{"cells":[{"metadata":{},"cell_type":"markdown","source":"<p align=\"center\">\n  <img src=\"https://lycrouv-sn.fr/res/math/logo_math_ciel.png\" width=\"840\">\n</p>\n\n> <ins>Consignes</ins> :\n!!! info À lire !\n!!!\n!!! question Rédiger votre réponse sur compte-rendu sur feuille\n!!!\n!!! danger Activité pratique\n!!!\n\n# Et si on mesurait la capacité d'un condensateur\n!!! info\n<p algin=\"center\">\n   <img src=attachment:image_e5ab8f56 width=\"320\">\n</p>\n\n## Objectifs\n- décrire mathématiquement la charge et la décharge d'un condensateur\n- calculer le temps nécessaire pour avoir une charge à 63% de la charge finale\n- déterminer le comportement des broches de la Uno pour effectuer une mesure de capacité\n- mettre au point un programme à partir d'un algorigramme\n- valider le programme en comparant avec des mesures effectuées au multimètre\n- conclure sur les limites du capacimètre obtenu\n!!!","attachments":{"image_e5ab8f56":{"image/png":"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"}}},{"metadata":{},"cell_type":"markdown","source":"# Équations différentielles\n\n## 1- Équation différentielle sans second membre\n\nQuand l’inconnue est une fonction et que l’équation relie $f$ et $f'$, on parle d’équation différentielle."},{"metadata":{},"cell_type":"markdown","source":"!!! question Question 1\n\n1. Rappeler la formule de la dérivée de $e^{ax+b}$.\n\n2. On considère la fonction $f(x)=e^{-x}$.  \n   Calculer $f'(x)$ puis vérifier que $f$ est solution de :\n   $$y' + y = 0$$\n\n3. On considère $f(x)=k e^{-x}$ avec $k \\in \\mathbb{R}$.  \n   Montrer que cette fonction est aussi solution de :\n   $$y' + y = 0$$\n\n4. Peut-on trouver une solution telle que $f(0)=5$ ?  \n   Si oui, la déterminer.\n!!!\n   "},{"metadata":{},"cell_type":"markdown","source":"## 2- Équation différentielle avec second membre constant\n\nOn rappelle que l’équation :\n$$a y' + b y = c \\quad (a \\neq 0)$$\nadmet pour solutions :\n$$\\large{f(x)=k e^{-\\frac{b}{a}x} + \\frac{c}{b}}$$\navec $k \\in \\mathbb{R}$.\n\nQuand on place en série une résistance $R$, une capacité $C$ et qu'on les soumet à une tension constante $E$ la charge aux bornes du condensateur vérifie l'équation : $$\\frac{1}{C}q(t) + R \\frac{dq}{dt}(t) = E$$"},{"metadata":{},"cell_type":"markdown","source":"!!! question Question 2\n\n1. Mettre sous la forme $a y' + b y = c$ l’équation :\n   $$\\frac{1}{C}q(t) + R \\frac{dq}{dt}(t) = E$$\n\n2. En déduire la solution générale en fonction de $R$, $C$, $t$ et $k$.\n\n3. Sachant que le condensateur est déchargé au départ ($q(0)=0$), déterminer $k$.\n\n4. En déduire l’expression de $q(t)$.\n!!!\n"},{"metadata":{},"cell_type":"markdown","source":"## 3- Attendre un peu…\n\nLa tension aux bornes du condensateur est proportionnelle à la charge. Quand on fait tendre $t$ vers l'infini la tension est celle de $E$.\n\nAinsi on a :\n$$\\large{U(t)=5\\left(1-e^{-\\frac{t}{\\tau}}\\right)}$$"},{"metadata":{},"cell_type":"markdown","source":"!!! question Question 3\n\n1. Donner l’expression de $\\tau$ en fonction de $R$ et $C$.\n\n2. Résoudre :\n   $$U(t)=0,63 \\times 5$$\n\n3. Au bout de combien de temps $t_{63\\%}$ (en fonction de $\\tau$) la tension $U(t)$ atteint 63% de la tension $E$ ?\n\n4. En déduire une expression de $C$ en fonction de $t_{63\\%}$ et $R$.\n\n!!!"},{"metadata":{},"cell_type":"markdown","source":"## 4- Les différents types de condensateur"},{"metadata":{},"cell_type":"markdown","source":"!!! question Question 4\nÀ partir du site Sonelec [Condensateurs](https://www.sonelec-musique.com/electronique_theorie_condensateur.html) :\n- dessiner les deux symboles pouvant représenter un condensateur et préciser ce qui les différencie ;\n- pour chaque symbole préciser deux types de condensateurs (deux technologies) qui pourraient correspondre.\n!!!"},{"metadata":{},"cell_type":"markdown","source":"## 2- Partie matérielle\n!!! info\nOn décide d'utiliser le montage suivant :\n\n<p algin=\"center\">\n   <img src=attachment:image_bac7a31e width=\"800\">  \n</p>\n\n$R_1$ : résistance servant à la **charge du condensateur**\n\n$R_2$ : résistance servant à la **décharge du condensateur**\n\n$A_0$ : **entrée analogique** de la UNO utilisée pour mesurer la tension aux bornes de C1\n!!!\n!!! question Question 5\nLa charge du condensateur à tester doit s'effectuer à travers $R_1$ et la décharge à travers $R_2$.\nDessinez sur votre feuille le tableau suivant puis complétez-le en indiquant la configuration des broches D8 et D9 (**INPUT**, **INPUT_PULLUP** ou **OUTPUT**), si la broche est en sortie, préciser le niveau à appliquer (**LOW** ou **HIGH**) :\n\n\n|Configuration de l'Arduino| broche D8 | broche D9\n|----------|-----------|----------|\n| charge   |           |          |\n| décharge |           |          |\n\n<ins>**Astuces**</ins> :\n- On considère que la broche $A_0$ n'a pas d'influence ni sur la charge ni sur la décharge.\n- Une broche configurée en entrée ne consomme que très peu de courant (**1 µA max**), on pourra donc considérer qu'une broche Arduino configurée en entrée \"déconnecte\" le composant qui y est raccordé.\n- Une broche configurée en sortie au niveau bas (**LOW**) peut **absorber jusqu'à 20 mA**.\n!!!\n!!! question Question 6\nQuelle **valeur minimale** doit avoir **$R_2$** afin de **ne pas dépasser le courant maximale** que peut absorber D9 (**20 mA**).\nDonnez la valeur minimale de $R_2$ normalisée dans la **série E12** (https://fr.wikipedia.org/wiki/R%C3%A9sistance_(composant)).\n!!!\n\n!!! question Question 7\nDemandez la résistance $R_1$ au professeur, puis **dessinez le schéma complet de la partie matérielle du capacimètre** en renseignant les valeurs de $R_1$ et $R_2$ ainsi que le **nom des E/S** de la carte UNO.\n!!!","attachments":{"image_bac7a31e":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA5oAAAGhCAYAAAAA18vMAAAgAElEQVR4Xu3df8xmZX0n/mv+wP5hosHpfk2THQLMkFVABYdJ1YFuMQiIGzdmDD9c9w9G4iBtXNEublA7TiOmUq0tSZWxCk0MwrBM2DUrDpSIG4aq5ZcgozQMg4E/GltxxMRkV/+Yb6+7ex7Pc+a+73Pd9znnPr9eT9Kk8pxznet6fa45Oe/nOj82HPuXn+CHAAECBAgQIECAAAECBAjUJLBB0KxJUjMECBAgQIAAAQIECBAgMBEQNE0EAgQIECBAgAABAgQIEKhVQNCslVNjBAgQIECAAAECBAgQICBomgMECBAgQIAAAQIECBAgUKuAoFkrp8YIECBAgAABAgQIECBAQNA0BwgQIECAAAECBAgQIECgVgFBs1ZOjREgQIAAAQIECBAgQICAoGkOECBAgAABAgQIECBAgECtAoJmrZwaI0CAAAECBAgQIECAAAFB0xwgQIAAAQIECBAgQIAAgVoFBM1aOTVGgAABAgQIECBAgAABAoKmOUCAAAECBAgQIECAAAECtQoImrVyaowAAQIECBAgQIAAAQIEBE1zgAABAgQIECBAgAABAgRqFRA0a+XUGAECBAgQIECAAAECBAgImuYAAQIECBAgQIAAAQIECNQqIGjWyqkxAgQIECBAgAABAgQIEBA0zQECBAgQIECAAAECBAgQqFVA0KyVU2MECBAgQIAAAQIECBAgIGiaAwQIECBAgAABAgQIECBQq4CgWSunxggQIECAAAECBAgQIEBA0DQHCBAgQIAAAQIECBAgQKBWAUGzVk6NESBAgAABAgQIECBAgICgaQ4QIECAAAECBAgQIECAQK0CgmatnBojQIAAAQIECBAgQIAAAUHTHCBAgAABAgQIECBAgACBWgUEzVo5NUaAAAECBAgQIECAAAECgqY5QIAAAQIECBAgQIAAAQK1CgiatXJqjAABAgQIECBAgAABAgQETXOAAAECBAgQIECAAAECBGoVEDRr5dQYAQIECBAgQIAAAQIECAia5gABAgQIECBAgAABAgQI1CogaNbKqTECBAgQIECAAAECBAgQEDTNAQIECBAgQIAAAQIECBCoVUDQrJVTYwQIECBAgAABAgQIECAgaJoDBAgQIEBgJAIbzt+wbqTHHjg2kpEbJgECBAisWkDQXLW44xEgQIAAgRYEiiGz2AWhs4WiOCQBAgQGLCBoDri4hkaAAAECBDKBsqCZbSdwmjMECBAgUIeAoFmHojYIECBAgEDHBVKDZn4YQmfHi6p7BAgQ6LCAoNnh4ugaAQIECBCoS2Da85mp4VPgrKsK2iFAgMB4BATN8dTaSAkQIEBgxALzXgSUGjgjX5uh88wvnBkO/fOhtSredeldYcdrd5RW9Y/u+6Nw56E7wwu/eGGy7cVbLg5XvfGqpH2LjZ97y7nhoRceCh9580fCZy/87OTX2X+L/3/+v+f33f+j/eHdd7577T8d2/2bFzHF/n3uO59b+92j7380vPF33rju0PP2z2/42D8+FvY+ujcc+qdDk35mP2f8mzPC9pO2h11bdx3XdtzmL777F+Hae68N2zdtDwd3Hiw1tQEBAgTKBATNMiG/J0CAAAECAxBIeeNslwPn/UfuD2/76tvWVeKyMy4Ld7z7jrnVufyuy8O+Q/umbvOVd34l7Dx7Z3J1b3n8lvC+r79vsn0+DNYdNGMQ/uZ/+ubCQTOGxd3f3h1+8X9/MXNMr/itV4Q9v78nfOhNH1q3TQzhJ33+pMl/+/xFnz/u98lINiRAgMD/ExA0TQUCBAgQIDACgZSgmWfoWujc9b92hS89+qV1lYqh6alrngqbXrFpagWzVbr4yxhK/+zCPwv/8NN/CDvu3DEJY2X7FxuNQSwGsmIQrDtoxuMWV2vLVjTzIThlOk8Lk1koj57PX/t8SjO2IUCAwEwBQdPkIECAAAECIxBYNGhmJF0JnK/801euhcO3bHpLOHD4wKSL81bf8rfa5lcg86E1dfUuH1qL+zQRNOOtrjFEZz/zgmYMv3Gs2Upmtmq54/QdkxAef7//h/uPW+0s3qKbD6upLiP4p2OIBAgsKSBoLglnNwIECBAg0CeBZYNmfoypobPu5zjzAej9W98fXvvbr508Txh/Zj1TmL8VtLhClw9tKbffxuO8/ba3r4XbYkBrImgWQ3TqM57zVmnj7cfZam5svzj2vFkx6PZprusrAQLdEBA0u1EHvSBAgACBjgmkhqqOdTu5O1XC4CI2VY6TDSb/nOXf/ue/Df/ut//duhW8spfnFMNoPrSlvPymLIA1FTTzoXFe0Mwfv2wlMr+aG9t/6b+9tG7O5Nua5po8wWxIgMDoBQTN0U8BAAQIECBQFFgkSPVVr44AGMeeYlXlWLNWJvPhc9qbXueFyfzvpoWtYk3zK6rTXtRTZ9CMwffn/+fna2/XzcY2L2hu2LNhrctl4bDYTnwWM/+M6zK3Fff134B+EyDQrICg2ayv1gkQIECgZwIpwalnQ5ra3Srhb1qD89yqHCv/bGS8bXbvf9g7OXw+/E17eU1q0Ixt5T81Mm1s+c+PTAu1dQfNa9987bpPocTw+NzPn5v5eZR80CwbSzFoFl86VDbWIcx9YyBAYDUCguZqnB2FAAECBHoiIGguVqgUrypBMx/i4m2zF5x6wVoHsxcExf8w7y2t826dTQmaZauniwbN4vOP+XCX9TX/TGj23c9Z3+GsM2jmA3zKbcWLzRZbEyAwJgFBc0zVNlYCBAgQKBWo46U5pQdpYYM6x5USLrMhVgmZj/3jY2Hrl7YmaRVfbJO6oply62xZkCz7fRzAvP5MC5rFsceV1M9953NrFvmVyzpvnV30+dWk4tiIAIFRCgiaoyy7QRMgQIDALIE6A1mXlOsYV2rArBIu82Z/8r//ZPJJjpSf4ttWU4NmyqpdWZAsW/FcJmjGffIBNI4v+3xJ/F0+aOY/4zLt1t68X9nLgATNlNlmGwIEUgQEzRQl2xAgQIDAaATqCGRdxFp2XKnhchJ+HjhW69BP+vxJk29Apv7k37ha5+dN8uFsWpCbtiJZ7PO8bWb9rvh9zHyb+aBZDKT7L92/7hbjbL/4eZO3ffVta81M+7RL2YuPUmthOwIECAia5gABAgQIEMgJLBvIuo646LjaDJjRMh+K5n3TMb+aWFydzK/05d/GuuibVctekJN/YVHsewxw122/Lrzxd944mRbx93FlNluRzL/UKP5+Xggttp3Ns3zQLAbSuPq55/f3hB2n75i8UTbehvu1H3wt/PVjf71uVXTaG2rLxtr1ea5/BAh0R0DQ7E4t9IQAAQIEOiCwaCDrQJeTupAyrrbDZX4g+QAZQ9Mf//s/njrO4ipdPjzlQ1oMf3924Z+Ff/jpP4Qdd+6YBK6U5zPjQfO3k077vEncZpHV12LAK1sRzQfmaUEzC7PX3ntt0lyIG8363uaiITz5gDYkQGB0AoLm6EpuwAQIECAwTyAlkPVRcN64uhQwM9v8G2XLvg2ZD3nFW1vzgbVYt6+88yth59k7k8qZvXBn1upqDLxZgJ3X4LSAVxY0i58kie1P+4xJceV0Vj9mhcy4ff551DL3JDgbESAwWgFBc7SlN3ACBAgQmCYwpqCZGjDrfvaybOblnxOcd9ts1k5+FW7aNzVjkLvz0J1rz3tmnwvZ8dodZV1Z+33+cyPPX/v85JbU4k+8hfUvv/uX4cDhA+HQPx9a+3Xc9i2b3hKueuNVU5+dLAuasaH88WcFzfjfYx9uffzWcN+z94WHXnhorQ/RcftJ28OurbvWbumdOv/3bJj852mOyVg2JECAwL8ICJqmAQECBAgQyAmMJWimFH3VATOlT21tkw+/i6yEttXfZY6bXzmdd7vyMm3bhwCB8QkImuOruRETIECAwByBsQdN4XL25Mhu0Z32ttYh/KPKrwzPWrUdwjiNgQCB1QgImqtxdhQCBAgQ6InAWIOmgFk+QbOXCxW/2Vm+Zz+2yJ6LHWqQ7kcV9JLAcAQEzeHU0kgIECBAoAaBoQbNSDPksdVQ+qQmspflzHuhTlJDHdto6CG6Y9y6Q2AUAoLmKMpskAQIECCQKiCMpUrZjgABAgQIzBYQNM0OAgQIECCQExA0TQcCBAgQIFBdQNCsbqgFAgQIEBiQgKA5oGIaCgECBAi0JiBotkbvwAQIECDQRQFBs4tV0ScCBAgQ6JuAoNm3iukvAQIECDQqIGg2yqtxAgQIEBiJgKA5kkIbJgECBAikCQiaaU62IkCAAAEC8wQETfODAAECBAjkBARN04EAAQIECFQXEDSrG2qBAAECBAYkIGgOqJiGQoAAAQKtCQiardE7MAECBAh0UUDQ7GJV9IkAAQIE+iYgaPatYvpLgAABAo0KCJqN8mqcAAECBEYiIGiOpNCGSYAAAQJpAoJmmpOtCBAgQIDAPAFB0/wgQIAAAQI5AUHTdCBAgAABAtUFBM3qhlogQIAAgQEJCJoDKqahECBAgEBrAoJma/QOTIAAAQJdFBA0u1gVfSJAgACBvgkImn2rmP4SIECAQKMCgmajvBonQIAAgZEICJojKbRhEiBAgECagKCZ5mQrAgQIECAwT0DQND8IECBAgEBOQNA0HQgQIECAQHUBQbO6oRYIECBAYEACguaAimkoBAgQINCagKDZGr0DEyBAgEAXBQTNLlZFnwgQIECgbwKCZt8qpr8ECBAg0KiAoNkor8YJECBAYCQCguZICm2YBAgQIJAmIGimOdmKAAECBAjMExA0zQ8CBAgQIJATEDRNBwIECBAgUF1A0KxuqAUCBAgQGJCAoDmgYhoKAQIECLQmIGi2Ru/ABAgQINBFAUGzi1XRJwIECBDom4Cg2beK6S8BAgQINCogaDbKq3ECBAgQGImAoDmSQhsmAQIECKQJCJppTrYiQIAAAQLzBARN84MAAQIECOQEBE3TgQABAgQIVBcQNKsbaoEAAQIEBiQgaA6omIZCgAABAq0JCJqt0TswAQIECHRRQNDsYlX0iQABAgT6JiBo9q1i+kuAAAECjQoImo3yapwAAQIERiIgaI6k0IZJgAABAmkCgmaak60IECBAgMA8AUHT/CBAgAABAjkBQdN0IECAAAEC1QUEzeqGWiBAgACBAQkImgMqpqEQIECAQGsCgmZr9A5MgAABAl0UEDS7WBV9IkCAAIG+CQiafauY/hIgQIBAowKCZqO8GidAgACBkQgImiMptGESIECAQJqAoJnmZCsCBAgQIDBPQNA0PwgQIECAQE5A0DQdCBAgQIBAdQFBs7qhFggQIEBgQAKC5oCKaSgECBAg0JqAoNkavQMTIECAQBcFBM0uVkWfCBAgQKBvAoJm3yqmvwQIECDQqICg2SivxgkQIEBgJAKC5kgKbZgECBAgkCYgaKY52YoAAQIECMwTEDTNDwIECBAgkBMQNE0HAgQIECBQXUDQrG6oBQIECBAYkICgOaBiGgoBAgQItCYgaLZG78AECBAg0EUBQbOLVdEnAgQIEOibgKDZt4rpLwECBAg0KiBoNsqrcQIECBAYiYCgOZJCGyYBAgQIpAkImmlOtiJAgAABAvMEBE3zgwABAgQI5AQETdOBAAECBAhUFxA0qxtqgQABAgQGJCBoDqiYhkKAAAECrQkImq3ROzABAgQIdFFA0OxiVfSJAAECBPomIGj2rWL6S4AAAQKNCgiajfJqnAABAgRGIiBojqTQhkmAAAECaQKCZpqTrQgQIECAwDwBQdP8IEAgWWDDhg3J22YbXnTRReHUU08N73nPe8K555678P7ZDnfccUe44oorQmzvwIEDS7djRwJlAoJmmVB3f7+qc9SRI0fCXXfdFb71rW+Fe++9dw3knHPOCdu2bat8vuuusJ4RIEAgXUDQTLeyJYHRCyxzEZdHu+yyy8Jf/dVfhY0bNy5kGS/q4gXc0aNHBc2F5Gy8jICguYxaN/ZZxTkq/tHrmmuumZyP5v1cf/314YYbbugGjF4QIECgBQFBswV0hyTQV4H8RdwHPvCBcPLJJ88dymOPPRbuu+++dRdkMWzGC7XUnxdffDFcfPHF4ZFHHpnsYkUzVc52ywoImsvKtb9f0+eo7M6KbKSbN28OF1544eRc+NJLL03Od9m5Km4Tz5Nf+MIX2ofRAwIECLQgIGi2gO6QBPoqkL+Ie/DBB5NuhY1B8ROf+ET44he/uDbs1H2feOKJcNVVV627cBM0+zp7+tNvQbM/tSr2tMlzVP7OinkhshhGv/GNb4RLLrmkv6h6ToAAgSUFBM0l4exGYIwCy1zEZU7xuaXsL/0pq5r33HNPeO9733vc7WmC5hhn3mrHLGiu1rvOozV5jtq7d2+4+uqrJ90tO4fdeOON4aMf/WjStnWOX1sECBDokoCg2aVq6AuBjgtUuYjL/5X/xBNPDD/72c+mjvbgwYPhU5/61LoXbMTbz7IVUUGz45NkAN0TNPtbxCbPUfEW/uzFP2V3ZcQ7OX77t397DfLYsWP9RdVzAgQILCkgaC4JZzcCYxSochEXA+R5551XeuFVfJnHZz7zmXDdddeF7L8LmmOceasds6C5Wu86j9bkOSoGzRgg450ZKcEx35eU7et00BYBAgS6ICBodqEK+kCgJwJVLuLirbDveMc7koNmfMvsl7/85fCGN7xhso+g2ZNJMoBuCpr9LeIqzlGpOoJmqpTtCBAYqoCgOdTKGheBBgSqXMTFzwGk3P66ZcuWya2zl19++boRCJoNFFSTUwUEzf5OjFWco1J08n9Yi380e/jhh1N2sw0BAgQGJSBoDqqcBkOgWYFlL+KKq5m33377cUGyrOeCZpmQ39clIGjWJbn6dto8R+VHm3/5WXb7/+o1HJEAAQLtCgia7fo7OoFeCSxyERefZfrRj34Uvva1r637tMmyz1gKmr2aKr3urKDZ3/K1eY7K1PJvnI0vPnvmmWfCxo0b+4uq5wQIEFhSQNBcEs5uBMYoUHxRz6IGMWTedtttS110CZqLatt+WQFBc1m59vdr8xwVR+8bmu3PAT0gQKA7AoJmd2qhJwQ6L7DsRVx8RukjH/nIwrfL5kEEzc5Pj8F0UNDsbynbPEcVQ6ZbZvs7j/ScAIF6BATNehy1QmAUAvmLuPhty5NPPnnduF966aXJbbJHjx6d/PfNmzeH/fv3r705tgqSoFlFz76LCAiai2h1a9u2zlHFkBnPj1/4whe6haM3BAgQWLGAoLlicIcj0GeBlOef4rOZn/jEJ9aey4zPKMULruJbZBd1EDQXFbP9sgKC5rJy7e/Xxjkq/0btKHD99deHG264oX0MPSBAgEDLAoJmywVweAJ9Eki5iMvGU7z4evDBB8O555679HAFzaXp7LiggKC5IFiHNl/lOSr+Ue0P/uAPwr59+9YElnmjdof4dIUAAQK1CgiatXJqjMCwBRa5iIsXYRdffHF45JFHJihxZTP+/6eeeupSSILmUmx2WkJA0FwCrSO7rOocNe38VsedGx1h1A0CBAjUIiBo1sKoEQLjEFjkIi6KPPHEE+Gss85aw1n20yaxAUFzHHOsC6MUNLtQheX6sIpzVDyv7dixIzz77LNrf0R74IEHankWfblR24sAAQLdFBA0u1kXvSLQSYFFL+LiIPLflIv/++abbw67du1aeHyC5sJkdlhSQNBcEq4DuzV9joormb/7u7+7FjLjG7XjrbPL3qnRATJdIECAQGMCgmZjtBomMDyBZS7iosKWLVvW/fV/mQ+YC5rDm09dHZGg2dXKlPer6XPUtm3b1h4HiCHzwIEDS30XuHwktiBAgED/BQTN/tfQCAisTGDZi7iDBw+G8847b62fl1122eTD5ov8CJqLaNm2ioCgWUWv3X2bPEft3bs3XH311ZMBVn3mvF0lRydAgMBqBATN1Tg7CoFBCCx7ERcH/7GPfSx8+tOfXnP4xje+ES655JJkF0EzmcqGFQUEzYqALe7e5DnqVa961bpvBMc7NVJ/4sqnHwIECIxNQNAcW8WNl0AFgSoXcfHZptNOO23dhdr3vve95NvOBM0KhbPrQgKC5kJcndq4qXPUPffcE97xjncsPdZjx44tva8dCRAg0FcBQbOvldNvAi0IVLmIi90tXqwt8mFzQbOFgo/0kIJmfwvf1Dmq+FKzRYUEzUXFbE+AwBAEBM0hVNEYCBAgQKA2AUGzNkoNESBAgMCIBQTNERff0AkQIEDgeAFB06wgQIAAAQLVBQTN6oZaIECAAIEBCQiaAyqmoRAgQIBAawKCZmv0DkyAAAECXRQQNLtYFX0iQIAAgb4JCJp9q5j+EiBAgECjAoJmo7waJ0CAAIGRCAiaIym0YRIgQIBAmoCgmeZkKwIECBAgME9A0DQ/CBAgQIBATkDQNB0IECBAgEB1AUGzuqEWCIxCYM+GDaMYZ5OD3O2j7U3y1ta2oFkb5Uobco6qzu0cVd1QCwQI/EZA0DQbkgWKF1/Tdjz2wLHk9mzYHwEXcPXWysVcvZ51tyZo1i3afHvOUfUaO0fV69mV1lzHdaUS4+mHoDmeWi890pQTU7FxgXNp7s7t6AKu/pK4iKvftM4WBc06NZtvyzmqfmPnqPpN22zRdVyb+uM+tqA57vqXjn6Zk1PWqLBZytuLDVzE1V8mF3H1m9bZoqBZp2bzbTlH1W/sHFW/aVstuo5rS95xo4CgaR5MFahyYrK6OaxJVbyIu/i7dw5rgCsYzYE3XbruKC7iVoBe4RCCZgW8FnZ1jqqO7hxV3bBrLbiO61pFxtkfQXOcdS8d9awT1LxVymX2Ke2IDVoXcBFXvQQu4qobrrIFQXOV2tWP5RxV3dA5qrph11pY5ppsmX26Nm796ZZAI0Fz/4/2h3ff+e6ZI33Fb70ivO7/e1149+nvDh9604dmbnfL47eE+H8PvfDQZJu439u3vD1ct/268MbfeeNCki/84oVw5hfODL/4v78Id116V9jx2h2T/Tfs+c2bNPP/Pd/4H933R+Fz3/nc5D9t37Q9HNx5cO3X+f0vO+OycMe77ziuX+fecu7aGD7y5o+Ez1742al9j27//dB/D0/901Ph0D8fWtsmHvPCzReGK8++Mmx6xabj9j3p8yeFOL5Z/V8IKpqcf/zbRRe5Dbbq/ov21/bNCriIq+7rIq664SpbEDRXqV39WM5R1Q2do6obdqmFqtdhVfcvWuSvlac5xevcN/3bN4X/8qb/MvU6N+4Tr3P/633/NfzdC383+f+rZILYXnZtnr8uT7leL2acY7t/8xLMfF6Ix3j0/Y8el1fm7Z+3eewfHwt7H90bDv3TobUMEX9/xr85I2w/aXvYtXXX1Cz0F9/9i3Dtvdcel1famp+tBM38YCPYN9/7zeMm1q7/tSt86dEvTXWJk2v/pfvDBadekOyWtReD2vPXPr+2X51BMzb6t//5b4/rV8rEnTferLOx77f8x1uOa3/W2JJxchvWdXKpq51lxmCfegVcxFX3dBFX3XBVLcy73WyRP7itqr+OE4JzVPVZ4BxV3bArLdR1/VVXO9GlLGhmdrOu7+8/cn/YceeOyWJR8WeZTBAXsd739fdNmsqHwZTr9UWC5sVbLg7f/E/fXNfllKAZw+Lub++eOt681Z7f33Pcgl0M4XEBKv58/qLPz13QW8WcbT1oxkEWVwljit/6pa2T8ccJFMNVXIG8/K7Lw75D+yb/vbjPPKx8e7Eof/zv/3ht87qD5rR+lU3clJA57x9hfnxVJ1Wdf8mvs61V/GNwjOkCLuKqzwwXcdUNV9FCyjNNwuYqKrHYMZyjFvOatrVzVHXDrrRQ57VXXW2lBs3suv+pa55atwCVv47OruOzlbu4T1yIeeh9D81cDS3WJrsTsBgEy67XYzuLBM24ffFuw7KgmQ/BKXNq2nV/lpeKi2sp7dW9zUqCZn5ZOQ6geEtssRD5pefi7aj5yTptSXoaUD6gFvepO2jG43/lnV8JO8/eudaVeRO3OOHiCu+H3/zhtf1jiPzaD762dutu9g8qvyob/1u8LTjebltlUtX516vYp7rbq3vyay9NwEVcmtO8rVzEVTdsuoWUkJn1QdhsuhqLte8ctZjXtK2do6obdqGFuq+76mpv3rV2XK388mNfXltIio7521nj79/21bdNeIvXuPnr+9SFlnxALe7TRNCM1/UxOGc/84Jm/jG/uH1cbIvBesfpOyZjj7/f/8P9x612FrNNPqymujQ1f1sJmtlgsr8oxP+d/6tCPmgWn2lMCYZFrFf+6Ssny8/TQlhKe6nPaGbHLR5n3sTN/27eKm3+H0Y8TnHi5FdFi0E3dfLU9Zer/PGaaDN1PLarR8BFXHVHF3HVDZtsYZGQKWw2WYnl2naOWs4tv5dzVHXDLrTQxDVXHW2mXGvnQ2MMWC/9t5cmpPlgVrxOzl+fT7tNdVpN3n7b28OBwwcmvyoGtCaCZvGaPXVFNBoUV3az8RRvJS4uyuVvny0G3VXP01aDZjE8ZSuff/K//2SS1uPPvBXNuKo37eU4ecR8qn//1veHvf9h7zrjlMm/aNCMB0h9uHiRFdps1TK2X/wHlZ+4s15KVDa56jiZFI+xzAVcWT/9/jcCn/z26jV83mRx8+JF3OItLL7HJ39/8X3sQaBuAeeoukWbac85qhnXtlut4+6LOq4NU66184+BRbfsltPUoJkSqMoCWFNBMx8a5wXN/PHLViLzC0z5YJ7NuXxbqXeANjFfWw2aRewsOOaXjmc9ozktNE4Dyhei+Hxm3D5l8qcGzdin7AVG+Uk1a+Lmx59yy2u+H8V/UPl/PCltTbOq42QiaDbxz3R6m21cwE3+yOE7mgsXuY2LuKyTAufC5bJDTQLOUTVBrqAZ56gVILdwiD4FzeI1eXZ33rxbZ4vvOCk+qlckzy8+TVsBrTNoxtXXn/+fn699RSJbgJoXNBdZfJqVobIx523KQmuTU7NTQTP/wGycWJ/89ifXvdI3g0gNmbkHZUoAACAASURBVHH7/KSZ9vmPOoNmbP/z3/n8Wp+zlcWUoJnycqPia5OL/6DyYyn7x1YWCOs4OU1OGlM+ldLkhB5L221dwAmay80wF3HLudmrvwLOUf2qnXNUv+qV0tumruOWaTflWrsYNPN3BuYftcsHtp3/c+e6N7OWXfvOezSvmBlmfY4w9dbXeF1/7ZuvXfe5x7iy+NzPn1v33/J9XuQ6vtiPYsYpG2vKHKpjm84GzfhXhxg040pd8ScW76a335T0Lc385KwjaBZDbvEfzyt/65VrDy3HfsfPneQDc37izrsdYFpxy4Jm/tbaZb6paUWzjn9Sq2ujrQs5K5qL19hF3OJm9ui/gHNUf2roHNWfWi3S02VCYRMLEVWD5qzPm8S7B/OfPCkLmvnnQKcFyUVXNIt3F067AzL/TGhcRb3qjVetJGjmV29TFrMWmVeLbNupoJndQ1y8pfR/XP4/JqEy/+zmrO9vHvcPZM+Gtf9UR9BMeTlR8TMssQMPvfDQpB+zgmbK7a7zbp0t/iWmq0GzjpPeIhPcttUFvGijuqEXbVQ3bLKFZe68cC5rsiKLte0ctZjXtK2do6obdqGFVSwYLHPuWyZoFm/3jGHzc9/53NqLfGJoe/O/ffPaO12if1nQLAuSZb+Px0h9ZjQLd8VnT2MOiOPIfmataJY9V1l26+yii1lNzd9Wg+aslwHl03/xDar536Xcc1w2uctWPCP8om/BnfZ64uwvLvmgmX+uMh6nLBzOexmQoNnUPxHtuoirPgdcxFU3bLIFQbNJ3ebbdo6qbuwcVd2wCy30OWjOehnQPNd8mEp5GVBZkCxb8VwmaBZzxLxV2Px1/qxbdzOPspcBCZr/IpUveP6h3HnPVS56z3HZ7aRlk64Y4FJWNIuTKv+PpLh//vjzVmnzq7mxvWkhOz/WeMvuBadesNB5r67vJWUHrbu9hQZj49oEXMRVp3QRV92w6RYWCZvL/EW/6f6PuX3nqOrVd46qbtiFFuq+7qqrvbJFn2lhLPu8yTzXeV+pmLZfPpxNC3LzXv6ZtTdvm1m/Ky5A5fuWX9HM7x8D6f5L90+9ls+/ICm2Ne1rE2UvPlrVfG1lRbO4/F0MTvNe77voimbZy4Dyf72I/Yhvpr3y7CvXPoz6l9/9y3VL3MUV1nn/ePKrpVlBixO7uPQdw+aH3/zhsPPsnZNdpn3IdtZttos8RDxrgtX517A621rVPwjHOV7ARVz1WeEirrrhKlpICZtC5ioqsdgxnKMW85q2tXNUdcOutFDntVddbc27Vo4rmV/7wdfWXWsXg1O8lo8/8TG0/KcN89f4Kd+QL1usKt5pGftx3fbr1t4JE38fP7+Y3aVYfG/LvBBabDubL/mgOe2OyJhLdpy+Y5JLMqu/fuyv1z2bOu0227Kxrmq+riRolg2m+JBq/i8UEfaW/3jLJNHn//u8D5nmj5eHnvZ5k+JS/by+Tgt48/7x5P+aMCtoxv9eDLvz+jDrLxx1fN4kHre2v15NedusC7Syfwnd/L2LuOp1cRFX3XBVLcwLm85hq6rCYsdxjlrMS9Cs7tXlFrp4HZe/Vi6zm3Z9nw+UWQjNB7eU22bjcfOLO9M+bxK3mbZINKvPxYBXtiKav/NwWtCM/21WIJ3Vh1mPEY7q8ybzJtWs20XLwlfK85nFSTXrsygpRZ0V8MpuB8j/44j9mXXPdfFbQNPM5i2j5//xTFtCL/uHnf991ZNU1f0X6attmxdwEVfdWNCsbrjKFur6K/4q+zzmYzlHVa++c1R1wy61UPU6rOr+RYvUoDnrOnfWW2fjceZdG0+rSdaXWeF03rHy7U3LIWVBs3gXY2xv2guMiiuni4bMuH0+f5S9WKjJudvKimacFG/Z9JZw0eaLwofe9KGZ44vQd/3wrrU3tmb7xVcD73jtjmSXV/7pKydLzPP+4hFXNm986Mbwdy/83bpPqsR9tp+0PXz89z4+Wbae949n2st8ivdRz3u4N/Zh76N7w0PPP7T2gdd4vLjie+HmC9du6Z028PzkTg3h8wBn/VV/3l/0l9knuYg2bE3ARVx1ehdx1Q1X2YKguUrt6sdyjqpu6BxV3bBrLSxzTbbMPinjLguaKde5xcfu4jX52097+8zr81n9yj+Cl78NN799vEswPjp34PCBddfj8Zgxv8QcMu09KGVBMx4jf/xZQTP+99iHWx+/Ndz37H1rOSj+9yyX7Nq6a+5nHjPzlK9apNRw2W0aCZrLdqap/fKrhbMmVVPHXlW72V8uYhhPeYC6rF8pzyqVtZH93u1mqVLd3K54EdfNXvarV7uPHetXh0fWW0GzXwV3jqq/Xs5R9ZuuukXXcdPF84+1pTzXueq61XG8/MrptMcG6zhGahujCJr55zDrWO1LxV3VdvnnM2fdHrxsX6qcqATMZdW7tZ+LuPrr4SKuftM6WxQ069Rsvi3nqPqNnaPqN22rRddxx8tnz2FWfdSsrZqWHbdLC2yjCJqxINkzn8UXD5UVqw+/z78kqYn7sJc5SQmZfZg5aX10EZfmtMhWLuIW0Vr9toLm6s2rHNE5qore9H2do+o3bbNF13Hr9bN3s6S+WLTN2i1z7OyRwS4E6dEEzfwrg5sIY8tMhLr2yf4yU/Zx16rHSzlRCZhVlbu5vwu5euviIq5ez7pbEzTrFm2+Peeoeo2do+r17EprruN+U4nskbOh3enYtRA9mqDZlX/k+kGAAAEC3RYQNLtdH70jQIAAgX4ICJr9qJNeEiBAgMCKBATNFUE7DAECBAgMWkDQHHR5DY4AAQIEFhUQNBcVsz0BAgQIEDheQNA0KwgQIECAQE5A0DQdCBAgQIBAdQFBs7qhFggQIEBgQAKC5oCKaSgECBAg0JqAoNkavQMTIECAQBcFBM0uVkWfCBAgQKBvAoJm3yqmvwQIECDQqICg2SivxgkQIEBgJAKC5kgKbZgECBAgkCYgaKY52YoAAQIECMwTEDTNDwIECBAgkBMQNE0HAgQIECBQXUDQrG6oBQIECBAYkICgOaBiGgoBAgQItCYgaLZG78AECBAg0EUBQbOLVdEnAgQIEOibgKDZt4rpLwECBAg0KiBoNsqrcQIECBAYiYCgOZJCGyYBAgQIpAkImmlOtiJAgAABAvMEBE3zgwABAgQI5AQETdOBAAECBAhUFxA0qxtqgQABAgQGJCBoDqiYhkKAAAECrQkImq3ROzABAgQIdFFA0OxiVfSJAAECBPomIGj2rWL6S4AAAQKNCgiajfJqnAABAgRGIiBojqTQhkmAAAECaQKCZpqTrQgQIECAwDwBQdP8IECAAAECOQFB03QgQIAAAQLVBQTN6oZaIECAAIEBCQiaAyqmoRAgQIBAawKCZmv0DkyAAAECXRQQNLtYFX0iQIAAgb4JCJp9q5j+EiBAgECjAoJmo7waJ0CAAIGRCAiaIym0YRIgQIBAmoCgmeZkKwIECBAgME9A0DQ/CBAgQIBATkDQNB0IECBAgEB1AUGzuqEWCBAgQGBAAoLmgIppKAQIECDQmoCg2Rq9AxMgQIBAFwUEzS5WRZ8IECBAoG8CgmbfKqa/BAgQINCogKDZKK/GCRAgQGAkAoLmSAptmAQIECCQJiBopjnZigABAgQIzBMQNM0PAgQIECCQExA0TQcCBAgQIFBdQNCsbqgFAgQIEBiQgKA5oGIaCgECBAi0JiBotkbvwAQIECDQRQFBs4tV0ScCBAgQ6JuAoNm3iukvAQIECDQqIGg2yqtxAgQIEBiJgKA5kkIbJoFVC+zZs2ehQ77+9a8P73rXuyb7LLJvfr+bbropHD16NGzatCns3Llz5vH37dsXnn766fDqV786XH311eHuu+8OTz755EL93b1790Lb27g/AoJmf2pVpaeLnGficZyjqmjblwCBMQoImmOsujETWIHAzTfffNxRfvazn4Vf//rX4cQTTwwve9nL1v1+y5Yt4YILLlgXNGMQLPvJ7/fUU0+Fr3/965NjvPWtbw3nnXfecbs/+OCD4Vvf+lY44YQTwq5du8LGjRvD/fffHw4fPrxu21/96leT0Bq3e9WrXnVcOzGg+hmmgKA5zLoWR+UcNY46GyUBAu0JCJrt2TsygdEJxAu7n/zkJ+GSSy4J27Ztmzn+bKVhmVXDe+65Jzz88MOTgHjFFVeEU045Ze04zz33XLj99tsnQbSsD7GN2Fa26jm6Yo14wILmeIvvHDXe2hs5AQL1Cwia9ZtqkcAoBWIw+8EPfhBe97rXzQyRq7iIi/jZcYohMbu19jWveU247LLL5tYpNWjGY23dunVucB7lhOjxoAXNHhdvTtedo2b/cW+YFTcqAgTaFhA0266A4xPouUC8eHv00UcnK5XxZ95K4aqC5osvvhj27t07WbnMnqvKnsuMt+1+8IMfLFVPDZrZ6msMtQJnKWsvNhA0e1Gm5E46R/3r8/LOUclTxoYECNQkIGjWBKkZAmMTKF68xYuYM844Y+pzkZnNqoJmPF72LGb8/7dv3x4eeuihqbfTzqpbatAsOrz85S8PZ5111trzpmObF0MYr6A5hCqGyS30+T+COUf96x8DnaOGMb+NgkAfBATNPlRJHwl0SCC+OOf73/9++OUvf7nwX8lXGTRj57761a+GI0eOrOnNekHQNN7UoJntK3B2aJJW7IqgWRGw5d2do6YXwDmq5Ynp8ARGKCBojrDohkxgGYEqF2/Z8RYNmmX9LHtRT/4W2tRbZvPBcZmXAc26mDv77LMnb7j1030BQbP7NZrWQ+eotLo5R6U52YoAgeoCgmZ1Qy0QGLxAtroXB1rlOZ9Fg2bZ501ieJz3Up/sDbRZgcreNJsv5KIrmsVJEN9we/DgwbUV1fw3+AY/YXo+wBg0P/nt3wxi97FjPR/R8LvvHLX455aco4b/78IICbQtIGi2XQHHJ9ADgeJFXPx25TIrdIsGzWU+b5Jxxm9q7t+/f/I/Y2CNLyuKzyZdeeWVSSuLVYJmXEl9/PHHw/PPPx9eeOGFSR8EzR5M9P/XxT0bNqzrrKDZ/do5Ry0WNJ2juj+n9ZDAEAQEzSFU0RgIrEAgvlznmWeeWQtO8ZCbNm0Kp5122twXAOW7tqqgGS+ibrvttnD06NEQP2VywQUXhFtvvXXyXGns886dO0vFlgma0ejHP/7xxCi+8TYzOumkk7wcqFS8OxsImt2pxSI9cY4q13KOKjeyBQEC9QkImvVZaonAKARiiPve974XfvjDH669EOiEE06YBLi4ynnmmWfOdFhV0MxeApR/LjO/whnfQhvD57yf1KAZ2z106NAkXGYvSIorp5s3b568ffaUU04ZxbwY0iAFzX5X0zlqff2co/o9n/WeQJ8FBM0+V0/fCbQsEC9g4i2i+RW8tr+jmX3WJIbfd77zneuC79133x2efPLJpM+cpAbN7DuasRSnnnrqZAV12zYfRm95alY6vKBZia9TOztHheAc1akpqTMERiUgaI6q3AZLoBmB7Hmfw4cPh61bt84MWk2vaMaXW9x+++2T21Zj2Iuht/hz0003TW6pLXtjbWrQjO2dfvrpSz2z2kw1tFpVQNCsKti9/Z2jnKO6Nyv1iMDwBQTN4dfYCAl0RmDRoFn21tk4sPybZ7MQOe85zHwYnfeCntSg2RlcHalNQNCsjbJ3DTlH9a5kOkyAQIcFBM0OF0fXCAxNYNGLuJTxZyuT+/btC08//XTSm2Xznz3ZsWPH1OdKBc0U/WFuI2gOs64po3KOSlGyDQECBNIEBM00J1sRIECAwEgEBM2RFNowCRAgQKBRAUGzUV6NEyBAgEDfBATNvlVMfwkQIECgiwKCZherok8ECBAg0JqAoNkavQMTIECAwIAEBM0BFdNQCBAgQKC6gKBZ3VALBAgQIEBA0DQHCBAgQIBATkDQNB0IECBAgEB1AUGzuqEWCBAgQGBAAoLmgIppKAQIECDQmoCg2Rq9AxMgQIBAFwUEzS5WRZ8IECBAoG8CgmbfKqa/BAgQINCogKDZKK/GCRAgQGAkAoLmSAptmAQIECCQJiBopjnZigABAgQIzBMQNM0PAgQIECCQExA0TQcCBAgQIFBdQNCsbqgFAgQIEBiQgKA5oGIaCgECBAi0JiBotkbvwAQIECDQRQFBs4tV0ScCBAgQ6JuAoNm3iukvAQIECDQqIGg2yqtxAgQIEBiJgKA5kkIbJgECBAikCQiaaU62IkCAAAEC8wQETfODAAECBAjkBARN04EAAQIECFQXEDSrG2qBAAECBAYkIGgOqJiGQoAAAQKtCQiardE7MAECBAh0UUDQ7GJV9IkAAQIE+iYgaPatYvpLgAABAo0KCJqN8mqcAAECBEYiIGiOpNCGSYAAAQJpAoJmmpOtCBAgQIDAPAFB0/wgQIAAAQI5AUHTdCBAgAABAtUFBM3qhlogQIAAgQEJCJoDKqahECBAgEBrAoJma/QOTIAAAQJdFBA0u1gVfSJAgACBvgkImn2rmP4SIECAQKMCgmajvBonQIAAgZEICJojKbRhEiBAYAgCxRA4hDHFMew+dmwoQzEOAgQIECAwERA0TQQCBAgQ6IXAUENmHl/g7MVU1EkCBAgQSBAQNBOQbEKAAAEC7QqMIWRGYUGz3Xnm6AQIECBQn4CgWZ+llggQIECgIQFBsxrsiy++GO66667wwAMPhEceeSQ8++yzaw2ec845Ydu2beE973lPOPfccysd6I477ghXXHFFuOiii8KBAwcqtWVnAgQIEOi3gKDZ7/rpPQECBEYhUAyaF3/3zkGM+8CbLl03jrpXNGPA/PM///Pw6U9/Oskrhs4vf/nL4Q1veEPS9vmNjhw5EuL+R48eFTQX1rMDAQIEhicgaA6vpkZEgACBwQkImouX9Iknngg7duxYt3q5efPmcOGFF4aTTz550uBLL70U7rvvvskqZ/7n9ttvD5dffnnyQWOgvfjii9fasaKZTGdDAgQIDFZA0BxsaQ2MAAECwxEQNBerZQyZ559//mR1Mf7EgPk3f/M3M2+NPXjwYLj22mvXBc7vf//7SSub8VhXXXXVun0FzcXqZWsCBAgMUUDQHGJVjYkAAQIDExA0FytofOYyW6WMt7PG5yU3btw4t5HiqmQMp4cPH567zz333BPe+973rgXabGNBc7F62ZoAAQJDFBA0h1hVYyJAgMDABATN9ILeeOON4aMf/ehkhxNPPDE888wzpSEzaz0+ZxkDZvYz6xbauAL6qU99Ktx7771r237gAx8IX/ziFyf/W9BMr5ctCRAgMFQBQXOolTUuAgQIDEhA0Ewv5pYtW9aey1z0Wct4lGuuuSbEwLl169Zw6aWXTr19dsOGDes69JnPfCZcd911IfvvgmZ6vWxJgACBoQoImkOtrHERIEBgQAKCZlox40rjeeedt7bxT3/60+TVzLQj/OtWWaAsvqVW0FxE0bYECBAYtoCgOez6Gh0BAgQGISBoppUxf9tsk6uKcdU03jpbfDOtoJlWJ1sRIEBgDAKC5hiqbIwECBDouYCgmVbA+ImR7LnJ7HbWtD3r2UrQrMdRKwQIEBiCgKA5hCoaAwECBAYuIGimFVjQTHOyFQECBAg0LyBoNm/sCAQIECBQUaAYNCs219nddx87Vqlv+aD5jW98I1xyySWV2lt0Zyuai4rZngABAsMVEDSHW1sjI0CAwGAEBM20UuaD5jJvnE07yuytBM2qgvYnQIDAcAQEzeHU0kgIECAwWAFBM620bp1Nc7IVAQIECDQvIGg2b+wIBAgQIFCDwBjCZtVbZ+NbYPft2zfRvv7668MNN9xQg3x6E1Y0061sSYAAgaELCJpDr7DxESBAgMBoBPbu3RuuvvrqyXiX/bzJE088EXbs2BEuvPDC8Hu/93vHfcJkHqagOZqpZqAECBAoFRA0S4lsQIAAAQIE+iEQQ+JZZ5211tmf/vSnYePGjQt1Ph9WzznnnPDwww8n7y9oJlPZkAABAoMXEDQHX2IDJECAAIExCWzZsiU8++yzkyHffPPNYdeuXQsNP7//ot/iFDQXorYxAQIEBi0gaA66vAZHgAABAmMTuOOOO8IVV1wxGfaJJ54YnnnmmeRVzfxqZtw/BtZTTz01mVDQTKayIQECBAYvIGgOvsQGSIAAAQJjE9i2bVt45JFHJsOOt78eOHCgNGwWb7tddDUzHkvQHNtMM14CBAjMFhA0zQ4CBAgQIDAwgRgazz///HD06NHJyDZv3hw+9alPzXyxT3ElMzWcFtkEzYFNJMMhQIBABQFBswKeXQkQIECAQFcFimEzC5zxbbInn3zypNuPPfZYuO+++9YCafxvy4bMuK+g2dXZoF8ECBBYvYCguXpzRyRAgAABAisROHLkSLjmmmvCvffem3S8+O3ND3/4w6W32c5qTNBMYrYRAQIERiEgaI6izAZJgAABAmMWiKubd955Z3j00UfD3//9369bwYzf29y6dWt43/vet9CLf6Z5CppjnmXGToAAgfUCgqYZQYAAAQIECBAgQIAAAQK1CgiatXJqjAABAgQIECBAgAABAgQETXOAAAECBAgQIECAAAECBGoVEDRr5dQYAQIECDQpsGfDhiabb63t3ceOtXZsByZAgAABAk0ICJpNqGqTAAECBGoXGGrIzEMJnLVPGw0SIECAQEsCgmZL8A5LgAABAukCYwiZUUPQTJ8TtiRAgACBbgsImt2uj94RIECAwL8ICJqmAQECBAgQ6JeAoNmveuktAQIERikwL2he/N07S00OvOnS47Yp228V+xSPYUWztJQ2IECAAIGeCAiaPSmUbhIgQGDMAmUrmmWhMdqtIjguehxBc8yz2tgJECAwbAFBc9j1NToCBAgMQqAsaMZBloXNaUGzbL9l9lkkbAqag5ieBkGAAAECUwQETdOCAAECBDovUAyaMVTWtULZZtgUNDs/9XSQAAECBJYUEDSXhLMbAQIECKxOYFrQXGTlMN/TZVYpl9knpX+C5urmkCMRIECAwGoFBM3VejsaAQIECCwhMCtopoS5aYdbJjgus09Z/wTNJSaDXQgQIECgFwKCZi/KpJMECBAYt8C8oFkW5mbJLRMcl9lnXv+aCJpHjhwJn/3sZ8Mdd9wRjh49Ohn+ZZddFv7wD/8wnHvuueOeSEZPgAABAisTEDRXRu1ABAgQILCsQFnQ7GvYLHpU/bzJE088Ec4///xJwLzooovCW9/61vDjH/84fPGLX5wc6jOf+Uy47rrrli2D/QgQIECAQLKAoJlMZUMCBAgQaEsgJWgOIWxWDZpbtmwJzz77bLj55pvDrl271sqVD6APPviglc22JrLjEiBAYEQCguaIim2oBAgQ6KtAatCsM2wu87mUsn1m9S+rS5Wgec8994R3vOMdYfPmzeHw4cPHlfpjH/tY+PSnP21Vs6//CPSbAAECPRMQNHtWMN0lQIDAGAVSvqM5BJcqQTM+k/nxj3988jzmDTfccBxH/P0VV1whaA5hohgDAQIEeiAgaPagSLpIgACBsQsImtVnwOWXXx727dt33G211VvWAgECBAgQOF5A0DQrCBAgQKDzAoJmtRJdc801kxcCnXPOOeHAgQNh48aN1Rq0NwECBAgQKBEQNE0RAgQIEOiFwBjCZpVbZ2cVMQuZJ554YnjggQfCG97whl7UWycJECBAoN8Cgma/66f3BAgQIFCzQDHQNhH+au7yzOayFwBZyVyVuOMQIECAQCYgaJoLBAgQIEAgJzCUoHnkyJHJG2jjSuYzzzzjdlmznAABAgRWKiBorpTbwQgQIECg6wJDCZrZW2avv/76qW+h7Xod9I8AAQIE+i0gaPa7fnpPgAABAjULDCVo3njjjeGjH/2oz5nUPD80R4AAAQJpAoJmmpOtCBAgQGAkAkMJmiMpl2ESIECAQEcFBM2OFka3CBAgQKAdAUGzHXdHJUCAAIFhCQiaw6qn0RAgQIBARYGhBM3s1tmLLrpo8u1MPwQIECBAYJUCguYqtR2LAAECBDovIGh2vkQ6SIAAAQI9EBA0e1AkXSRAgACB1QkMJWiuTsyRCBAgQIDA8QKCpllBgAABAgRyAoKm6UCAAAECBKoLCJrVDbVAgAABAgMSEDQHVExDIUCAAIHWBATN1ugdmAABAgS6KCBodrEq+kSAAAECfRMQNPtWMf0lQIAAgUYFBM1GeTVOgAABAiMREDRHUmjDJECAAIE0AUEzzclWBAgQIEBgnoCgaX4QIECAAIGcgKBpOhAgQIAAgeoCgmZ1Qy0QIECAwIAEBM0BFdNQCBAgQKA1AUGzNXoHJkCAAIEuCgiaXayKPhEgQIBA3wQEzb5VTH8JECBAoFEBQbNRXo0TIECAwEgEBM2RFNowCRAgQCBNQNBMc7IVAQIECBCYJyBomh8ECBAgQCAnMKaguWfPnoVq//rXvz68613vmuyzyL75/W666aZw9OjRsGnTprBz586Zx9+3b194+umnw6tf/epw9dVXh7vvvjs8+eSTC/V39+7dC21vYwIECBCoT0DQrM9SSwQIECAwAIExBc2bb775uIr97Gc/C7/+9a/DiSeeGF72spet+/2WLVvCBRdcsC5oxiBY9pPf76mnngpf//rXJ8d461vfGs4777zjdn/wwQfDt771rXDCCSeEXbt2hY0bN4b7778/HD58eN22v/rVryahNW73qle96rh2YkD1Q4AAAQLtCAia7bg7KgECBAh0VGBMQXNaCWL4/MlPfhIuueSSsG3btplVylY0l1k1vOeee8LDDz88CYhXXHFFOOWUU9aO89xzz4Xbb799EkTL+hDbiG1lq54dnVK6RYAAgVEKCJqjLLtBEyBAgMAsgSEHzRjMfvCDH4TXve51M0PkKoJmtM+OUwyJ2a21r3nNa8Jll102d6KmBs14rK1bt84Nzv5FECBAgEC9AoJmvZ5aI0CAAIGeCwwxaMZA9uijj05WKuPPvJXCVQXNEYFFvwAADGdJREFUF198Mezdu3eycpk9w5k9lxlv2/3gBz9YOpNSg2a2+hpDrcBZymoDAgQI1CIgaNbCqBECBAgQGIrAkIJmMWDGoHXGGWdMfS4yq9+qgmY8XvYsZvz/t2/fHh566KGpt9POmlupQbPo8PKXvzycddZZa8+bDmXuGgcBAgS6JCBodqka+kKAAAECrQsMIWjGF+d8//vfD7/85S8nnous5K0yaMa+ffWrXw1HjhxZq/usFwRNmxipQTPbV+Bs/Z+XDhAgMCIBQXNExTZUAgQIECgX6HPQrBIwM5lFg2aZaNmLevK30KbeMpsPjsu8DGhW4Dz77LMnb7j1Q4AAAQLVBQTN6oZaIECAAIEBCfQ1aGare7EUi6xgFku3aNAs+7xJDI/zXuqTvYE260fZm2bz/V10RbM41viG24MHD66tqOa/9zmgKW0oBAgQaEVA0GyF3UEJECBAoKsCQwma8duVy6zQLRo0l/m8SVb7+E3N/fv3T/5nDKzxZUXx+ckrr7wyaWWxStCMK6mPP/54eP7558MLL7ww6YOg2dV/lfpFgEAfBQTNPlZNnwkQIECgMYG+Bs0IEl+u88wzz6wFp/jfNm3aFE477bS5LwDKY64qaMagd9ttt4WjR4+G+CmTCy64INx6662T50pjn3fu3Fla42WCZjT68Y9/PDGKb7zNjE466SQvByoVtwEBAgTSBQTNdCtbEiBAgMAIBPocNLPyxBD3ve99L/zwhz9ceyHQCSecMAlwcZXzzDPPnFnJVQXN7CVA+ecy8yuc8S20MXzO+0kNmrHdQ4cOTcJl9oKkuHK6efPmydtnTznllBHMbEMkQIDAagUEzdV6OxoBAgQIdFxgw/kbwie//ZtO7j52rOM9nt+9GLLiLaL5Fby2v6OZfdYkht93vvOd64Lv3XffHZ588smkz5ykBs3sO5pR6tRTT52soG7btq3XddV5AgQIdF1A0Ox6hfSPAAECBFYqEINm/ufYA/0OmtlYsmcSDx8+HLZu3TozaDW9ohlfwHP77bdPbluNYS+G3uLPTTfdNLmltuyNtalBM7Z3+umnL/XM6konn4MRIEBgQAKC5oCKaSgECBAgUF1gqEEzVWbRoFn21tl43PybZ7MQOe85zHwYnfeCntSgmTp22xEgQIBAfQKCZn2WWiJAgACBAQgImjdP3v5a9pmR/O2oZWXPVib37dsXnn766aQ3y+Y/e7Jjx46pz5UKmmXyfk+AAIH2BATN9uwdmQABAgQ6KDD2oNnBkugSAQIECPRQQNDsYdF0mQABAgSaExA0m7PVMgECBAiMR0DQHE+tjZQAAQIEEgQEzQQkmxAgQIAAgRIBQdMUIUCAAAECOQFB03QgQIAAAQLVBQTN6oZaIECAAIEBCQiaAyqmoRAgQIBAawKCZmv0DkyAAAECXRQQNLtYFX0iQIAAgb4JCJp9q5j+EiBAgECjAoJmo7waJ0CAAIGRCAiaIym0YRIgQIBAmoCgmeZkKwIECBAgME9A0DQ/CBAgQIBATkDQNB0IECBAgEB1AUGzuqEWCBAgQGBAAoLmgIppKAQIECDQmoCg2Rq9AxMgQIBAFwUEzS5WRZ8IECBAoG8CgmbfKqa/BAgQINCogKDZKK/GCRAgQGAkAoLmSAptmAQIECCQJiBopjnZigABAgQIzBMQNM0PAgQIECCQExA0TQcCBAgQIFBdQNCsbqgFAgQIEBiQgKA5oGIaCgECBAi0JiBotkbvwAQIECDQRQFBs4tV0ScCBAgQ6JuAoNm3iukvAQIECDQqIGg2yqtxAgQIEBiJgKA5kkIbJgECBAikCQiaaU62IkCAAAEC8wQETfODAAECBAjkBARN04EAAQIECFQXEDSrG2qBAAECBAYkIGgOqJiGQoAAAQKtCQiardE7MAECBAh0UUDQ7GJV9IkAAQIE+iYgaPatYvpLgAABAo0KCJqN8mqcAAECBEYiIGiOpNCGSYAAAQJpAoJmmpOtCBAgQIDAPAFB0/wgQIAAAQI5AUHTdCBAgAABAtUFBM3qhlogQIAAgQEJCJoDKqahECBAgEBrAoJma/QOTIAAAQJdFBA0u1gVfSJAgACBvgkImn2rmP4SIECAQKMCgmajvBonQIAAgZEICJojKbRhEiBAgECagKCZ5mQrAgQIECAwT0DQND8IECBAgEBOQNA0HQgQIECAQHUBQbO6oRYIECBAYEACguaAimkoBAgQINCagKDZGr0DEyBAgEAXBQTNLlZFnwgQIECgbwKCZt8qpr8ECBAg0KiAoNkor8YJECBAYCQCguZICm2YBAgQIJAmIGimOdmKAAECBAjMExA0zQ8CBAgQIJATEDRNBwIECBAgUF1A0KxuqAUCBAgQGJCAoDmgYhoKAQIECLQmIGi2Ru/ABAgQINBFAUGzi1XRJwIECBDom4Cg2beK6S8BAgQINCogaDbKq3ECBAgQGImAoDmSQhsmAQIECKQJCJppTrYiQIAAAQLzBARN84MAAQIECOQEBE3TgQABAgQIVBcQNKsbaoEAAQIEBiQgaA6omIZCgAABAq0JCJqt0TswAQIECHRRQNDsYlX0iQABAgT6JiBo9q1i+kuAAAECjQoImo3yapwAAQIERiIgaI6k0IZJgAABAmkCgmaak60IECBAgMA8AUHT/CBAgAABAjkBQdN0IECAAAEC1QUEzeqGWiBAgACBAQkImgMqpqEQIECAQGsCgmZr9A5MgAABAl0UEDS7WBV9IkCAAIG+CQiafauY/hIgQIBAowKCZqO8GidAgACBkQgImiMptGESIEBgCALFEDiEMcUxHHvg2FCGYhwECBAgQGAiIGiaCAQIECDQC4Ghhsw8vsDZi6mokwQIECCQICBoJiDZhAABAgTaFRhDyIzCgma788zRCRAgQKA+AUGzPkstESBAgECDAmMIm4JmgxNI0wQIECCwUgFBc6XcDkaAAAECBAgQIECAAIHhCwiaw6+xERIgQIAAAQIECBAgQGClAoLmSrkdjAABAgQIECBAgAABAsMXEDSHX2MjJECAAAECBAgQIECAwEoFBM2VcjsYAQIECBAgQIAAAQIEhi8gaA6/xkZIgAABAgQIECBAgACBlQoImivldjACBAgQIECAAAECBAgMX0DQHH6NjZAAAQIECBAgQIAAAQIrFRA0V8rtYAQIECBAgAABAgQIEBi+gKA5/BobIQECBAgQIECAAAECBFYqIGiulNvBCBAgQKANgQ3nb1jJYY89cGwlx3EQAgQIECDQdQFBs+sV0j8CBAgQqCSwqpCZ76TAWalkdiZAgACBAQgImgMooiEQIECAwHSBNkJm7ImgaUYSIECAwNgFBM2xzwDjJ0CAwMAF2gibgubAJ5XhESBAgECpgKBZSmQDAgQIECBAgAABAgQIEFhEQNBcRMu2BAgQIECAAAECBAgQIFAqIGiWEtmAAAECBAgQIECAAAECBBYREDQX0bItAQIECBAgQIAAAQIECJQKCJqlRDYgQIAAAQIECBAgQIAAgUUEBM1FtGxLgAABAgQIECBAgAABAqUCgmYpkQ0IECBAgAABAgQIECBAYBEBQXMRLdsSIECAAAECBAgQIECAQKmAoFlKZAMCBAgQIECAAAECBAgQWERA0FxEy7YECBAgMGiBDedvmDq+Yw8cG/S4DY4AAQIECNQtIGjWLao9AgQIEOilwKyQmR+MwNnL0uo0AQIECLQgIGi2gO6QBAgQINAtgZSQGXssaHarbnpDgAABAt0VEDS7Wxs9I0CAAIEVCqSETUFzhQVxKAIECBDotYCg2evy6TwBAgQIECBAgAABAgS6JyBodq8mekSAAAECBAgQIECAAIFeCwiavS6fzhMgQIAAAQIECBAgQKB7AoJm92qiRwQIECBAgAABAgQIEOi1gKDZ6/LpPAECBAgQIECAAAECBLonIGh2ryZ6RIAAAQIECBAgQIAAgV4LCJq9Lp/OEyBAgAABAgQIECBAoHsCgmb3aqJHBAgQIECAAAECBAgQ6LWAoNnr8uk8AQIECBAgQIAAAQIEuicgaHavJnpEgAABAgQIECBAgACBXgsImr0un84TIECAAAECBAgQIECgewKCZvdqokcECBAgQIAAAQIECBDotYCg2evy6TwBAgQIECBAgAABAgS6JyBodq8mekSAAAECBAgQIECAAIFeCwiavS6fzhMgQIAAAQIECBAgQKB7AoJm92qiRwQIECBAgAABAgQIEOi1wP8PLMMxWAI+y+oAAAAASUVORK5CYII="}}},{"metadata":{},"cell_type":"markdown","source":"## 5- Partie logicielle - charge seule\n!!! info Charge seule\nPour mesurer le temps nous allons utiliser la fonction **micros()** qui retourne le temps écoulé en µs depuis le lancement du programme. On va implémenter l'algorigramme suivant :\n!!!"},{"metadata":{},"cell_type":"markdown","source":"               ┌──────────────────────┐\n               │    Début du loop()   │\n               └─────────┬────────────┘\n                         │\n                         ▼                        \n          ┌──────────────────────────────────────────┐\n          │ configurer les broches pour la charge    │\n          └──────────────┬───────────────────────────┘\n                         │\n                         ▼\n               ┌──────────────────────┐\n               │ start ← micros()     │\n               └─────────┬────────────┘\n                         │\n                         ▼\n         ┌─────────────────────────────────┐\n         │ analogRead(A0) < 0,63 × Vcc ?   │\n         └───────────────┬─────────────────┘\n                         │Oui\n                         │\n                         ▼\n                 ┌───────────────┐\n                 │ ne rien faire │\n                 └───────┬───────┘\n                         │\n                         └───────────┐\n                                     │ (boucle)\n                                     ▼\n                         (retour au test)\n\n                         │Non\n                         ▼\n       ┌────────────────────────────────────────┐\n       │ timeElapsed ← micros() − start         │\n       └──────────────────┬─────────────────────┘\n                          │\n                          ▼\n       ┌───────────────────────────────────────────────────┐\n       │ calculer la valeur de C1 à partir de timeElapsed  │\n       └──────────────────┬────────────────────────────────┘\n                          │\n                          ▼\n        ┌───────────────────────────────────────────────────────┐\n        │ envoyer la valeur de C1 + unité dans le moniteur série│\n        └─────────────────┬─────────────────────────────────────┘\n                          │\n                          ▼\n                 ┌──────────────────┐\n                 │   Fin du loop()  │\n                 └──────────────────┘"},{"metadata":{},"cell_type":"markdown","source":"!!! danger Câblage (à faire en binôme)\nPrendre une carte Arduino Uno puis câbler votre montage sur la bread board.\nAppeler le professeur pour qu'il vous fournisse le condensateur à mesurer.\n\nLa décharge du condensateur se fera manuellement en déconnectant le câble Dupont mâle de D9 et en le connectant à la masse pendant un temps très court.\n\nLa mesure pour l'instant n'est pas correct et c'est normal, vérifier juste que vous obtenez bien une mesure en raccordant momentanément la câble Dupont connecté à D9 à la masse.\n!!!"},{"metadata":{},"cell_type":"markdown","source":"## 6- Partie logicielle - programme complet\n!!! danger Décharge\nPour automatiser la décharge et ainsi finaliser notre capacimètre, on décide d'implémenter l'alogrigramme suivant en début du loop() :\n!!!"},{"metadata":{},"cell_type":"markdown","source":"               ┌──────────────────────┐\n               │    Début du loop()   │\n               └─────────┬────────────┘\n                         │\n                         ▼     \n          ┌────────────────────────────────────────────┐\n          │ configurer les broches pour la décharge    │\n          └──────────────┬─────────────────────────────┘\n                         │\n                         ▼\n              ┌─────────────────────┐\n              │ analogRead(A0) > 0  │\n              └─────────────────────┘\n                         │          \n                         │Oui\n                         │\n                         ▼\n                 ┌───────────────┐\n                 │ ne rien faire │\n                 └───────┬───────┘\n                         │\n                         └───────────┐\n                                     │ (boucle)\n                                     ▼\n                         (retour au test)\n\n                         │Non\n                         ▼       \n        ┌────────────────────────────────────────────────────────┐\n        │ envoyer \"Début de la mesure : \" dans le moniteur série │\n        └────────────────┬───────────────────────────────────────┘\n                         │\n                         ▼\n            /* début du programme de charge */"},{"metadata":{},"cell_type":"markdown","source":"!!! danger Vérification (à faire en binôme)\nVérifier que votre programme fonctionne en comparant la mesure de votre capacimètre à celle du multimètre de la salle de spécialité.\n!!!"},{"metadata":{},"cell_type":"markdown","source":"## 7- Résolution théorique du capacimètre\n!!! question Question 8\nÉcrire la formule utilisée dans votre programme donnant **C1** en fonction de **timeElapsed** sur votre feuille.\nRetravailler éventuellement cette formule pour avoir :\n- $C_1$ en $µF$\n- $R_1$ en $\\Omega$\n- $\\tau$ en $µF$\n\nSachant que **timeElapsed** à une résolution de 4 µs à cause de **micros()** (i.e. micros() ne renvoie que des multiples de 4), déterminer la plus petite capacité théorique mesurable.\n\nQue faudrait-il faire pour avoir une meilleure résolution ?\n!!!"},{"metadata":{},"cell_type":"markdown","source":"## 8- Limitation due au CAN\n!!! question Question 9\nModifier votre programme pour qu'il envoie **timeElapsed** (durée de charge à 63%) vers le moniteur série.\n\nFaites une **mesure sans aucun condensateur**. Quelle valeur obtenez-vous pour **timeElapsed**.\n\nRenseignez-vous sur la durée de conversion du CAN de la UNO (autrement dit sur la durée d'exécution de **analogRead()**).\n\nComparez la **durée de conversion du CAN** à la **valeur obtenue pour timeElapsed sans condensateur**.\n!!!"},{"metadata":{},"cell_type":"markdown","source":"!!! danger Vérification de la limitation due au CAN\nDemander un condensateur polyester de 10 nF.\nFaites une mesure avec votre capacimètre.\nCommentez la valeur que vous obtenez.\n!!!"},{"metadata":{},"cell_type":"markdown","source":"## 9- Limite d'emploi du capacimètre\n!!! question Question 10\nConclure sur la plage d'utilisation de votre capacimètre :\n- si l'on admet une **erreur relative minimale de $\\pm10\\% $** ;\n- si l'on veut une **mesure qui s'effectue en moins de 5 secondes**.\n!!!"},{"metadata":{"trusted":false},"cell_type":"markdown","source":"<a rel=\"license\" href=\"http://creativecommons.org/licenses/by-sa/4.0/\"><img alt=\"Licence Creative Commons\" style=\"border-width:0\" src=\"https://i.creativecommons.org/l/by-sa/4.0/88x31.png\" /></a><br />Ce document  est mis à disposition selon les termes de la <a rel=\"license\" href=\"http://creativecommons.org/licenses/by-sa/4.0/\">Licence Creative Commons Attribution -  Partage dans les Mêmes Conditions 4.0 International</a>.\n\nAuteurs : <a href=\"mailto:franck.rivier@ac-nice.fr\">franck.rivier@ac-nice.fr</a> avec la participation de M Cauhape <a href=\"mailto:lionel.cauhape@ac-nice.fr\">lionel.cauhape@ac-nice.fr</a>"}],"metadata":{"kernelspec":{"name":"python3","display_name":"Python 3","language":"python"}},"nbformat":4,"nbformat_minor":2}