIMsIyc+ZM28HjM2l6OISlLFE5u6oP86c+/fRTm6aZHXBitJjAFAEh2FMvo+pfCpv50HYVwkUR8kIoaRvvCTDBhiFRoni5htZx1IkOsvIKDvmRRx7pjM5EXLjB0ejg+GTLxu/kmJPWgn6nnnqqjQgScaLg9PIKIu7FUoxc/Hz5+AyHMtEzGA0IZHLZTlFkc9U2Ae/MdzqpmTn+mb9lfyaNinxzbvJMuGNJzWKUKHXKZRtEqVNRGBTDNsE5wtQNRi7Ia540aZKNkhMpJw3hzDPPtHNfGD3L1aEPzpXkexTOLutDChHzFZjYmb3qFdc990DujWxDvWR0M2z7naQ9qjq2D21XVfIHv8khD0joPdUEiJDRyDBUR0Q8u7D8Ic4sE1mI3rpQaNxpPOlIvP3223ZJKhzy7CgmuYGsqMLN7JRTTrGRSiLl3Oi+++4768CzQguT9bIjI6XQEweJzgI3hcx0FWRx2U5RZPPNNoXUB9KNmI/BJLwOHTrYesXchVKWquqUyzaIUqfyca6KQb594v4+bN0gtWXnnXe2o36spkLggaVemZROHbvxxhvtyh+MHLpSquLssj6kd3Dv43pgIiepQZkFp5x7S+C4Z/6W+bkq/TO3c/Fz2PpZbB3kkBebuM5XdAIMw+HYbtmyxTqkudbhpiHixsANkih5qQvOOB2DDz74wOaF45CzNCN58ETAM6NGDC/ijNOpYD+iz0TESXNh4iQry5BacPvtt9t9M9N1SqEnKy+QrsIwKbnxQXHZTlFl8802gS3yvQf1i4gmDlTnzp3zbVrU7/PVKYRw1QZR61Q+sFUxyLdPnN9HqRu0uyx3yos2mpSK1157zbz88st2Kc2HH37YttmXXnqpbZ/jlDfqsari7LI+LOlLQIp5VNOmTTPnnHNORXCKusjcEYIkbEdwKl+pSv98+7jwfZT6WWy55ZAXm7jOV3QCNDb0jLkgcVpzDcPxW7AdN4ZSFyItOBKsYMEQIg72e++9ZyMbONYsZRikF9BAkvdHFInVTFi2CmccfcgnZ3UW9iVPnnQX1iQvZclMV8lc7jDg76Kdosrmm22qqxdE1+jcEUXrt21JTqJuLpR8dQrZXLVB1DqVj3dVDPLtE+f3Na0bjN4xOZg5PqSy/f3vf68IKPzhD3+wqwDFKW/UYxXK2TV9mH909tln22AI9wNGJ4MJtKSeEdTBKSd1parncRSqf1S+Se1X0/qZlFyZx9Wkzkwa+pxKAuRO44TjjHMTxNnNLgzDMYmIKHlV0YHs/ZL6n0jL8ccfbx588EGbG3733XfbyY+koTALHic9KET++Z/8PyIgOOMUHHYi0Cwjht6kGNDolrJkD3dmRutdtlNU2XyyTXX1guuDEZq5c+eadu3a2REOImq8uJFjW+oZOpNHXKxJeVXVKXRy1QZR61QuO1XHINc+cX4XZ93AIbzgggsM62QzsRAHkDrnQonC2RV9GjRoYLmy5C/3i0ceecQuO8uIBM/hYFEACjn8+R4gF0V/F+wWZ/1MUh9FyJOkq2M7QQCnj9w5osxMPsu1rBsRdCLjOONs51Ihos2QLU4668eS/4djTr44JZjQkqszgd446QcffLBNxyFHs5SFNByGTLlJZa6uEujhqp2i1iGfbFNdvaDejR071s5paNasWaXViPiNER1SvkhnwTFnKVGicEmXqupUUK/onLp2fUStU7l4Vscg1z5xfhd33aCtY01yRvzIJ2eUw4USlbMr+jACcc8999jlD1mylDlTjEgwv4jRWJx2AkGko+UqUfXPdaxifhd3/UxKdjnkSZHVcZ0igJNNykYQvcsWju+J9DGsl5lGkb1dqf4nNYBGk8Zy1apVlSaeBrqRRpArKkmuNlEP9iPCUcoSDHeiSy7OgS4u2imKbME+PtimunqBs83QNmuNDx48uNLmdHSJutGxDR4+wsOGiuGQF1qnXLRBUD9qWt+rY1DJWAn8k0TdYJ4MDwRixC8Y9UtA9FCHrAlnV/Qh+n3llVdW6M3E/8cee8wGeZikzStfqYn++Y5ZjO+TqJ9JyC2HPAmqOqZzBIgQk74xbtw465hmCogTwUROHHK24yEJLhZu3kQuiGrgYAeF3HGiHEwAxenOLqTqkM8Y3Pyzfy/W/4UMd7pspyiy+WKbQuoAN3KeusqKPdmFCBSpVDjsXbp0sSktLJuWdCmkTrlsgyh1KptpIQyy94n7/yTqBqMsvAikMCJT6lJTzq7pA09kYoI9iwZgQ57Y2bp165yoa6p/zoMW6csk6mcSosshT4KqjukcAaKxrE6C08D616SnBEsAMtmD4XZSQxgmrWpCSykVI8JHJJKbU+ajpHHOaURJFWA5QfJ3MyNKpOjgxPPAoVJ2NgoZ7nTZTlFk88U21Gsm0/LKV9CFG3auwrKH3Njp3PLEPyYdF6MUUqdctkGUOpXNtRAG2fvE/X/UukF9w9HDMcyeIMzj5wkwMMHTBYe8EM4+6UMd4CFGPL2TpSYvueQSQ3456TW5SiH659qvGN/52Hbl4qJJnbmo6LvUEcD5Zvic4Tic7/nz51sdmeDJUlv8z9JbXbt2LanudA5Yf5fJlzSA3KhobBhy4ztyYVmLPHOlFB5oxBJWdCZ42h1rkrMPBSeeYUYaWWbYZzryxVYUOWBNugpPhctVXLZTFNl8sQ224FrAoQ7ec9nHte8KqVMu2yBKncq2QSEMsvdx5X9GJlnxg0AJ82JIeyLtDkccR5FUnssuu8xOIC61zIVw9kUf7it0eIYPH27544hfc801lZbTzeZdiP7Z+xTr/6DNCt6Ldd64z5O7KxT3WXQ8EXCAADP2r7/+ejNkyBAzbNgwOxmSxv+tt96y0Zkrrrhiu6dgFltsOgb33XefjWgz9E8ngommpASQu4vjfcYZZ2wnFpN1eGLioEGD7Bq+rLhCisrSpUttZ4PJUfmim9sdLIEviIKxNCNpQejEhLZ8xWU7RZHNddvg9BAp4wFUvDN6RD1EbkaLMkdb8tmsFN+HqVMu2yBKnQp4h2EQ7OPSO07e3/72NxuEYASTdChGDQiaMJGTJ3ZmPqugVLIXytllfXBWGT0l0ANbAj884blHjx6Gex+pXflKofrn2z+p731tu/LxkEOej4y+Tx0Blhk7+eSTrTNIRGbo0KE2IkjU+U9/+pPNey210kS+yb398MMPzejRo+06vAwHk2t64YUX2pUrcsnIChI46ji6I0aMMC+88IJdt5d0FVa7oNEtpWNFpB5ZmDSbvbpKtj4u2ymKbK7bhqgkIyukcpHWRB1iCJubNSv5FFJvglVzWKUh3woN2Xau6f9h6pTLNohSpwJ2YRgE+xT7vaq6QX2jXSMwQsT29ddftw457TQBhlKO6GVyKpSzy/qQtkhHm+XaqhTMAAAZvElEQVRvly9fbnhA3k033WQ7PMwzqqoUqn9Vx0jiN1/brnws5JDnI6PvU0mAIeL27dvbfHKGF7kR4PBm5y+WSnnyJe+9917z5Zdf2uFaohYMuefL68uUkxsf6SxnnXWWjXTS0WBCVHWNbeYxkvqMDHAnLYgJNtUVl+0URTaXbUP9Z616XlELjggPoCpmCVunXLZBlDoF67AMimmf4FxV1Q1WHmHFD1IFSddjZI9RGdoul0qhnF3WhzRGVtwicEOnmc9VjVRm8i9U/8x9ivHZ17YrHxs55PnI6PtUE6CB4WJ2sZCi0rRp08iisb8rkaVACR7MRHQ8bHHZTlFkc9E2YW3iyvZR65TLNghbp6IycMWGyBHo7Gp7jIxhOLuqDymMvKKUMPpHOb72+f8E3OqGyioiIAIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JIwIiIAIiIAIiIAIiUGYE5JCXmcGlrgiIgAiIgAiIgAiIgFsE5JC7ZQ9JUwICv/32m/nxxx8N7y4W5HJVtpryQq+ff/7Z/P777zU9VMn2R/Y02ccnfZD1l19+8br+ZFbcrVu3ml9//dXqlPm975+5PlxuYwvhm7a6lktnX9vjtNimdi6j6DsRKBcCP/30k/n444/NsmXLTMuWLU2TJk2cUB0n46uvvrKvzZs325vZvvvuaw455BDDu68Fh2Pjxo3myy+/ND/88IPh/912280cfPDBpm7dut6ohdzYZcWKFeb77783Bx54oDnooIO8kT9bUJ/0CeoQ1+zKlSvNli1bbN054IADzKGHHmr22GOPbPWc/592aNWqVfZFB5VSp04dg07UrZ133tl5HfIJ6Gobm0/e7O9pp5YuXWq++OILe83Xq1fPXuuHHXaY2WWXXbI39+r/4FrytT1Om23kkHt1+UjYOAnQq168eLEZOHCgmT9/vrnrrruccMiJJCHPuHHjzNdff21q1aplHQ+iF+3btzcXXXSRvUnHyaIYx+LGvHz5cvP+++9b/XbaaSfbuWjdurVp3LhxMUSI5RybNm2yjviMGTPM8OHDbQejf//+3jrkvunz3XffmTfffNM888wzZubMmbazWrt2bXPSSSeZfv36mc6dO5v99tsvFlsX4yB07KZPn25ef/11s3r1ais71wYOIB3VHj16mBNPPNHwnW/F1Ta2UI5cGxMnTjRPPvmktdG3335rqGsdO3Y0N9xwgzn99NNtx6nQ47m0ne/tcRptI4fcpStEshSVwNq1a82IESPMmDFjnHEIuYERsR8yZIjZYYcdzB133GGj4kQCH330UfvasGGDueWWWwyRGl8KTsesWbPM888/bz755BPbqejdu7fZa6+9fFGhQs5vvvnGvPvuu2bkyJFmwoQJpnnz5hW/+fjBJ32IhsP+iSeesKMr55xzjkW+cOFCM2XKFNtRoq5dccUVXkQviVAuWrTIPPLII/Z6v//++02zZs1sChRO+gMPPGAGDRpk+P7oo4/2rnq52MYWCpHUIWxDfdtnn31sZ+/zzz83U6dONW+88YbBoW3YsKEdWS30mK5s53t7nFbbyCF35QqRHEUlQIM0efJkG/1wySlct26ddfRwXm+77TY7BA8Y0iHOP/98ezOgE3HccceZrl272uh5UcFFOBmN5+zZs61jsWbNGnPrrbea8847z+y4444Rjlb6XbgJ9+3b1zRt2tRG/EsvUc0k8Ekf0lS4Nk477TTrIJGiQnoXUcwHH3zQdpCINBO5PPLII2sGpgh7k57y0Ucf2Uj/jTfeaJ1xTsu1cdRRR9nI+OOPP27Gjx/vnUPuahtbqFlJrWOEkrpEW4tN+O65554zAwYMMEuWLLG2I9XRp5KG9jitttGkTp+uJMkaCwFSP+bNm2edWxrTVq1axXLcOA5CCs0777xj6tevbw4//PBKh+QG3alTJxu1GTVqlM3BrrSBg/8QASRN5cUXXzREMfv06VNxc3NQ3IJEIreXfHdylX1KjcinnE/6rF+/3uZV//GPf7QdIpwk8nhJ5SIqTueauRc4Sz4UIv6kQQQTm3GWgsLcCvQJJqwF3/vw7nIbWyg/uDMq0aVLl4rgAdc8wZBjjz3Wpq5w7fhU0tIep9E21CM55D5dTZI1FgLkaRJxwqnq3r27U1FmIsiffvqpzRfNnjCEk84ELxojhk5xdF0vTHhkeJf0DiJNF198sb2RuS53IfLhDJJPmpbigz5ExM8888zt5lDgGDHJLrsT67ptdt11VzuPgjS0SZMm2U4r1zeF6CxtARO527Rp47oqleRzuY2tJGgV/5CmwiT/7Gscp5w5L0cccYR1zKs4hHM/paU9TqNtqCxyyJ27ZCRQkgQY6iLvF8eXyZGu5WEzzEsUkImd3KQzCznlyEvUjG2YGe9yIdpHviVDvET7Tj31VJv3+9lnnxleRAaJpPlamGyLTdJSfNCH9BpGinKVoEOx//77e+OY05FAH+YhkEL38MMP2wnPTFwlJ57rhDx5IrK+FNfb2JpwpE2js0FdI5jjQ1pUoG/a22OfbRPYKD3hnUAjvYtAHgLkmrIyxpw5c0yHDh3sTZDcZpcKN+jdd9/dkEvORE5WjsgsOIBEbALHPfM31z6jAyuqkPN7yimn2JEIIuVMWsXh4GbGagU4I9mjAa7pInncJsBQPB086hzOK6uT+FJImWNOwkMPPWReeeUVu4wm7ROTnxlVIhXHl6UcfWhjo9QL6hdBEiZ5vv3223ZUA4c8O3oe5djF2iet7XEabBPUgfSEdwKN9C4COQhw0S7bNiGMYeFGjRrZpdFybFbyr4LoHkueTZs2zbC0U1AYyuZ/IuesS0zU2eXCGt044yzXFvAnso9zQcoNy03ec889tpPE7yoiEJUAUVnyxvfee29z7rnnGlJBfCmMeF144YWGSZ177rmnXf7wr3/9q71uLrvsMm+eOxBc4663sWHrBXqxEtFbb71lJw6zBCLL0jKCQWDBl5LG9jgttgnqkCLkAQm9p5oA0QHyxoks99u2VrGrk3HISzz77LPNggULzHvvvWfatm1ro+SkE5Bmg4OLU07qCs67y4Ulz3C8yffDSWKpRpxxOhZE/lipAB15+AnRcp8feOSyHdIuG/Vp7ty5dsWLM844w07w9E1nrgsi5awew6ordMiJxDKp8IILLvBi8rAvbWzYukFaHc4sKUUEFOg00W4xgnn77bcblm/1IXUtje1xWmwT1ElFyAMSek8tAdaLJZrBTbtdu3Z2BROizLxwbsk946bOigdE2ti+VKVBgwb2BtyrVy/b+LM+MRGZ1157zTz77LN2giSykUvr+sN04MkNjAggk+2CYXduXqxU0LNnT8udFCI6GioiEIUAHdUPPvjA1jNW8XF95ChbR66TDz/80D5kiompjBox34LOLEs5Dh061F5H2fu59L9PbWxYbqSlHH/88dYWzIe5++677SRbUu9Y7Yo2zoeSxvY4LbYJ6o8i5AEJvaeWAJGMsWPH2vw/HrqRuToJvwWPP2eoFcecSBWR6VIVlmLkpszyhyzPyOOBWWkhmPiF084NgtQbl0swSTBXeg158jjp5Poy85+JUioiEJYAzhAPbmGpwyuvvNKbyZyZepIrzlrjXC933nmnva65Lsgppw14+umn7fXPcwhcLb61sVE5Mop36aWX2txxnhOB3jjmzJFxvaS9PfbZNkHdkUMekNB7agng8BFFI8d08ODBlfRk/V9u6kxGYsIhkVomWJXSIUdAot84GEEhV/Gxxx6zjT8Tvni5XhjaJR2FNKFcow4s40ikf9WqVXaUwnV9JJ9bBKhXwcjXWWedZU4++WS3BCxAGq4LUlSYbH7ttddWTEZlJI+CjkTPx40bZ1dboXPrYvGxjY3KkXRHgiMERWi7yC/3oZRDe+yrbYL6I4c8IKH31BLAuWUomxU9sgsRDoYdcdh5AAQ3whYtWmRvVtL/idqTU05OKboQKWvdunVJZSrk5OSOE9knnYAbV3ZhsierqwQ3iuzf9b8I5CPA8DuPlufFSkSdO3eutCm5pVw31DGXC84cK3fgaPM03qCQ1oVedMpJ6WJNcgIHrj6Iyvc2NuBe6DttFiOUjF4SVPChlEt77KNtgvojhzwgoffUEqDBzDfcy7KHOLtEyHkKJhN0XCvcjBm6ZqLXJZdcYsgv92G5LbjTcSAViPWUyc8P8shhTP4+NzQevpFvbWnXbJEpDzP8eaWl+KIPUWMiyhMnTrQPZ+nWrVvFpDp0wHElBYoHf7m+/CHtTq7RI+oUTjryk9rFqjGuTkRHVt/bWHQIU6iDjK6SAknevw8l7e1xYAMfbRPILoc8IKF3EXCMABE+IvfDhw+3s/pxxK+55hq7tJtjouYUh2geDzVhyH3mzJl2TXJWkCGXkUaTZSjpWPCdLze1TEWJwuJQBe+Zv/n4OdAjeHdRBzpxrG3P5DrmIZC7S9pK0JnAuSXizIofPBXW9cI1wpwR8uAXLlxoO6noRWGyOdcJSznypE7XHmLmOtuaykcdYmItoxWMXmAH2i46fKQ28j1rkfuyOlSa2uO02Saoq3LIAxJ6FwEHCOAMEUlmKJtlqogE8rTLHj162AeEMOzoU8HZuPrqq82gQYPMyy+/bFfCYEhx6dKldi1flkPMN3rhqp6kSzBqgePHOw8MYV1idGUpysxRAFd1yJTLF33gTPoTdYmn7cL59ddft6rgkOPAogtpKnRcWULU9YLz3b59eztKxypQzGPB+UYfnsTL9U8KHSsSqRSXANf0fffdZ0fxSGdkXhEr+JDmyHwkgg0ss+lTSUt7nEbbUI/kkPt0NUnW2AkQdeIGyMolLqxaQgoHjQ15o6wGw7D7TTfdZJcJdD0fNpdxGHbnpkVkacSIEeaFF14wTZs2tZFAVrOho+GbA0uEjIg/q2OQboNupBPRcSJiK31y1YSaf8cypThCRCZzzQcJzsB1TPqZL9cL6Vp//vOfzbBhw+xIGI44o2Os/sQcDCaZu556E7DP9e5aG5tLxlzfEfmmM8QI3+jRo+18BdI+sAUPcqL98q2kpT1Oo22oS3LIfbuiJG+sBHCoeECNK4XIGKuP4MTiWPAZh8/nwg2ZoV1WwiCijEPF6iu+OEzZ7LkpE7FMS9TSF30Yfbj++uvtK9smvv+Pk9e/f3+bosI1gkNOkMC3zl0uO7jWxuaSMdd3PJTp3nvvtSMVjLwwOknahw/zd3LpE3yXhvY4rbaRQx7UUr2LgAMESOfglcbCcK+PueJptIV0co8AHW9SWHBgVdwgQJvFiF4ai+/tcRpts0MaK5p0EgEREAEREAEREAEREAFfCMgh98VSklMEREAEREAEREAERCCVBOSQp9KsUkoEREAEREAEREAERMAXAnLIfbGU5BQBERABERABERABEUglATnkqTSrlBIBERABERABERABEfCFgBxyXywlOUVABERABERABERABFJJQA55Ks0qpURABERABERABERABHwhIIfcF0tJThEQAREQAREQAREQgVQSkEOeSrNKKREQAREQAREQAREQAV8IyCH3xVKSUwREQAREQAREQAREIJUE5JCn0qxSSgREQAREQAREQAREwBcCcsh9sZTkFAEREAEREAEREAERSCUBOeSpNKuUEgEREAEREAEREAER8IWAHHJfLCU5RUAEREAEREAEREAEUklADnkqzSqlREAEREAEREAEREAEfCEgh9wXS0lOERABERABERABERCBVBKQQ55Ks0opERABERABERABERABXwjIIffFUpJTBERABERABERABEQglQTkkKfSrFJKBERABERABERABETAFwJyyH2xlOQUAREQAREQAREQARFIJQE55Kk0q5QSAREQAREQAREQARHwhYAccl8sJTlFQAREQAREQAREQARSSUAOeSrNKqVEQAREQAREQAREQAR8ISCH3BdLSU4REAEREAEREAEREIFUEpBDnkqzSikREAEREAEREAEREAFfCMgh98VSklMEREAEREAEREAERCCVBOSQp9KsUkoEREAEREAEREAERMAXAnLIfbGU5BQBERABERABERABEUglATnkqTSrlApD4LfffjM//vij4V1FBERABERABERABIpNQA55sYnrfE4R+Omnn8z8+fPN2LFjzfLly52STcKIgAiIgAiIgAiUBwE55OVhZ2mZg8Dvv/9uFi9ebAYOHGjuvvtuM23atBxb6SsREAEREAEREAERSJaAHPJk+eroDhNYu3atGTFihBkzZozZunWrw5JKNBEQAREQAREQgTQTkEOeZutKt7wENm/ebCZPnmwmTpxo9tprr7zb6QcREAEREAEREAERSJqAHPKkCev4zhFg8ua8efPM1KlTTcuWLU2rVq2ck1ECiYAIiIAIiIAIlA8BOeTlY2tp+r8EVq9ebcaPH2/q1q1runfvbmrVqiU2IiACIiACIiACIlAyAnLIS4ZeJy4FgY0bN5oJEyaYNWvWmIsuusjUq1evFGLonCIgAiIgAiIgAiJQQUAOeQUKfUg7gV9++cXMmDHDzJkzx3To0ME0b9487SpLPxEQAREQAREQAQ8IyCH3wEgSseYEWEVl2bJlZtKkSaZRo0amc+fONT+ojiACIiACIiACIiACMRCQQx4DRB3CfQLr1q2zeeOsrtKrVy9Tp04d94WWhCIgAiIgAiIgAmVBQA55WZi5vJXkaZxTpkwxc+fONe3atTP169c3GzZssK9NmzaZX3/91fCQoC1bthhyzNleRQREQAREQAREQASKRaB2sU6k84hAqQisXLnSjB071ixatMg0a9bMLF++vEIUfluxYoX5/vvvbToLjjnLILZt27ZiG30QAREQAREQAREQgSQJyCFPkq6O7QQBnG1WVVmyZIkZPHhwJZl+/vlns379esOEz5EjR5pZs2aZvn37yiGvREn/iIAIiIAIiIAIJElADnmSdHVsJwg0btzY9OnTx3Ts2HE7eYiQjxo1yjrsXbp0sSktLVq02G47fSECIiACIiACIiACSRGQQ54UWR3XGQINGzY0559/fk55Zs+ebRYsWGAj5J06dTK9e/fOuZ2+FAEREAEREAEREIGkCGhSZ1JkdVwREAEREAEREAEREAERKICAHPICIGkTERABERABERABERABEUiKgFJWkiKr43pBoF69eqZNmzamQYMG9oFBXggtIUVABERABERABFJFQA55qswpZcISaNKkiRkwYEDY3bS9CIiACIiACIiACMRGQCkrsaHUgURABERABERABERABEQgPAE55OGZaQ8REAEREAEREAEREAERiI2AHPLYUOpAIiACIiACIiACIiACIhCegBzy8My0hwiIgAiIgAiIgAiIgAjERkAOeWwodSAREAEREAEREAEREAERCE9ADnl4ZtpDBERABERABERABERABGIjIIc8NpQ6kAiIgAiIgAiIgAiIgAiEJyCHPDwz7SECIiACIiACIiACIiACsRGQQx4bSh1IBERABERABERABERABMITkEMenpn2EAEREAEREAEREAEREIHYCMghjw2lDiQCIiACIiACIiACIiAC4QnIIQ/PTHuIgAiIgAiIgAiIgAiIQGwE5JDHhlIHEgEREAEREAEREAEREIHwBGqH2WXlypVmzJgxYXbRtiKQKIH58+fb47teN32Rs1BjoY/rzMPowrbSp1Bi8W+XxusjbXVK10f89T6OI6otjoNiMscI2rVCj15r67ZS3cZvvfWWGTx4cHWb6XcREAEREAEREAEREAEREIH/JXDWWWeZf/3Xf62WR0EOebVH0QYiIAIiIAIiIAIiIAIiIAKRCCiHPBI27SQCIiACIiACIiACIiAC8RCQQx4PRx1FBERABERABERABERABCIRkEMeCZt2EgEREAEREAEREAEREIF4CMghj4ejjiICIiACIiACIiACIiACkQjIIY+ETTuJgAiIgAiIgAiIgAiIQDwE5JDHw1FHEQEREAEREAEREAEREIFIBOSQR8KmnURABERABERABERABEQgHgJyyOPhqKOIgAiIgAiIgAiIgAiIQCQCcsgjYdNOIiACIiACIiACIiACIhAPATnk8XDUUURABERABERABERABEQgEoH/B0pOsfOTW2JoAAAAAElFTkSuQmCC" alt="">
 +
                        <p>The Ni2+ standard curve</p>
 +
                        <img 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" alt="">
 +
                        <p>②.For the next experiment, we cultured 100 mL of 3 bottles of PSB1C3-01 and PSB1C3-01-nik.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 29: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①. Add 0.5 nM Ni2+ solution to the 100 mL bacterial solution that had been cultured overnight, and the cells were cultured at the same Ni2+concentration.</p>
 +
                    </div>
 +
                </div>
 +
 
 +
                <div class="column">
 +
                    <div class="title">
 +
                        <h1> August 30: </h1>
 +
                        <h2> A:pSB1C3-nikABCDE: </h2>
 +
                    </div>
 +
                    <div class="description">
 +
                        <p>①.The cells were collected and washed twice with double distilled water and EDTA, and they were disrupted by sonication. After disrupting the cells, Ni2+ in the cells was extracted by HCl, filtered through a filter membrane, and the filtrate was collected to detect Abs values:</p>
 +
                        <img 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" 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" alt="">
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                    </div>
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                </div>
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            </div>
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                    <header class="modal-card-head">
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                        <p class="modal-card-title">Method for extraction of plasmids:</p>
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                    </header>
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                    <section class="modal-card-body">
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                        <p>1.Add 500 uL equilibration solution BL 12,000 rpm for 1 min to the adsorption column CP3 (put the column into the collection tube). Pour off the waste liquid from the collection tube and return the adsorption column to the collection tube. .</p>
 +
                        <p>2. Take out the 5 mL overnight culture solution, add it to the centrifuge tube, then centrifuge at 12,000 rpm for 1 min, and try to aspirate the supernatant. Then collect the precipitate into a centrifuge tube.</p>
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                        <p>3. Add 250 μL P1 to the centrifuge tube with the cell pellet (RNaseA has been added). Make sure the bacterial pellet is thoroughly suspended using a pipette or a vortex shaker.</p>
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                        <p>4. Add 250 μL P2 to the centrifuge tube and gently invert it 6-8 times to fully lyse the cells. Mix them gently, don't violently oscillate, so as not to interrupt the genomic DNA, causing the extracted plasmid to be mixed with genomic DNA fragments. At this point, the bacterial solution should become clear and viscous, but the time should not exceed 5 min to avoid damaging the plasmid.</p>
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                        <p>5. Add 350 μL P3 to the centrifuge tube, gently flip it up and down for 6-8 times, mix them well, and a white flocculent precipitate will appear. Centrifuge at 12,000 rpm for 10 min.</p>
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                        <p>6. Transfer the supernatant collected in the previous step to the adsorption column CP3 (the adsorption column is placed in the collection tube), be sure not to aspirate the precipitation. Centrifuge at 12,000 rpm for 30-60 sec, drain the waste from the collection tube, and place the adsorption column CP3 into the collection tube.</p>
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                    </section>
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            <div id="july25modal" class="modal">
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                <div class="modal-background"></div>
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                <div class="modal-card">
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                    <header class="modal-card-head">
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                        <p class="modal-card-title">Method for plastic recycling :</p>
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                    </header>
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                    <section class="modal-card-body">
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                      <p>1.Add 500 μL equilibrium liquid BL to the adsorption column CA2 (the adsorption column is placed in the collection tube)and  centrifug at 12000 rpm for 1 min, the waste liquid in the collection tube is drained, and the adsorption column is returned to the collection tube.</p>
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                        <p>2. Cut the 800 bp strip from the agarose gel and place it in a clean centrifuge tube and weigh it to 0.205 g</p>
 +
                        <p>3. Add 205 μL accumulated solution PN to the gel block, and water bath at 50 ℃. During this time, gently press the centrifuge tube up and down to ensure that the rubber block is fully dissolved.</p>
 +
                        <p>4. Add the solution obtained in the previous step to an adsorption column CA2 (adsorption column into the collection tube), place it at room temperature for 2 min, centrifuge at 12,000 rpm for 30-60 sec, pour off the waste liquid in the collection tube, and place the adsorption column CA2. Collect the tubes.</p>
 +
                        <p>5. Add 600 μL rinse liquid PW (added absolute ethanol) to the adsorption column CA2, centrifuge at 12,000 rpm for 30-60 sec, drain the waste liquid from the collection tube, and put the adsorption column CA2 into the collection.</p>
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                    </section>
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                            <p class="modal-card-title">Operation:</p>
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                            <p>1. Add terminator, promoter, dd water to the PCR tube with enzymes.</p>
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                            <p>2. Start PCR and set the parameters. (Extension time is three and a half minutes , annealing temperature is 50 ° C).</p>
 +
                            <p>3. PCR finished.</p>
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                        <p>1. Take the competent cell from the -80℃refrigerator and put it in the ice for 25 min.</p>
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                        <p>2. All the plasmids that were ligated yesterday are added to the competent cell, then incubate for 10 min, heat shock at 42 °C for 90 s, and ice for 5 min.</p>
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                        <p>3. Add 750 μL LB, shake at 45 ° C for 45 min, centrifuge at 10,000 rpm for 1 min.</p>
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                        <p>4. Discard some of the supernatant,resuspend the rest solution, and apply to the resist plate contains Chl.</p>
 +
                        <p>5. After the overnight culture, pick up monoclonal antibodies into 7 AP bottles with Chl resistance.</p>
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                        <p>1. Add 500 μL from each of the 7 PA tubes to the 1.5 mL EP tube.</p>
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                        <p>2. Centrifuge at 10,000 rpm for 1 minute, discard 450 μL the supernatant, and resuspend the remaining 50 μL the bacterial solution with a pipette tip.</p>
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                        <p>3. Add 200 μL Tris and 200 μL chloroform to a 1.5 mL EP tube in the fume hood and mix them.</p>
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                        <p>4. Add 50 μL the above mixed system to each of the 7 EP tubes containing the cells, and shake them for 1 minute with the vortexing machine.</p>
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                        <p>5. Centrifuge at 12,000rpm for ten minutes, mix 10μL supernatant with 2μL loading buffer(6x), then run the gel electrophoresis.</p>
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                            <p>Take 0, 0.5, 1.0, 2.0, 3.0, 4.0, 5.0 mL of Ni2+ standard solution (0.1g Ni2+ dissolve in (1+23) HCl and transfer it to 1L volumetric flask, add HCl to the scale, discard 1 mL and transferit to a 100 mL volumetric flask, add (1 + 23) HCl to the mark. Add 5 mL HCl to a 10 mL tube, and 0.5 mL of 500 g/L sodium potassium tartrate, 1.5 mL of 100 g/L NaOH and 0.5 mL of 160 g/L ammonium persulfate were added in order, let them stand for 3minutes.</p>
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                            <p>Further, 0.2 mL of 10 g/L dimethylglyoxime-ethanol was added to 10 mL of water, and let them stand for 15 minutes,then the absorbance was measured at 470 nm.</p>
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Revision as of 17:47, 6 October 2018

NoteBook

July 18

A:pSB1C3-nikABCDE:

We obtained the required nikABCDE fragment from the E. coli genome by PCR.

The PCR system we use:

July 19:

A:pSB1C3-nikABCDE:

①.We used all the PCR products for gel electrophoresis. If the gel electrophoresis was successful, we would obtain the target fragment by gelation recovery. However, the result of gel electrophoresis did not show the band we need, which means our experiment failed.

July 20:

A:pSB1C3-nikABCDE:

①.We suspected that the temperature was too high during the PCR process, which caused the experiment’s failure, so we changed the conditions of the PCR and re-PCR the nikABCDE target fragment. But unfortunately, when we performed gel electrophoresis verification, we still did not get the strip we needed cause we we didn’t notice the time control for short strip.

July 22:

A:pSB1C3-nikABCDE:

①.We transformed the plasmid named PUC57-201801 into DH5α and coated DH5α on solid medium containing ampicillin resistance.

B:pSB1C3-luxCDABE

①.We designed PUC57-201802 and got the plasmid.

②.We transformed the plasmid into DH5α and coated DH5α on solid medium containing Ampicillin resistance.

July 23:

A:pSB1C3-nikABCDE:

①. After several experiments, we finally got the perfect temperature during the PCR process. We also obtained the target fragment nik ABCDE from E. coli by PCR. With the gel electrophoresis, we got the correct band , but other bands also showed up. We thought the low temperature caused mismatch during the PCR process.

②. We picked a single colony grown on the plate yesterday into a PA tube supplemented with 7 mL LB medium and 7 uL ampicillin.

B:pSB1C3-luxCDABE:

①.Picked the monoclonal antibody into liquid LB.

July 24:

A:pSB1C3-nikABCDE:

①. We conducted temperature gradient experiments and set annealing temperature of 52.5 ℃, 53 ℃, 53.5 ℃, and 54 ℃, respectively to find the most suitable temperature .

The final result showed a clear band at 52.5 ℃ and 54 ℃, but no band appeared at 53 ℃ and 53.5 ℃. We cut the gel of the target piece and performed the gelation recovery.

②. We tested the samples at 50 ℃, 52.5 ℃ and 54 ℃, but they showed no band.

We thought the concentration of the plasmid after the gel-removal is too low,which results in the failure to be revealed by gel electrophoresis.

③.We preserved the cells containing the PUC57-201801 plasmid and took 5 mL bacterial solution to extract the plasmid.

Learn more

④. The pSB1C3 linear plasmid and PC57-201801 plasmid were digested overnight at 37 ℃.

The pSB1C3 digestion system we used:

The PUC57-201801 digestion system we used:

B:pSB1C3-luxCDABE:

①Conserve PUC57-201802

1. Use a pipette tip to take 500 µL "2018 02" into a single strain collection tube and mark "2018 02 Synthetic fragment".

2. Pipet 500 μL glycerol into the culture collection tube.

3. Place the strain collection tube in the -80℃ freezer.

②Extraction of plasmid and labeled "PUC57-201802 Plasmid".

After extraction, the detection plasmid concentration was 424.7 ng/μL.

July 25:

A:pSB1C3-nikABCDE:

①. We set the annealing temperature at 52.5 °C and performed PCR on nikABCDE again, then took 1μL PCR product to detect its concentration, and verify the remaining products by gel electrophoresis.

②.Plastic recycling of pSB1C3 part and 201801 part.

Learn more

③. The linear plasmids of pSB1C3 and PUC57-201801 were enzymatically ligated overnight at 15 °C. We labeled the plasmid after ligation with pSB1C3-01.

The enzyme system we use:

B:pSB1C3-luxCDABE:

①. Digest PUC57-201802 plasmid.

System:

37 °C water bath for 12 hours.

2.PCR luxCDABE.

Learn more

3.For electrophoresis, the running strip shows about 5.8 kb, indicating that the correct luxCDABE is obtained.

July 26

A:pSB1C3-nikABCDE:

①.We converted all the enzyme products into DH5α and applied them to plates containing chloramphenicol resistance.

B:pSB1C3-luxCDABE:

①. Ran gel electrophorsis to get the PUC57-201802 digestion product 201802 part.

Result: Two bands appeared and one of them is 800 bp, which is the target band.

②. Plastic recycling of 201802 part.

③.Ligate pSB1C3 vector and 201802 part.

System:

pSB1C 32μL

201802 6μL

Buffer 2μL

T4DNA Ligase 1μL

Double distilled water 9μL

Add the whole system to the PCR tube, put it in the floating plate, and put it in the 15 °C incubator for 12h.

July 27:

A:pSB1C3-nikABCDE:

①.We picked 7 single colonies from yesterday's plates and added them to the PA tube containing 7 mL LB medium and 7 uL chloramphenicol.

B:pSB1C3-luxCDABE:

①. Invertasing product:

Learn more

Marked "pSB1C3-02"

July 28:

A:pSB1C3-nikABCDE:

①. We performed rapid detection of the plasmid of the 7 PA tubes.

②. No.4 tube and No.7 tube showed the best effect in the verification process, so we preserved the strains, extracted the plasmids, and took 4uL of the extracted plasmid for digestion to conform whether the plasmid was what we want.

Learn more

Enzyme-digestion verification system:

July 29:

A:pSB1C3-nikABCDE:

①.We verified the gel electrophoresis of yesterday's enzyme digestion system and obtained two bands with the fragment size of 200 bp and 2000 bp, which proved that the constructed PSB1C3 recombinant plasmid was successful.

B:pSB1C3-luxCDABE:

①. Rapid detection of plasmid. Take 10 μL supernatant and 2018 02 plasmid for a total of 8 samples to run the gel electrophoresis for 25 min.

Results:

Compared with 201802 part, No.1 and No.3 had obvious leading bright bands, which were preserved and plasmids were labeled as “pSB1C3-02-1”, “pSB1C3-02-3”.

July 30:

A:pSB1C3-nikABCDE:

①.Digested the pSB1C3-01 circular plasmid with BamHI and Ran the gel electrophoresis.

②.We recovered the digested part and inserted nikABCDE into pSB1C3-01 by seamless cloning, and the mixed system was reacted at 37 ° C for 30 minutes.

③.We converted all of the products of the above seamless cloning system to DH5α.

④.Applied DH5α to the plasmid to a plate containing chloramphenicol resistance.

Enzyme digestion system:

Seamless cloning system:

B:pSB1C3-luxCDABE:

1. Enzyme digestion verification

1. Enzyme digestion of “pSB1C3-02-1”, “pSB1C3-02-3”.

System:

plasmid 4μL

Buffer Tango 1μL

Xba I 0.3μL

PstI 0.3μL

Double distilled water 4.4μL

37 ° C water bath for 4 hours.

Ran the gel electrophoresis:

Results:

The samples presented a band of 2044bp and 794 bp, verifying digestion successfully.

pSB1C3-02:

②. Enzyme digestion

The above two plasmids were digested by one enzyme.

System:

plasimd 20μL

bufferTango 5μL

stuI 3μL

Double distilled water 22μL

37 ° C water bath, 8 hours

July 31:

A:pSB1C3-nikABCDE:

①.We picked 7 single colonies from yesterday's plates in PA tubes supplemented with 7 mL LB medium and 7 uL chloramphenicol.

B:pSB1C3-luxCDABE:

①. Plastic recycling of luxCDABE.

②. Seamless connect luxCDABE and pSB1C3-02.

System:

pSB1C3-02 2μL

luxCDABE 5μL

Buffer 2μL

Exnase II 1μL

37 ° C, 30 min, labeled "pSB1C3-02-luxCDABE".

③. Transformation of the ligated plasmid.

Marked “pSB1C3-02-luxCDABE”.

August 1:

A:pSB1C3-nikABCDE:

①. We performed rapid detection of the plasmid in the 7 PA tubes.

②. We selected two tubes, preserved the strains and extracted the plasmids, then took 4 uL extracted plasmid for digestion to conform whether the plasmid was what we want.

Enzyme digestion system:

pSB1C3-01-nik 图:

B:pSB1C3-luxCDABE:

①. Rapid detection of “pSB1C3-02-luxCDABE”.

Result:

“pSB1C3-02-luxCDABE”No. 3 and No. 5 may be right, so we extracted their plasmids.

②. We used XbaI and PstI to digest pSB1C3-02-luxCDABE, and ran the gel electrophoresis:

It showed we get the pSB1C3-02-luxCDABE successfuly.

August 2:

B:pSB1C3-luxCDABE:

①.Plasmid digestion:

System:

plasmid 4μL

Buffer Tango 1μL

XhoI 0.3μL

EcoRI 0.3μL

Double distilled water 4.4μL

37 ° C water bath for 4 hours.

Result:

Both samples shows two bands, which aren’t line with our vision.

After doing some research, we find out that there are two XhoI sites in PSB1C3 vector.

Therefore in this emergent situation,we worked together and racked our minds,finally we figured out a perfect solution to this problem.

August 3:

A:pSB1C3-nikABCDE:

Accoring to yesterday’s problem we changed our plan.

1. We simultaneously digested PUC57-201801 and pSB1C3-01-nik circular plasmid for 6 hours.

2. Plastic recycling of PUC57 vector、01-Nik part.

3. The PUC57-201801 linear plasmid and the nikABCDE fragment were ligated overnight at 15 °C and labeled pUC57-01-nik.

pSB1C3-01-nik digestion system:

PUC57-201801 digestion system:

Enzyme system:

B:pSB1C3-luxCDABE:

①.Plasmids digestion:

Use EcoRI and PstI to digest PUC57-201801 and pSB1C3-01-luxCDABE.

②.Plastic recycling of PUC57 vector and 02-luxCDABE part.

③.Ligate PUC57 vector with 02-uxCDABE part.

August 4:

A:pSB1C3-nikABCDE:

①. The entire product was transformed into DH5α and coated on a plate containing ampicillin resistance.

②. We prepared a Tris-glycine SDS polyacrylamide gel electrophoresis separation gel to verify whether NikABCDE protein was inserted into pSB1C3-01 to make it PSB1C3-01-nikABCDE. Since the decolorization effect was not obvious, we chose to decolorize it overnight, but due to the volatilization of the decolorizing solution, the protein gel lost water and shrunk the next day.

B:pSB1C3-luxCDABE:

①. We transformed the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.

August 5:

A:pSB1C3-nikABCDE:

①. Picked a single colony from the plate into the PA tube supplemented with 7 mL LB medium and 7 uL chloramphenicol.

②. Re-ligated and converted the 201801 part and nikABCDE, and applied the linked product to a plate containing ampicillin resistance.

B:pSB1C3-luxCDABE:

①. We picked 7 single colonies from yesterday's plates and added them to the PA tube containing 7 mL of LB medium and 7 uL of Ampicillin.

②.Religated PUC57 vector with 01-Nik part and 02-luxCDABE part seperately.

③.We transformed the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.

August 6:

A:pSB1C3-nikABCDE:

①. We performed a rapid detection of the plasmid in the PA tube, but the final gel electrophoresis results did not show the plasmid we need.

②. Picked the single colony transformed yesterday to the PA tube, and we realized that the ampicillin resistance wasn’t durable. This time we strictly controlled the culture time.

B:pSB1C3-luxCDABE:

①.Rapid detection of PUC57-01-Nik and PUC57-02-luxCDABE.But it didn’t show the strip we want.

So we had to ligate them again.

②.We use StuⅠ to digest PUC57-201802.

August 7:

A:pSB1C3-nikABCDE:

①. Rapid detection of the plasmid in the PA tube, and the gel electrophoresis results showed the pUC57-01-nik plasmid we need.

②. Enzyme digestion verification:

PUC57-Nik:

③. We preserved the strains showing the correct strip and extracted the plasmids.

B:pSB1C3-luxCDABE:

①. Again we failed.

②. Plastic recycling of 02-luxCDABE part.

③. Ligated PUC57 vector with 02-luxCDABE part.(Unfortunately we failed)

④. Tested the chemiluminescence values,which can prove pSB1C3-luxCDABE works.

August 10:

B:pSB1C3-luxCDABE:

1.Tested the chemiluminescence values.

August 11:

B:pSB1C3-luxCDABE:

①. Ligated PUC57 vector with 02-luxCDABE part.

②. Ttransform the ligated plasmid(PUC57-01-Nik and PUC57-02-luxCDABE) into DH5α and coated DH5α on solid medium containing ampicillin resistance.

August 12:

B:pSB1C3-luxCDABE:

①. Picked 5 single colonies from yesterday's plates and added them to the PA tube containing 5 mL LB medium and 5 uL Ampicillin.

②. Rapid detection of PUC57-02-luxCDABE.

August 13:

B:pSB1C3-luxCDABE:

①. Ran the gel electrophoresis.And we find out that the five plasmids show the same strip,so we thought it might be right.

②. We used EcoRI and PstI to digest PUC57-02-luxCDABE.

August 14:

B:pSB1C3-luxCDABE:

①. Ran the gel electrophoresis and we get one strip,which means we succeed.

②. Plastic recycling of PUC57-02-luxCDABE part.

③. Enzyme digestion verification:

pUC57-lux:

C:pSB1C3-nikABCDE-luxCDABE:

①. Ligated Nik part and PUC57-lux part.

August 15:

C:pSB1C3-nikABCDE-luxCDABE:

①.Transformed the plasmid and performed spread plate.

②.After eight hours ,we found that there almost no singel colony.But we still picked three.

August 16:

C:pSB1C3-nikABCDE-luxCDABE:

①.We found out that the three didn’t multiply,but some singel colonys showed up in the plate,so we picked 7.(Marked 1 to 7)

②.We performed the plasmid’s rapid detection.And found out number 2 had plasmid-strip,so we preserved the strain.

③.Cultured 50 uL strains in 5mL LB.

August 17:

C:pSB1C3-nikABCDE-luxCDABE:

①.Extracted plasmid.

②.Digested the plasmid with EcoRⅠ and PstⅠ.

③.Performed gel electrophoresis and we found out that the strip was correct,so we did the plastic recycling.

August 18:

C:pSB1C3-nikABCDE-luxCDABE:

.Performed gel electrophoresis of PUC57-Nik-lux ,but it turned out to be incorrect.So we did the ligation again.

②.Transformed the strain PUC57-Nik-lux and performed spread plate.

August 19:

C:pSB1C3-nikABCDE-luxCDABE:

①.Picked 7 singel colonys .(Marked 1 to 7)

②.We performed the plasmid’s rapid detection and found out number 5 had the fall-behind phenomenon.

③.Cultured 50 uL strains in 5mL LB.

August 20:

C:pSB1C3-nikABCDE-luxCDABE:

①.Extracted plasmid and preserved the strain.

②.Digested PUC57-nikABCDE-luxCDABE with EcoRⅠ and PstⅠ and Performed gel electrophoresis.

It showed two bands:one is 2.7kb the other is more than 10kb.

③.We did glue recovery of nik-lux part.

④.Ligated PSB1C3 part and nik-lux part.

August 21:

C:pSB1C3-nikABCDE-LuxCDABE:

①. Transformed pSB1C3-nik-lux and performed spread plate.

A:pSB1C3-nikABCDE:

①. Rcovered the preserved pSB1C3-01-nik strain.

August 22:

C:pSB1C3-nikABCDE-luxCDABE:

①.Picked 7 singel colonys .(Marked 1 to 7)

②.After eight hours we performed the plasmid’s rapid detection and found out that number 5 and 7 had plasmid-strip,so we extrcted plasmid.

③.Digested PSB1C3-Nik-lux with XbaⅠand PstⅠ for the enzyme digestion verification.

④.Tested the fluorescence intensity.But we didn’t test the no-load fluorescence intensity,so the result was useless.

A:pSB1C3-nikABCDE:

①.Rcovered the preserved pSB1C3-01 strain and the activated pSB1C3-01-nik was placed into the refrigerator.

August 23:

C:pSB1C3-nikABCDE-luxCDABE:

①. Number 7 showed three bands:7.6kb、4kb and 1.5kb.And it proved the ligation succeed and we got pSB1C3- nik-lux.

②.We took out the preserved strains:17iGEM、PSB1C3-02、PSB1C3-mRFP、PSB1C3-lux、PSB1C3-Nik-lux.And cultured 50 uL strains in 5mL LB separately.

①.Due to the protein gel instrument failure, we were unable to perform the experiment after preparing the Tris-glycine SDS polyacrylamide gel electrophoresis gel. Therefore, we had to re-cultivate the pSB1C3-01-nik strain and the pSB1C3-01 strain.

August 24

C:pSB1C3-nikABCDE-luxCDABE:

①.Added pSB1C3-nik-lux in LB with the concentration gradient of 500 50 5 0.5 0.05 0.005 0.0005 mM ,and tested the Optical Density(OD).

The OD is :0.287、0.146、0.145、0.292、0.656、0.890、1.466

It supposed to be two situations:

When C<C1,OD stayed steady,when C>C2,OD closed to 0.

But it didn’t reflect the conclusion, so we kept cultruing the strains.

②.After 17 hours,we did the test again.

It showed:0.02、0.034、0.031、1.056、1.047、1.078、1.134

When C<0.5mM,it was stady,when C>5,it closed to 0.

Based on the above:

We can say:we successfully got pSB1C3-nik-lux.

A:pSB1C3-nikABCDE:

①. Prepared Tris-glycine SDS polyacrylamide gel electrophoresis separation gel. pSB1C3-01-nik and pSB1C3-01 were adjusted to the same initial Abs. By analyzing the result of the protein gel, we knew that pSB1C3-01-nik produced a darker color than pSB1C3-01 at the corresponding size, thus demonstrating the production of NikABCDE protein.

②.Pipette 1/1000 of pSB1C3-01-nik and pSB1C3-01 strains cultured yesterday to 800 μM of NiCl2 solution.

The Ni2+ standard curve was detected.

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August 26:

A:pSB1C3-nikABCDE:

①.We extracted the nickel ions in the dried bacteria with 0.1 mol/L HCl, and filtered.Finally detected the nickel ion concentration by detecting the Abs.

August 27:

A:pSB1C3-nikABCDE:

①.In order to expand the range of the nickel ion standard curve, we took the Ni2+ standard solution for the labeling experiment, but the Abs value was to high. We had to reduce the concentration of Ni2+ standard solution to prepare the calibration.

②.In order to determine the optimum Ni2+ concentration of E. coli, we cultured the bacteria in 0.5 nM and 0.8 nM Ni2+ medium in an inoculation amount of 100 uL.

August 28:

A:pSB1C3-nikABCDE:

①.We changed the concentration of Ni2+ standard solution several times to obtain a suitable range of Ni2+standard curve.

The Ni2+ standard curve

②.For the next experiment, we cultured 100 mL of 3 bottles of PSB1C3-01 and PSB1C3-01-nik.

August 29:

A:pSB1C3-nikABCDE:

①. Add 0.5 nM Ni2+ solution to the 100 mL bacterial solution that had been cultured overnight, and the cells were cultured at the same Ni2+concentration.

August 30:

A:pSB1C3-nikABCDE:

①.The cells were collected and washed twice with double distilled water and EDTA, and they were disrupted by sonication. After disrupting the cells, Ni2+ in the cells was extracted by HCl, filtered through a filter membrane, and the filtrate was collected to detect Abs values: