Admission to the Teacher Education Program (TEP), at the undergraduate level and Post Baccalaureate level, is a distinct and unique admission process, separate from admission to Purdue University.
Summary of Teacher Candidate Requirements
To satisfy Teacher Education Program (TEP) requirements for program completion, teacher candidates must:
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Attend one required Teacher Education Orientation session conducted by the Office of Teacher Education and Licensure (OTEL) staff;
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Submit the online TEP Application;
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Gain admission to TEP Gates A and B. The TEP application is required for Gate A. A separate application for student teaching is NOT required for Gate B;
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Satisfy all TEP Gate B requirements no later than 10 days prior to the start of the student teaching semester. Content tests must be attempted by June 15 for Fall student teacher candidates and November 15 for Spring student teacher candidates.
To satisfy licensure requirements, teacher candidates must:
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Complete all TEP Gate C requirements;
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Complete all program, degree, and state licensure requirements, such as Cardiopulmonary Resuscitation (CPR)/Heimlich Maneuver/Automated External Defibrillator (AED) certification, Suicide Prevention Certification, successful completion of Pearson content tests, and successful completion of the Pearson developmental pedagogy test;
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Complete the Indiana Department of Education online teacher license application via the Licensing Verification and Information System (LVIS). This application should be completed after graduation or program completion. Do not apply until all licensure requirements, including testing, are completed. Otherwise, your application will be denied. There is no refund for this state level process.
Indiana licensing rules and regulations are subject to change by the Indiana Department of Education (IDOE), the State Board of Education, and/or Indiana legislation.
Admission to the Teacher Educator Program (TEP) and Completion Timeline
Prior to admission into the TEP, candidates must:
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Be admitted to Purdue University;
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Be admitted as an education program major to the respective academic college (i.e., Colleges of Agriculture, Education, Health and Human Sciences, Liberal Arts, Science, or Purdue Polytechnic Institute).
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Be assigned to an academic advisor and consult with this advisor regularly to ensure that the required criteria are met and coursework and testing are successfully completed in the sequence authorized by the Purdue University Teacher Education Council (TEC).
Suggested Timeline:
Teacher Education Program (TEP) Gate Requirements
Requirements for TEP Gate A: Admission
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Adhere to the criminal background check policy required throughout the TEP;
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Satisfy all GPA requirements (overall, professional education, and content);
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Complete and submit the online TEP application.
Requirements for TEP Gate B: Student Teaching
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Satisfy all GPA requirements (overall, professional education, and content);
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Complete Professional Education courses with a grade of C- or higher and no “I” Incomplete grade;
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Meet satisfactory performance assessments as defined by faculty (via the Teacher Education Assessment Portal and edTPA);
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Adhere to the criminal background check policy required throughout the TEP;
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Apply for the mandatory Student Teaching Clinical Acceptance Process (CAP) placement workshop provided by Office of Clinical Practice (OCP) (complete in January the year before you plan to student teach);
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Attempt all required Pearson content tests (testing deadlines: June 15 - Fall student teaching; November 15 - Spring student teaching).
Requirements for TEP Gate C: Licensure
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Satisfy all GPA requirements (overall, professional education, and content);
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Complete student teaching or internship with a grade of C- or higher;
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Meet satisfactory performance assessments as defined by faculty (via the Teacher Education Assessment Portal and edTPA);
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Successfully complete the required Pearson pedagogy test;
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Successfully complete all required Pearson content test(s);
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Verify that required number of clock hours have been completed and received by your advisor (Agriculture Education and Family & Consumer Sciences only);
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Receive degree or verification of program completion;
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Resolve financial holds on academic record (if applicable);
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After all the above steps are 100% completed including testing, apply online via Indiana Licensing Verification and Information System (LVIS) at https://license/doe.in.gov/;
*Complete and upload CPR/Heimlich Maneuver/AED certification or card (both sides).
*Complete and upload documentation of Suicide Prevention certification. Allow four to six weeks for Purdue
University to evaluate and the Indiana Department of Education (IDOE) to grant the Indiana License;
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)
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kMU6Go/3vxEe0QiusZxQAAMD3uVnTAPaXbOOp1VQGqlPpzK5ffX5i+6awt8xmY+8H2K2qfwSC5DsPhjKJDw5wuGYQmsPl4HT6T1sPwoz+v2dlFyWs/vlDUlscQsr+YCkXt9qBwzIe9LK2YLftzsK0waXkMUw/WwSlVcBrlMapKTDC5ichO0W7brMjHQmX9IBQtL9aPcL6ejBAnuc/TDywEVBjwyt7JmQCxXKlYzp4tPwjlMYRypXyB03ZWEDIREz7Fq/BrTehpxZkPTwxjEFoorqbYCkXVvmXnEV5HIUMoAgAAsGKEFWWzYWdKLYvshmYNkbn7MriNHWWZ9d5+GitxzvsAD0VGqPvBycLvvY21YZyEom3DXC8xa4b/Knzlax4nEyoDQrGzXzSpUORcNXVP6LhU2gaoVjTEYvSd78C5o8o/R+f7WHuw9k6pApZhuJvEUXxHce/uGEJRVNHNUVC+BkEnR6PhKtKx8CAUW44pFIUOqmJzkd5JbIqkd0rLXYgIy40GT+dnKV7WyhHMn/zdh2/iBxe3hfFo1O1bDsHfEkIRAACAFaOs6PBs2Jn9K75eV3dKHLybZOuSX7qVwu1XSAtjDDHgAtHjbd2XsWmY+yWD0L2mfuCV5p+UqQq7UbqNsppWKJr0q06z9Q2gbzqE8EfUuKN+8MebSPJ9bD1Ya6dUzWDn8bzg91SoNH4coVjxG+AD30J0lZ8AD0Kx5ahCsRL3tfs9IbzcdnqCvnfuc3IRKPtVPyhF//vO08tDTiLlsDwLLz/zv1a+u24YdG/ilPVUJ4D98O129zHqxeFAKAIAALBipBUti8+XqtlQMvtXOqGo9yW6bm6LbjoWZCqrOG/jm7oKRYuGjbpkALpP25fH/VqLktfuJlntrmLXwmxqoajpV/55cvsu7N5tKG2SRo/54eX2v28bJdn5StxhIuGKq939VpHz39aDtXNKtchb27b57bY7fI4mFKuqKovtpXIoe57neZvoSmIdHhkPQrHl2EKxqqo61kRIN+qH8fVNJusHBr3zkKfkHT94evvXvYd3gjI1v+811WP5ec3fvVeTww/j64+ZZCZzKY9RdaJ36nGV0C8qOfgOoQgAAMCKKaxor+RvECXK+VojFKuqqmd/Q1+Cb8DN0HQsK4xhgLtQNG3Y+Eu0SOpGNuhObCqLn5WHPOX+1rWyml4oVlXfVdtEyV9Z8SCrXWGQX7csshveq/SD6B1p+pUmV1Cn+mJ74EhfHM7SgzV3So2+mdB7zsL4vWL0HFMoNk/IU3LdKQY+8CkeF5X1W6FQBGCZYBQDAMAYYEXBvBiqpAKAKRCKACwcjGIAABgDrCg4LdpNWvlW5wkU3wOLAUIRgIWDUQwAAGOAFQWnBTsG2cSatv/wUGR/sTjGicoVgjUDoQjAwsEoBgCAMcCKghPDIIHnkxbfA4sBQhGAhYNRDAAAY4AVBSfHYUfEDCgC8my6AFgDoQjAwsEoBgCAMcCKgpPkocg+EiHxu0n+WwAsgFAEYOFgFAMAwBhgRQEA6wRCEYCFg1EMAABjgBUFAKwTCEUAFg5GMQAAjAFWFACwTiAUAVg4GMUAADAGWFEAwDqBUARg4WAUAwDAGGBFAQDrBEIRgIWDUQwAAGOAFQUArBMIRQAWDkYxAACMAVYUALBOIBRHUJBQWetURkgK01sfsriui/MLKX4c8x2m4qH4+4tQt+dHFj+zfWtwFCYYxeU/5PzM8zzPe5nk37U/bbvuszijPbftDPz/00D7jtkTq6qqyjzZuAw07ePRdQEAVVXNzxdycSGonQ7J10d+9NqY6FM/Gj8K8os3pwY/ITIXaAxl8fffT1wUE0JxBBCKVVVVVVlsr6JNd1TA2z4Zxo9iXob5UbrX/XZyoehvkt2QlfyeJy+dBpr28ei6AICqqubnC0EonjQQistlQqH4UGR/RoE/leR0BkJxBBCKVVVVX0koEwHwtk+G0aNYlGH+a3L3oP7x5ELR8zZJrleK5S7Z+BCKAIAjMTdfCELxpIFQXC7TCcVWYkAozpkj/hVnZGoVQhGcDGNH8T6NfM/z/CB8FXje0BbfhELxxW/Rue95g9GnzYbniyDwIfAAANMzN1/oCV2IGXkvTwaE4nKBUAQ8EIpVBaF4+owbxeU+vWjU2u7vZuPOv0j3Kqk4oVAM4ltSa1StNL3P4p887+z8w/s32AkEAByBuflCEIonDYTicoFQBDwQilUFoXj6jBrFNI3NJslLKhqfR+k3xQWTCsXsf9Poeft0xa/rDU//Iv13i5BRAMAxmJsvBKF40kAoLhcIRcAzxV+xLLKb6zhsDlj5QZSk+V5uageOTumt80ORfSRJVP/C8zzPD+Prj1khPWxWHvJPhLWqZhMlJM35PCatRBRpvoa+tWWR3byPwzOhOeRTfuipAUFjlIf8E98uP4yv0/xg8J3XzJhR3Kaxaff0mjBUjXKbViju2X6mPPq00a5+lO71Xe6Qp0Tocp7nB9E70u8/E3fdIM4OVVlsL5t+64cxyWgSs32ekiTaeMLtbsSBBgB4Yib1hR6K7KMwwapHfWNF6vmv+HzZWJ6zMCaK6bum4w/s8/QDs1p+GF9LTJZOvXTt3iZK/sqKB5kX5PJo+phD/snQUXH9MpR9nt503ZwgSiTGXJzUDnna9ULUb9T5bkGUpPnBViiO8YLMJyxtCxRCccSXqZtG3kUBveAsjN/fZPIMn6Kr3PxYMn0L/sOhqspDnrIZtv3+bfP5Bp+F8YfeGBRfsCwywrvr72St1QtFsx4uT4BSvxH/qDw1/oBj8CAU3RkrFB+K7VvRStX95jzZ3U0pFA87wnuiwrPCy63YqzQ/rjti8qXtqm5CsTzkhOvZQ+1hJvL2S3Iuu8wPLm6fOHnwaeO5j+I6qtPjdNq3ZovP+ynO7mWXTCsUD/SEpCL6tG7P8yj9pu5y+5xcBOo+7YdXO34ym7jrBnH2tf2MNe1+7OFLIghXnrPw8jN6NQAnwggrKqKbYSWjnsmh+23MGx9d/H8l+AN3/6QXsicGv6eie6pSL5wM6xm96/iV53kqoWj86PoxdDWtxyYiu44kcP0y1YAl92ofjBcMdFJ7k365kjdR9kaK73YWJl/uHYWilRdkOWFpWzAkFO2+jHZS7o8C3Qzuh2+38m4cxNm/Rfp778LGiS2L2wvJx9lcpHfcwzl/5oEWCROeH0REFMNqoWjew4eFokI+yJs0Fg9C0Z1RQrE8ZJe9Hkz/0D+Hr+oeOVooltLOzT+LS2I5+GPP4zSDg1AsDzuFNWGIA7WbAVPK2Tn5B061Cs95FLf7h/45oX8SWipDUSdjaqFIxap0D5PGne5LRZd7uCOvB3pcR4VO3HVfRLE4yTV+DJXcKjTxvQCAR8XdivLo1oYa69Dx+Fs59Gv8x0/C7wzLFHlBGAb9xzQ34Qx7pRKKB1GGKZAJRYtHV+WdXFIyurO865epyjsiFVsCwnRD30hH94103+3sVfiz73m2QtHm+9hPWNoWDAhFqy8zPCnz77LfybUxh6hFaTK86J1Clvmvyddc6esKCw3Un+l2M/4CccwqhKJVDx8Qig8yASy2qfvNR+FBKLpjVR6j22loQn8ablpVtCYhY6RQpIfKPDEkozzk/6HRCNSwsnJ5nQ36ap+nSbs01dnbsSmPwZtO4RGd6BRuoAomUvkKwxUUVozrKFacSKRdV14nY3KhSLtlP/qUizutFF2ODbRNlKTcMpsYkcL3n2N03f7ybWs9xEjUqqr2+W0zvQ16PACAx8HVivLcc5EFvDnqBBMK9la0It3NEzWiB8+brEN+y54lGFWZUORqI/GmSojB69h2h0fzjkob1Np/jjjjuH4Z+kaC61U3L2UxgXzzhDcSLLbyjbjvxn+BssiuuLBDF6Fo5gU5TFjaFpgIRbMvwx1g0VzSNIzfUBH/XmKYKz9XCl/LD+Nb2v3oZr7/Injhe34Q/dl+STbtiht3hp2ZD7CSCkWXHq7ci2IfUAx/Fe415faJB6HojrtQZJ1Gpvv56WScUGResqzTUFPSjElq2uTnwZiMFBpgLhS5t+4E+zXtoautnBZlg17yCmxp8MlP+54wjqOYCcLOXEL/jtJw0OmFYtuS/uO4uNNKPkC6ZyxV7zgw0EZ2Xcne4NySGQCwaibwhah7141sbP6Z7ZxwHj+zIqY+fQ3n4AaXWddk0XAGqSjljBJrc39ZUNizkgtFw0czOyw90UD3TwQz7vhl6LPki8vUC+ItM3sjicPG4rA4gaH/bkz82ApFQy/IacLStmBQKJp+GU5Ca73funvQ3sIfemIP4Hog81q5jtH7+LzEirfiDek+p/xPL4uhZVujnFKVuUBOPVwhFLmVju4rVBUfUjvd9okHoeiOu1CknU+RooP15nFCkbZwkh5D7+YoFAePt8m0KL2PfDKg4a9IsKbEbRTrJBabBft/lCMIRWoZO924bgb9nwMDRIqs/zxK12W/98P4mpBjnEAHAEzEaF+Ira9J3buqkq9bMStiF19A/QFpBDttjOD394Vi+39UcoI5/TKhaPpoOtcMfxmZhJ408kKqiPRvJLlk6LvRCcVSKJp6QU4TlrYFQ0LR9MtwrR0oj1xVnKchWXGokQh7bcfQPV22eqt/Qel6usQFcuvhcqFIfzn8TQy+sBkq6wehaID7GcXBkhJ0nI8SivSKEftt+zy9IYQISVDdhCLt35rW9H8zKtcrqCrHUTx4gq6mv8B5DKEojT6tHQ7ZDt7AzFce8k+EECIkQdUOtGN0Xfl54E2UXEszuQEAnpDRvhD13nqpC7W/cQ09GJgZpbft/U/q6Cs9Tqo31FlPhx/dN/g92i/DKaUpgzIOeUo6bo5ULRi+Ef1uqjeSC3Ultl6Q24SlbcGQUDTuZjZeqax3Df9G2zG0vnfj0sv+9Mpdazpm6ReQuEBuPVwuMQy8qfabTJbmQGX9IBQNcBaKdIgqPdp+5xsjFK0saS97bx83oWjkx7f6hI4WujSnT50CoajGZRRzpwgG6G5WH0UoyqJP667CeTCaDtbNIt1HO9DGdV3VVYqsa81nFU9UAgCeEhcrKmAyVUmOhT+pUDRo83B5jMFHUxFiwkj3htKrS9TFQi30WiLz30RaV95OKJp6QW4TlrYFA0LR9MvYBf4Y/Ylpyr3242hVmatQVAbl9RcF+i6QYw+XSwyLSMbJDrZ4EIruHFEo0o71uEKxn5epjosjhNxkxd240NNx3rbiI0MoDmM/ik0yhVI6wS3HEYr96NNO3Gml6mD9/GBnYfyeEELIx6z4/4xCT48jFKtKUuRKHHyy4yUAgEfH3op2gFBUPeWxhWJ/hY5zc77eaUJPFROYg1CUaRI1tl7Q4wtF0y8DoWjRwyEUF8ERQ09lpnZggEmiVS1DT6k8UOxmjDyjOC5+D0LRGetRrExjwyM9xl0dTSh2ok97caeVfIC0B/17Ce4azM4oHiVqWqSOfeqWf0aFDABOgtG+0KxDT5VtniL0lMpjzZeR4PhlaMx/N7V7c1fdGUVTOTT83ewab+sFPX7oqYNQPHro6aRCUdkCk9BTxx4ulxitMH7MBI4q6wehaIC7UBw6bGqajJGDZUM2T2Yjpq9sH6oIb+DS+z5FMhsIRWcsRzHLyTaQJICFp8oyiU8tFMXo017caSXtcrK4f/krHDOZjUVynfpeLIU6svkCcAqM9oVGJrN5EqE4MpmN6aMHclMrcPsyQ8e3pGlmrOXQ0BtJc6uqsfaCHj2ZjblQHExmQyflTZL//2OS2UwqFAd9dXZDXTIbqx4+kMzmEWvCqawfhKIB7kKR88Ul0WV84J/Mf5UkXFZcoi+PwdJpvEzy7/rXEaI1nqI8BoSiM5ajeHiOaaGZrHnzdzShyEef3qeR39Oxki6nnRWEQOtjlseQzMRDS0VPsWoIAFAxgS80qjzG0whFbZkHoXL9GKHIxbBIvwxnYMd+Gf1eH39OYZRQ5GqPSd6I+25HEoqPXh7DQijqy2NQV5ZfEfacymNMKxQHWsut/vLszigAACAASURBVGjLY9j08KHyGNJvUnGWBFlPTwF3oSjkPNSWseVNLZeIMoiujC7hq3yehfF/uAq/rE5rMwBUmYjFwqbdrkwHXmcikXrJpkVguVtBKI7GbhTz63lDEwhX40GXG3oioUgf9/Ob+LXfXxK22AkU+1vHpE7ddaVLtkJ5DMLXxngoMtLeEKGnAJwEU/hCfIVk/nxHecg/cXOssKr7xEKRLxyv9VRGCUVhpVsoRy4a2PFfRrWv2/kTeMOrn+ZvpPtuRxKKThOWtgXTCUUhVZ4fXt7SIyF8CfumYXzNSfH8iOiX8iruSEJR95cUPqP0m7j0cCoxOhqVW2jwg+gdV1pL6MYyZeuIB6HojlUdxV7H5Vfjej+8iKMXnuepVV8X/zy5fhP0LpHlp+lf2axwGFZE6AwAYSAx8yr3kvlhr2JzkXLdG0JxNJ7FKGa1XI0WGiVb1kcUikIX7UeTancCh+CeNXXXVcT28F6jnAkNPQBgDDZWVA3vvisGfXBxy5dUfWqhaNJmTy6rbB6tKBckPkPcHHP8MsYJvSXS10oO6d7opz/iX494RrGqXCYsbQumFIqSDHMd+L2y4YnSC35Pme46jlD0fw5fqf6anXg9xTex7+HMhWigy9kG6QZVW5dOeBCK7owTiuK+eecPfCc3tQrV54dvt8W/Suus0YqdzqSZEvzwcvvft42b3i9nx1G7xUovWfHW7Cli4XEIxdF45qOYCT/DoAXur9/sQB5VKHIRNf3zk/Iup5lmzsLL/3d3yx3T1d2ncu66ykMghx1R52f3w7fbwmStFwBwdCysqB4W9Se1SJ8L+fLX0wnFqiqLz5fSNvvnye079SaMjVCsBu1hN4TS9cvoFJQfvt3uPvZiatzkkOpvfRYmX+6PmsyGvqnVhKVtwaRCsdJqxX5EJReVLf2TiRPlkZLZbL9Ky1ltIrITH6P+JpY9vLd5wzdsn5MLxQecWCVWEIqjGCsUq6rqVHije+saU/tQZH+x+j9sL1xvnR+K7KNQHTGIEvJJktq0LLIbvuKcH0TvSLO3LUneXVVVVe3zNGGX1OZV7yX3qgL4YXx9k0nsFoTiaIxHsXEaGx62QFuHdx5VKNLHyWIylV1OHDJN5//YxH70kmtP3nW12QIeiuyjGPJ0FsbviSQdHwDgyTC2oib0Rr0fxtcfM9nC0CkIxarq270mfE5WD9BVKFaVrIyz0h46l8do3kZ4yiZKqBXv141wlkNVt2BjGwV63Kyn3Vc1m7C0LZhaKLZNE+obb6KEyJKTtz8WxsxZGL/XTrxHyHp6yFPWbToRpIbfxKKHV1Xnib04r16BaD+Mr6WO/Tg8CEUAlg1GsR0005+5WgYALBpYUSmtscRparBIBstjrAIIRQAWDkaxHcg4CgAQWakVpek0pKtmncTpACwNCMWqglAEYPFgFNvAjomve2oAADBWakXZyYJOoJ0Yz/+IJd0AeEQgFKsKQhGAxYNRbARL5FODYCoAQMNarahBzsnhirsAzBQIxaqCUARg8WAUG9HJTdWpJgoAWDHrtaLaVI2WyTMBmBcQilUFoQjA4sEoNqFN3+d53lkYE2kGQgDAOlm3Fe1lTXdMngnAvIBQrCoIRQAWD0YxAACMAVYUALBOIBQBWDgYxQAAMAZYUQDAOoFQBGDhYBQDAMAYYEUBAOsEQhGAhYNRDAAAY4AVBQCsEwhFABYORjEAAIwBVhQAsE4gFAFYOBjFAAAwBlhRAMA6gVAEYOFgFAMAwBhgRQEA6wRCEYCFg1EMAABjgBUFAKyT9QnFQ54Sch2HPlc61vPD+Jpoi8d+JeEzb4BNlJhWoC3vyHndgk2Su5as/ZHFXJteJvn34eeyquKeF5Kify/+f7o36VlIvo64DZiSBY5iAAB4RGBF50x5yEm0+ZXcPVRVVVX7nFxszskdc72og/cLKWhh9bbYev0/qY+0jNrrE7l8YA2sSSge8tuOPuzhh5e3+V52sYlQpDe52h304u97nrxsf/48Sr+5vZAoFP1NshuSnPxzIRTXwqJGMQAAPDqwovOlvCPnvh9EJD+UVfVwR1773iYiuwP7CYQiAEpWIhTLQ06iQC8SqeA6T3Z9rWghFD3P84XFqn5zdsnGN/2xGlEoGmxOis+FUFwJSxnFAADwNMCKzpbvefLSCy6zevm+3CWbZ0G8PQi/gVAEQMkqhCKL8/Q8z/OD6F0nzLQsshs+GtV/3YYoUFo7orYRZZERdg/NPmG5Ty98z/O8IAxrM2QUNdqnHekvfovq9xu4TxN3+iJoJDMMxDpYxigGAICnAlZ0tnxLo+d+lDbL/z+y+FnfPZMKxfbn7H9+z5OXY44LnRAQisCYFQjF8h9yftbIt+CCyCNLq6qqqsOORJtGTKoWnAYWk+6z+KdGbFLD1OVbGj2vNwB3u+bEoPrHOtqRHsS3JPK9oejTum1n5x/ev4GBWBNLGMUAAPB0wIrOFlEEygWSSih+z5OXnn+R7uvdyH/I+Zmbt3ZyQCgCYxYvFOn2nXSfsMdhG9fbbdQ0NBgKRS5bjOKX7fZmLepa0dh9nBFMKGb/S8Wncq1rn0a+5/kX6b9bGIhVMf9RDAAATwms6GxxFooPxfZt6LfbBmWxvQx976c4u3+Cl5gcCEVgzNKFIttONMwZw+JC44zfUzQVikOB7DSdTB0mSh9nkopG9aggzvbtfVTRp82D/CjdSw2E7H9y9z9U1T5PP8RhuzfrnYXxh7S3PSs9oyjepzzkaRK1uVeDKElz9qEPecpigGWPGLBu4qGCzv9s/iL7PE3aA6t+ECXcI8pD/ok93w/j60/5QF6iGTD7UQwAAE8KrOhscRaK91n8Krz83BxTOnxJzl/Ht/mh9wA1D0X2kTvV5AfRu5usKGX+ZNOuZ3H2oyqLz5eNr3UWxiQr6A5Hecg/9bL2b6KE9J0xRRs2UZLmh3LIldrnKWF+Wu0N6XL6d39fX6BuFZgTSxeKBQmb0WEcVn7IP0mGg/2OovSJdMeS/mu90ed57LC1MYIAa+6jEpz11uXzKP0mNxB6oZh+TphEFCzURSok4hkSiv8W6e9B9yZnYfLlUFVlcXshSTgkPmKkUHy4Sy823Sc06YseZG3zvOD3tBjaiD5tZj+KAQDgSYEVXTTKM4ruNDuQfc7Cy6v4lVoo3rdeYuOftOFm7GyUlMaPMmmDH17t7pWRZZxM7btDstNbhy8K/7B+2c9GJePACaOyfssQiqP260TMhGLJdIgskJ225+yc/NO2h+4xWtfJEHfq2uORUoFK4073ipUknVDUIgb0aoXii+id3HB6/mvyNWdHSbv/ysXljhKKv737r3P588/J169E/m+uJ0hPB2/eoxgAAJ4YWNFFM7lQZOkqdEiE4q/xH8KFjfvB59pQ0gko07XBfxW+kiU1VKzX81d2znC156eUuFeAAyeCt2ih6K7BegwKxc7OuzQEVH4ikW5C2tbJEIUivU//0VzcaaXQWoNC0Q9jQnda9/ktlXyCCNcKxfY+NHiDyx70Injhe34Q/dlGWfCP4MKAxwjF5vm0VCZfNOV5EDzzvE10tW3jTLiqmzNPhz3zUQwAAE8MrOiimVgossgyIXb0ochIzG++9YVi46W83YpxTOyGndM64lEa3hnj2tCGmzZt+FOoFSe4UpzqC6KExZoKLRc81TZqT/AQ64a1Ltzcl9qByvotQyhShdA5cOiAVR3FftLUquIFYXfY0MFpVyejIxTbMon97VMu7rRyEoqSPEB11dqujBoQiv370MhbyUejj+DuNk4o9qQ4l+uof0idreFNF47yFMx8FAMAwBMDK7pophWK1KPjY8da+EBNqVCUpDbs5LbowjQh84v0beCiWzlXipOjspNQLGKONQOls9eAyvqtRCgKe01d5GedB1HFZGuGOpMrVksvXaFIH9GJPq3FGP2f9kJR3ip6/lNyiVwoyu5DP6zEAkruNkooyjaWdadYpXebHzMfxQAA8MTAii6aSYUi9VIUqTGkufEH3C09fWdsoA3cEjlzpaiPqszs2rac7Uawd/HD+JoQXcIbMFdU1m8ZQnEw9HRKoeiH8TX5mKkSn7CtM/1dDGp4tPSEojT6tLYI3DajtVBUrBUZX6K9jzamtzF/UwlF2RzQWljZ838U5BflhfPBm/coBgCAJwZWdNFMKhQbp0KdGqMJ/pIKRfOtuX2e3hBChCSo1C/SOTb11a1HylypTn54XcuZmpUfntxEyTVJrTLEgtNFZf2WIRQHk9nYC0XH42p8iKMei7w7faEoiz6tIxA46WgtFBUy21ooSvd1H1Eo6h4BoQgAAEAOrOiimVIoGkg+dXkM3VXlIf9EkkjtszK/qN0zUN+NilXmStkcsOIDVnX5b/jjkWCuqKzfMoTiULEKKfoyO25C0ShjVYtxnQyZAOtFn3biTlUvOFxHUfl4CMUTZ+6jGAAAnhZY0UVz8kKx7FX2qkM9CSE3WXHXDT0dFoq0DaOFYlVVVVlkN+9jRZEMP7zaQSvOGZX1W4hQZKsm6qjrLkcQiuo0NvyPqJg0zdEqFWBi9Gkv7lT1ggsRivQAN4QiY/ajGAAAnhRY0UVzjNBTtbdoHXpKE/spNuj6ZxQH2yBxpVr3aUya90OedqJhbXxacJosXSjyMZ+GldOnF4q0mo1+tHBNNdv/lAswIfq0F3eqesFlCEWWywtCkTH/UQwAAE8JrOiiOZ1kNjKh2D8ZKP6zJDMN1aKDbZAks7FLv6+kLLKrJlB25iXG1s7ihaIY9hlEV/qcTGWRkXYtZCqhSA8ND8aUMp1jNFAVAoyLPr1PI79nXJYhFLUVOyAUeZYwigEA4OmAFV00j1geg/dIDYWidntQOCLInDG6P3EWJl+6jhffBll5DEWwaHnYXYW+x2XBGNKWrfcLoThrViAUe2dt/TC+Jp+E7fuyyG5I55SwqK+cheJgQh0eOuqMUiSrBFg72n9+E7/2+9uYsxaKYkFYKvt5gQ+h2GEZoxgAAJ4KWNFFM61Q5Ivdn4UxaZPhC2XrLYSiarPhkKedIE9u/7C8I+e+QRt4P1DcVkn4Whf8s7hleqE8BuH3YfgHIfR03qis36KEYjWQl6lPvxaiq1BkhySNNgm5UTdcJ0MtwDg11S/eOm+hqMsf658n128Cz/MgFHkWM4oBAOBJgBVdNBMLRW5DTwun67RnFDmPTo/gx/AxVl1fKfjjTSQ7xcPJSxWdLcrhN/XPyR1y2cwZbyVCsaqEgGndGGBLLzyOQtE+7Sq1CMM7kGoBxtSUZGdy3kJRlv6rftPw7bb4F1lP+yxqFAMAwKMDK7poJheKVVUW28tQprnOwuQm6WYcHcp6ys4lSVyfy+1/3zZ+Y2dDYr9LJLrPD69291tFuofykJNIua0iC2Q97Egkcck4x8y0Njg4TVTWb4lCsUYWZdqUB+3Eowq4CUXDNDZC+7jsOwNnGnUCrIlVkD137kKxqqrqocj+SqhtYjEPKI8hYYGjGAAAHhFY0UVzBKFYVVX1UGQfueBQP4je3WRFKalhaFBUoyyym3echPOD6B1pokOp39h3+TrVF9u8qQMJ5Pd5ShJe/vlhfH2T5qoTUZ039TzvLIzfkzSX+Y5gZqxPKAKwMjCKAQBgDLCiYDJakWaSigKAJwdCEYCFg1EMAABjgBUFxrT7k/0MEVXFHR00SXAIwNMDoQjAwsEoBgCAMcCKAmNYpokm1rT9h7LIblgU6ETlCgE4MhCKACwcjGIAABgDrCgwpjxkl60aVOEH8Rbn98AsgFAEYOFgFAMAwBhgRYEN+5xcqLVivwAbAKcLhCIACwejGAAAxgArCmwpi+yGvBNKTfhhfP1RVoANgNMFQhGAhYNRDAAAY4AVBQCsEwhFABYORjEAAIwBVhQAsE4gFAFYOBjFAAAwBlhRAMA6gVAEYOFgFAMAwBhgRQEA6wRCEYCFg1EMAABjgBUFAKwTCEUAFg5GMQAAjAFWFACwTiAUAVg4GMUAADAGWFEAwDqBUARg4WAUAwDAGGBFAQDrZFgoAgAAAAAAAABYGxCKAAAAAAAAAAAEBoTiqA1LAAAAAAAAAABzY1goAgAAAAAAAABYGxCKAAAAAAAAAAAEIBQBAAAAAAAAAAhAKAIAAAAAAAAAEIBQBAAAAAAAAAAgAKEIAAAAAAAAAEAAQhEAAAAAAAAAgACEIgAAAAAAAAAAAQhFAAAAAAAAAAACA0JR+s8AAAAAAAAAAJbKsFAEAAAAAAAAALA2IBQBAAAAAAAAAAgMCMVRG5YAgKcGoxgAAMYAKwoAWCcQigAsHIxiAAAYA6woAGCdQCgCsHAwigEAYAywogCAdQKhCMDCwSgGAIAxwIoCANYJhCIACwejGAAAxgArCgBYJxCKACwcjGIAABgDrCgAYJ1AKAKwcDCKAQBgDLCiAIB1AqEIwMKxHsU/svgZLZ/jb5JdOXhJuUs2fnvJL6T44dhWdx6Kv78Uww2tOWRxwCoEbZJ8+MLvefKyveBZSL6OaWv7gcfeBwDwOMAXWg6HPCXvosBnU0AQJeRTfjCdP1p+FOQXbfG5IM4OkuvKIrt5H4dndJINonfkJhuav+pp63mUflP/5uGOvPadZ2GHhjm+C5gTEIqUfZ7ekCTi/EfPD+NrF/NxDKz84CNQFn//PeL5hzwl5DoOOdvcfF+tSflKwmfeAJsouTazS9SGmomfpWA9igWhaKSjyjzZsAseWyiWxfYq2njP4sz0saJQ9F4m+fehZ/BKGEIRgHWxJl9owTwU6e+86Rfww8utlZPTmUf6SIRiWdxeBL7i5xck3yufVs9B/kW6V7axvCPnvuMs7NAw93cBs0Jl/VYlFPf57WWo6O2e53neJiI72brQI2HvB0/LQ5H9GQW+4/MP+W2s/bqe54eXt3KbYiIU6U2udnpJz/v6Wmu7MKxHcUcoDusofrfNe3Sh2HYSd6E4vHAgKmEIRQDWhbUVBSeHViU2/BRn96b3E1YPpfSE4mEbq5RVc8VlpnBjmjkoJIWqPcLNLWdhh4aNeBcwL7y1C8XDjkQbXV9v8IOL2yfa0HPwgyelIKHn9vzykJNIb0rYBz5Pdn2taCEUPc/zz8md+m8k+vpn5+Sfldgw61FMdcxv0a++N6yjmvnyeRDUf6z5CMVnv0S/Pve8wV3TWgn7L4IXvudB4AGwNqytKDg1mLDxgyhJ2dr0Pk8T5qgYnUSor0sj32rmoTFNnueHMWnjoMoiI3Q1XRVZ2sxB6rn4Pot/4rwhq1nYoWFj3gXMDJX1W4dQLP8h5zS02vPDWAxhfCiyj1y05FNJi7kKRS4KwpNGrpdFdsNHo/qvyd2DeI/hdxfsks4wfUuj557necGrsJ4SzOeDmeMuFOO//hMN6qjykF0GnuefJ9dvgrkJxTe3/7nwPW9g17T2MPzXH65/x04gACtk4b7Q8in3aW3q/SDeSgLEmIw0OIlQVRWbJ43lEN2BlLg6zTTqeZ4fpbLwqnqaU7WNXu60XOvQsFHvAmbGmoUityKiCy7lwhUkQ+IRmKdQ5EW4Plqdber2Lbjhu7O1NKVhahb//E3y966Jk1zLctcIobj9Nx3UUbUCfx6l/9vGc85IKMbZv7RjqFZqGw/Dj9J/ETIKwCpZtC+0Buj5CKXWapWkoXmnmWxMhSXdgVR4Ke1atvRcTH2tYsW2XZQ/Oydftg6zsEPDxrwLmBsrFoptRzfYKnzaJChzFIrU5pqpa7qY1zUrpu/Owkrlv6R/wZdJ/n3Ixi2NEUIx+7Ef0lH1D/yLdL/XCsXO/nyzg58qVxD2eUoSPixc8nt5ZLJBR+WE4o92SlPumlIl/E17tnCfpzfddE2KZHra+1h8qOY+z+LsR1UWny+b1HNnYUyyoh505SH/JOboOgvj9yTNn/DQNQCzY8m+EKiqyvroeDtxGDtGQzuQ1Gvqp8Bp/kn+qHZR3j8nd+XBYbnWoWEj3gXMD5X1W7xQZEpGf7CtoYk9C+PbvoNl79g1g2efpx+4tMJnYfzByQ/u+YJ+GF9/bD1F4TU4/7iqDnkqRH6G8bXo1LYSUcRg5LPtRMNdO5VZMRbJNP+K9Jc0TKIRA62JN18LnDPWo5gXipVeR7Hdtn2lnqJ0J4HPwsvP3dO/hy8JGxea308iFGnfU3QGpoRLhScxdBa3d/5W6ZFYfigmFO/FvALNgst+l5yrmuWHb7cSEwEAkOAt1hcCNZbapnUq/Cjdi65U7xBTzfAOpFqpssXK3kWtkW9W5B2EokPDxrwLmB8q67d4oUilwrj4QzfHzgvi9LPCFd5cpFS3GvjBZbFVZmztx9Oyo1nplyv5ZcHvKXUfnYUivdD8HOAh/yQpcWG/oyh5Io2Yp9tiQ8cVloU3SijSryedEvgJTDFF6VRfTSdTFB2bKuiYnUQo0g1t6a4pr4Tlk594FleB2C3lk6j1h6JC8df4j5+E30Xpnt/VV91uHTvqAIzHW6wvBKqq4la3DaMlWyfHD3/7TbZK2FuJo7GvagnX3LM3E9WGXtIwOjtTv9FBKDo0bMS7gBmisn5LF4osr/GI81TOjp0eFqs55AeXd+mFPmVrJ6p2sOyP5/FbrI5Ckcmw0TbCTChy30Hm+9JweS4Ilh3FXn4MvTdKKNJvJftrcrttiimKT8W2iZK03bIuD/mna2kWIjYBs1Rq9cNoGRvxrzzujOKPik17klUGYSlXJvDolNnJpFdVhzxl+/yCzJbdx/5Difak55e0n6X7HctD/p8mkGEFnR+ASbC2omBO0FQUpk6LkS/HL7ubSDjFMZ96HVzi27RLnNx6t4NQdGiY+7uAOaKyfksXivSAonsvHuvYiQ4cX8uxY6pUfjC/Y7CJkr9orKmQCFQ4IigIReH5QrVDce/IesBT13l8tphBDdA5ySbb9ZKfSKSNXH6dDOtR3BGKSh0l7LbJJw860OTlT7jYyPbm9iEr44Ui3ZHu9R9BCcva1o1q7kC7mfA6kvvYf6iKtyd9yUf/TVN3CwBgxmJ9IVCVh10bYGVa+o9fH3wnxpk+FNlf1CfhvI520tEsz8nrbdTP6k2IdH1caPMIoWjRMOd3AbNEZf2WLhTpXpmzFzXWseuneGFZWMWhpfCD2aaotESsdIWMCUXJyUx2sFDcM7QWivQp488xW9VRlMaRqlUr/QsuvU6G9SjuCkWVjqp32+j/7E9RBiG+vb19FkXsh/E1IZLDHh0mEIqKXdO6/ex/2otYepZDLxRdPhR3H9liM/v9WRi/J0R6aBkAYMRifaG1w6nECdPaM/Pbmx9txVVzq87k27qLXf8TQhFMj8r6rUYoOoqEIzh2lUq+yv3g1p82aAB7R2pEpHt9cqf2CEJRGwErffdhZDlR5B+BMtE51ZPHehT3hKJcR3UTdvenKKrSNUsGvd+I1U1bNlFyrcjVOYVQlO+adpSwsVA85CkhhBAuskAvFJ0+1FD2VK78D8UPondElogVAKDB2oqCGfBQbN+GuhV/Z6iLSL0Lx3DNxtMTHRiuHkYnHgqhp2B6VNZv6UJRnyRzmGM4dqpoMbkfLCZQ1TaArfoMDG9586YPPZ1SKPphfK3cLRnO59HcxCTz7WyxHsV9oSjRUd3dNlnvMpm0+hNqVRa3F8okonyYd80kQlG2a9orXaUev71iHl30QtHxQw3YE90Z5t6JSgCAGmsrCk6dfU4uarM7UOrZCbqUPy4BTH+eZdkxZH4LktmA6VFZv6ULxbHJbEY6dgoFZSEU6e6fCT3HXREwMJFQHExmYy8UHfX8YP5MypLrZFiPYolQ7Ouo7m7bhEKxqqqqLLKb97EiWZQfXu2YVpxGKPZ2TSUztDzraU/W1jGzhJCb7OudUejpcYRiVUmK9wgNnXYRHYDFYm1FwSnD5as/VqGgruM0XFKinWR5e96fZ83y6DAGXVyHhrm9C5grKuu3dKE4EITZp9ynFz4rkDjSsVNsAz6aUFS41BMJRX2xCgU2u6mGGNUtaFhynQzrUSwTil0d1dttmyz0tEMdxtnVOvywnUgodndNNTM0n8ymDZQNokQSGWt4RvE4EQoC+zy9IaSrvVEhAwATrK0oOFH4srd+EJEjxeH3jbNLkXoxm5p4H0OG90IcGubyLmC2qKzf4oUiC0o0Cjtk56Zqx3GkYzdeKLqNw0cSikOJdmRMLxSNkq8yMbncUgHWo1gqFAUdJYuHmSiZjY6yyK6aghNc26YSiuKuqUQJSwZIe4mqj9E97aMms7FdtX0osj8bVwknSAAwYLm+0KqgSf48WaFpY6i7olwKp+5H7yyDcnmO1vGirkgnr3j34WYYTKzWDXO6BMwWlfVbvFCkJWg8gwIJzLi0qnKkYzdeKPYj4I3e+ZGEIn84UCglpGZyoUj/vgOmirryiw2mtx7FcqHI66ivafS892EnKY8hm1+FK/q51CYTityu6f/cpxd+T/71BgjdMJSOaN4pOWp5DIlQHLIPbbeHUATAgCX7QmuBT3A6Muqeug2KpXDqfkiyo0mfzrWNXVLPhlbJ9hzOKDo0zO0SMFdWLBSFrICatSUuLxZvFEY5dhMIRa5kvMLktSeeJXkpjy4UxdyVQXSlr3HAV36cRigaKPn2l4fsMuj9pZaE9ShWCEWmo968+c3vLyVKpyjDcqNssUYojyFUin8oMtJGTspCTy2Sm6sGAt01/T/xb30lbL4T2Hm7rmCTDTTrD6W4D20CXx6D8Nme+NGG0FMATFi0L7QO2Nrx+LPZnNvQnaf2eZq0oa0djcctoPNXCZWvuUtqG263KecmFC0b5ngJmCsq67cGodhNxO+H8bWQOL6TybDjC45x7JyEYtcPFoVu8hfnC+7z9EPrUvMNGCUUbVODdpJ89D5vnbCEkKQJJvQknquzUKQLfgZZaphLvUy7Zj2KVUJRyCLb/1aKKYpt3avwg4tbbqLlR5biAqErdnIjmewMqwcCXQCSiSjdTuAQ/KPkA836Q+lDjItXnwAAEcFJREFUTzlXRnm/6eqGAbBovGX7QstHWi5IAe+A0aJl3clicJ6SLVIPGvngMmt9JGlhjCH0QpHltui+jU3D3C8B88RbtVCsuG23AbouWlWNceyshKLaD5ZXnBNbIOSHdBKK3Yh4iwSh2joHffq1EB2FomU2HRruuMw6Gd5kQpHfSO8vc6qnKN0okxXA5FLSybp0J0ldrwiKMHykaAaCrrqmbIDo9Jgfvt3uPka9IBylwLP8UENnFLn877LGXW61+/wAgBZv8b7QsmHLwQYYCcWqKovtpSKhtKqwMx+W2Uc4p1O7JbYnYlyFokXDxlwCZom3dqFY6Ud7zSa6UrhUjo6dlVDU+sEDLjWvEitHodgtMmGZOYNLQKKmGx3X4iYUqfAzNrJsX2iBdTK8CYVi2xlkIYv6KapXp8EP42tVAUzZ772zMH5PJJlFKzHax2R1QDMQ2uEmC/hRCbOyyG6EjfFNlFzfNME4kmP9WoFn8aFMktmURXbTiYLt7+0DALRYW1FwUlhlgDEUilVVR5CRrvEnAyVqD3kqJqD2w5hOGC2StNsGOAtF84aNvgTMDZX1W5NQrDnkKbnulMw286gcHDsroVgN+cF9U6Vyqd2EYlUd8pTd3ynpiyzKtPanie4LOwlF0zQ2PCylzfLqZKxoFM+EodziAIDTAlYUALBOIBQBWDgYxScGakwBMDNgRQEA6wRCEYCFg1F8WrCjxRCKAMwDWFEAwDqBUARg4WAUnwgsx1ITxI1ixADMA1hRAMA6gVAEYOFgFJ8GLJHAUk/DArBUYEUBAOsEQhGAhYNRfBqwKiy9Gs0AgJMGVhQAsE4gFAFYOBjFAAAwBlhRAMA6gVAEYOFgFAMAwBhgRQEA6wRCEYCF4wEAAAAAAGCP3LekLuYjOrQAgOnBKAYAgDHAigIA1gmEIgALB6MYAADGACsKAFgnEIoALByMYgAAGAOsKABgnUAoArBwMIoBAGAMsKIAgHUCoQjAwsEoBgCAMcCKAgDWCYSiOz+y+BnLCfQyyb8PXlLmyYZeEZKify/+f7o36VlIvo64zSz4SsJnnhfE2eGpW3LqYBQDAMAYYEUBAOsEQtEdUSj6m2RXDlzxPU9eehCK03DI4sBQn68c+1Fci3BzfiHFj6M0vaoq1qsfZVHgkKfkOok23NudhfF7kubyZ7uM3Lrrit+NDt04M/6UuvuMtCRPwHxbDlYAfKHlcMhT8i4KfGbjgyghn/LDkAcnoyyym+s4ZDc7C+P3N1mhu1dZZDfv4/CMeo9B9I4MXNNaSP8i3Wt+93BHXvvOk7JDw9zeBcwKlfWDUBxGFIqet0ly/dgod8mGs00QivaUdzcXF7UZqlX3L6R4OOSfyHV8fpHun7p5p4n9KF6lUDzkt/x03ye4IHmvi0EoTsV8Ww5WAHyhRfBQpL8HKgvvh5dbK4GjuZsfRESqPMvi9iJQzDPSKYZemCcbz/MjnZ9T3pFz33FSdmiY87uAeaGyfhCKw7SOzYvfonpsDuxuNXGnL4JmZMEfsobfkg3CMPD8n8NX7VLWwErberEfxWsTiuUhJ5FqwhPYXKR3QieDUJyK+bYcrAD4QvNHqxIbfoqze7O7lYfsUns3P7i47erOwzbWTzTBZSbf2KydH+0egHBzy0nZoWHu7wJmhgeh6AzzX29J5HtD0af3WfyT552df3j/Bv6QOw9F9pEIwYGbKLkm5CbF8pUC+1HcCkUb1XI8ji0UuVVYTxI41Amt8V+Tu4d+48YOZwjF+bYcrAD4QrOHCRs/iBLOYdjnacIWCgdDw2pYgNhZGP+H2zzk79bZPKBxoZ7nhzFpp5myyAiNZnkepd/Uj9PsRtQeJsVKKDo0bMS7gLkBoegO57/+bxo9HzAx+zTyPc+/SP/dwh8azX6XtL69f57sIBF1QCjqKP8h560I1ETLlHfpxabtcYTtKkIoTsV8Ww5WAHyhmVPu0wu/VonxVjKRMBlplvigIGE9HUhiQdmzhM0Dqi07q41Vxe9PyoNL68cpPUx6+fMgeGYtFB0aNuZdwNyAUHSH81/3rV1QmZjGcPhRupf6Q7L/KfrH+zz9wJ0YPgvjD/09NOkZRfE+5SFP2XZcECV8lo5DnrJj2dJHyHzTR21ARZey/PPr3fYy8Dwv+D0tHno/Aw0QimrojC6d8Dq/pZKSG+YQilMx35aDFQBfaObQcysDTpppiodGKCriyFoZKdjzerdAKZ++NfsNkkM0dduUMWttUMzZOfmy1Xpochwa5v4uYH5AKLoj+K/NsFGN5HrYPI/Sb3J/SC8U088Jk4g83RNTQzrtX1mM/lmYfDkozyV3HjFSKI5vAF2sqs8SNOEWfni1QzS8AvtRPIlQ3OepmA3OUyWXazrVszj7UT0U27fNNW1AS08otpPQ8JQ/uDZMb3V2Tv4Z6kBN3/PDy1u6ftEZucJKh+eH8bUkXar1GUUxsR6NmzIQikbtoTwU2UfhT+aH8bU+qHv8JZsoSfNDCaEIThl7Kwpmhl0uQJ1SYvt7fOxle39VQCadtvpLovU8pVgqbVcw/XNyVw54aFIcGjbiXcD8UFk/CMVhRP+1DRCXxgbQuNO9wh/SCUUt4jaIVqe9iN5dyrM6+q/J15wF4HX/lV8TGiMUJ2lAVVX7/Pb/iS7b6JHD9jL6ry12FNV4jy0Uh3LDdKOFqVDc3ovpAeo5uCcUFYE97PltVMzgaZN2sndf+ORG7p18paOf0sBKKHLKufsN7/RC0bg9daN2RCgKwnMWXn6e5pKy2MpsgB9e7e4Rkw9OFw++0MKx1Tb0kF7njOJDkf3ZTH9CNpcfBfnF8zzN8qVSqfIOZJf2GE7jCjoIRYeGjXgXMENU1g9CcZiO/9okNZWMHC7utJJrwmGhyB8Xrvb5LfW2BF9Zq9Pa+9y2WwrMz/NfBC98zw+iP7NGcfGP4O3mGKE4SQOANfajeJRQFHPDKBAkXCsUozd/CMKmWa2UhJ5SgSeTgu1IHC5t2v5yhDihnTt4FSq1cWe70lwoahPrsZS/MqFo0Z6qOnxRxCywh3XlpcMl3XQL4q9fha+QDhqcKh58oWVDTxaYLxoqlr0auifeaeyrWsIpwlmbAoq6rUsaeOUgFB0a5v4uYI6orB+E4jBd/7XZx+gPDC7utHISipLTUyzlFO9ZDui0/n2owy054U0fwd9tnFCcoAHAGvtRbFUeoyPj6RTSySxXVYc8TaKguYpfT6GdypPuRMnOKGoOnAyeRaGwA4ruMbbiKgj3yuUh/w87VCwTxsNCkSXWEz5mWWyvhK08mVC0aA+v39pA0OaST1yMKB9l5HAJJ8uFS7gF+BoIRXB6ePCFlgytnGErbLi8esKs2K8MYSDhpCcbmxlNFuTZJODhfScHoejQMOd3AbNEZf0gFIfp+a+th9rZ5ai1EP2f9kJRlwVLfolcp8nuQyWBxKuW3W2UUJyiAcAa+1E8QigOhH1SFSftVPKuLk1mo9w2bBsg5CaVQ+NnRnQwbhVEkkxPHtpqKBSZjpW9Cy/VpELRuD3sf0oTCHOeEP2bOlyiPw7Kl+SCUASnh70VBXOhPOyumsUtm9J/ZfH5UhNV4YeX20ISSKLZsWztqmy5sOdx0UTcQptHCEWLhrm+C5gnKusHoThM33+VRZ/20lVZC0WFF2t8ifY+2iDDRotOJRQnaQCwxn4Uj9lR1CPVZrRTyU/Gy7OeKhRpOwZNKjjRxowIj2GrINIpk6ojfrwYCkX6M8XWKNuNlwlF0/YMZY2v+I3N+iqHS7iGyVcQuPSzEIrg9LC3omAWcCpxMPE1D1vb4uMjKrGOYp1yr7nATVw1M1rXbLbxVooD/xCKYEJU1g9CcRiJ/yqJPq09s6F8+jrVp3B5rYWi1KF/TKE4SQOANfajeOryGIc8JYQQwgUlOnSqTv+RpjZtdyzNzpnQMTRB6Klc3khfzVAoDv4VZCrUuj10j1cj+Du/cbjEIBKJ6l4IRXB6wBdaInySbauCzCyTjTRdNjuozwSeW7hmbUi7S5lcPYzO0xF6CqZHZf0gFIfRHZ3qxGjxq0GOdRSVj4dQBHrsR/F4objPU5IoU2K6dape/+nXpGlXeQ3r/E6ZzGZyoUg35ZRtk2UUsG6PiWNBNXm9aOVwCf3U6rE8/L4APBnwhRbHPicXtSHrJZ4ZpJ0ilSuS/aPybglgejsNFUskJjuSgGQ2YHpU1g9CcRjt0al6YMvKpC5ZKMpL1kIoPi32o3hc1tNeVQY/jK8JIYTcZF/vdKGnlkKRbqk1hzS64mSYgUDNPt/S6Lkfxte0GuRTCkUaOrsIoUh7HYQiOD3gCy0KrrSPH761Lq81XPS1X2xjuKSExEj2dxoMC6cxBhWjQ8Oc3gXMFpX1g1AcRnt0qhaHstWgJQtFmmADQvGEsB/FI4QiTTIeRImktrv+jKKtUOycSGx1o0VRRG2Glf7L9QOKnjL0VHef+YWeDvteADwZ8IWWAl/m1w8ikhtnr2G4CEWHIvViZbXew80Y3lq0b5jLJWC+qKwfhOIwCv+Viz69TyO/FwW3EKEocay5AnoQiieE/Sh2F4pDuWSoMJtGKLIcp1G6byNRlRlWZO1lhQoHMxnQLHN85z+iUByq89FPGOPSnsdKZjOQDneKMGAAjgZ8oUVAy2B4nreJyM5VxAxOkTLr3R7DVpyM6C90ipXVWiYXivYNc7oEzBaV9YNQHEblv7Yez89v4td+32Oet1DkkhN6m+iqTf9cFhmJudKzEIonhP0odhaKdMNQ+rfmJ+mJhCK3LvM/2/png+UTRegWqKc9qcLXVubTkR9RKDIR64dXu+6yN6ukOk4oPlp5DBpucBYmX3pbw9xfAUIRnB7wheYPn+DUKnVNH6oD+bym3JPo+QtBKVH51H861zZqM+vFNTut5XBG0b5hjpeAuaKyfhCKwwwfneqaCeGyeQpFPil/D//1h+vfkczm1LAfxc5CUbXX1KnD7oln3McIRbqPHYRh4DYzcTvhnuedhfF7wgfNHvKUvOMqwouewRGFoiCf/DAmmWJZZqRQFEoy8qneO381PojA4RL+O5+FMcmac0EPRUZivhwZhCI4PeytKDgxaEGLsSqxqgRrtokSkrIVRr48RieVC7fOrjTobGuh3nIwTMxGX9JJKNo1zPUSMFdU1g9CcRi1/8pVyu4P8rkLRWFfiMMPL7fFA7Kenh72o9iqjqL419OsI6guGScUhXUZxxxr3AroAJuLVMwzd1Sh2BWxIsFFHL1Q3cemPWK9ezl+cHHLV492uUTYBe39+I83Ec4oglPFgy80bzTGpwdvgtrD1T0XZfiGkkiQQbPJwlXkhTGG0E+mNOSn9zYWDRtxCZgnHoSiMzr/tXGXZQsqsxeKVVVVZZHdJFHQ2AO2P4DyGCeI/SgeIRT5U389/PDtdvcxsiwwNSQU+XBoy7hT/i7F50t+X6tPEF1lRXfeO7JQVIpY/zzZ3U2RzIb+S5NyXcZZePm59+ZOl/BRqfzbhFe7+y2S2YCTxYMvNGvYqWkDjIRipVw09zx1mhztomTwe0rzrzYNtp3RXIWiecNGXQJmiQehCMCysR/FY4RiVXXXETzP20TJ9U2jsvrH3EcKRW4uH3siojzkn4gQaOpJglFljTuaUKyv4MNf/SBK0nw/UdZTnoci+yhECPthfP0x0833DpeUh/wTYd2jjVxF1lNwwsAXmjdWGWBMhWJV1ZOdMGWchfH7m/6SIs8hT8l7Pt7eD+PrzjWywhgGOAtF44aNvwTMDZX1g1AEYCEsfRTTECCciAAAHIWlW1EAAJADoQjAwln4KKYxRcjEDQA4Dgu3ogAAoABCEYCFs+RRfNiRqC6/55bGBgAAhlmyFQUAADUQigAsnAWOYnpuhIIEawCAo7FAKwoAAAZAKAKwcBY4iruZCeRVjwEAYBIWaEUBAMAACEUAFs4SRzEt+E5TgAIAwLFYohUFAIBhIBQBWDgYxQAAMAZYUQDAOhkWigAAAAAAAAAA1saAUDyGPAUAPBoYxQAAMAZYUQDAOhkQigAAAAAAAAAAQA2EIgAAAAAAAAAAAQhFAAAAAAAAAAAC/xfvmdXeuqjFZQAAAABJRU5ErkJggg==)
*The Elementary Education, Dual Elementary Education and Exceptional Needs, and Exceptional Needs majors do not have a content GPA separately calculated. The content GPA is the same as the professional education GPA.
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