Данное методическое пособие предназначено для студентов Волго-Вятской академии государственной службы, осуществляющих подготовку выпускной квалификационной работы (дипломной работы или проекта).
Методические рекомендации помогут составить структуру презентации, создать ее в MS PowerPoint и сделать эффектное выступление, отразив в красивой и наглядной форме основные положения своего дипломного проекта (работы).
· демонстрация ваших возможностей и способностей организации доклада в соответствии с современными требованиями и с использованием современных информационных технологий;
· демонстрация в наглядной форме основных положений вашего доклада.
Рис. 1.1. Цели презентации
![](data:image/png;base64,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)
Подготовка презентации предполагает следующие пошаговые действия:
1. Подготовка и согласование с научным руководителем текста доклада.
2. Разработка структуры презентации
3. Создание презентации в Power Point
4. Репетиция доклада с использованием презентации
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)
Для того чтобы презентация была помощником для Вас и членов ГАК, а не усложняла процесс защиты дипломного проекта, используйте при ее создании следующие рекомендации:
· Презентация должна полностью соответствовать тексту вашего доклада. В первую очередь Вам необходимо составить сам текст доклада, во вторую очередь – создать презентацию.
Очередность слайдов должна четко соответствовать структуре вашего доклада. Не планируйте в процессе доклада возвращаться к предыдущим слайдам или перелистывать их вперед, это усложнит процесс и может сбить ход ваших рассуждений.
Не пытайтесь отразить в презентации весь текст доклада! Слайды должны демонстрировать лишь основные положения Вашего доклада.
· Слайды не должны быть перегружены графической и текстовой информацией, различными эффектами анимации (рис.1.2.-1.3.)
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)
Рис. 1.2. Пример перегруженности слайда графической и текстовой информацией.
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Рис. 1.3. Правильный баланс графической и текстовой информации на слайде.
· Текст на слайдах не должен быть слишком мелким (рис.1.4.), чтобы члены аттестационной комиссии могли легко прочитать его (рис.1.5.).
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EsNzcqm4sFGOATgcZpbvw61zFpsq38kGo6epWK7jjHzAgBgyHIIOBx7cYrZ2yY/1gzjH3e/rS7Xz98Yz/d7elAGTPo9/LYeUmu3UV00odrhUTpjBULjAGD7nPNQ6h4ZW5s9ItLS7NrFpk8c8Y8sOWKDAByR6nNbm2T/AJ6Dv/D+VG2TH+sGcf3e9AGPdaFcTeJI9ahv1ikjtTbLE0G4YLBic5HOQKtaPo8WjwXCpK80tzcPczSPgFnbrwOAOAMe1Xtr5++MZzjb29KNsnH7wd/4fyoAfRTNsmP9YM4/u96MPn74xnONvb0pAPopm2T/AJ6Dof4fyo2yY/1g6D+GgB9FMw+fvjGc429vSjbJj/WDof4aAH0UzbJg/vB0H8P50YfP3xjOcbe3pQA+imbZMf6wdD/D3o2yf89B2/h/OgB9FMw+fvjGc/d7elG2TH+sGcf3e9AD6KZtk/56Dt/D+dG18/fGM/3e1AD6KZtkx/rBnH93v60bXz98dv4fzoAfRRRQB558Uf8AmFf9tv8A2Sij4o/8wr/tt/7JRXs4T+Cv66nl4n+KzstA/wCRc0v/AK9Iv/QBWjWdoH/IuaX/ANekX/oArRryJ/Ez0o/CgqC6+1bY/svl7vMXf5mcbO/446VPUF1cNbrGVgkm3yKhCdVB7/QUluUT1h+IJNTDQJp0Fy+wGV2hZACRjCncec88D0rcqhrN++maZJdoqMUZch84ILAHpznmkNGLt8VusErJbiZFcuFfapznA27iDjjBJH054muP+Enjmja3eKSEsS6yRLuVdi+jdd27pnoPrW89wiW0k+4FEBJP0rm7TxZcvHibSp2ddu5ohwdxOCFPJGMc9D2ouIkM/issJVtrYxlVYRDGRkAspJbqDwMcHBzjio3ufF0yAw2dvAwjIZZArEtxyMPjp09TwcVZHic7VZ9NuAjhVUjklyDlcY7EYzRN4o8rUTajT53AkdN4P93joe5JGAM8EGgBb1/Eq5+xxQOfJi++FA8zPz/xdMfl2JqOOTxYZyHhsgvG0/wYyM553ZH0x156Uf8ACV7T5T6ZcpcLt3Kfu8ru4bHJwOBgZNB8Vt83/Epu8qgJjx84JIGCMY7nnP8AC3pQBA114tjhHmWcby7gzeSFKhRnIGWzg/L15zu46U4Hxf8AZvMP2YTbseXsU8bzz94c7ccZ9e/FPl8WPGcJpc8pMrRhUPzHA9MevH4j6VHH4rna42nT5TuTIi2MrIwGSpY8FjxgYHGc0AyUzeK1mkU29u0L/MrqVDxjP3QC2GIHHOB70yX/AISyO+mEZhmtCp2Hy0Drz2+bBOPXA96SXxfNblVn0S7DEMx2EMAoGc547/kOT6VMfFMixF20XUCVXcRGqsDwT8pzz0x+WM0ALeSeJI13xLG25UXy40BKthdzAkjvu69gKry3XitJ9htYiplB3RIrKsfAxy4J6k9M8Ypx8X4RWGmyncpbO4gAZABzt7nIOM4I+hqxe+JWs94Ol3ZKqDuK4UkhTtyMnPzY6dRigCIz+KJFSSO3gRnVWMb42oCDkZzncCR2xgepqJZPFogklmWFWDkLFEisSCUAOS2OAX646DNPPi5ltRMdJuiGcqGXBReSAWbsOD0BxQ3i2VJ4YTol8Hkj8wkgAYxnAJ+8fbrQAksvjD7TDst7IQ5PmAEbjx6k8fgD096daHxZMuLs2sB2R4KIGydw3Z+brtzx04HNLceLDEu2PSL158/6nZyBnqcAjt71o3urvZ200xsJz5TqoDFR5mTjK4Jz68gUwIJItZh86W1ZZGluM+VO+RHEAfu47k846Cqq/wDCVyRK2baJgSSrICT1wOGwOQPXg+1IfFrBXZtIvAqyyRnABI245IHTIJ6+nvUtt4mknmkibSrmIoGbe33NoUsp3Y746dqQFfzfFpXmGAMQSdqr8pJ4Ay/YDqeoPYjBkiufFDySMbOHy23bA2F2kHj+LJBGMd8k5wKdb+KmnWY/2TeZito7gqq7id3VQO5H60yPxaZJI4/7MmjeScwqsjgE9OcDJ79D25oATHiaG1RbaJS3lOWE7iRg5f5edwyQuTjp05pZZPFomQJFZmHf87ADdt4PQsB6jr3qG58V3iIiJpM6zsobaqmTAxu56YBHAOeoPHHN668Qy2s8iNpsrIsmxHDff657cHjAHfPamFh1tJr4u0S6iga3cFmkTAZDnhQM88d//wBR265k+LZPNaKPSpnfyi6AOBk7sbOmQQASeDjpQ/i5o/tB/sW/ZYWwSgBOMqMkZyPvccHOKQdTpqKwbLX5brVRBLZzW0DIQDNHtw+QAN2cEkHoB261A3it43RJdLnEjo0gjRtzFQoIwMcnnn096B2Z0tFcmvjeJ22LYt5nlhivmg4bjK8A+owe5OOKmm8VzwwyzjSZXhjzkB/3gO4LtK7eDznGaLCOmorlW8ZSfZpJk0a7YRyOjqDyAPunpjnnPpipj4rkEJk/sPUGwhbChTnAboc8j5f1GAadg3OkornbfxYlzLaqmnXaRTtgyygIEGMk89fw9DUMHjEXURkt9OlmClw4Rslfl3J2/i9O2O9IDqKK59/E5ihjlm0u8RDCs0jFRiPIyVPfcPTH+FRXXi4WaXHnabPG0WAhkOFmbuFPPQZJ47cZoCx0tFc9ceKVgkAWykkjMyR71YcKy7t5z29OTmo4/FpaY28ul3EE4ZQfMP7sAnGS2OPy68U7AdLRXNp4qlluGhTSLoSDAVZPlJyQAeh+Xnr9OPSWLxKz28cp025y8xi2oC23C7sngf7p/wBrj3pAb9Fcs3jCQCPZpFxKXTd+6Jb+LB7ZxjnOPWnWvie8m+0L/Zjl0AeMSAxGRSRjaCDnGeTx245p2A6eiub03xaL7VmsJtOntcFl81z8pIbAGcd//rUo8UTPZNdR6VMUSSZHDNgjYMgjjkHp2waQHR0VzS+LXeBZF0W/JbbhNozggc/QZwe/tUyeI5preeWLS5i0U5hCM4BYBSS3QkdOMjnI9aLAb9Fcu3jOJMO9hMIfMdGlDDaoX1Jx83+yM03/AITTNg90mk3UmwHPlkMu4EAqD68+mPegLHVUVzR8WsFuGGkXbLEWG9cFDgMRz1GduOhxnmmr4vdri3h/sS/TzYvN3OoUAYJAB/iPHQUAdPRXNt4u8sO0ui6lGiSbCzIvqo7H/a/Tr2pn/CYqLW8mfTZ4fIZUjWZgplJz0HUcAnpTsB09Fc9F4naaeBYtMuHhnlVUmXldjfxnjgZroaQBRRRQB558Uf8AmFf9tv8A2Sij4o/8wr/tt/7JRXs4T+Cv66nl4n+KzstA/wCRc0v/AK9Iv/QBWjWdoH/IuaX/ANekX/oArRryJ/Ez0o/CgooqC6uGt1jZYJJt8ioRGOQD3+gqSieszVY9Wlmthps6wp8/nFlU/wAPy4yOufw9a06ytV1O4sb/AE6CGBZEuZCshJ5UZUce/JP4UAVY4fEqXMe+5tXgWRQ2R8zJk7jwMbjxjHAx700t4ma/QbIUto5CX5U+auTgf7PGM9+R702TxV5YU/2fK24OcK2SNueox1GPm/u5HWm3fiqWyZfM0uWRHJCNBJvDfuw+RwOOQPz9KY9wNr4oIaJ7u3ljMLLnGwli3UlcEfL0x/PmtvTkuYtPhivCGnjQK7qeHIHWsSXxcYrWKcaXcOZLYT7FYZUlwu0+g5zu6YoufFptxPjSb1zEcdAA3KgcnjHJ59qBHS0VhQeJUkvY7eSwuYxNIyQyY3BgACCfTOffpVdPFks1xHBDo915jxiTEh27csFweD65+lIDpaK5mPxbJJH5v9k3CRh9hLuM5ycDAzz8vT1IHfNIfGUYhaUaZdyKHI/dLvwAVBJx3G7pz+NOw7HT0Vzc/iw28kStpN6fMhaXaFBYYYrt2+vGfxFNufGMNqzLJasCJQgy+Mrzlunbg49GU96QjpqK5qTxTMLG4u00qdIo4GlVpjtyRtxkY4HzZz6A8Ulv4uaWBHOlXbs0SuVhAYnIByM4+U54OecH0osB01Fc5F4sS5+0i0s2naF1UASD5gQxJ6cfcI/L1qKTxksasTpd1kSyRiPI3uE28heuTu6HHAJosFjqKK5UeNV8h5P7MuCU2bkRg7Ddj04/i455wambxUyRPMdPYQrgbzLgBicANxx7+nTmgDpKK5MeOYAVEmn3ETGTbskZQ+3j5gvXqQADjOc0+Txi8dlBcjR7l1lTLBXU+W2SACenQZznjigDqaTAznAyOhrn/wDhKvu50jUAT0yg6ZAJznGOaY/it47OKd9JugzwSSmLoyFW24IIGAeuT2oA6SiuXbxkVKD+x73LOEz8oUZxg7s49e/b3q3b+Jo5dVNjNZ3EO4nypiMo6jv7Z/qKLAbtFFFACEA9RnFGBnOBnpmlooATA9BS0UUAFFFFAAQCMEZBooooAQgMMMAR6Gl/pRRQAAADAGAKKKKACiiigAooooAQgHqM0tFFABRRRQAgUAYAGPTFL0oooAKKKKACjAOOOnSiigA6DAooooAKKKKAPPPij/zCv+23/slFHxR/5hX/AG2/9kor2cJ/BX9dTy8T/FZ2Wgf8i5pf/XpF/wCgCtGs7QP+Rc0v/r0i/wDQBWjXkT+JnpR+FBUU9zDaqjTyLGruEUt3Y8AVLTWRHxvUNtORkZwfWpKHVWubxbWW3RopW8+TywyAEKffnOPpmrNYmuzLBc2Uv9ltfSKJShQndGQueOMc4A5I696ANO+vI9PsZruVXaOJdzBBkmqEfifR5QMXqgk7cFT97KjHTk5YDj+hrMudYnubMQz+HJ54/KEm1SSuQpOM49Qo/E+mKha6ghgSR/DBaEort5SlirsRuCgqOAG6gjv0xQB0UOsWFxIY4rgFg+zBUjJ9sjke/SoB4j0plDC6OCccxOO2fTuOnr2zWHcavYwawIINFSSSI+VC+1gT8uHAAQ/7vBPuQKdPcxSq0y+GBOoVoSF+8SNwI+7jAKEZz3GOtA7G2PEeksSBdj5ZPLbKMNreh44x3z06HFEHiLSLkqsV9GzOMqvIYjOM4Izj3rH+0RRRNInhqT52lVgVOBjGDjGcPnIwPrUKXHmwWsc3hZRBMVXDMSUG0HnK9eABzzt7dKBG/ba7YXBJM8cSFgInkkUCXPQrz/8AXpG1/SYZvs7XSpIrvHsKMCCgy3bpgjnpzWLDrD6UjRRaAsDSOCUi34LFS2Puck4wMZ99tJBP9o1G3kbw9NbxSMzzNLEScMvJJ7c8befwxTsFjaXxJpDlQt6h3AkEK2OADycYHBHX+lSSa3pSQQTyXcQiuAfKY9HGQDj8xThomlhXUafbbXGGHljBHP8Aifzpw0nT8KDaRNtLFd67tu4gkDPQEgcD0pAiF9e01SUeWQNtB2GCTJzjjG3k8jjrg0J4g0lyypex5TdxgjdtAJ28fNwR0zUp0fTmt/IaziMeMYK/Tv17D8qa2h6Wyxg2EGIxhMLjbxjjFAFf/hJtESOKT7dGFkGEO0/4cdP5etPj8Q6NKzFb+AsgGcnBw2Mfh0/rUq6HpijAs4sbg4GOh2hfywAMUDQtKWVZV062DqMAiMcc5oAbb67pVwIGhu4z9qJMXBBfGc8Ef7J/Koj4k0cw+Y91tjC7yXicAAcjORx049ccVbi0qwh8ry7SIGJdsZ25KjOcA+nNRvoemSTea9lEzeX5eCOAvTp06HrT0Ahk8R6MjRiW9jTzYxIhdSAykZHJGM47dfag+J9FU4e/jQbmQlwVAKkAgkjAPI/Onp4d0lLsXQskMwUrvYluCoUjk+gAqSPQ9LikEkdjArAlgdvQnqfrSAg/4SfRQZAdRhUxnDBsjtnv14pq+KtCYoBqcAZxkKxIPQHoeR1FWRomlgOBp9th23NmMHnGM/lT10nT1CgWcPyggErkgEAHk+oA/KgehAPEOkNcQW638TSznEaqSSecdunPrSvr2mRuUe52sJTCcxt94DJ5x09+lPi0XTIJUlhsoY5EbcrquCD9ajt/D2k2rO0VlGGkADFstnH17+9Ahp8SaSLdJzdjyniaZW8tuVU7SenY9utKfEWmZXE8jBhlGWCRlfkD5SFweSBx3NSvoumSIEaxgKBCgUJgBSckAduaR9D0x4GhNnGI2IJVRgdQe3QZUflQBWfxRpYELRziRJHChh8owTgMM43DPHy55+hxND4h0i4BMV/E4CGQkE/d+UZ+nzLz71ImiaXH9zT7Yc5GIxx9PTpTl0fTUEoWwtgJv9YPLHz9Ovr90flT0HoQv4h0pIhK12PLaLzg4RiCnODkD/ZPHXg0w+JtHVlBvVBZioyjc4UN6dMEHPTmppND0yaQyS2cTkx+VgjgLknAHbqaQ6BpLLtbT7dlBJwUyORj8sAcUhER8TaOqu7XqiNBkyFGCdWHDYwfut09DT08QaZJCksdyXR920pE5zhgp4A65IAHfPGanfStPkQI9lAyjoDGMD73/wAU35mj+ytP8gwCzgERBUoqADBIJ6e4B+ooAgHiHSj0us/SNjnjJxxyAOvp3xSf8JFpW1nN3hFO1nMbBQc4GTjAyTx69s0Hw7pBWVTYxESkFuPQYGPQY9KLfw5pFqcw2EQ9jkjoB3+goAemvaW83lLeRmTJG3nOQCSPqACce1J/b2l+T5wu1aIB2LqpKgJ94kgcAepqVNH02PbssbdducYjHGc5/PJ/Og6RpxRE+xQBEDKqhAAARgjHoRQBAPEWkGSFDfRqZkEkZcFQQc45Ixng8daJPEekQhTLepHuTzB5ispKc/NyOnBwe9SvommSIiSWMLhCCNy56ADr9AKP7F0wiMNYW7CNtybkB2nnpnp94/nQAw6/pYCn7UCC5jyEYhWGMg8fLjcM5x1qN/EukRQmWS7KIuNxaJxtyeAeOCewPUc9Ktppdgi7Vs4ACckBByeM/wAh+VQ/2DpQQKLGEBemBjvn+dAEU3ibRre5e3mvkjlQkMrKwxgZJzjGPfpTLjxRpMMDSJdxzFVLBUYDIBGTk4GOfWrjaPpzyLI1nCXGfm28nPXPr1NDaRprMzNYW5Zm3EmMcn1/SgEMOt6cruhulMiRiRkUEttO3HAGTneuB3zUY8Q6XjP2hgu9U3GJwMkZHOOmOp6DvVltLsHEoNnD+9XbIdgywwByfoq/kKrz+H9KuRGJbOMiMYQDIA6dh/uj8qeg9CJvFWiJbxXDXyiKZS0bbGw2Dg9uue3ftSt4o0NIy7anbhV6nd0OcY+vtVj+xNMMIiNlCUHQFc464x6dT+dPbSdPeNo3s4WVlKEFAcgnOPz5pCXmQ/8ACQaT9ojgW+iaSQEqEy2QBuPI46Gli17Spt/l30TbFLsc8BQdpP0zxmnx6NpsJQx2UKbAQNq44Iwc+uR60+LS7CBt0NnAh27PljA+X0+ntQBUXxNo7+Z5d6snl43eWjN1BI6DngE+3emP4n0xbZpo5WfC7lUoY93PTLgDPsT056VO2gaUyhfsMSoGVtijCkqCBwOOhqVtH015PMext2YALzGDwDkfrzQPQhbxBpqBC07fMqsNsTtndjHQdfmXj3HrWnVQaXYibzhaReZtVN23suCB+GB+Q9Kt0CCiiigAooooA88+KP8AzCv+23/slFHxR/5hX/bb/wBkor2cJ/BX9dTy8T/FZ2Wgf8i5pf8A16Rf+gCtGs7QP+Rc0v8A69Iv/QBWjXkT+JnpR+FBUNzdw2iI077VeRY1OM/MTgVNSEA4yAcHIzUlC1TvdQWxntI3idhcS+VvXGEJ6Z+p4q5WHr7XYuLH7JYC4dZC7O0YbCjG5QSPlJBPPHSgC7quqw6TDHNOrGN5AjMMYQH+I+wqrF4o0mUqonkV2XcFeFlOME9CPRf1HqKy2vtYuliMvhu3cpETGZASFY9VGRkfLx060qXGolnh/wCEbtVaMARkodpIJOQduAMDjnOaANhNf0+SFpVd8qm8oYyH/h4xjrllGPeoR4o0vZkPN93djyWyeMkdOoHJ9Korf3amSWPwsVYkrI/ygsFzt4xlhwPpxjNQKbwhxF4btTI7pI5ljYBj2bJH0AHVec4oA1v+Er0UT+S16qv833kYDgkHnGO348eop58S6X5HmrOzjbuCpGxYjg8DGehFUrSdbiRkvtDjgmjUspMG4M2P4ePQfyHWqVvNeIyyDwnbI5RGfZHtYlvvYO3HAz1Oc0Aao8W6KZJEN2VaMnO6JgDjOSDjkcHp6U7/AISnSSyhZ3cOpZWWJiCAMsenYEE+gIqjDd3iTxD/AIR2NEmILFE5WXuTx93JPze3uKpztfz3UciaBEiiVmbFuN8gUABcsuFOC3PQ9FNAG5beJNNupPLSSVHJChZImUkltvcevFOuvEel2V5LaXNwYpYwpIZGwdwJGDjnoawZr+8nIQ+HYpGRTufyXyhbOCPlyOMZH3vmzwAasyale29w27wthGQkyqQ3TgbuOmB69OmelAF9vFmkqpbzJiu4qCIG5xnGOOc4OPXHFJ/wluk7dyvO67ioK274OO/Tp7+xrJ1CKdNUmmtNCguLcRIsSNb4DFiDuJ2k4BJ4XBBGT2qcXeoKfLi8PQDfK4B8ohSucbjwMdSTnqOmaANUeJdJadYVuwZGUMFCN0PAPT3H51Jda7Y2dvbzyPIyXA3ReXEzEjjnAHTkfmKwDcXisbc+F7cowzJiElWbGf7uDuyRnt361OL2/iJjHh1YwMkggyBSWxuBA5HAO0c49hQBfbxXpKIXM0mwYJbyWxjpu6dAeCfWlbxVpXlGWOWSWNRy0cLEDGcjp1wrH6A1kobm2X954Wt2g3l0WNN7hiBycjqc4z/QVenuJx9slh0JDcxusSM8R/e5Y55AzjHOenzfWgCw3irSlVWMk2GOBiFu+Np6fxZGPXNPtPEmnX1xFBA0xkkOAGhZccbhnI4yAcfQ1jxyXMdwJl8KwqFdkUqvKIHBzjb1Pzn5ep2/hOkk800oufDiBo0Z43ROqgZC7sfeyAMD+VAF+58U6TaTNFNM6sC/PlMQducnOMYyCM+oNPt/Emm3BwkrgkqAGjYbtwBGOOfvD86yJ7q6DLND4VQmRi3nPGNwJycsoG7nC8+/PQ03zJppHjk8MRCFWkcAREMcKRwcYDZAGc8gjHfABtXPiLTrSeWGWSTfF94LExz3ODjnA5PpUEHirTpJ7qORmiEDAK7KcSKRkMOPY/lWYTej5x4ctJTcTIxdkb73d2ypI744446U5L3zA5Twt84VwQ1vjGVyw+73z/wKgDQHjDRmlMQnl8wMEKeQ+Q2SCOnbHPpUs3ifSoF3NcEgcnahOBnGT7ZrHS6uoYFuD4UjcAgbIodsm4ZG4AjgYAxn16iopDNC6tH4Pto5SACBFvA6gHKrjAPXvhsjoaANqXxZosVqbg3mYwcZCNz19vY1YvdfsNPkjjuGlDSIH+WJmCg55OBx0PX0NZgmuZojdP4aikuDKUAKhWVMZJJYc/MSOODyRUMV9qIEMcfhxXTcy7WVlKqMY+ZhjqW/LI4NAGl/wlWleSJvNm8shiG8h+QPw79vXtSxeKdIleRRcMpjxu3xsuM49R2Jwaykub4eai+E4jb7QGQKFOfTkYYdemcce+HR3N0qpNceFot33y8SbjuOAcKVDZwcZPoaALVv4z0uQTC4aS2aFir742wOeOcdSMHHWrqeI9MkvbezSctPOSEUIe2f8DVPShO9rJLNoFvZspZFUKOEC5XgDJ5JGB78VQS4vGVmbwrEMpHK+xSrO5b5/wCEdBngnOeo5oA3J/EWlW0mya7VG37MFT97JGOnqpqonjDSyZ/MM8SxNjc0TYKcDf0+7k4z/jVJb7UY0mlHhiLdIckKACXw24sccjKjB75FMvoYrSKRbTw/aPYyMGjIgbcXfblsAZ6MRxzxQOxqt4r0hNqvPIkjEARtE27JJAGMdcj9R6ik/wCEr0rcgMkwDKDuMD4GQOCcdeR+YrIn1CeG3kjl8MQqqyBEiEJfMQGWJwmB2x2556VNFc6jc5g/sC1ijBVcSwNtdSQGxxgbQcc9cZHFAjWTxLpMkkiJdBmjYo2FPB9OlOu/EGn2V29rO8qzKUG0RMd2/OMYHPQ59MVzkd1qF3H5EvhKCMCEmLdGQA+4j+78o28+uT+NWBeak9q07eEoWm8wnYSNw27QpJK8nDN0zwKYdbGr/wAJVpHktMs7sikBisTHGfw7d/Tin3PiKzt5bVV3SJM7KzqDiMDILHjplSPwNZFzf30azKnhJXmAxnAKFSTnJC88gHAzn8qka5lhafzvDkHkWtvGYisfXdt3ouV7Engdcc4pAaMXinS5xNseYtCAXQwsGyTgDGM5zUC+L9P+0Osgkjg3BYpSjHzeuSAB90YOSfQ1UupdQ+xzldBtJR+88yAwsSxUgr2w2SScjP50far1mR28LRJvkVyxUMSTkHOBwcAcnjnmgDQl8V6ZAjNKblQFzj7O5JPHAAGScEHHoaP+Eu0Qni8yoXcXEbFV5wMnGM57exrGF/qg06Ix+FIAUJBiKEBDn5SBtyQAOcDOcYq6LvUPN80+Fo/MbhmEi5I3Yzkr7k4NAGiPEmltc29utwWluGxGoQ+/X06GmL4o0qRVaKZ5FcfKUiY7j2UcdTg4HfFZ2m3V49+BJ4aihR3Ba5WPbng5OCM5yVHPX5j6VDcXN3FEZbjw3auxhPmFYSQRjdjOOxxkHqenSmBsDxRpBMg+0keWGL5jbjGc9v8AZP8Ak0xfFekSyLHDO8zMMgRRM3OcAcDqT29jWLJql2in7R4YjCh1aM/Z2YFVzubAUlSPlxkDr7Vo2clxf6msd94dggieItJK67ju3ZAztweeeSOT7UgLJ8WaR5QkSd5EJIDJEx5546dThsDvg1fsNTttSWRrZmYIRkshXIIyCM9RSyaXp8rBpLG2cgYBaJTxx7ew/KpoLaC2VlghjiVmLMEULknqTjvQBLRRRQAUUUUAFFFFAHnnxR/5hX/bb/2Sij4o/wDMK/7bf+yUV7OE/gr+up5eJ/is7LQP+Rc0v/r0i/8AQBWjWdoH/IuaX/16Rf8AoArRryJ/Ez0o/CgooqC6lniWMwQeczSKrDdjCnqfwqSies3VLK8ujHJaXbwNErEKpwHYlcZ9RgMPxrSrI1u91Gya2bT7ZrnJbzIlQncAOPm6Lz6/hnpQCM5dJ8RpHu/tQOzQGLyzIcIxblt23JIHQ8YxQuj6+LeLOpkzswEv75tqgAgEcZ64JHfvU8et6wWjWTRHAaMMzqWIDbTxggH720dOhPpT4tX1gpIH0R/MjhLcSYV5Pl+Vcj3bk+lMaIJNE12ZgX15wuWOI028EYA49ODnnn0pt3oWvyxukHiB4RkeWdmSoBPU9STnqfQcU7+29daS48vRDsi5G8sDJ8hbA467hj8R9KdLrWsw2QuDpAZsLmNd5Odu4/w8DPAJAxzmkBOtnrcWnTQ/bVmuiweOc8AHgbSMdMAn8aryaRrwvR5eskwANsdhhk4AGV6OevJx9KIvEGrPDHINCmkVlDFlJXIOeAGAOeB1x1z6U5ta1kC5/wCJKVMdqsqDLMGkOMpkL79vTtTsGxEmkeIoYQV1jzXEXl+XIeNx437wucjOQMY4H1pLXRvEYJabXGT5QoVcOMAEd16ngk9aJfEOtx3Tovh+Z4lkYbhuyyhQRjjGc8dcfjxU51vVwkjf2HIZBwsO45P3uS2NuOBkdefpkArz6H4jlMbJ4h2Mr7iBFwRgfL+nfPU9KuvYaw9jFb/bwJo5dzT5IMgOT0A7ZHHfHNVjr2teaq/2DKF3EbiSc88DgcZBHJ4BzmnHWNcVPMGkCZWA2om9GUkMSG3DoNoGR13DFAtyE6L4glsnzrDQ3JyU2uSFJK8njngHjGBmrI0nXfMUtrm9M5ZfLC55B2gjoMZGeTzUw1HVZNSaBdPVbdZwhkfd9zDcjjB6Dpx8wB5qjN4i1eLyydDkRXU7mYM2xt4UZ2g5yOcDnkD1wh63Gw6R4nttzDV47j5FURyEjkAgnOOvI+uM8U46H4jaUynxDj5QAgi+UHj+o7+p6Uq69rslzcQroDoqJuSV2O0nbnaRjnnjI9qUa9rC332aXR8fOQCm871G0Ej5cDrnk4xx1piHz6d4g3WaxX8bCIMJZGcqZCxPO0DnaMY560qaNrMayj+2XlBhWNFckHIYHJYdCRkZAzzmnQaxrE9rbudJMM0kZLI4fAbftHOOBj5ucHB4qCPxHqsYkN5ocsQVtqlA75OQMnC8A5Jz7YPNFgJP7L15GwNTDFgd0hY44X5flxx83XHUZzzULaV4mmKeZqscWzdxExw+QMZyueOfzz2qT+3dbaVUGgyJviYqXYkK+RtDEDABHX0pYvEGsSwlv+EduFZc79z4HGMY4yc0gt0EOh6ytxG8OsSrEQ4kjeVnxuAAwSMkjnB45psGieIImff4gkZcjblQcgY45HHAPOcnrxVi21vU7mSYNos9vGsDSI8ueXAGFIAzyc9PT14qj/wlGrJxPoc0bbkP3HbKY+c8L1BI68c9uaYdS0mj69ktJrpZvJdMCPA3suAw9MHB71GmjeIUgCnWA8gCYYs3JBB5GPYg9N27tgVZ03W9QnMP9o6TJZpIH/eZyMggAYxkZGTyMcdaqweItVuUZodHc7WbcrK6HBXMeNyjJJ4PYUgHvouu/KsWtsOSS7ZJXPOMdD7Z6Y9zR/YviHzlP/CQOFEQTcI15bnJ2kYycj6elEmv6uq7U0ZnnFssjx5b5XJPBIBGBjoMk54FFx4g1WPzI4dCnkmUAjIfZz1+bbzj0HPtQAp0nxGLlWTXVaEqQ6PEOPmJGMD0wM5/OpW0rXDAqjWsOu/diMYfJO3PcYGBx1xmm/23rAKg6BJyeolyMbsE9M9OcYzTV1vWvs6NLobxuVJY5LBDuI6KCT8oDcfSmPzHrpWvC3t1/tvEscSI+Ygwdhuyx7919OlLHpespbSRyar5xLRFc5Q4X7w3Dn5uvH06VHJreswL5kukDZgthSxIARTgnGAeT14+UjrUf/CRav5Q2+H55XKBlZdyq3JGPmAIPA6+vOBzQHQc+i68l2s0GtM0YyxikPyls/Q/LjjAximtpPiWWHcdYjil3KQiglQARnnGTnB4x0OPerEus6ssrLForzAIrAbinJUE8kY6kjHX5eeoo/trVvs8sg0KYur7EQvjfw/zdOBlR/31QBGuk+IEuX262BBIQxBQMyHdkhcjp1HPbtSDSfEfmJu1tDGjg/6vll4yD9cEe2c+1Ok1jWRF5kek5AYh1IfcozgdvmwOTjqOmaT+3tXSeDfoczQSBQzJu3I2OSQR0/LvQIZqGk+InlkksdUVA1yzrG7nAjIAxnHbkgY4Pem2uj+JFZnl1pUGEUR4MgO088nBBI7/AKUq+INZaA/8SQmdCN4DNhVbdhsbcnG0krjPI9ac+s68kW46OpdgTGi7znhSATjA+8euB8pHWkBPd6Hd3eri9W8e2Xy1VhDKw34ZSc8egYD69u6Lpeti3hV9X3TLNveQLgbdgXbt7jdzyf8ACkk1nWNpWPRH3+SrBnY7fMIUleBnjLDPqo9af/auryRTGPSDG6MFj81jhxlsngZA+Vcf71FhlaPRvEKRQqdbJKoFk3DO45OTnA7N6fwrTn0nXUgdE1Yy/IqIrEqfvJli/JzhW6f3qjbxJqajzP7GdoFmZXcB/lVcjgbeTx1HHbOajPiXXDaCSPw9JKwfY+0svPORtK7umOcY5pgtCxHpGvC4kaTWBJG33FBK7Dsxu9+edvTv7Uf2JrIM0Y1mTyXBCMXYuoyCB9Rg89SG9hSXGu63FbSPFoLzMrMAQzDjJAO0jccgDp0z3ok17XFMYXw7Jyu5t0n+yTgYB5zgc47+1AhU0fXwihtb2kSbmIXd5gxyOfug+g6djTV0bxEsUuNePmEsVBQEc7sfw5A5Xjnp3qxHrt+LxYbrRp4Iy4DTZ3KoJI6gc8gdPWrmpXuoWs0YtLEXEews/JBz2A4x+dAIz5tK16SAAasqzeXIGZcqCzY24GOMc8/pRc6RrskcIi1wqVjQSAIFLMNu4hsHg4Jxjv71Wm8UajE8aHS3ywCFjFLjeW4/h6becdecYp8niPVomcyaHMsauBkK7EgoTxhT0bA/H14pBYcuja25mmk1R1di2yITNtILAjJA4+XI46U6PQNTDXDvq37ybbueJNjfKDjJHJ5I/AYqODxDrVwrbNEIIAwW3qGIJ39V4HBxnnPbmn/25rpl2f2CyqZCqyMxIIz8vAB6+pwBjnFPYLki6VrYeQnVc7i+05Pykj5Xx7f3OneoDofiArARrsisgVZFDZ3Ad87evXPHPAqWHWNcbyll0gbzOiSBNwCRnq+SAD9BzxT/AO2tX+2QRNokiRPIytJuLbVxw3A9expBYjk0XXpIjG2uB1KYIeEYY7SOcdsnOO/rWxpdrLY6fFazSLKYhtVwMZHbjt6Vcop3C9wooopAFFFFAHnnxR/5hX/bb/2Sij4o/wDMK/7bf+yUV7OE/gr+up5eJ/is7LQP+Rc0v/r0i/8AQBWjWdoH/IuaX/16Rf8AoArRryJ/Ez0o/CgqC6u4rRI2l3YeRYxtUnknA6VPTXdE272VcnAycZPpUlDqgubuO1Qs4ckIz4RCchRk+2frU9RzGIQSefs8nad/mY27e+c9qAMRfGOkspfdOEXy8uYjtG8ZAz7Dr6Ur+L9KjUvI0yqEVwTGfm3KW2jvuAHI9avrLpJb5JLIsVQcMmSD9z8D2/SnC50vLATWfyqHYB14DAnJ9iMnP1pgU5/E1jbXEkMiTgo+zdsGD1yRz0GD/TNRf8JfpXmLGzyhnOFBTryuDx6hs+uAfStGT+zLiXEhtJJIZM4YqSj/ANDz+tMF1o6ruW4sAG3SZDpzjO5v55NICkvjDRXYBLknKhvukY5xjnvTR4x0o3MkB+0ho1Z2PkkjavO7I7Ht61a8zw/O6wB9MkYElY8xkg98D8anEmlM6sHsyyjCkFcgHjj64oAzf+Ez0co7LJOwQtuzCy4C53HnHTBPr7Z4p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)
Рис. 1.4. Слишком мелкий тест на слайде.
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Рис.1.5. Минимально возможный размер шрифта на слайде.
· Предложения должны быть короткими, максимум – 7 слов.
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)
Рис.1.6. Сложно структурированное предложение.
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Рис.1.7. Нормально структурированное предложение.
· Каждая отдельная информация должна быть в отдельном предложении или на отдельном слайде.
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)
Рис. 1.8. Пример объединения различной информации на одном слайде.
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)
Рис. 1.9. Пример разделения информации на два слайда.
· Тезисы доклада должны быть общепонятными.
· Не допускаются орфографические ошибки в тексте презентации!
· Иллюстрации (рисунки, графики, таблицы) должны иметь четкое, краткое и выразительное название.
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Рис. 1.10. Пример неправильного (избыточного или недостаточного) оформления названия рисунка.
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Рис. 1.11. Пример правильного оформления названия рисунка.
· В дизайне презентации придерживайтесь принципа «чем меньше, тем лучше»
Не следует использовать более 3 различных цветов на одном слайде.
Остерегайтесь светлых цветов, они плохо видны издали.
Сочетание цветов фона и текста должно быть таким, чтобы текст легко мог быть прочитан. Лучшее сочетание: белый фон, черный текст.
В качестве основного шрифта рекомендуется использовать черный или темно-синий.
Лучше использовать одну цветовую гамму во всей презентации, а не различные стили для каждого слайда.
Используйте только один вид шрифта. Лучше использовать простой печатный шрифт вместо экзотических и витиеватых шрифтов.
Используйте прописные и строчные буквы, а не только прописные.
Размещайте наиболее важные высказывания посредине слайдов.
Используйте общеизвестные символы и знаки (неизвестные же вам придется предварительно разъяснять слушателям)
![](data:image/jpeg;base64,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Jouw5Y9jI/4RXSv+eL/APfZo/4RXSv+eL/99mtfJoyaLsOWPYyP+EV0r/ni/wD32aP+EV0r/ni//fZrXyaMmi7Dlj2Mj/hFdK/54v8A99mj/hFdK/54v/32a18mjJouw5Y9jI/4RXSv+eL/APfZo/4RXSv+eL/99mtfJoyaLsOWPYyP+EV0r/ni/wD32aP+EV0r/ni//fZrXyaMmi7Dlj2Mj/hFdK/54v8A99mj/hFdK/54v/32a18mjJouw5Y9jI/4RXSv+eL/APfZo/4RXSv+eL/99mtfJoyaLsOWPYyP+EV0r/ni/wD32aP+EV0r/ni//fZrXyaMmi7Dlj2Mj/hFdK/54v8A99mrthpVrpvmfZkZd+N2Wz0//XVrJoyaLsailsf/2Q==)
Рис.1.12. Пример излишнего цветового и графического наполнения слайда.
![](data:image/jpeg;base64,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Рис. 1.13. Пример «нормального» цветового и графического решения.
Структура презентации
Структура презентации должна соответствовать структуре доклада (рис.2.1):
1. Титульный слайд (1 слайд)
2. Актуальность темы дипломного проекта (1-2 слайда)
3. Цель и задачи дипломного проекта (1-2 слайда)
4. Методы решения задач (1-8 слайда)
5. Результаты решения задач (1-8 слайда)
6. Личный вклад дипломника в решение задач (1 слайд)
7. Финальный слайд (1 слайд)
Рекомендуемое общее количество слайдов – 10 - 20
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)
Рис. 2.1. Структура презентации
1. Титульный слайд должен содержать тему дипломного проекта и фамилию, имя и отчество докладчика (рис.2.2.).
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Рис.2.2. Титульный слайд презентации.
2. Актуальность темы должна быть обусловлена рядом аргументов (рис.2.3.).
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Рис.2.3. Слайд, отражающий актуальность темы.
3. Цель и задачи дипломного проекта должны быть четко структурированы и представлены в виде иерархической структуры (дерево целей и задач)
Например, целью дипломного проекта является исследование проблем трудоустройства студентов и выпускников ВВАГС и создание информационной системы «Трудоустройство».
В соответствии с указанной целью в исследовании были поставлены следующие задачи:
1. Изучение организационно-правовых основ трудоустройства в Российской Федерации и Нижегородской области.
2. Анализ рынка труда в Нижегородской области и проблем занятости молодежи.
3. Анализ существующей системы трудоустройства студентов и выпускников ВВАГС
4. Разработка и реализация проекта по созданию информационной системы «Трудоустройство»
5. Анализ и оценка реализации проекта по созданию информационной системы «Трудоустройство».
В данном случае, информацию можно преобразовать как минимум в двух вариантах.
Вариант 1. Разбить текст на два слайда (рис.2.4.-2.5.).
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Рис. 2.4. Слайд, отражающий цель дипломного проекта
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Рис. 2.5. Слайд, отражающий задачи дипломного проекта
Вариант 2.
Преобразовать информацию о цели и задачах дипломного проекта в виде дерева целей и задач (рис.2.6.).
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Рис. 2.6. Дерево целей и задач дипломного проекта
4. В следующих слайдах докладчик должен показать, каким образом решались задачи, поставленные перед ним в данном проекте.
Для того чтобы доклад сохранил свою логику, можно следующими слайдами иллюстрировать как Вы решали поставленные задачи и какие результаты Вы получили.