Difference between revisions of "Team:SVCE Chennai/Notebook"

 
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<a class="navbar-brand" href="https://2015.igem.org/Team:SVCE_Chennai" style="padding-top:0px;"><img src="https://static.igem.org/mediawiki/2015/2/25/MainLogo_Title.png" class="teamLogo" style="    padding-left: 15px;"></a>
 
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<a href="https://2015.igem.org/Team:SVCE_Chennai/Results">
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<span class="sdt_link">Results</span>
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<span class="sdt_descr">Data and Chart</span>
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                     <div class="sdt_box">
 
                     <div class="sdt_box">
 
<a href="https://2015.igem.org/Team:SVCE_Chennai/Practices">Human Practices</a>
 
<a href="https://2015.igem.org/Team:SVCE_Chennai/Practices">Human Practices</a>
<a href="https://2015.igem.org/Team:SVCE_Chennai/Collab">Collaboration</a>
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<a href="https://2015.igem.org/Team:SVCE_Chennai/Collaboration">Collaboration</a>
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                        <a href="https://2015.igem.org/Team:SVCE_Chennai/Entrepreneurship">Entrepreneurship</a>
 
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         <h2 class="titleStyle">Notebook</h2>
 
         <h2 class="titleStyle">Notebook</h2>
 
<div class="row stickyNotification">
 
<div class="row stickyNotification">
   <div id="book">
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  <canvas id="pageflip-canvas"></canvas>
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  <p><br />
  <div id="pages">
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</p>
    <section>
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      <div>
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<p><b>APRIL 2015</b></p>
        <h2>Primitive Cats Poem</h2>
+
 
        <img src="http://www.helpinghomelesscats.com/images/cat1.jpg" alt="A Cat">
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<ul>
 +
<li><b>Recruitment of team members</b></li>
 +
<li><b>Setting up of lab with necessary equipments and chemicals</b></li>
 +
</ul>
 +
 
 +
<ul>
 +
<li><b>Brainstorming</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>MAY- MID JUNE 2015</b></p>
 +
 
 +
<ul>
 +
<li><b>Brainstorming </b></li>
 +
<li><b>University exams hence no lab work</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>MID JUNE- JULY 2015</b></p>
 +
 
 +
<ul>
 +
<li><b>lab practice sessions </b></li>
 +
<li><b>confirmation of project title</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>AUGUST 2015</b></p>
 +
 
 +
<p><b>Week 1</b></p>
 +
 
 +
<ul>
 +
<li><b>Submitted safety forms and also regarding our project forms.</b></li>
 +
</ul>
 +
 
 +
<ul>
 +
<li><b>Preparation of LB broth and LB Agar and plates were poured.</b></li>
 +
<li><b>Stab culture for FtsZ was obtained from iGEM and was streaked on chloramphenicol LB plates.</b></li>
 +
<li><b>Abstract and title of our project was uploaded.</b></li>
 +
</ul>
 +
 
 +
<ul>
 +
<li><b>Prepared chemicals and buffers for plasmid isolation.</b></li>
 +
<li><b>FtsZ was innoculated in LB broth.</b></li>
 +
<li><b>Pure culture of Pseudomonas aeruginosa and BL21 strain was obtained.</b></li>
 +
</ul>
 +
 
 +
<ul>
 +
<li><b>Sequences for gBlocks were constructed for ordering.</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>Week 2:</b></p>
 +
 
 +
<ul>
 +
<li><b>Plasmid isolation was performed for protocol optimisation.</b></li>
 +
</ul>
 +
 
 +
<ul>
 +
<li><b>Result was negative and so the isolation was performed again.</b></li>
 +
<li><b>Elution of DNA was done but results were not satisfactory.</b></li>
 +
<li><b>Media (SOB and SOC) were prepared for competent cell preparation.</b></li>
 +
<li><b>Positive results were obtained for elution of DNA and protocol was optimised.</b></li>
 +
<li><b>Innoculated BL 21 in SOB.</b></li>
 +
<li><b>Presentation and questionnaire based on our project was prepared to educate the students in different colleges.</b></li>
 +
<li><b>Logo designing was initiated.</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>Week 3:</b></p>
 +
 
 +
<ul>
 +
<li><b>Growth curve for Pseudomonas aeruginosa was done and results were analysed.</b></li>
 +
<li><b>Growth curve for BL 21 was done.</b></li>
 +
<li><b>Plasmid isolation of pET24a was performed.</b></li>
 +
<li><b>Competent cell of BL 21 was made and protocol was optimised.</b></li>
 +
<li><b>Seed stock for BL 21 competent cell was made.</b></li>
 +
<li><b>Transformation was performed.</b></li>
 +
<li><b>Primers required for our project were designed and ordered.</b></li>
 +
<li><b>For Human Practise questionnaire for hospitals were prepared. </b></li>
 +
<li><b>Presentation was done in Arulmigu Meenakshi Amman College and in Prathyusha Institute of Technology and Management.</b></li>
 +
<li><b>Dr. Kannan from Saveetha Medical College was interviewed regarding antibiotic resistance. </b></li>
 +
<li><b>Logo design was reviewed and changes were made.</b></li>
 +
<li><b>Approached various funding agencies.</b></li>
 +
<li><b>Collaboration with Uppsala was confirmed.</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>Week 4:</b></p>
 +
 
 +
<ul>
 +
<li><b>BL21 was subcultured.</b></li>
 +
<li><b>Transformation efficiency of pET 24a in E coli BL21 competent cells was calculated.</b></li>
 +
<li><b>Chloramphenicol plates were prepared for pSB1C3 amplification.</b></li>
 +
<li><b>Methicillin Resistant Staphylococcus aureus were obtained.</b></li>
 +
<li><b>Final safety forms were filled.</b></li>
 +
<li><b>First step was taken for wiki page and its theme was discussed.</b></li>
 +
<li><b>Responses for various questionnaire was collected and a statistical analysis was carried out.</b></li>
 +
<li><b>Results were presented to the faculty members of our department.</b></li>
 +
<li><b>Three doctors from reputed medical institutions were interviewed regarding the development of antibiotic resistance and formation of biofilms in hospital environments.</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>SEPTEMBER 2015</b></p>
 +
 
 +
<p><b> Week 1:</b></p>
 +
 
 +
<ul>
 +
<li><b>gBlocks of ftsZ was obtained. </b></li>
 +
<li><b>PCR amplification of the ftsZ was done. </b></li>
 +
<li><b>Results were found to be negative.</b></li>
 +
<li><b>Hence they were troubleshooted.</b></li>
 +
<li><b>Biochemical tests were performed for Staphylococcus and Pseudomonas. A presentation was done during the national level symposium called OMICS and created an awareness among various other college students.</b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>Week 2:</b></p>
 +
 
 +
<ul>
 +
<li><b>gBlocks of thuricin was obtained.</b></li>
 +
<li><b>PCR amplification of the gene was done.</b></li>
 +
<li><b>This amplified gene was cloned into pSB1C3.</b></li>
 +
<li><b>Growth curve for Staphylococcus aureus was done.</b></li>
 +
<li><b>Human practices team presented in Madha Engineering College and SBOA. </b></li>
 +
</ul>
 +
 
 +
<p><br />
 +
</p>
 +
 
 +
<p><b>Week 3:</b></p>
 +
 
 +
<ul>
 +
<li><b>Got bactofencin gBlocks and PCR amplification was done.</b></li>
 +
<li><b>Then cloning was done in pSB1C3.</b></li>
 +
<li><b>Cloned Thuricin and Bactofencin were submitted as parts.</b></li>
 +
<li><b>Public interview regarding antibiotic resistance was taken.</b></li>
 +
<li><b>Descriptions were uploaded in wiki page.</b></li>
 +
</ul>
  
        <p>Like primitives we buried the cat with his bowl. Bare-handed.We scraped sand and gravel back into the hole.They fell with a hiss and thud on his side, on his long red fur, the white feathers between his toes, and his long, not to say aquiline,
 
          nose.</p>
 
        <p>
 
          We stood and brushed each other off. There are sorrows keener than these. Silent the rest of the day, we worked, ate, stared, and slept. It stormed all night; now it clears, and a robin burbles from a dripping bush like the neighbor who means well but
 
          always says the wrong thing.</p>
 
      </div>
 
    </section>
 
 
 
    <section>
 
      <div>
 
        <h2>A Poem to End</h2>
 
        <img src="http://i.ytimg.com/vi/uWzrIX5l0vc/maxresdefault.jpg" alt="Choco">
 
        <p>Life is like a box of chocolates, Sweet and full of surprise. If only you knew what was in for you, when your given the gift of life.</p>
 
        <p>
 
          Life is like a box of chocolates, a wonder for a child, but as you grow, your more likely to know, which chocolates will be vile.
 
        </p>
 
        <p>Life is like a box of chocolates, you never know what your gonna get, but when in strife, and confused with life, there'll always be a treat, so don't fret.</p>
 
      </div>
 
    </section>
 
  </div>
 
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s3/rZ1T/jkAfB9RdSb86tHtynCrs96hM331maQOrTposxM6o0QDLeHxyL0YXaOekOu1vQwLHIW6le3+cM5W9pC2aKOcOpTn2T1Bu83RNXWaCgJl9XvidnGtD0YIAKDeUbdmxWaqibeKu5UGJ4Umaz3VrlmvUSmKRotZZwcIrTVGvX3UZgTJ6AbwnH5rplDmI/tuDcBnJo7OTKjUvp9JvNBbhD8qejpq92g/Z7JUznqzRqKwVzC73MeZekQz97BV466X5a4V8ZBPiimnZLtvu1JRISto8PUoJynNdfy99groKHDshwfHHWLpducRAMB70/OazFb67hXaK4VQuZi0li47r52Te0x6FbxbHqHaGqEzM6KtGPOyLYfJtmy7vKbPbBFYADgnIJ4RJtZ6z5+13zPhZjNtbCWAmREarbC11sTXmevd8oi0PCi18gCtdaajNTi948z2+a1zHIW09a7zh2skSpRW4tReV3RZlszTE84zOHLi30rFvG+yC5xDQ9XxP/bvCHkDAOgZ51otn1ax0JYXqBez3cugUxt45OtqWmuO8ixrs2mya4au1u5YlyffZ57JLYq10kgfimc7askBfMYEzlVB8eh+ZxKatPq7VgbIXj/V8/zM1Fzrne9M4dGeGCmzt9U8UqMC1DPenJo96YmUVpt651ibpJu9Dk1xbZ24ZB/2OqSHa5H+VrKsi098ED84NLBopJawvkecKPGen1Z4BQDAdxcuz5ztbMUxn8lqdKaWTS9RQS/bUMs4twqZzgqg2qxk/F+s5yMism3b4e/89zOLjAHguX1cbx3hI8cahZiN9nWlzs9sn9gSPTPn0fLatDK61bZrndtsOYTRPWidVy+d9Mx17bV7ZA/L405lQY3/aJX/Kc46kWUvxxMn2JSIbPctFDCVPPNOUb8nCBxjt7hLBA8A/Giekc0oLw/QMkKtujQ98ZKHsI1mFkfnNyqWFz0tuRfoketS8yLZojRCrSbEM4swAsC5d+nRmlkzdcZmSwm0UvjX+sFRcpmZGjKtbWYzsLUmxM72n73zPSNOZp6FVo2iXttmPWMznq9aeF/Vi+XqbVc6tidMrLnjfTHG+FA352za0Aueckehpo87rgUCAICPHXAuGlohaS0BM5OSdMawt0IQRrVyWqESV7MulbN9o8FMnuIazw7A1+nfnlkHZzTJM+rXRoPpmdo0NREx44mfLVnQEwW1iaeWLRjZhd659er6jM6xdy69SIZRmNzMdZjKuqd2e+uifnHRAxTCuuM2WZSBtm6PsY7en5TEwBUHih9nvwEAeCfOhF01Z6smjHvPmJeDkZbAaoVn1Lw4vRoTLSM1M5Aps/D0DHe+zqds09n1RgBwvW+7IljObD+TNWwmVGw0qO99NpP0ZfTZTCa1XlrnM9d/RricKWZ6VqDNFCM966FveZh69X7SNrVEayoKoXSEQ3me5PFJYRkhH7YNyqncZ17nh5k4AHj3gcBsytNaR94TQKPwgxj21ityWjNaNUFRO04vccLsAKmV0SetHS2SGcTvYoaecvDQazcAPM4rsiWO+o/ajP8jIXVXftdK9HLl2rQ8UTOhdz2PWpnJsyeMStE168UalRlolRWYDVVsbdtKNlHLtvfBFrg9UkApJYtegigqvEhZU/SxYUqs8YuAfPq3o9KyssfPMeMGAO8wEJg1sL1aM61FtLNJDkazbq149FodoN6M4NkZyBnDXyuWGtsVRU4ugnJjFY3ZTNgKADwuUB59t2ZCq84Uviz7y1a/+4xiqWdCtGr9erltrY8/I0Zaoci96zQSnL0U06NnoiY8ahNbM4J6lECiJwSjoya3MdExc9/uqYCpUkqcdUkIiYis6yr60AjZK53GTAk+HML4GTrlCwVRwBQAQKYXmvZ+MzJcM4tlW6FuvTjtXntnUqOOxOJIrG3b5sMOsjo9pTeoXOuD3YHv3Ed8t0mez9jnKARu9vezIWBnw8VafXBrf60+c2Z9Y9mH9wrAzoRYt8RL6zq0JtBaAmqUsbQXhdBa9zoTSh6Try3LIlZsEj9a65STIBYwXZf1sL9t23xWt2R0xBcAUhJSwomIXrSsevUHdwoDBADQMAwtUTGT1KDcz4xomW1PrbBezRPTMpLRsMz2+70q3bmnp9fOWgbRR8NhAH6CoPjK4u1sxrjZ/fdEQGsgfzbbWcsbM9NHXvWe9zLJtSbJapkvW978VgjfKK10LTphNvJgptDsTIh4q86dUkr0shclra0Ds+E744z/TDLbZ51XS+u6Zh6f+qJXKzYtKMLoAMC7MCq41zII5Wxfa+BeC+fqiZCWYWt9VmtTrY/PjVaZkvvMgKYXCx6TKrRSlUbybQDgz/V5Z9/9M989snSilgShVQdsJq32zDVoedlHIm00wTXj7Wmd9yi0uRc9MCO0emJzJF5qomlGRPWej2RDbGYvnC3atRcujeV61B5JoFMstbiQSlTpMNvmxGzmkOQgNsIYQ88AAG/BzCzhzOChXODfEzot41IzbrlYaB23NJQtI1hbazMa0PQGEq3ifLVzrnmCWjOiCCKA1/d5Zye5zxYUffZ7PDpGy5tzphh0rz9qeWBma9i01on26q7Vwu5GnqtaP9vyYrX2OWPHZtYHtUTS6N6JyIfMblrtQsdncAv7zH6q/YX2MdaiwoJSF9O/qUOSg5QlAWcPAEB38D8zE9gSRj0D2YspPzNIacWVzwwQejORpUeprM+TZ28bFcHriTwAeKw/elTIfNbSh1HygLPC6pH2ng236+1jJlFN6/xHodI9wdXKKDebSKFVC+5MJtCWMJsOZ3Z7LoIYiVZ6gVJSNqXEKSfOWl/H57AgSY7x3KKC4XFZ0oOQLaEWfw0A8A6DiJEBrXlWSkNRq5HTEzAzqafLbcsEAfnnUZjM1O/JPzsziOrNcrZqW5TXsAx561UTBwCZGkw/a7+z4ugZx7lyXqN1Pq31MTOlDGoTVmUq6V4WzTMib6YGz5kCs7Xz7a1NbV2XVtjdbBa3mXIOtXNZlkWczZbmuJAdVLnk4fH7CdmoZY9W08cFrurg2YmpREVFZRU+ox8BgDceRNTEx+z2rXUtuWGIg/2eMOktim1l2CnX8PRSbF+Z3KoZtlxglUImT1edn7OIfKhThOcH4OtPBtUmS2Z+P1vEeSS0Wv1vT1C0PA+zNcx6YVy90gWzxU97dqa1xrMXgjbytLTESqveUW9N6cj7NNvO8tyNNaJXnSLT9jU+KukWrbVopWUzm/cQhX1ofwCb0lmHn4le9F5bQZzPhY3kAQCM+vSgv2e8RwtPS8/GKLlBz+iNBFltPc7sb1vXIRmZTECllKOVmPRa+5dlqRbkOzv4AYDXTgbNhKr2ft8SDDPv+hnvRqsPmw2TG61hmvFitLJ2jia6erV9eh6mVibRmeQHPZvTs20t4VlLNjFTYuHDMcXX6ImRadFW5Ntaa8U6J4taxKl9ok3HA8dFpdZasUHoRMMTXUQx3XXcDgDgHYz6WcPdMyC1BAezhro2GOhlLaplbsv31fLq1Cp5P1pfo0yfXRqqaJRyQ2iMmYofB4A/N+nzaP/5yARLS3DMDORrk1QzBT3PXqOzWfF6fX2v7a3jjgpr965V6bHKM362tp9dczojoEa2J6a0ttHOiD5cRy3qw2SijtkPrLXZGh9vhKy1h+xt0TOUGzEAAAYC9W1aWWpmisTNCqYz64JaBqWV2nq2KGvL2JbnlsKnxRcwzQ1ynFTreZ2eVV0e4Dv1Oa8Q+2fWEZ4VKaN+51kTUqOCoKPvWoWaZ/r70fVrTVDNpIDO+8+ZzGqtY9c85bVtRve7lUyn1oZWqYZR6vHWtRx5gFTI3pZ0i5jd0xMKnMbkB075z9IaH621aImpRMMF0aU7SuPpAYC3ZTaErPW/USx7LWa6thaoNCA9A5xPVrXq8pQeo5pgObNwtjbTWFvDE/9Xu27lOidC3OAdJ1NenZhgRui8IqX1s71JV0LVZurkzP52tC6nJVx6yQJmPDytvnu0JrJlB3rCrJYEYZTwoCdoWsVKZ+5jvn5Ua7/WJ9bt8ZNo7sOEm3L+N1qc9+R4j09INyr18AQle1Y3pfD4AMD7CqCZuPJeCs9WTZ9ewdJRNfCaZ2k2RXYrNeyVAcrM+qB4vDzt9bIshzTXtXN/1Qw4wJ+cTPkpbTzj1aj1F2dSIp8VV4/ss9WH9opT99JOn+nLexEDpejqXYOeTRl5+GuCpxe9MEr20LrGZ5I6rOsqSkItUmdlWfc6cHlOAp/8ILRHnOiYCSHW64nEtT2HBslez8eYjR4LAN6CUR2FGSPfS2JQGoVeOEatEvYonKEWalCKr1HYwdVZ39YsZEye07omM9XGEUAAr+vnroqk2YLOrf9u9a9nwoJr/e7VfZ71cM/+frYG0dkiq7V70UqeUxNko/DpXha32Wx4vSxzM6mwRYls902c2LRe1WymdpXjXvw+fNprH74WCwH5r3eMM9mFcen7XFkBAPxkRhmArsYqz6Sdrg0GRmtdWll8ZgYscfFqLQTtyuCpN8CJyQvy5AZlfaFefDlhbwCv6edeMakw6/HpbdfyfJ8p8jnrYcr3Mwpzq3nvR+c9mqw6k067l/a/ZVNa1+VMsoeW96l3TUeh36NreDhXJ4fEOOV578kN9u+1tVaWZU1q51BzQZys+iZO9jo/IuILA1kMDgD8fM4WE21tM6rDU/uuZUDi+peWcSoLpfYMWSvNaqu+wtXBTiuhQn58Y0w3Br5V1wcAzvVhV0XKZ0wszUzQ9D47U1B1tHZwtK+aUJnNBNrr81u2ZVQjZxQe1hQQ0k+gUFt7VBNcvevYS3rQC/su2+qX3ijvsFGyJy8IQicma1NKiZWiXE9MZy3ikkenLGhqrdl/ECqhOuWYaQOAt2B2Bq/XqefGY+RBqdWr6RV5K9NEz/73I3U3RoOS2QxP5XqeVhhfa0Ev630AvpaIeVSg9bw9M5nJeh6NlnBqTVjNFk2eLSLamqRq3aOaWGiFRve8Oa3Jr55waXmeenWJzors2fo/ZUSEX3rjksDRWosJy3aclPc3FOsWH2Hgi5oeDLRXSkriGp8ki2RZlyR4tGiMDQC8BbN1bFqZx2ay5vQSF4x+M5MZp7Z2pvyutbg1hhG0ZgMfHeTkxyuLm7ZSoZZFTQHeoR965T6ePabrDdhbg96zomc0cJ9JbjDq02v9bC8zWe14M7VyRvZg1Pe2jlGGLPeu6xlv+sz6n56YKUVVbcJsdP2UKFnUkpRKzEXgk7SFc4k2LPxtrBHtnBOt9MHjY52v3xND3JSotGhIa+0LnGJsAOAN6FXEPmscWt6jlkdnJt45fhdFQy/+vbdeZmbmcab2QmuwUasV1IqNT4XmtB5mU2ISDt6lH3rmPh6p2XP2WL3aLyMx1OuTan30jNdgdG1rXudZoTgKe54VZqOQt5nr3Jscaq0vLcOdZ0LZRkl1RpNZtUm+UWSEVlqU9tncnHOy6tUv28k8QXHJTvT4iIgsOtTxsW4v8ONn9+LC1t2lFNWVT4LgRC+kswaA9xx4jIzbzHqeVmHT1kxozxDENT8zRe56NXl6ceSz4QzlOdRE3bIsB09S/E1c49Nq66xQA/jq/GnBfmYwf2a7mfT5MwJj5AHqCYSZhAWz12emrs3M/msFSWuCrdfPzk6E1bZtFSytiZ7axN/ofGdEW3ldSw//KCNg/p0NZXjESUpnbcy2e3pcWqTjj2uDY8da7/ER2d1h8V9fpyeEH8gucpw9eoAAABBD8nD61d5M1yjldO6NqdXJGdVEqBnts5XMZwdJMY11NELxs/y41tpDAgcSGsBP7ju+UpvOiILWd7PJBWYKnc60s7YOpBcS2+tXZjNn1kJ1ZyZoRt/NZrGcEWYtgVOzG7Vz7dWhmw3nHoWs9QRg9xlywZYol4RQZFkWcepj+QTjrCzL4oXPuqwptM0YE7IiGFHuY+hFHisHAPAunBl0z8xC9mZcawaxVWS0JZTK8IFWCFxvRq8Xgz1znfLBSClutm07pM8uzyUP3RtVQweA65MTZwVZz8sxE0LXGmxf6WNbnoJWeFsr3KrWZ80mNOiJn1bIWE1EXbnHvdC52bb1ws1q97e89qNaPq1JwVGh2ZkMpzHDtFY6hbgZ4/XLMUu1yKK0bNvmXTmx4mlMarDZ7RDKli6OxDU+NnmGAADegbNZa3qzV62Z1Va9npYBGdVJ6KUvrRVEzdfh9Izg6Dr1stnFY+QDkBjiVhN+iBuA5wqXVxxjlBZ6ZrtZ0TXTL13xJrXCwEa/P1McteYpOVsjbXbd56x96tm53iTcaM1Ybc1qLSlFLRV4Kz13OqYSscYekjes65ocM045792RGFlwCLHTYowRa2xaJLToRayx3lWkVcrm5pIrCY8PAPx8Hol5b4UpjDr0mSxtvTVEtSQHPY9JbjhGdYiuiKBW6EP08vTa3UpX27ouACDT606e1f89e18jT0vPSzEzKXRG1I08NeVvWkVAZ+/LzLqkVqrp3oTajLA7k2lvJpSudexW23vX6INHSZR30Lj97zIDqfcARXG0Zw71Wd308qEhyRgGN9LtdhMVsr9hagDgXTkbCtLKCncmQ9mVuPlRLHkvtWpvIDE6/14WuVxsGWP8QtMieiD+fQhTaBS1wxsEMNdHnX1XzoZfzQiWq+Jj1L6al2ImxOzMdZuZaKl5L0Z1fXoi62yx1RmxNNOv90KnR2Kmd3/K35b3aJTJrTyW2Uxa45OyuDnv6cnbtyzrQbfovOJpzIftypvt9vo+kTIkAgDgHUVOzRD0QiFGM4dlQbpW1ptWmEMt/jo3Xq349vzzPJvaYfbsgkDbE+Z8rA2U//doLUDvMwD4M31fa9D/KKPscLOhbD1P9tnaaaOEM1fq+NRCx0ZhZaM29hI/9IRWy4N0dh1WKztc7++Z611ut65ryt4Ws0/v+mUP3bZ2T8bm8xjIXqA0KptU8Ce4kJxyyTjF9HGs8QGAd6ZXDLQnjGZq6Yy+nwmja9VzqGXPyfvzMylaZ7bJPTe5EBIJhbIbgqzWlrMzngDv2jf9KaH0SJrsWt83m3Fs1P+OUuG/okhza1KqNnE1Sic9Cl8uRc4o+UJ5nqNkE731p7MRDK3fnslQl//OWitKq1SOJ+oXpZRoKY6R26C46MeaY/aDuId1vYlWIfQgnjiTbQDw5gOIVuHRK2tjWskAaqLgTPrR2oxjLQvQzIBhdja3l02urM0T21MWN82TLeTJEMp24PkBmBso/gnhNCocOnsutX6k50EYeYVbC/hH12I2pLh2nJl1SGfWF80KrZbXZubYvTDomTVCs/dj9NzWiqx++G2oO6rDkpyYhG23N06shIQHqX7PoSDpXrjUyW6QVPEvAMA7DiB6CzVbgqVnEK8a/lF4yZXaEWeM48w1a1XxFvFhB+V3ZdKD2iJhPD8AX0c4XV2beGZ/vUF2qwBoS7iMEgCMwohHwqV13r0JqLMhvLPbjwqEjoTpTJhbz6M2szZ0VKy26gUT55OvxesYluyYkIQthsApvYe8heVAewFTa2xaHBR/sOo1eYK01uLEfVh4CgDwzgODXnhBz4Vfhiq0wg5qoQAjQTaq8N1aWDqTkvQsuYcntx21gUvu4am1YWSAAeC8uHhm7Z/egHz2OLPrQ3pp73tZxmbqzJxpZ0+EzZ5P2f/PhPiO/m7tu9fu3nrT1jnXROUobflMeHNXlLn9n7zcjkQdk0RRaL/zk2rGGp/cQIJSUhJm20LFU2P32Ti/5kedrmUBAPBTBggzRnpmYeeMQR3N6LVq3lSLTndCLWaSLpSGbDbrUp7YoJaxKGbfifuNa35KQ1ibaMMGAVzv016VHfFM/ZtniK2ZdST5Ofc80KP2nwklPtvXn7mOV8MHW+msRymxe5k1y88eFZa9wrLlv9bYtKZHxGeojllDN7OF0Ldge0JzFr1Iim9LBkqrFMoWlVQqcKoVFbMB4K1Ezmx4V2/dzShDUW37XhKEUVHSmqHI25lnVeuFP9RmIc/Ea9cKovbEXZ45rpWgYbayOgB92NxkzVc9j9lz6WU3m1m0f0Us9iaRWmUDaoU8WwP7kVDteWtmxVIvFLu2rrRVP6kWdj0T2tYrnTCztmq5LZJlJZBtu6ecBL/WXz7MzVlfOsHZZGN0nqbaiRNn993oMGOnlD4UOM2FEgDAT+GR2PZRKtOeMVepr1VNo9Ra3JuLi7iP2Zm8VpteJSzy1NVKKTHGpGMty1INryjFzisyLwG8ax/2CmH1rAmnUVjVTD2gUTa32fNqhaeVkzKjCazRvnthe6PfnF3b1IssGE281UK1e3am15ZZe3UQeK1DhGZu1ojZTLIteY1SHZMYhN2GNT7FTRU5xMrFtUAAAD+Zs8awZ/BqGdJGKUpH3/cK5M0a2ZFAyye5ziQV6NWdqB2zLFiaHz8Xd1cWAgPAa4XV1XT3swJm5u9RHZ4zwrCXhW3Gez8K+ZsRN2WfOapBNMooOpuFrSU2RgVWXyXUa0JLiZL7/S4qU0DLsoqosP2H4thKNrt5m1JeEGvtByW1C6Nj9gQAgHcx8mcM+9m0pGcN4SgsoteGcj+lyIpZ1UZhHaPr1YoKiDHYebhdtD01T1ZcC0SSA4Drz/5nvCtXJoqutO9MFsvy+1lB1OsDZ9YKjURJ73xahU57HqZR3aNe22visWWjen1wK4SvluV0FJJdtqkm4rTSh4Kl23bf3Tghm1tMby0icltuu/BJOxXvEpLiemmlj41zGBwAeF8RNNqmF8td69xzQ9ZaE9QKL2gZvJYBzDNzzgiuUXa61uellybfX55wodwmipz8vEuRdOaeALxrf/Tou3K2fsyj9XqeOSE1u6Zndu3lSFicTeowu+6zFwbWm2Cr1b45Kxh753omQ1+v5t3suqAP10KJWHdMbhCTGRzsh3Xp+2hLtK93GorKRWOojhfWZg0zxlDAFACgY7BaWWlaSQpq248y24xSnrYEUE+QPCuta7lmqTZbmNfryWv4lKIo/7uV8QcAnt+nPUMs1Qb4ZwuH9raZWY/YW/sySkwzEkktT/poPU2vlEFvreOZazWqR1Q7n1GK7lHGtvI8R3WEWu3u1ZCL/70uq4jb/17WRazbQ9ycc+JC8R4t+4Sats6mrG0pmUE4cBQ82elfmgkAAPipA4SRh2WU5a016zfKIjQaaIxSntZqJbSMcetcegONvH5PLnzWdU2JDfJ017koK419vi9sD8DXEzy9gXArZGu2cGZLaMym5J5J1zzThtaEVO3aXckiV0vi0psYq3l2yus88lKdmUgbXbdeSuvadWx5wmbq1kWnTXTEKPHeHRFvW2J5npi7wLl9DamOWduczR5GaV0ov9pHiRLm2gDg3emlGK115jUPSC0MoVeIrub9aM1i5jNfrXU9LRHUmvG7OqDKw9Z6nq5y+1FYBwCMJ0Ra3z2jkOeVNpz9zYxYOuulaGVimxVjrX30+v7WcWoTXTM11krx0spiN1ofOiPyRsKmZ8dqabBr551/1uvzXfi/j9fCyXpbD38rpVJ90mVJdXxcCnU7XLTwr7EmfCferYTsAQBoGsGeIexlVevNlPWy89S+L4VRnrSg175acoNnDIjyNkWvT9kGrfXh+DFcrhRxpLIGmJ+UaQ2WRxM2VyY3niF+rgqpmdpns96e2WxqtT6pll2z17bZLJwzdYlKodXK+ll7HlrrTFshfKMEC63r3qtJV8toWn2uxBcwde5Yk06Jz0MQowf25Ab7WlEdd6G1FpVdd6VVVs9n+XBgaww9CwCA9OOYR6lWe+mrawZwlM65FROe18wpjV0rhKI3qDg7OMnX/dzv94NXKh7PWl9sLh6jleIabw/Ac8TQsyc2Rp+N+okr4W9n+oSeF6XmYR5lUxuJr5bgHAnIM/V/ysmuWva0M2JvtBa1FSFQ8zD17nvL69MKs2tFI/h6pLHcTihuqtfDkp3cDoZ01jYlNfBqSIdYOSeSFQpSSkRrJc5aaVcPAgD4WYJm9NlMGtXeYGAmzG1kvGuenHJtTMvA1MLnSsM0M2jpDSxi4oL8Whlj0mf5+p6ZLESIH4DX9nW1AfnV/cyE87Ymk2a+ny1K2ltTOdq2t95l1ss/03/2QtNmPFRXhfAomqAUNiORN1pz1BNWsx6xWF/UyvFYVmyqSxqF0bKu4sSJPqZ9CwIoK2gad7LdNxGnQp0fiscBwM+nJ0IeKSDX6/hbM2Iz+7KhD58RJbXZujyk7OzAqNyu5/lKsdbZsWZFZq+NAHBN3MykEr5SuPjs72cmN1ohZDP91MiTMio/MPP3SITNTC7NTJLNCKLyGK0aOWcKidZ+32tvzX7NtLG1bikdR4nEELaP9zDUhVMueYKsMbLoRbS1e8ia0kqWdUl/L3oRs5kQd63Ex8KpQ6VUAABEUT8L2qOx7z0DXRMvvdC5mkfliheqZxh72ejymjyjOPWWiGOND8DrxdEjHp5Ht33kPZ8Juer1sbPn3RIhtbDmUQhfKyyuJ0xqn4+S3sye09l7P0qa0Mvu17o+vesivjSP1yqZbhE5eo206A/H0MuyLzLVsog1VpT4kARjzaEAkHJePcXCQQAA7zggaBm7Udz4zIC/Z8R72dhGRj1PcNA6j/wYpejoeZJ6xq91/tHrsyzLYf95O2q1gEhrDfCcyZrRNo94eHrbnvUePyqWzqxzqU3c9Pq11iC/NTE1akcrYUBP1JRtba0jvVKQtsyuOVsMdkYozSRM6AlTvWivS+LSHBFZ1BJsSVzzE9oefpfW+CTDFmLirAQDFPNfh8+Ns6KcErMZZtsAgEFDQzT0DGa+fe+zfH+5AGgZyyuhKi2DM4phPzPAiW2P63nyv0ujF0VQnuygLLj6jFojAEzcfN6xzq7v6Q12z/TJV7wWPXHT8rrM9O9nJs1GmTd7wquXMe3MJFnt2rTE68jTX0tO0Mo+Ouudi5FnToVJspC9zTgry7Iclu7EULdoY3Re9TTGxKnwZayAqkQnIxQbt+iFngQAQMYzirV0py3vzyglaKu2wshIjdKKzg4szhj0sg1R2ERvzv1+l23b0pqdKI6uDoQA4LxIeLWg6k0KPaO/7XlkZiaEZieHZtvTqqXTEke9rJUz4WS19va8UaNnpFf0tFeotXWcM2uIZkRsKnhtQspqrQ/Z25xzokJphOj5EYlRBEq0dVa0WrzLSO2uoZRSVFxK4LauqyitRC+aUDcAeBsx05t9i2tWRimgW0Yv30/N69IL8cq3rwmGngendvwrg5reudWuSTzOtm2Hz6L4WZalmbp7VMsI4LMG/F/x2K+qcdXLrlhbWP6Ma1PrN1pehZkix92aMBMhxr0+uCfmZr1StSLXrd+Xaf5r9qK1/5rtqLW/dV4zyQt65R3KY7f69zJpT+0+6EXv9kNU+lskLAHK6vfEsj3WOll9nmsjZssa5IK4sX5WLq718ct7VDgIWXUA4GfQW3vTmgWsLbrspR5tFQpNdQgaBrBmRGvGLC/wWRq5/LtaW/JjGmNSOFpZRHTGmOex4OVMZtyf1lput5vcbjdZ1zUVNM29QmV432ghMXyN9+irCdLZyYjPOPar2zAKubp63LO1ePIBbW1C5crs/2iNZete965BK3xrJqXz7PVoZVKbtUM1EdRa4zmzXnQ2GmAUUpzbr5agyberXY8yO2duc2r25CD+kvNF7eV4jK1ctyh49kRua9XQZvu3xorSSqx13hNkQ5Y3peV//Z//7/LXX5v8y9//Eh3q/ShRYqwVnfapxYoVZUWcFtHihZRW3muknBIrVrTyny96EeucaKVkM5ssehUnVha9irEhpXbwUm3mLsuyeiGm9uNa62S9rXLf7v54zsiiFr/IyToRLXuiBqfEWiNaL+LChTTGyrouKfe3De4xY112Xv7zdVnkft+Cq20/vvecWb/eSomIU/78lkVMSKkXZznjeW9m8yGGxopetBizn5cS74nzwtO31zq/fydO1vWWYubNtvnzEReusxGltJjNyLIu4uy+cDjFQEq8rlqcOFmWRbbNX3/rjChRslkja7g/SiS1a7/v+/kpUSJasuur00OYKu2GsMr4uTFGlii4F50yCuaDw2VdZLuH65Tuj03tXdc1fW6c8e1P18vs990qcco/f76dEp47LU6sKPHba/H54ZV/UUScE+tEFh2fCy3bZnx9KyfZ4M7ft0XHCQT/XOSDP/+c7J2I2UyYcIh1svbzzq9f/Dy/LsfrW37v77//nQ7XX4sxW3ru07vvfPZGpXS6bv6+LOl3/j0J91Ut6fpba0T5lys8r8e+xbn9Oa6dj3+PQ7+Q2qsK4xVTufh/8+vonEvPX3y2F639c1p0wkqJvy/xPV4XMcbKohdxYkK/FOOGw3mL73fiv/F5sqF/cvF9VO7wfsf7XV7H1P7Q30Xx45zzz3HoH51yosN7Fq9P7A/j37d19c/bovf+JcY6O5vuq9a+RlsMZV50fM4XccrKGvpTb2hkP2/R4pST2+0mZjN+oajeQwhiP/vXX0b+6b/8Xf7tv/sf5R//9X/n3wNjsv5TxFj/fCyLzxYabcwuvKxoreQ//af/KH//l/8s/6d//+/kdtPyL//1P4s1JtkPY216r1RmL4zdfIKe8LwZ6/vzbdtLMmit01Nkw/XJ7VJ6DsPzKk6CfdGhX1Xpbys2rYeVD/20Tu3Lxa23M0V/qVR4fvzz5e/vKk7MoX+yzqZ+KW+v748lPCf+eqfnPLtO1vh+1M+iSvaepS4u9FP2Q/+b/g797n4++eDHHvqZ3V76/uLj91m/Eu17GPjEfsN/vvc3vh3W9+uxfw/9jxOb9Ws62fVW/+b7e53O19+nY7vifT/0P86FsVF8nyVdZ62P7/Pe/+x2IPZHNnuOl8Xbk0XrdB+tc+mQ8ejx/nv7vKVxyhLOJ9q32F/F6yJWRLSkz/0QZe834/hjuS1pvBDtbT5m2J9n30d4O7iFSYu9sfm4Zbf7fhyYvzeH9y70Nzbrd3Q8v2Xx72nY/6IX2ezmF7S74zjJiZN1WWUz2/7e6mDs0/OkRZTa+6EwXor94rKs6ToYs8myrIf+dNFLGhNbG/rP7HlJ4yrRfrwR7GPqj0Xv46p4n6yTZdVpPBufG+ck9Kc2/bss2n8eIrXSc536qTCe04uYOP5xLo0DU/8dxpvLGu679ue7hro3/pY6UaLF2Pi5pOfJP0eZXUr21/e7t9vq+6vYb4mWzWyyLqsYa+TX7Zfct3uwm+YolpzP2masSY/Wohf59et2FExiP3jEtNbiwrjYOSs21PRZD+otH2hoJcpKGojpRYs11g/0zV2U0rKui2jRsi4qDZDSA7BmA+bNitYi1oosyRWl0oDfmPCCmS1lZNg7BJ1OwrglCRj/YP8tMxA6ZG8IL7LSct9WWZddSDkl4owLA5Vlf4GDkIodZPw7H1DfllV+hxsTO0RvaJd0A+PfznmBlQSEMekBFjka0N36+uQS8cXxN28fmGmlZTN3uS2/xLgtE4rhRdPKx8qrVUT5pzF2NNt984WbYruDQIgGdx8IuCSk8oFa7NDiwDSeT+zE/Avo72O8DkrU3nGl9IIiLnS0udCKL7yEjOlWnH+h1H594vmqOPBT/kXOOxgXfueU+zCAEStinA3Pw34ea3Z/UgdhglC0VrQSsVnHEm/Z3hGoTGBmBiaaqNDB7bZAh456vy7WOlnigCITwlHQ28qMSzJAmfCzhUCO5xvPL163OGCxzr8nJgyk0n3JOqglGwDGCYP893EiQMf9ZPtNz5E1YWDs25MMbBKojd8Z82GgGYVMXLyotM6EhBw6aD/xEAxMECrpeTjcn3jfJBs46mTY/YzRcUJnXdf0XsT75UKHXk7kSHwegyEwzl8Pmw20omBP1yEMgG639XCf13UVFyYGrN2FjV4WMWGiQlQ2gJNo+Hx7oqGJz8UtHjc8f8tynDC5LethwmPRx/ct9dNhgPv7b1Y2I/LP//U/yf/xv/9/Q/+3Zfdvkfu2yaoXb8BWnQz4/e4NpNn8AH6zRv77f/Nv5N/8d/+N3FYtvxa//ie+v79//5Z1vcl9u8u63GQz93SdRVT43BvuKCCddWlA5g3tmgYiNhvQRCGUv99xAOUneNbQjy6h3bdk/+K/zu39aRocO0kDUdFO7OZSeEY+QMtLRsT7s23GCzhj0v3RmT3cn2tJx0kD3DjQKyc6Ksc5/BvvWxj41ia8rASBXg6gs+c2n3jIB865wMz7nTg2XCr9SnweTS4Aw7+pv8vu2/57u48fwt/x/sb+Nk5cxOcln8A4jhd0mjiI/U953aw7CrBkPILA3TXU3j/t76sf1+xCPpsASu+nk0UrcfJrnwjIPa2hP9q7Ondo9z7RbI8TxNn55wP3XYjYw+9sZhRzgejCeCYO1GvCOU04LXs/UD6Hh+1D/5VP7MRxjJ8AXmW7b7Le1g/2IQrbODHkn4NcEMdxxhaeVxWefyOrvomV/ThpIjabYDbWyG29ybZthefCpfFunKBaFz8xn/fvmzHy63b7MJ6Mv7dhIjfd/zDRHO9n7ijQahei8TnwE777xEh8LqKdj/1IOq762wchqeT4fMX3I73vSkTkb4cJ3mS3nZXbchMbxq/3LVyPIEz+lfOe//jcb+Yut/Umv+/+3zThmE3w3W5r6tdSqHj0NqW6oxIyue1RD2saYOssN7b4wbKIiLNWnFgJS37EhHTXErrm9bbIsirveUkDyi28QGtSdlrp9OLFAaqxYfGRWsMF17LqRe5mk9u6ymZMmDG3h4F4vJCb8R3gfVMfBiLrusovs6YHMn9xN7uljmZRqxi3pRfeG+a7LGoNHqWbyK9fIuLk9msJBvcuv37dxJhVlmXxN+Z2E7Nt4QENA+wws5PPYCxq+TCzmARgNpMZZyijx8XP5N+8AQzXKQ6H03mvSxIwSyZEt9siWi0i2iVPme+Q9hnHXZnIYSDnH/hfPptfuK7xeL/vv+W23tKLd982WZdFnNzEGXcYGKnK+X4UJibtL86kHwbyaSCZGWql00xlHFj5gUkYADnv+Vn1ugu+eP3DzNxmTBh4mjTzp7KBWj4AigO5KHBTaFBxXgfDFjydNs1crmGmafeUxb/jzPKijzPOaWYzDuCzmRH/fiyZx8wePo+Lx/MOKr5PUQDnhj33UGhVeG5iN5xt99FQlYYmn6GNA7hwvdN+jjO3+wxuNPRH4ZJmMlU4j2VJHXsuROP9iAO0+NznA9p8AiJ/L0VJeN+8IbLZ9fLPn3//RYmsoR/wgmVLz3H+XLhihj56nlLazUzA5h7M2L5k+IOnLj4/EjyYyz/8Lb0Xx5o++wA0zqzF48f+Inq2osfV9+fegP+Sm/88TgQFgXIP/d7huVmc/MM//E1+362sqw3XY5F1XeV+30K/ZmS9LcnzYDbfD/26mcPA+ffv3/Kv//FfyT/8w7+Sv/1Ssm03Udb5AYjTcrtp0aLltmq//00nD6ufwLodJlj2iSr/vNxDuw4TcMsi9/tddPBgLioMPLUWZ38dPDdOfqUBS37c2P/G48X+Ldq//XOXTahkHqdw/6MH3U9o6WPkQPQU6uNE1ocIApX1R/sYbB8Y6aNwUqLTcW1mj2J7vId+nwhq90tL8oDa7DmPqkxlEwt+Jlvv2wch41K4zD7hlN6LMAD+4PlWSpzcPvRjaYJA58Ls2H8e/y77w7J/XQ4epzhQ00onj8q27X9HYRj7oWTX7cd+J4U1yZrOM/VnWb8Q++/UT2QRIMlzE4VBHKinrIniBWL0NOllHzDH/q4yPsk/r3k2kr2M4U7RbsfnN/PU7x4Mc/AopQF7mGD6vf2WVa8fxg2pX0331Y/r1D/8yp7nvX+0zsi63JLHwrdrCZEhSxaSt6YJ2UXpLAJJ+4k7uwuQPP5A1C08N0s6731CK5tAFO/BuG06edh9P7iJUlr+Jmu4X6HAczgFPy68ibF+oidFboTx7N/UKote5b79lkWt4n7552ezu5CK49D0/mTCPz5Hsb/ePd1Gfq23g2crjo/W3F6FibTUvxXjjDiuM1bk169fckvtWdKExm1ZxTifovr2axGx4h0sygvzX2GCyXuBtPe6hsn7lOUt9Bu/t79k1WsS8CIiSmtZlkXW+7bJ/b6JrPHB1aHCqT3MtK+LyD10lP7Gx4fEymY2uYlKHam1Vqxyh4GHFVcYfJUJIJO6RKt9YgVn95nb37/v6UGVMIB01j8I1sTZNBuSMvh/t7vxD/hyk+1uZL1pcU6JjV4H7cSFWQ1rRZR2YjYjVgev0epDMkSM3M3dK9VwXqK9WDRpRsGFmUiX3m1r3e6yD4Mx55xYZZMhiJnHnXNpVt+mTtx/ppwNHUSYaXNqr0Ibrm9KTKFVGphHEes/12mG3vc/KoVk2DAD6js0PyOqtcpCHdYUChEz+elFi9JK1lADKrpPJYS/mM3IeouGeAkvrBa3Wd+dZ4uXYyesFj8bqpR/9m7rKs6qfWbRhdh/J/vMfgwRs0Z0mNkQ8W7ieJ2UUt4LJv5FWVYtYsK6hfCy3PQSPBoqzIyHjnmzohclorSfYdisLFqJOH/Nc9f+siyijA/fMVaJDiE2sUPzx5M0YaAlGkgt7ncwSMFlvNz8Cy9OUsfoB+Ah5Mnp4Dl1B8+dLP6lVlqlED4lIrdfq4gV0YsSLVpUGND70CffmmUJLuoo0PUSwhgygRNn+GJF5DCTpGK7Vx3u1xI6+vDMqC2dh7NO1tsiyu05+GUJIQvGexQkGBS96GMIg1N+IBH2YcPfSsk+ULwFD+xt9SGjWou2KgkYFcIG0sAhTKTsAwst1qrDQGpdtGglIkuIFXYh3NepZGCj11WJktvtFp5llQxX9FRp7Tvr6NKP74zfj3+Hnd0XbsaQz2Xx10wpJXpZwvZGluUWQjCy0IhMsC16SQLeh4OZ8MJ5kx1LF8Q+S0xckxMCPJ2fuEmLS230YPgX1xh3CFE2xsh922TbXDYgdYcwT3EiLnyms8/jBJwPybKpDzTGyP0e1wtZ2Yz3xMY+0IVBgXN7/y8uenjX5H1XMW48/HYJE0XbtolNvUd4LkX5wbz4Pl6LFqM2H55bZClaFp1mim/rKvdtO4RXxf4tvjeL9se1ZktiQCk/iegnCsN7GZ7tdV1SiIy1Vn6tvj9zm5FlUeKc9vc9tFstYQLMabndFjGbSpEM67rK3WyyrMtBGGu9yP3+W/726yZ3459HrUMq8jAwVUbSACROIMQwFLGSwhfj+6sWb/t0NvGzh4RrMUYyIaBDlIITKQbCuadFKdlDXEKIlR94hYnK3EMT7KP3qCgRWVK/p+IaMvF2xfcjYXikZZ/gSJ4SJbL6/iiuUds275l14u2EdmEgK1Yk2NFFe4/I7Rb3570I4kLq9jDeWNdFnNMHj4JP/uHS86WcyLpoEVlkWZQotfj+adXiuxWVQpFUsHcqDJp1GgdI6k90sOGbbEmALus+oaKVToI7n3BMkypOHQWV272XMcR6WfbQZwn99P2+hdAqP6G7rEsSbJKH0Kp9EsHbtODF1PH51Gkwq7QSLUsKqZNg5+Jx9arFGSehE01t1IuW+1/3dH7p+mt/P/fPQrt0sAVx7aLWIin0+6Nwt8aPA2Mob+x/zGZSPUzrrLh79KDEpRY+lCyNI5X2YxznwvjEhYgAJdY40auI2axYdU/LHLZwfa1zsokVs1mRxV+PbduCcPPvSQx73TYrTuK/vv/03mgr9/s9CSI/QSxiwvIXpbXcf9/D8+cnJqNecM7J/b5lnikjatvSxNm2bWLTBLNOHu04cb7d/USisVb+sve9zlyYyPvr9+9dQC46jWOdU7IFe7AuWu7bFjz9m6zb5v63//rPf/8//1ptcMGXM+zr7ppXTsSZ5JLNXWzbXfwMhtsK19gW0yukC2aCAt0v/H6i7l+io9QcZhi2zYWZCC+01ixEY9s2WcMJKhdCGMJDclf+wTJG5L79Thd6jzX1se2/sxAIJ07kr817uoIQE6fDDI6f2TLaibGbbJsVYzaxRg4uujx2OPnt/aMsIk6MmOCqjjO4Lnka8phha7ZsBs/IomxS7H5gYzOXqIjZfidh6sSJ05JCOpyzYu7GDwhs9CyEly8KyPCiqHDdbBgcqcxl7gWHfyHNtrfHOSf3v7YQi+mfH6fDSx48Ot5172csYrYN39Hb1HHE2YQ4U+I9D0t6jpKr2vmXLnp2kut7izOQcUbGpVh/cSbMaMaZJj9QuS03cc7JZk1wSXuvpg0DwS20096NDx1R3sjc7/cwiHHJg2GNERWuRxzEulAQOIVUhgFtLAiswsyXHxRGr2qYBEj7caIWJcrGeGQvMqNHMZtQ3UMd4sycXsRZ4+N8lT+v+K/viDcfChQnWKMhsmFyIHjwrNi0Rip23C6EajjnB5/e6vrBrVMxOYCkAYoxezYvpfeQorimMMVih9+4EEgcJ02chGdKx1B753/nXJjddmLuJs10G7vJIqsfUOt9kC2hg/fnIGnGO4YMpNBF58QGj6Kzv4NIkBTaaW0IATJW9G2fgfeD+zAwDwLDbP4eyBJnVm/e8K7+ebabE+PMLjA2f82tie+hSTH+okV+b7/D++xSqFrsF2JNAytWNmXCYG85zHT6ftjK5uxhLYA2Ngxc9pBlY0Ioh9nkttpwfbbwOyOb2cRake2+hesT+jqzZ3Gz1s9AG6t3IbPtIbLxb+f8APb379/yL//ydzG/tPz197tfYycxhHqfGZbfKsXkp5DXcN18v+oOBtOIPdgvrfyzIU4dJviOoUFWxNlD6Fz0hN9WPzEWDbzW616HyMVQb5uypMZrEjOoarUE74gJ/ZYL7VjDTHVcU7fK79/e0+6fp31dlIsvbugnrXViNpfOw1mRzRnf725mX/MTJhIleK9Sn6VcmgD175f1YkyO/U4M+VFGpe3ju6ujmAkDP2t8fxEHuRIG0PF3cb2IOB8qlbJX2TAJY8Xf/1iYMLTbbObQf8T+yliTPGV+fCJHz32wF7KKOGPTBFxKk7v4ibXcq5TW7sZ+SNzh+2iHlPGDQ+esbHfjJx218mt4Umiqf87NlofYRzvhwuDXioQ1pZvb+zXnXOq3nFXixISJOUkTEn6SUcQql8ZT+4DaidU2LWVwznl77qL9ETFi0troNH4zRtZbGMBbE0JTvd10VtIaxC1MYOdrdfwzuXu6rDOZB8K/r8b6CWg/4Wl3oW29x+aerQ3xE3xu90zGCSaxac2Lc1bW2022+yYueCis8fbYrv46/P7r7uu/BLuzKXMMnQ8TlWbbM2/G65t7AEXCZFboR50O10jZIFRu4T0KEw750g1n5f7biCjnhUc2HlyWRexvm8bPZg0T6cbbi824bA2cFwL3+13u2hzH47+3JCbzUGB/XX8nz88eQreFyaq7OHFy3+xu95LHz8rv35sYY7zQcE5+qy30RyYJ3/h8G2vk91/+efn9O0QbBd1wX7zA2iMk/HX+rU3SCbnn76+/e/vzW0wx3o4TPX5iUMnvtHbYGPnf/v8DABsMbax2ig28AAAAAElFTkSuQmCC');
 
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');
 
 
}
 
    </style>
 
   
 
    <script>
 
       
 
(function() {
 
 
// Dimensions of the whole book
 
var BOOK_WIDTH = 830;
 
var BOOK_HEIGHT = 560;
 
 
// Dimensions of one page in the book
 
var PAGE_WIDTH = 400;
 
var PAGE_HEIGHT = 550;
 
 
// Vertical spacing between the top edge of the book and the papers
 
var PAGE_Y = ( BOOK_HEIGHT - PAGE_HEIGHT ) / 2;
 
 
// The canvas size equals to the book dimensions + this padding
 
var CANVAS_PADDING = 60;
 
 
var page = 0;
 
 
var canvas = document.getElementById( "pageflip-canvas" );
 
var context = canvas.getContext( "2d" );
 
 
var mouse = { x: 0, y: 0 };
 
 
var flips = [];
 
 
var book = document.getElementById( "book" );
 
 
// List of all the page elements in the DOM
 
var pages = book.getElementsByTagName( "section" );
 
 
for( var i = 0, len = pages.length; i < len; i++ ) {
 
pages[i].style.zIndex = len - i;
 
 
flips.push( {
 
// Current progress of the flip (left -1 to right +1)
 
progress: 1,
 
// The target value towards which progress is always moving
 
target: 1,
 
// The page DOM element related to this flip
 
page: pages[i],
 
// True while the page is being dragged
 
dragging: false
 
} );
 
}
 
 
// Resize the canvas to match the book size
 
canvas.width = BOOK_WIDTH + ( CANVAS_PADDING * 2 );
 
canvas.height = BOOK_HEIGHT + ( CANVAS_PADDING * 2 );
 
 
// Offset the canvas so that it's padding is evenly spread around the book
 
canvas.style.top = -CANVAS_PADDING + "px";
 
canvas.style.left = -CANVAS_PADDING + "px";
 
 
// Render the page flip 60 times a second
 
setInterval( render, 1000 / 60 );
 
 
document.addEventListener( "mousemove", mouseMoveHandler, false );
 
document.addEventListener( "mousedown", mouseDownHandler, false );
 
document.addEventListener( "mouseup", mouseUpHandler, false );
 
 
function mouseMoveHandler( event ) {
 
// Offset mouse position so that the top of the book spine is 0,0
 
mouse.x = event.clientX - book.offsetLeft - ( BOOK_WIDTH / 2 );
 
mouse.y = event.clientY - book.offsetTop;
 
}
 
 
function mouseDownHandler( event ) {
 
// Make sure the mouse pointer is inside of the book
 
if (Math.abs(mouse.x) < PAGE_WIDTH) {
 
if (mouse.x < 0 && page - 1 >= 0) {
 
// We are on the left side, drag the previous page
 
flips[page - 1].dragging = true;
 
}
 
else if (mouse.x > 0 && page + 1 < flips.length) {
 
// We are on the right side, drag the current page
 
flips[page].dragging = true;
 
}
 
}
 
 
// Prevents the text selection
 
event.preventDefault();
 
}
 
 
function mouseUpHandler( event ) {
 
for( var i = 0; i < flips.length; i++ ) {
 
// If this flip was being dragged, animate to its destination
 
if( flips[i].dragging ) {
 
// Figure out which page we should navigate to
 
if( mouse.x < 0 ) {
 
flips[i].target = -1;
 
page = Math.min( page + 1, flips.length );
 
}
 
else {
 
flips[i].target = 1;
 
page = Math.max( page - 1, 0 );
 
}
 
}
 
 
flips[i].dragging = false;
 
}
 
}
 
 
function render() {
 
 
// Reset all pixels in the canvas
 
context.clearRect( 0, 0, canvas.width, canvas.height );
 
 
for( var i = 0, len = flips.length; i < len; i++ ) {
 
var flip = flips[i];
 
 
if( flip.dragging ) {
 
flip.target = Math.max( Math.min( mouse.x / PAGE_WIDTH, 1 ), -1 );
 
}
 
 
// Ease progress towards the target value
 
flip.progress += ( flip.target - flip.progress ) * 0.2;
 
 
// If the flip is being dragged or is somewhere in the middle of the book, render it
 
if( flip.dragging || Math.abs( flip.progress ) < 0.997 ) {
 
drawFlip( flip );
 
}
 
 
}
 
 
}
 
 
function drawFlip( flip ) {
 
// Strength of the fold is strongest in the middle of the book
 
var strength = 1 - Math.abs( flip.progress );
 
 
// Width of the folded paper
 
var foldWidth = ( PAGE_WIDTH * 0.5 ) * ( 1 - flip.progress );
 
 
// X position of the folded paper
 
var foldX = PAGE_WIDTH * flip.progress + foldWidth;
 
 
// How far the page should outdent vertically due to perspective
 
var verticalOutdent = 20 * strength;
 
 
// The maximum width of the left and right side shadows
 
var paperShadowWidth = ( PAGE_WIDTH * 0.5 ) * Math.max( Math.min( 1 - flip.progress, 0.5 ), 0 );
 
var rightShadowWidth = ( PAGE_WIDTH * 0.5 ) * Math.max( Math.min( strength, 0.5 ), 0 );
 
var leftShadowWidth = ( PAGE_WIDTH * 0.5 ) * Math.max( Math.min( strength, 0.5 ), 0 );
 
 
 
// Change page element width to match the x position of the fold
 
flip.page.style.width = Math.max(foldX, 0) + "px";
 
 
context.save();
 
context.translate( CANVAS_PADDING + ( BOOK_WIDTH / 2 ), PAGE_Y + CANVAS_PADDING );
 
 
 
// Draw a sharp shadow on the left side of the page
 
context.strokeStyle = 'rgba(0,0,0,'+(0.05 * strength)+')';
 
context.lineWidth = 30 * strength;
 
context.beginPath();
 
context.moveTo(foldX - foldWidth, -verticalOutdent * 0.5);
 
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Latest revision as of 12:32, 30 October 2015

Notebook


APRIL 2015

  • Recruitment of team members
  • Setting up of lab with necessary equipments and chemicals
  • Brainstorming


MAY- MID JUNE 2015

  • Brainstorming
  • University exams hence no lab work


MID JUNE- JULY 2015

  • lab practice sessions
  • confirmation of project title


AUGUST 2015

Week 1

  • Submitted safety forms and also regarding our project forms.
  • Preparation of LB broth and LB Agar and plates were poured.
  • Stab culture for FtsZ was obtained from iGEM and was streaked on chloramphenicol LB plates.
  • Abstract and title of our project was uploaded.
  • Prepared chemicals and buffers for plasmid isolation.
  • FtsZ was innoculated in LB broth.
  • Pure culture of Pseudomonas aeruginosa and BL21 strain was obtained.
  • Sequences for gBlocks were constructed for ordering.


Week 2:

  • Plasmid isolation was performed for protocol optimisation.
  • Result was negative and so the isolation was performed again.
  • Elution of DNA was done but results were not satisfactory.
  • Media (SOB and SOC) were prepared for competent cell preparation.
  • Positive results were obtained for elution of DNA and protocol was optimised.
  • Innoculated BL 21 in SOB.
  • Presentation and questionnaire based on our project was prepared to educate the students in different colleges.
  • Logo designing was initiated.


Week 3:

  • Growth curve for Pseudomonas aeruginosa was done and results were analysed.
  • Growth curve for BL 21 was done.
  • Plasmid isolation of pET24a was performed.
  • Competent cell of BL 21 was made and protocol was optimised.
  • Seed stock for BL 21 competent cell was made.
  • Transformation was performed.
  • Primers required for our project were designed and ordered.
  • For Human Practise questionnaire for hospitals were prepared.
  • Presentation was done in Arulmigu Meenakshi Amman College and in Prathyusha Institute of Technology and Management.
  • Dr. Kannan from Saveetha Medical College was interviewed regarding antibiotic resistance.
  • Logo design was reviewed and changes were made.
  • Approached various funding agencies.
  • Collaboration with Uppsala was confirmed.


Week 4:

  • BL21 was subcultured.
  • Transformation efficiency of pET 24a in E coli BL21 competent cells was calculated.
  • Chloramphenicol plates were prepared for pSB1C3 amplification.
  • Methicillin Resistant Staphylococcus aureus were obtained.
  • Final safety forms were filled.
  • First step was taken for wiki page and its theme was discussed.
  • Responses for various questionnaire was collected and a statistical analysis was carried out.
  • Results were presented to the faculty members of our department.
  • Three doctors from reputed medical institutions were interviewed regarding the development of antibiotic resistance and formation of biofilms in hospital environments.


SEPTEMBER 2015

Week 1:

  • gBlocks of ftsZ was obtained.
  • PCR amplification of the ftsZ was done.
  • Results were found to be negative.
  • Hence they were troubleshooted.
  • Biochemical tests were performed for Staphylococcus and Pseudomonas. A presentation was done during the national level symposium called OMICS and created an awareness among various other college students.


Week 2:

  • gBlocks of thuricin was obtained.
  • PCR amplification of the gene was done.
  • This amplified gene was cloned into pSB1C3.
  • Growth curve for Staphylococcus aureus was done.
  • Human practices team presented in Madha Engineering College and SBOA.


Week 3:

  • Got bactofencin gBlocks and PCR amplification was done.
  • Then cloning was done in pSB1C3.
  • Cloned Thuricin and Bactofencin were submitted as parts.
  • Public interview regarding antibiotic resistance was taken.
  • Descriptions were uploaded in wiki page.
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Sri Venkateswara College of Engineering, Chennai