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<h5>Vellore Institute of Technology, Vellore</h5>
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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<h3>Indian Institute of Technology</h3> <h6>Madras</h6> <br>
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<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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G7batlY+X32HH1qZ0mC3dJzM0odY9UIjXUrSZ4kODpXjfb139DvJuuz2tv0YQyFBIPxMAZdVmRVRjyVw77f0vtXUkKx3XXlQAD4aQ4HGWAY/xJpG0MeawmLIa+RK82W0kIyI3IPBCsQfttSR2zsCyozKvzEKxC/cgYFb/wAK+Ibq1sJrqSdzGii2tIifKZSPmxjdY1Gf19RXPgL4qD4R5L0W9vJOFihbUxudUgWTEag+Uk41tsCQeMGpXyJw85JCzBip85rK9F6A91FcyqcC3jDkaSxck40rj1/xFMSW8AtQ+Zfie8UZSuIhEEJzqx8+rG2eM7etegdLvJLb+XI4ZGjSEu0SqcCNjK4JUDg4Cj8hVRGDcdIiEjEmbqwDMTuTJCwZiffcmlfM8x2lP0xEDGD3WIMDadehtBOA2DpJ9tXGaWK2dyAqMxbONKk5xzjA3xXrMN803VrjprH/AFMxPAsOwSMJCGVlHowIJz9foKz461PadEs3gkMbtPOC6gatIYuVBI2UsFJHrpFAeTlp1S9IDPXosERjY0Vrv+1WMDqMhAA1pE7Y/eaMZP54rI1Y114AqtzbpISUUtFNRSUUtFCElFLRQhe70orxz/SW7/8AMyfqP8KX/SW8/wDMyfqP8KsvKF1V97/OSf13/vGtH0rr1q9otnfRTMkTs8MkBQOuvd4yH20k75/wrMMSSSdyTk/c80lVlsqxpIK16+MVPUre7MRWC3URxQoQSsSoyKNyATlsn9PSoXQfEaW89wZY2kt7pZElQEK2h2JBU8ahn+JrOVO6P1aa0k7kDhX0lSSqOCpwSCHBHoKjcEU8z7qQtDMnVbjqfUYrfpvT5beJ1SO8aaNZWBeQRZLM5UY3bbbYDFQ7rxVYhb7sQ3Ie9RtRkMZEbs2rSoU50ZZiScnjasr1nrVxeOHuJC5UaV2VVVfZVUBR+Q9BUDFIWWvmak62OS0fUPEMckfTkCODZgh86cNmRH8m/sp5xU2fxdE0/UZRHJi9haOMeXKEgDL78bemax+KMU7g84yo+q7zhC2151zpk8FtBJHeqtumkLGbcKXbeSQ6sksx/wAjeubDxTaduyNxDO01icR9tkEUihw6mTPmBXAOByRucHbF4oxR6Y3p+q7ctjYeKbcXPUGmjlNvfBwdGjuplyykAnST5j6+3NV0/XIxYC0iEgZbw3KO2nZBGyIDg/PuDxis/ijFHpjt0S9V3fqt3P40tu5LexwSrfSxdtslOwjlQjSp+3qwo2O39tZ696yj9OgswrB4pZXLHGkh84A3znf2qlxRimGAINo4q88adbS+uTMisq9uNMPjOUXB4JGKo6MUYpgACAolxJkpKWjFGKaUoooxRihEoopdNFCJXFLS4oxQkkq1n6X5U0LgmONyzOCDrMa4CgZXDSDn0zVXip0HUmVtWEPkSPBBxpQqVzg85RT+VMJJ09Dk28yZzuMnyjMg1N5cafwn4yduN66l6MSxEZBCrCT8+/cWPcHTjGp+CQcem1LH1WY6nCqQoXVscY1vsd+CZWH5iu26pKoUmNFDYKHDY0r218vm3GYEG+TsfemhN/yHISArRsSQMKW4LMmTlRsGRx+Xtg0HocgzlkGPQ68lcRsWAK8BZUODg87Zoh6lKBrAXClQTj3kklAO/qWcfak+LkQaQgQebAw23cWMnBYn0VCM+9EJJ6HouZSNQZFmETEagcFtORlcfTGc/lvVfc2pj05Iyyq+BnYMMjOQAdj6ZqwHWZCdkTOrXsGO+vun9rjUCf8AoKiTTllRcABAQMZ9Tkk5J5P5fSmlKh6a600/FAXIVQSTsAPWiSEqSCMEfY/2UoReUfTRpp4JThgOAcHB3BxtjOP7RiiEXlF00umntFLoohF5MaaNNSO3RoohF5R9NGmpGik0UQi8mNNGmn9FdduiEryj6aSpXboohF5Q8UmKc00aaUKUpvFaBZYkiXBjaQRvgkIx1FIiAV08hu4Bqydic71SaaUJThKVd9Qmi7cwjMeCzYUABifiSwI2zp7ejG+NvpTjXUWkAFSYkZV1BWVmaBcFQRjZ0POd2+tUQSu1SpQo3lexXESkjMXbZosDSpxGEkDatshgSMk770sU0WlVymAScYQec2yBTup/+YGycEZxmqUR04sdOFAuVrFOoYFO0gPfDDyHDsJAm5G6YKAeldK0SpqHbLaBgaVJDC3RdwRzrDH77+tVix12I6ldUL6m3ci9xDEI1AzgkrgqR8sgwMbZG+T5jvUhfh1wAqle4NWTkgaoz5crqZcB154zkb1XCOlEdF1RvqwtxHgGQxFgQGwF3/HhbIAGMaA4/UVylyoQ4EeogErpUBtM7HTjGPlxt7VD7ddIuDkbEcEehp3UeouerQqJSqAaU8v3I3OfrkkflUTtVN0UuilCL6g9qjtVPEdHap3Ur6gdql7VThDSiKi6j1FA7VL2qn9quuzRdSvqv7FFWHZop3UX1Q6KClO6K7SLNVQtZTKrS6KdMeDTohphJMIlOFa5AxSHJppXKyulNOrTKiu800XE8DXeqo+4pV3pyl6afDUGSmmbFcc0VQLIFPmWgTUz2zXOKKqwWTVK71Cyiq6STFcLKagXKXoBXglAG9Nrdiql5yab1Gi+kNmC0yLkVHmypqus+pFNm3H8aW96mHGAMVO+0t3rMNmtRaf2qx1bUiXY96ovi2xjNNdyoepotA2OcVofjV96Ws6JKWo+qpfwbVZlKFGKkiGl7dXXVVeCisM0pY08yVwVouqUqPS4pxkrgjFEFTBXBWuk2pSRTLy4pEBATsj02JcUw8uaYYmolwVgaCpxmFIJ6hYNdqKV9O6FP+NFcBy/AqKVFP28gXmi8So3BkuZIjneuQldz3Go01rqKmAV1iuSKUvXBamnVIa5K13muCagSnJSqgpHIrnJ4ptUJqJcptBJU+K31iik6bJgHJA+5xRTvNzS9K3NWii0YxXE5xTG+aJDn1rdRce86RGCZkkqO7mpLrTLComVc0poMa6EbP8AKCftUi1tWcjA29T7VpbW2VRgDH+f40xZkiSVl2jbBZGGiXduKxUmRsaaNazq/S+4MjGocf0h7GsyLd840kem4qp9mWnctOzbWy1ZJoRiEyFpCatIelFk1FsH0G29RZLQD1pGzIEq1m02bnXQVE00hWpZiUAH+2pEpEYGVUahqGR5iDwR9KRbqrPVOQlVhU+xpvuVZXg0SrExHK5YHIwf+tNzWSxXIDBmi1lQeNWOcGqXWjBgcp5LbZ2Nq8wWxUN4E6qDrpRk5wOOfpU2O0Mbg6QVkR2QHfy8DP1qRY9PYasElGWPUSMbsd1HuapdtLR5v+36LVZ/T7R0TSpHCBI+VViByhkA8oIBP1NKYTpDA5Jz5RuRitD/ACOYpshQY+6AEPsAOR+u9OxdFdWDKpGS+fQJqzgfbFVHapPtWpv0ynvOXwZAnKQs7LDlcpk4XLZ9D9KUpw64BBHl5z9a0j9EVeWCA+UgnJJHNORdNi05yXcoWIQbLjbP+frSFs4mJ1V38HYtBdH9J4Y/itVmO0WORs32wK7FmWGQMHj7mtP24wrkIMeTLMcEk8gCg3AwMaQe42lVXOwG5NVm1kY4jwLSzZmtJ9uB+wqOyov5IdgGKnfjA9PrRV0JWbQELO2ks24GMtxRVJtAtLbO6I491Fda7WyYjkUjvvXL3Z9DXqQNV8vc5xHsNVGY0iRknGkn2rktV10mMbsTvxUbqdrb+m2QptsgCgAY2/T712RioF71NY/qfYVxN1hSvlBP5Y/WmXQVyhYPcJg1VqGBGPXfkgcDJP8ACs/NMszvoZRojZ8nPm0Y2Hu2+1cdHWa4uUG2/c8u5GNBJzV3Z9C7pl7ZXX8CrBETAYNCuo7cNn9S1c3atu9ImzYKwCDziO2C9L9L+k2b4tbV01IIGkAzTnPRUFo3dhmGh+6rRKgYgAGR9JDA+vFM2Ns0ymFikcne0lzny+RiQcZ2yteg2Xh0zLdE6hIzwM2s57ipocDHofK/OeRUXpvTYGUYCrcCZlVFGCwLuuH+oyRnYAAVy7b6i+sUwI3UBg7pB4r0ey/TdnaBIBiWmM5JAOeo4cViLeIy26Ry9wBRM6AAfMQCuSeVNS7zpEkf4UqhXEKDzHPbPcIOMVuJenrPBHFpCSJGUMjtsoERwjEcny/lzUKS5WaDtyHR2IwEdFz3SGUgbjj/AK1mO2G/jg48q8qRFV0LOwb6f8v+kA0xp7TmJkGPnJUcnSSCA4JiMsTHA0lwF+ZSRnBxVlL0ZUvAkihVLHAZywQOFOoNtvuT+dWd1r0BJxqlHZVAWChPPpBYA/0t8e1Qvj1YtZyvGW7uWlHmIGNGUJ43VR+ZrL/EUBO8cCRE9FqoZOOe6AQZzmJicScCuIOlxJKFd2aLzoXC7Moc5Ck+ucU7aQi33aMEPE5j1Mu+NlJH7wqNFO4RVlR3hRJmiJOhZGGMHIPoVP61z1SZoldpTCC6r2xuwCsyvhSflIBan/E1qKYHdgWnmeNFK7kD+uLTh10oOM6/mCBo9QZ20l3VPKqtg6c++x/SoN5eJpZBrKLMFDFgAwADeu/qOPametL2yICzvHLNHiQAKCisQVJ9Dg/nVd1O2+HlhEqjsl2YGVj/APTK+bHpxvUrK1Jy8EiQkbkTO/KuB8GW5cy3xjKyEr5+4yrgvpCnTk8j2pp5GVWEZd8xIZCMKBrPGPyNcGRbecEyB4u0wLQKJBGHYHGTzxzThX4Z3n7Mktq+gZkbRjnB25G/FWgnPPvu+/wg2jcqxuykx+nyuTN5zJGqCKORfLnJOlQckevJri0mlZTcIHc/iBgqbKDkDf7UfF/BsZYng0StvGuJGRT6rUV+rwwMBBLNLE2TLHvEGz7e1WAOdhmqX27WCafOsdu/BWfSumaoY5Iyqkrhi8nJzk4A4pazk3VU7he3hWNSoGl/P+e/rRUhYuImOv6qk/UGtMT/ANVpvhlaPIyW/wA+lQJY1xzvVnZy4DEnA9NqqZOc164r5pYkyQUyzV0bjA9QfeuWpl6qcVraAcV1MN9jkmljvO3gEbcGoxODkVzrBPm3rLbAuHtMEYFarK60kPEtIg68t4yWr8KXTxXKGIp587txjGefQnGBWykiWdTcWskvnWKNiugA6WIOAcHI3ryvol8IpFEh/D1ZzudP6b42rS9J6n8E7SHVJC2CI8jTkv8AN7YAIOfWuTtoNsLwxFCMYrjgZBjkJmkldPYSdmdcJkGrTrujI9zyWyiug8rTRjRIJJdKKDmULAqFiM7MDt/6ah3F20gZ4gGuS0j6tlAEeGCjOOdvX13qN1pu2DdQsuFhfKxICUaQhQ2VPzYJHA9T6VwH1tqjzmIRd0uxCSa1OplXG58nH7Wa81etMXZZbpmR/wAjTQL0lm5pEjr2O7DiVxLemaERjQiw6nOrLvI4k0FSAcglX5Oa4e9a4VgxfuKkMcaadA1MShBLe+FxuM74prUpE7iNAxVAiKCSWKq5c4xv5Bk4529jXSXLyaZQsrzs7E5/DUKirPp83ySDzDny/nUIpA3f7uVa6TEmpyWoOEzGvI0J5RMmcKBR75Vmd0IUTd1mEkhDFR2w2k6TxmM77jfHNRYZ+6BG76Qod8xJpJc6XQ6iNlPn32A2qbC6Sahrhj0JMxeTSzMe7qCSDAOwk2wTsufeo91Gp7YkMpMMFuEVFwFJAXTIcfLgqCGxx702vuwDpT8OwzzipU4iW+A1EjHLKaAKT00rOptLiDSxTMbySEqobUQF9iM8fSocnVQQ9jcTQxqqqA8Sa9WB+8OCMD0/Osr1BJFcrMCZliUMXbO4fQCCPm2xtUGYRBdALGQE6j5e3g8aPXOec11LDZg7AwYMayMRz4aBc3abd1l7iKSOuY/GcErRt4lh0tDctPcxq2Y3yq5HK5U4P55qoj8Q9tO32I3XcK0mWZQc8n12OKpxxpPv/CnLOAOwRnVASfM2cD71vGzN+ehCwn6g5sEHDTQx1pVSv5buEj7Ik/CI4wvHtnGcVBaVsadTFBjCknAz7DgVPns4Yyo7/eGcMIxghf6JOQalSWKTKBbQT841sRpIHI32rQLACbtM438lhdt8gFxJGEnCOcR8KqtkjBYyOUGDgqMgt7H2zvUu2tkkyiRzdzOzEBVx7NqwB966ZzKotpO3EVwutkw3l/Ycj+9Ubvl3aOSaVkXyIyHZsZ2Ytz96RcGGDh5NTMVU7KbVtKmlKnhAbdkHjin7LpepmVpEiZeQ5I9aKjm+hfymPg51FsMfTBxtRUfVsxj/AJfgKbtm2qfbhvuTx/mOOOK2U8nlITdPXbj7VAdafMmdxttxnY/U0xIa9CSvIMbFE3g52GajuuKnRSKATuGB8p/x+vNb6PpkboSsMbyOIyzxqsqMQuGCNJ+Em5Ow32BwcVmtbUMyW3Z7J1oTlH6/juvLniONWNs4pqRfStn416dFCY+0mAS64GnOsBDgjAcHzDYjg7ckVH6V0kGCXSpeR1RAGARQ7sCApbcsuB5thuBvnNVG0BaHLQ2zIfcJ87rHtUjp9/28xyAFGGAT+yD/AMj/AAq66M0a210XiTVGFxI6h8Mzdoom3OlieeRn0GLrpfS7a+tZHZA0hYRx4yHAijeQgKMEltLbA/KM5FYtoJm+3EeQdy22DQQbN+BE8Du36KmsOptaErrIt31htA825Vtsjb1G3p9cGrm9h0sLiNCYWlEv4jkHKAODycDY7b7elUfg63R5Gtp2c4SbA0DT5RpOHbO/JBwMaSM5wKtPCsAVZ2lPcRBsjan0hlGXI+VUXG5ODz7Vy9psA8F7Ka7teIp2C6Wy25s3BrzP+Q+xrnvSm6IHxCNHqwrtFGFOkBiqSD6FTkAjfUCacmQyENEkrMoZ5fNpQq2qN2U5BYgBt+CRjf1sLPoZWEzwTAr5c9oKyiMAKdOMnduTk7LtjGSzY9DjlWSaJZgpkUFcMPKsZlLIi7nOFXTg/N9duZ6TjAjETGE0GGhGeggDUdmztWRM7teR+2sKvnlEgV4zBCVVY+dTznSUYEYB1grv7ZAyaS6YXa9zVK0+pUjUL2xgpjQ39LOs7H0H5qlzrxNC8EWXJMMfnLAMpDoCo1HOcnAzg03rM57sJnluCrs2r8JWRJFcAFdOGwV3B2BP5Vy6aY5UxFaZ1yaOZii2Ae2fMAfiRX4GSrri3EoKOkcUupi7vJqKAqHAJO+NaMBudW49BmhnTdhnALrsqncFTgjP2O33rUWFn8Q6pGIIXXJYmQPIfNgoVYfOVYgKN/NnI9LLqEEcmiGTysqL2Ujjw8JQHHdkXCtk6lORuckYNbNmtSG0NBhxpTOmABz4KvaLFjn3HDWeHvG4zWf7QCF5vMhX39cfXFcZrUr4dZonZlfuK82UBjBQfhlXYFge2xJXUNlK+bmq268MXMYdmWMKgJZjNCFGHMZGS+7axpxzkj3GevZ2l4ecPsvNbXshsbQ3at/QH70OeO5J0vq0iARB441385jBI+hPrXFxLDFxPKVbOrQpRQ/IyPUEZ49qfuvDM6mTSmVR5FALw9w9t0RvIrnJBkjzjI8wOcU83hq6lQRSBVjjy5cGJ9IBkXSWU5G8Mwx7xnY7ZtNo6KY5LGLFt+XCmcftOOnVV8cesFe0ykkEO57eOOQeRjeupC5At5XVFU8lFc7DyDUN8fX7Vx1Sxa2meK6kYqgwvakRwu5wG3POODg4IPrTkcbN+G0Hb40u5ZSP2Rn3H+FQn1BQcs/gNpzK2QLJwMgEVEmAf6jLnyRgIAGOprWrYfunVjbygj8zgb0VbC/nh/CaVlC8aFR/tufSio+jZZk+c1W7btomWgRl5B7q3DgAg439T71xJtz+f58Z+prpiTgZAxnn3x6bb/xplRkAnnlQePq7fxr0BK8yGpGON+PUD0Ue5+prUN4htpGLurRu2WK9sSAjPyhomibfOyyF1HrWdt1BJZ1cpg+YDl/2SfpXN1b9s5U5JOPMVJU4JJI9h71ntGhy02TzZmnn7KT1fqySoqRQGMLIZNZK5LEKNlVQqDCjYZpqwv1VfxJpgwLkAHK+bQMkYO50g5HGlSNwKqpCXIVSfqfc+p+gpq5kCL7+39I8az/QHpVbgLsZK5riHzFfPOpzKtY7mxQSJ3JSHCA+XAIDaiFOgsCMDHGfWm7PrkKJpWeZFV1dELPhcBGJGlSMhmmx9dP3rMh9LZO/0O9MSjByODxWN0ldBkaLc2t9bSDUsswaJJnd1yJHDTCUIMrpLbbkkAEDBIrjp1/bIDbSSSga1DAMcOFTHKgjOosACcYJ9cVhkfHt/j9D7irmTTdEkH8eSRcAA7jRg/mSAdqyuBYZC0gB4unlqCtd0fr0NsVhllmMKldBCrkKFVgp2yAZGlyB6evvZT21vEsRLTNCGLAOx0iPS3zKFwB5nPHqONzXnlledwduTk8E/wCef8KvuidUC/6vOrShtlLtlVG49eOTx71l2mwF31LMSM/jrGPldGybU4P9O0x3UnQjRTEujblZ4yiDt69CKG7TMCpIHG42xwBvii5Ut+JCJpGaJHnGTEpDLglMY1KNtt849d6j3PcsCw1L22AUELqAzuRn353OaZuTjU0TTPGSiuATGBsOBxj2BrmBhJJP74HiDStcF6ayIdgf2rHKtBma6p+6RWAeJIIyuhWBcSGTIwy8bNsPtpxmriTrtvMRIjT94nSgS3tQ2CmkDUIzp4wBnIx9qzlyuM3EccaoHywYhySN87cjnPvXLTM5WWOUmdtR0Qgrkc5+hxn8qvZeGGJjnEjU/ClbBj8Z/eDX7nkMgrLpV4zaYWjKSEvqeR1Z1V1GtdTDUFOnfff8zmB4p648ssyh17UpGUKRHA1mUAYXA3OSRufWuVg+IUduP8VEJd5GHm3z5h9N8VzrWZRFI8UfaGF0oSSwPBPrU7G2uOEmnOlQd5hQt9nbasc2Knh/dwrQRpzTC+Jbhn1SOGRmcuBFApZZXjabB7eAW7Sb+mkfXL/iHxIbhm0AYk3k1xodZDOY2COZBEyrIy6kIJ1GqmaEodLhgQCccc+1RCuK6rHBwXldpsX2Doy7ZxylWl11SS8Om4lADEFn7aA5AwF8gGF+1RBKBIyytJJCuVQqWAGT5SM8j6UwyYOOamXF9K0ZgJymw3AzgemeabhNRj34/b4VdmHtMEe2awYLZBqIrxrqmB1ZFzH2I5FB2Lgk7DHINFQmsCSTkDeiqha2kUPQLba7Hs73lzrOTOJJP3W5nXRlD5gMnjHO/wB/40ohVotRzktJnBxkIqkDjYUUV3nEgLybAC5QIrqRhoMj43/aOMAbDFPWPTDMrt3CAoJxjIOBn3FFFVuwV7AL3m5V52U/UBj9QTjT9v7a6+BLQmYvwAdOPfbY52/Siiq35BTYMVAWINqJ3xj9STvVXMN/eloqpw9oV9kfcVFIqRZTMjBlJBHBFFFZzotqm9QAZUYAqVjzznJ7g3P+9/CpFv8AjR4b0B3ooqrZ/wD6RqFDa6WYdmCI3K78NXxuI/hWVQurOoDfI/6U3FGUnMLO7p3DkasA4HqN6SiuVbtDTQZD7r0mxOPpmu/nKgPcCC4wiLgZIDebG9S/xIyHSQqXzsoAxnnFFFQdh8ldOyAIPIJOt2yw6GGSWALZPJ/5UPMZxrAEejSuFHI+p96KKTP5UNMlSLy27sTyyOzOMAHYYHHoKoXAONuBRRV+wOMgb/ys/wBVsmCaYj/yu5I+fuPSu44hkj60lFbGkyB5iFzi0Q4517PTwt8ORn68fWiiiqgStEBf/9k=" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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<div class="card p-3" style="width: 18rem;">
<img 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" 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<p><b>Introduction to Data Structures</b></p>
<p><i>By Charles Leclerc</i></p>
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