Werken met verbanden
Werken met formules
Uitleg Werken met formules ...............................................................................................................................
Een berekening maken met een gegeven formule.
Wanneer je bij een opgaven het woordje bereken ziet staan noteer je altijd een berekening in je schrift. Vergeet je de berekening op te schrijven, dan kun je er helaas ook geen punten mee verdienen.
Wanneer we een berekening maken met een gegeven formule is het de bedoeling dat we één van de twee variabel (letters of woordjes in een formule) vervangen door het gegeven getal.
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)
VOORBEELD 1
Met de formule Verdiensten = 2 + 3 x aantal gewerkte uren. kun je uitrekenen wat je deze maand verdiend hebt. De dikgedrukte woorden noemen we de variabele.
Ian werkt deze maand 12 uur, bereken zijn verdiensten
Aanpak.
We vullen op de plek van het aantal gewerkte uren het getal 12 in.
Verdiensten = 2 + 3 x aantal gewerkte uren.
Verdiensten = 2 + 3 x 12.
Bereken dit uit het hoofd of op de rekenmachine. Je antwoord is dan 38 euro.
Melissa werkt 20 uur. Bereken ook haar verdiensten.
Aanpak.
We vullen op de plek van het aantal gewerkte uren het getal 20 in.
Verdiensten = 2 + 3 x aantal gewerkte uren.
Verdiensten = 2 + 3 x 20.
Bereken dit uit het hoofd of op de rekenmachine. Je antwoord is dan 62 euro.
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Opgaven 1 t/m 4
Opgaven 1 t/m 4............................................................................................................
Giovanni werkt bij een bekende pizzaketen.
Hoeveel geld hij verdient, kan hij berekenen met de volgende woordformule.
inkomsten in € = 4,50 + 3,2 x tijd in uren
- Maak van de woordformule een formule met letters.
- Heb je bij het verkorten van de formule ook het keerteken weggelaten? Heb je dat niet gedaan, schrijf de formule dan nog eens op zonder keerteken. *Tussen een cijfer en een letter laten we bij wiskunde het keerteken (x) weg!
- Op maandagavond werkt Giovanni 4 uur. Bereken wat hij die avond verdiend heeft. Schrijf je berekening op in je schrift.
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- Aan het eind van de maand heeft Giovanni in totaal 25 uur gewerkt. Bereken zijn verdiensten voor die maand. Schrijf je berekening op in je schrift.
Michaëla werkt ook bij de pizzaketen waar Giovanni werkt. Zij werkt niet als bezorger, maar in de bediening in het restaurant. Zij kan haar verdiensten berekenen met de volgende formule:
v= 2,50 + 4t
hierin is v de verdiensten in euro en t de tijd in uren dat Michaëla werkt.
- Michaëla werkt op woensdagmiddag 3,5 uur. Bereken haar verdiensten, noteer de berekening in je schrift.
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- Michaëla werkt in de 2e week van februari 9 uur en een kwartier, bereken haar verdiensten.
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- Aan het eind van de maand heeft Michaëla 17,5 uur gewerkt. Bereken haar verdiensten die maand.
Emre stapt in een uber-taxi naar huis. Het instaptarief is €2,50. Elke kilometer die hij rijdt kost dit €0,50.
Bij deze rit hoort de formule: Kosten = 2,50 + 0,50 x aantal gereden kilometer
- Maak van de woord formule een formule met letters. Gebruik voor de kosten de K en voor de gereden kilometers de letter A. Laat ook het keerteken weg.
- Bereken de kosten voor een rit van 12 kilometer
- Bereken de kosten voor een rit van 8 kilometer.
- Emre moet aan het eind van de rit €12,- betalen. Bereken zijn aantal gereden kilometers.
Wanneer je een taxi rit maakt kun je behalve voor de diensten van Uber ook kiezen voor andere taximaatschappijen. Bij taxitender betaal je geen instaptarief, je betaald alleen €0,75 per gereden kilometer. Hierbij hoort de formule:
K=0,75A Hierin is K de kosten in euro en A het aantal gereden kilometer.
- Bereken de kosten voor een taxirit van 21 kilometer.
- Bereken de kosten voor een rit van 12 kilometer.
- Je hebt aan het eind van je taxirit 12 euro afgerekend. Bereken het aantal kilometer dat je hebt gereden.
Van formule naar grafiek
Uitleg Van formule naar grafiek ....................................................................................................................................
Bij een gegeven formule moet je ook vaak een grafiek tekenen. Dit gaat altijd in een bepaalde volgorde.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACiCAYAAAAEN4KiAAAgAElEQVR4AeydB3hcxdWGjYusYtmWq7q0WvUuG/dCC70TIPTQCSSQkAQChA7uBQOmhk5CgCQkISFAqD+pEHo1vRdTbNwtW/b532/uzu6VLBds2ZKN9TyjW/bu3Xtnzjenn+lkTw+2rW1rH2ylgdZpoNPWjmm9Y7b2y9Z+EQ1sBchWDrpVglgDDWwFyBo6ZysX2cpFtgJkK0C2cpA10MBWgKyhc7ZykK0cZCtAtgJkKwdZAw1sBcgaOmcrBxlsTz75pD322GP213v/Yn/43e/tzjvusttvvc1uvv4mu+6a6+2aa6+3mddeZ1df/yu76ebb7ZZbf2N3/OZue/Bvj9jTTz6/2YNvK0C+pQB5+umn7aFHHrbrb/iVTZo21c4652w7/sQTbJ/99rURo0ZaaXmJZeVkWs/e6da7Ty/r16+P9e2bYX369bX+A/vZwKxM69+/v2UNzLTMAQNtQOZA65+Vbf0ysyyj/wDrndHfevfqZ/17D7C68jrba8c97OTjTrIp4yfbww8/utkAZytAtkCAvDrrFXv40Yfszrt/a+PGjbNTTjnFDjjgABs1apSVl1daXl4BxA4B9+5jAwZkOuLO5VxRcdSKS0uspKwUgJQ5kFRUVVpZhY51vtiKyrimosRKq8rc+SqurSops4qycquoqLCSinIrLq+wKMelZRVWXsq5wmKuqbDi/CLLHZhjvdJ7W7S41MZsN9YmTpzYocGyFSCbGUBenfWaPfr4Y3b7b35t02dcZieffLLtscceVlJSYl26dLFOnTpZcnKyZWT0dSAoyCu0nKxcK8yPWGmxCLnaKstr3LZCW5pA4/YrqrhPmWvuHARfBpHr3mUQfmV1lWsCTWmlPiux6tJSqy0pdVuBpaK8lPuVWzmfl3O9WkkF13Ofyqoaq6ys5rcrrSRa6lpWVpZ77qqqKrv99ts7HFi2AqSDAeTVV1+1hx56yG688UabNGmSHX/88bbnnnuaiLJn717WuWsXS0vv4Wb9zOwsi0ZLLBKJWmkpMzatpqaOmbwqIHzAUFYKkQKAKohT53XsW2mJCBcC5ntl5RAuxOsIGGBUVYiQuR/EXcVWrRquUgmHUdO+wFEHSOpKiq0uGrVaOJD2a0qiXBPlngG3Ka4stwJxIEBQVApI9TsAs7oyeFYBqrKS9+vZE1D3de/dUfS/rQDZxAB55pln7NFHH7XbbrvNiT/HfP9o22uPPa2+vt5ycnKsT58+rkm+z8zMdGJPJFoUF3uiEn9is7PEIM34mv2rIDYRvIhfW83W5QBCLRCTABDXa2bXcXllGaIQ36+tsgj70Zh45ESr0mKrgCuUFxVZVaTIaiIRq2e/Nr/AqjKzrWpgllUimpVAzIV9Miwf4OZD3NGMDM73t7q8HKstLLDKogLAUGLRyqhFq8ssH9GsuKbaouV6rlqAyXMA3pqaGselSgGcOIm4ivri7LPPbneOshUgGwEgAsCtt95qU6dOtWOPPda23357K4LARPAi/N69e6P09rP8/HwrLmKWpYk4JMNrJtXWN4k2nrAFjEDGh7A5r8/8LF/JzFyDGKNWx35tMTM9RKqZvQGA1RTkW11hntXk51j5gD5WMbCv1eQMtIL0FCvsmWolfXpa1YC+1pDV30YU5trOcIa9AdKhQ7e1E8eOtZ/vubtd8N0DbPwhh9iMo4+2mcceZ5cdc4xNPf5Ym37i8XYFCv7Mk463K487xiYc9j07a6/d7eSdtrd966tsdImA1ceK+mVYaQ7g4rn0fBLNymgeGNXV1W5ffVBWBqDoH/XZueee225A2QqQ9QTII488Yr/97W9t/PjxdtRRRznCTkpKcjpAWlqaDRw40M2Eubm5VlxcHCd8DbyT0RErRBiVKLQi8vA5yfxxUDDLa1+zvZP7Idoi5PwIBCwuUB4ttLriIitH3CrL7G8FaakWTUuxml69bDgg/A6/fyC/c0xdrf187Gi7ZPfdbNLee9m1hx9md550nN132in20E9/ZP859xf2wviL7PWp4+39K6bZ7Gtn2twbrrXPr5phX111uc279grXvuZ4/jVX2MLrr3DbeVyn9vU1V9q8q7mOtpDP53PdnCtn2ILrr7bP+P7Lk8bbvy660K458nA7efi2tj0ArcU6JrFM764JwfeNtjpW/0QBeF5enuvLu+66a5MDZStA1gKQl19+2f7whz/YpZde6oAwdOhQxwWkCPdDnJAoUFBQ4EQEN9AQu2ZANT8zOgJHbneKK1xAx2oigsAKVIKVB1keoq+H+Ou5VkRfXxRxs75ElnLMq0W90izSI8WKe6Qy0w+03aormOEH2Rn77G4XHXKAXfWD4+yWH59iD0+4xJ66bIo9PXWyvXLZNPvg2qvsEwj4i2uusnnXXWNzr4bYr77SFkK4Sy6fakumT7TGaZNt2WWTbOm0CbZ0ynhbPmWCLZs83lYAmOWTL7WmKZewfyn7F7um46ZJF9MutZVcr7Zi8jh3bJPGmfFdtRU8y4qpE235ZVNt3rQpDkyfAKDnxl9gd/74B3ZwLbpOBkDJzXbvLSVfVjTPSbXVhCGgyAgho8Sm1E+2AiQEkJeefdF+d8fd9oufnml77La7I/AeEGOfPr0tK3OAFUUKrBwilvXGy/Ca7Wqqap05U9aZ8ijKa2VgGZJ87cAAKKQ7yKJTBPGXiQtoi6xfXVRog+AClbp/eqoVp3W3KkAwom9v2yuSY6eNGmbj9tzVfn3C0Xb/T0+1/553lr09dZJ9esVl9jUz91dXX2ZfXjXV5lw1zea6NpXZe5rNnwlBzphk8yH6hZdNsEXTJ9hiiF9t6bRxrjVOHWfLaU1T1Ca4rQMDRC9iX3u7JADClEvZar95W8l5gWgF5wWopVMvtiWAbPH0cbZkxgRbeOVk+/rq6fbfC86yn4wZYeW8dwlioPpHhgP1nyadUvqpskK6VqllZ2fa6FEjNhlIvtUAeeSxh23CxMk2duz21iM13VK6p1q/Xn2tIDvfEbwGRzOYFMe4TgAgirHQSNxxIg96QDE2/VJk6oaaWuT/CmbCQAeQ/O+4QKQQmb8/sn8/i/ZMs7rsgTaKc3vWVNlxY0baL/fdyy4//vt299ln2D8g/ueZ2d+45nL75MZr7FNme834SxBxFs+YYkumTLQmZuQmRBY3S0PgIkQR4fKJF7mmfRHrCo5XQqBq7ljnWjT/mSNuEbpv3Nem8Rv+mK1+R8d+6z6L/VZ4X/fUb6sl7sszTNFz6JkujH8ujrRoxkQn0j188YX23YY6iyAe1kTxnTjRE92sSvoW+gqtHJAUYiwY0G+gvfTSKxsdKN8qgPz53j/Yz888w9nyO2EuTe2ZbjKViguIrTuLD1afupp6lEdmMIjdmUaZySIok87SA1hKqlCWZbJksIprUCghdOdMi+RbGR7mSI80q+zRw7Zj/xAA9uMRw2zCHrvbb4872h487Yf2/IUX2NuTJthnyOhzEXvmX3eVzZ15uc2ZMd3mXUFDHJkPCJYiJi0FMI2ILMsRV5ZNQLyZGJu1Y2LMSkQYE1gmQtBqkycETZ+HRB0Hpti5lRMRlbiPu5eIVm0SxDzxQls54YJmTed8E2G7a0JbD04nanFf3Tv+u3Alm4QjcCLbCYhhE3lO3nsFz7hy8mRbMWWyNfJ+Av2y6VNt8RXoLddeY3chRo1GhGyAswoQ0rdkaVO/B6IrZmP8KDmF0a0A2RB589777rGf/fw0GzlqiPXt18uFSkhpdk6r2jpnCaoQ68YUWVLJTFVXQ8djUo35FCQyVeIBrsZXEFiLyp2eUFWYj0iUadFePS0PkSjSM9n2aKi2I8YMt8nHHGk3o/g+NX2avYBc/9F1V9sXiEJSWBdfOR0RZ5Itnz7JiTQrRRiTJH4IAIFYY9MgKBGWCG2iZlztCwQcow8EDa6hWVry/XgRt8AhItR3dD2fj9c5CDa2dffzAInpDNIbmiZf6Jpm9ngTYKbym2oeQKvZSoQSFxBAPEjc83hwCiACB8+xYgLPBUjE/Vbg42maDDj0fkwMArreRaBZdPVMe5o+OGHMKCvGhFxZUmSVdYE5OjBfYxaurLXsgiIbOnT4RgXJFsVBnn/+eWdV2hVLTU5ervVgFi8sLIxZR2Q6DDhCOQ60cvwFIvrKimI4R8SKqzC31pVZYQ2cohbdoTowt1YV4fQCVGWw/aqUZBuL3f9YxKsr9tvf/nTySfb0Rb+0j9EDPkPun3f9lfb5ZZNtwczpNnfqBGsEEEvQA5aiB0j2DmT+S2wlOoATdaZAlNM4RjYXoa6YyOyt2Tk2m2u7ckLQVoxndhcoEGmcXA9YpECvRKew6YGS7JXmQIwKRC/HOWKikRevgusuBpyIZICgWYsp4XFlnN/0169uq/s6sUtimZrEMD1rCxHPfebENgE+JgIySSwVOPw92C7lnZdcebl9RZzYTMzKtampVhWNBCZuefpxYkal78Ht83Jy7bQfnLLRQLLZA+Tvf3/AzjjjZ5YNS96GMItsguVKkF/LpQdUx8Io6EiBQ55mgcOHWjjvcHHEGsqxFpXi1CpE3ModYDk9ulsFNvs966rtuB22w0J0sN15xk/taUSfD2McYeFVV6ITTLVGLEBLIGxxATfImvkZZJOeMCGQtR3xc24FgHBEFpu13XnOOVDoO+FZHI5iatzXcQ1/DGEJNCIwx1XGn2827jxm6QvgGIBrPNsJnNM1l+I/GMe5S3UN53UtQHPX6nN/H3Eq3xDjHMcS11KDeNfcuI/uqeZ+Q7+jZ+DYPY8+41jPOE7PE2sTONbn0yTuoa8wgWiicOfgsI2YnOfDXeZff53945JLbHsmqWpaHQq88/9U4POpqnY+pB7JKXb7jTdvFJBslgC577777ISTf2C5hQWWntHbCosijkvI4VYHGOoJZShl34VG4Gdo5lcAKM66RFxSER1eQLSqrCffwcz4I0y41x10sD1y+un2FjOb7PdzrrvCvr5uhn155RSbe8VkZxlagBi0ZDpmUUSoZRIlJBJNmQRBIwIhNkgOlzghcckBR4PPTC8iCEyhEIIAoZkWkcPJ5sjkhjwuk6gsShK5pCOIUNy1IlZ3f+4rUUqiibbiNpeew75AAgAu+IXZ+WeY4dewn51q9mMaIp/B7ezEY82OOdrsiMPMDjnU7HsHm+2/j9m+e5jtuYvZrjua7TDGDIvSipFDbTn+igXoWGoLW7TFcFg1f35xfZ0tH7It3x1ltvPO3HNvs4O+a3b0UWan8Ntnnm4GtzVxyMkAZqKe9xze/RzeFdBocpA17eLz3ATgLGuXT7FF9PHXV1xhr02cZt/HA78tVr+S4kJCYFDaoxg/AIrM5107dfl2A+T/HnrEfvKjUx1XUEySwOGU5PLAp+AtTuIc8ioLHPItVGFxUnxQA6bCOvwVxegNxakptkt5uf18v/3s5p/9xP41fYp9QD7Dl1dfY0svv8KWTZ3iFGMRtZOvpyGOTIEbsPW+AIk3GsSAaAGGOAdgkV4g7uHke5lLAYW4hkQON0tLlxBha6YeB1GMY3uptnxvPOfVpGyjzLp7XgzRX0Q786cQ+g/N8FzbYRD3QQfZcrzVjbvsYF+PGGxfbVtnn9WU29t5mfZWzgB7D0vZ673S7W1Ew3dpH2CQ+DCdltbDPqZ9ktrDPmPm/Qqx8avkbvE2t3s3+zo5yTXtu+MkzrVo87p1M7XE+e5c292+6p5iX3Lf2Smp7jf0u2/S568SKv96fpZ9hK7WuBcA+sH3zX75E/pBQKF5LqfJROIZpuClbKWjrcB/snT6Ffb5tdfbDtn9bXBxnlWX4J1Hbywhqlh0UFhYZEceDhhDZvu22O/QHGTWq69DLxNgoyWEZgyw7Jw8ixQVEwSHjlBJPA8zh5RshWK7EGxmNAXGyeus8/IyFxIjtO2AAfY92PHFe+xuf/nxafY6s/2X18S8vzMvswVXYEEBJLKoaPZO2P8RZxgkR9yaqbHlu8a+F480u7vPtZWs73WKqYgN0jGc2MCMKSXXiSGck+J8ATMpZk07+2dmp+P8Op7BPXhfs912cjP3PCw3XxCW8UGPVAgaYktLsc8A9uyU7va5a90gRAjbEWVAnCLQr5OCNq9bdwi4uy2AiNUWdg3aYqx3vi3p0sWWdl57W8Y169LC91rSpZstpul39fsCksAmMOq5P0/pxnul2BLisKBsuB7cRRxw/C8BB6AAKM7KJg6Nw1MGjflYul5Gx9u7NGIV+ZlWXoPOWFViRTWE0jPm3Xn/Rx98pE1B0iEBcsetv7Exw0db187dUMLyne7gHEfoFAKGHEkRuILyE8rRIWrKi622gtgevM8lJPPI6/wdwHPsdmPs1z//qf0LS8pHyLJf4VGWCVWmU0OJjltbnPwNcUuuF5FPjSnRsuOLSwgckqlF4NpOgOAnieg5LznamT05lsx/CeKOZH30Eid3n4+o84sfAwLEnGOOMNt7d5uH2fct4oxeIwnpjYxUZtgkey89yT5IS7LZqd1sTkoSRNXFFqJTLevc2VZ0om3TyVZyvGrrzDm1LqvZ+s+1XfX77t66f6zpXtoP7rm2bSf3XKt/tlZ+j/fwvyVAzena3XG0N9H57OD9AnFR/TmOPtRYwHGXi7swNrL+yRz+X8TSkZFcROVCK60vt5xSxr2CaGNiucaOGLPlAuTSS8djVaq1gQNykDOxeStXIRau7fIS5KuA8JW0U1VPKHcFHtaiAqJI062C2egwOuimo4+xF8ZNsC+ummmL8DEsuHy6LUSWlTdZHlxZkjQ7uZlf4pB3uCHSyEzpRCqFVYj4Net7AHhuoC1KtgOH5GYN5qWICOedbfZTgHDSCQz0QWbbbW9L8ZzP7t/PPk1Ps9lpyfZpUmebndQJAHSxL7t1sq+7d7YFyV1tUfeutlita2db0qWzLaUJGMu3oXVOEGFrhKhzromwPfE5MDUHRPw6f31sq/uHm65r+Zvh74ZB5q9d3oVn0HPSVuq31VYBYwA8vZPnRo6DwVnmwcnmdkuyz1PTEAkBygEA5UI4ChY1NxHFrHwKf1kyjciBa6+1+9HNinpiTCGkvgwOEmWSVIRD75697Pd33tVmIOkQHOR0Qjsys/IsJ5uYJoARLUI8wtokf4XEKadfIDI1oCjWYO6rJRyhAKIr7pFshwwbZNf+8ER7ZgYxR4hNc2bMwOk0HVEHpVfyPcrtCmb0FRPPx0oCQSMCSTxyYhFgcVxDyi8cReEQzrwp7uA4BdePBwAojnYxA6Z9cZOL4RRnAgZinxaj2H4xqM7eRhx6HVn/nZQ0+6R7ss3plmILmB2XwgUbIRaD6DGzGdqkGeDwhLQiREjajx933sZ9J0yc2g9m9sS25ef+uCWB+vPhbRgYq9sPX6/98H117L63TgDRuwWgF/gFkmAi6GRNXbahP7pyrySb3y3NPoPI387LRsFH17rwTMYwUOKdn2Uy8VyTp9mnN1xn5+67u4tKli6icBTn06rAuiWxrY10kXYFyPEnnGSd6Jj8CBYJOEV1GXkNpdXOMeeC1HjxaA0yZhmstBQHX1Zv27Z/b/sxotMthFu/PHGyfUHQ3QIiSOfNwMGEfNoEt3DKsxOVIHyJQ+IY+B5kKWmcdL41YkVpnCYfwEW2DGuKwLN8CqbaqQBAOoOulyJ9Cfu/BBw/QU846hiznXa2eXjdP8zoY+87JTTVvmTW+zI50AEWoKAuTEqyRZ272hLeq6lLd2tCBm/iuAmCWA4A1JpCQLBtAIKAE2ueAONAaSHurECUCkSUYOuvX922JYG3BoSW16zpuOXv+GsTwG0OIn+9v67ldhl9sRLOo0lkaadt4KDdbD6TivSp2RgZVhKLZudhlRMn11gSPb1iksZ6in1283W2Q062C+evxaolh28RInff/n1cpHVbgKRdAHLOOedY165drQDLQymBfWouy43wjmp8FTUQYRmiU2UJVqecflbSr4ft01Bh0487wp7CdPoR5tf5M6/CsjHdKdVGIJ4sRY3jIXK2TnZFaW6U6BNTouU7kCPOiU2IWs5LrOPJXKMZCuA4dn4hotKpKM3f3d+Wjt3O3qYowQe9+9onKT3tS2K15icl29KuSW62E+EvZWBFdCu3QQdg1nfyO/vaNjHgTbFZcwUDr6aZMiByf00AGAea0AzdjJuEQBKAI6wztE6QayLMMEhaEuzajv19g23iORLATZwLg6blff19LInJQxMG4mUTNKGJZBn9ZvTVYjiNLGKzevYwOxb9TRbA8YjFiFfLsQB+TWjKraecapWMT3UhAZ/ooWXV5VaITiI9dbMDiNJIFbY8AKuSQsHV5A1VxGuQGIRZFq5RThRrBUk92zITnLfXbvavSy+2j2deaXMvv8zZxVcQtCf/g3wF8gZLNAosSPIpyAdBJxLSYeIoKNm6TmZXp3A7kQkwXMKMNB4w/eLnKM9Hwh22t/mYC78goemL9B7OUvQlesHX6Ajz0B0WdOvsdAQnHjjCBwwiaEChGVAD7md9Y2DFGTTwIhJHHNrSnF6BHC5CcFwF8WIpIsoy7uFEDYEsBhTdwxOS37p78bkncn/sP1+Xrf9O8DtrU8SDz1sC0x8HOgXPwzv5Z/Lb5r/TOpDFOZao77B0aV99ZvSH47T0kUTUBWlp9i6WPNtz10CJH8ckhk9qPtatD275te1PNuWQSJFVVxRbcW2p5ZHB2A2d9MGH/r7BINkkHEQ5FXvuuTelYPoCCkXIomDDJSRGKRitHKW7DmBUR/Is2jvVdinJt9twcr1Jss2X115tCy67zFYS20ToLTM+gW6XihMAAkQmeV+X46NwnEM6hbN86DP2ZQkRIORzUGPWsQvgFqedak377Guf1dZhQeptnxBcOAdRaWG3ZCcba+Z3hAbR+sH224CoEmAQONwMqIFlX6KSBldgIYEhTuDuGhE+3EXE5LfLQwDRb+j+AbB0r9UDJEx8/pnWBRyrXrOBAOGZBW7fP+Ft+BlX/V31EboIzZJTbRH9pe96cPjvGv0lAC1O6m7vo3N+tQMi10QAcjG6CeM9e+Y1dsvJp1kJvp0qrJoCSKS2zHKKC2zf/VH2N1AX2egAueaqqxnnLpZfEHUxNOUViFMUCBBQZJYTx6jEZFfWM8VOGjvS7jn9R/bptVfaomsvt0U445S045xxsoeLvWoba44rIEJJjJLivdybXnHoOUuTji/C7Ho6Drb997WF+Eg+Id31M/SHL1CmJefKRi+/gEyO3qQaHkw/UH4b/mx993UvfdffM7xd33u21/fCz95yf23PFHBUTRgxvSrULx5oAUcRkLaxBYzXe4Dky4Zy/CYYSSac5WLcXiGqYYcomYlkJyroNBILPh1AhmWHBsjRRxxOCZpUxKgaK8YqVVU7mHpIqo5B3jTh48qUi2L3P2nHkfb3S863j391rc3GYbcC02zjJTEuIV+EaxdC9BD+tAAwsmg4C9Q4rhvPZ/Jh6LpLsDadeRre5gNt3vYj7bUBGfYB+dZfErj4NTKu8y2IQzAoaxvArZ+3Lha1Vb8IUF7kFFj8fd15cSZELXEUKfKG3tcI510ESD4mVu6N7F6E05zqrJJfkSJ8zj572yAA4qqukGmp9AMVuLtixlUbBJKNwkFefeUF27a+xnIxfVZV12KFIkOM8GRFYFYxiw/C0lCJX+Bo7Nf3/+QUFwW7YCbh4AIHVf6aJk4MYpmwexvOIQUBijuIS0isasLjqrwFBxg5kc4izue4o/E9bGezM/Psg+7p9hntq+Q0m08Tl1iEmVVmRcn5GgA/GFu37dcXawKIwBFvAhIgkYFjKVa8JZjR56KTvE/YiYs5AyD/ICqhhnPbFpdQkSVwIkuv3W7Mjh0LIPfff591xzJREimktlKlFfLAlcj68mfU8MD1+dk2rF9Pu/LQg5wopSw5KdJLLgUAUpoFCi9GIV7JMuWUa3EHeaoVtCdfBHkedsTB9mldmb2PQv8e4RdfJqVgYk3GYZXGjIPlo1MScjzWIziG62DJuDSBwinUW4HS7hOFV/bDE1WYg0j/MEJUlsVAYviXGhlPAWU2ZvWvBhMgSfyanMK7YdQZXIA1CwmlCp+ZkuBSk9PtjVfeXG+QtCkHuem2W/FrdOLhSMTHOiXvtytEhiJehcezoEeS/RC79muEiSuNdCnOPWXKuSw0iU6XsY/SLd+EoUc0KYhNSrdAIasTYe124IFYm8rtI0x/X2CpWEis0lx+UxxiBTPLii44nBwAtnGsOdzx2pcSLSedAOKV4ZbXbD1uP67i+14gcQ3zbyP7MmYsduPamYmvK6IXIldSqn3avZctGbsTk+dFdt0Be1l9XlZQ76sEiygTdJ+MATZz5tXtD5Bf3XiDdemeFC81KV1DYeWqvudqMRFrdPtPf2ifXHelzb/yMhcP5fKqlXE2TpwD86zzSwAEHHl2aSzUQCEHmGFnDx5ks0hW+pDo0wW05ViIvFkwsBjRcYBE5zTbGGZZgrkCTsE5dbwA4UAhThKTb/2AbN22PyhaGwM32TGO0h1XpiRhDg7G3Z3HV7Kkc6p9mNrHFmGE+YhQ/3LorFgWUQxASpmurKqzocNGtC9Arr76alMtKOVduHRVUlSraxqsApBUURZnLNaEl9AlFlyHZQqn3jK4hcujUA7EODgEAYRKmonHPo0HIOcQ5LfzTvY25rvPaQrg+7q7IlHxuELcml2cWZV9mVoFiqW0Jew3EcohK4iceA48mEup2RmYTfEzSA9ZwlamRd2ntYHZem7T9ovnGIl+D8zPGjdJBRrXhYzVIrYrkgOQaHybtknCT5Vmr0N/KwkIPSCaZ0VRUqKJg1MBbem9nWRKXk9z7waLWDfdcjOm6s6uHI5kP4lUQq6qeatE5XGjRtv7t9zkQkGcQ09+C5lfAYxLFCIy0+VDTLg4EKd+dprN226UvdG7p8spUNhGIKfGBgxANNFRXqcQR1DnOrMg4GlitpFd3nERnkvWKn0/8GoHnm5ZThrp9J2Y9C4AACAASURBVEbMu2HrSWJwNi1xbP3dYAw9SNzWWbUCkGisNa4CyVImv8WiATcxBrrlcgIdlcPyz4EZNn3n7ayhqIDyq6o8oxKnNa6K/d/u+/N6gWSDAPLAAw84nUMmNeV3q9VR+qYyUmQVuP/P3XMfm33dDbZw2nSKkcEpCBSUf0LWqGVEyrqoWoWGy5fxkx/ZErLYPiLD7/OkLjZf0a3M8s6pFuosEVMcEJpNYhzAgYj9AEyB11r73owY2NoFiHALBmArgbbvhODH001smtxoGrdg8oqNpZ8E9ZnGXY1zThqAJiRVzOqbbrdRKnWHvv1tUJHqjqnuQKXl5+bZiT84YdMDRBVCBA41Vw2PiNvKwgJXKe/SAw+wz24AHFOnYXVSElJgql0p7qEwcZdLwf6Fv7CFu+5gygf4GHNsI01ikQ9iUye4FgJJnPDVSaHzQeyPJ/qgYxMASXR48+valzi2gjMYXxH96gASD9fxtMDWGVpiAJG0sBKAfIh/5H4S407C1D+ygFQIUnQlyagQdwMVKNdHzFpvDqKQ4kiEaiCktJZUFlMzSiXxMelShXDq4d+jIsW1No/4J6VONsoahd7hihq4AgOKhcJke9D+9k56CmEehIbjAFJwWhCoBjHDUpcjMnlbuJs11BEOEOICApKcfQJEgsg9oPw5f6ytP7d12/H6IjxOfn9dxsmL2NJHP+u+jT2VV2DTI2U2hvQJAaQGfVhLOKTjLN5kADnppJNcMWGX1opbX4lLVWxVJXzcIQfZR78ic09i0/RLKeFC3Mxl6Bfygo+Hc8jXgbn2c5yEH6WnkpIpYlfMUWenSKtzxD2kgMm852eVVQGi7wEkrlHzndny2J/fuk300ZbUF5I29D4CyFwm1FkZ/ez3JVU2BjFLQbBOL0Y37o0F9IGHH/rGIPnGHEQVtrfBKqRynCUoQhVVxFKRr1GXm2ln772HfYBFaxF1oewyRdUCjulwiknEQ110FlwDkeqAg+3tVAIEyZtQ0v9iwOEsTCjjThmLvawJOCL+kM6QSCsNOkVyqIDjwRMGypZEBFv2u3iReN0A3HwC5LsywkAnAogsnCpG8ThxfjuylEMRtKm0bIFE5aBmSNz/htasbwyQjIwMt9aFq0xO2EgtJSG1zsShOAc/ueUWm0M1cWfClUI+HmCMw1xLIr5SKL9qqLePUtJtCd7NxbJOAZCVxNjIwiRwuKw7ZEntq3lxKgAG14ZFKoFnPQDiO9hvt2ziWzeia98+CADix8NvW3sm/5m2AW0EeqXoR+fkTFRxiKcKC+0gCgc63RifiGr7agm64486duMC5JRTTqG6drZzwsjnISdgPQ+za2HE3rvhRvuCNfNW4B0P6sUiTk2gqRzOMUfZKxRt/iwZJ5+ceXAgOfQkInlwOCceL+h0DwjfOfTiIFEnBvpGuJPC+611aHBO3w061HUi1pEg5TPY6tzqv7v1s43fNwGRy5iicfG5MX5s/e+7sdOEyHWBhUsidhAJrNAT/7ksn89TKPx0rFh1kQg1DFg6oZoVtCgwPmLYyI0HkOeeedb6kmqqPA4n2xExWRWlgBcBYo9efDGLrMykCDFJSqoAqBzucRfi37jQGnfd1d5mqS6lpS5FbJI4JOJXxlhc94ixSe8F94lDnrD9bKGt7zi/9R246jaYmZp9l+/7gfAgCaxggR6je656n+Bca/rO6q5tq/Nrep62+o32v8/6AkTfU9JZV2fY8aKW6OtV6qaNR8walpWDqbeIskDUzioFJNGSjQeQk476vpXCLeTrcDH31LItze1rMw4+gArl5IVPU9QtuRrKHZal6syf2dLaWlfLSbrGkphFyg+6IzgINiDgGBFCoGsn/NUT8boMtr+/2wpwseZmJjrXP5+/l5KWxOXcLCXnIuAOvsuW8/pciqKzprCVV1+fO46o4/g7+ncNOJq7R+h948ctnil+Pnatf67EfTesPxL3a9/7rP49E88Vvib+3HAMndc4+FAjFcy7dcgg6ij3Iq2C9RFxP2hdxlTSd59/6qlvBJJ10kFef/4l60OSkVZDEveIlpDeCCrrBvSyD1m3YiF54lqIxUXZCiCnnGjvoqt8QeEylXZpqUi7F40RQvxFHTElOmNTnU8AROwaDgOBq8UHg+fSvmYqhTzIg+viuDQgDjw8M4Okcz67UPqTAwzfS7xHAiDxe8eIfpXjEGjDnMtfl7hn+P7fzn1vxXJ9wjio79/G2XzXoGrbpZfC34uDav5kr0oC+s3NN7c9QH5xxpkWiRa62kPO30G5R1U7v/0nP3Zr06nWVJNK6hCNa0cdYe+yUPy8tJ6uuoey9VTrqRnRxQij/Qc6YNOBpawbAAkyCxO1qRJAEedQ6LUcUrKYeGemyyuX/Mw7OWCwdQCCY6rET7y8z1rA0BrxCxziFHEQe/Cy9fdt/z5sX2B6gPj+E7f/kFKnf0Yx/y6loYYV4atD/1DwoixZkxT79w0sWevEQRTCXkRhrpJaCkHTyvNz7XAWmfng6uvxlKN3qEyOqnafdCyco6/N6UK0LfndKnkjYnMAgYg00H6W1gt1hMH1ZmQZAbSvpCo9ry/ipmd2Zmh0Jn22iDAY2dvnsV2KXrUILqJMN3EXsXi9k7iHwOLCIQSm1YFD5z0AQtc075cESDx3c5ON7iugCLTf4ubLJfk+FkA+6ZFu95OCe2KfPja6IAI4SNbjWEthHKNi2m0JkD/+8c/OyaI8Xyk7JdWBQ/CPP/qZLbriGlY9AhwTcP5R4vN1wPEVpXEWQ2huthXLk9iiGdblfAd533L+dRiAxAhTRKZnEvHJkiKdSUARAQeWNurMUtTsYyr/vdGrj73esw+hDX1tIeWAVAPLRZYKTLHgSL2zy02Jvb/u4/UtP5h+6wncH2vrz/mtzjmAuL5UnwYiYWvX+u98G7aOm9M34uDi5upnFeX+v5wCuyg7j5Wq8KizZrwq6MjANJRYrTYFyA9/eCriVRHLYFHisRodpCxiI/Nz7PWJrAo0ZUZgraLU/gcDs+0Lwo5VM0r5w4bJVjOpBkkP7SrpOZAkxK2OMICeKP2zeEIUSNRUy2pp5+54/NPt0wG59nhhkf2JPJc/FFfZXyMV9kxxmb1EUe3X+g6kbCb1s3BUSfeaR7maJfTDMjIaE4GSAeD8bzpOwMCuFjwxLuE4ka6jBRMO4CDURi347qqA8u+zpW/FQURnzngCF5c168ukZHu6f7ZdU1RuY7NzXVZrDctgy3enPPU2BYiSniKxNMYaYq2qAcf5Bx/IWnLXYcZFMcc7vmzkMPuM7K6lEq00w/HAQrbEDA2QBlFEIpC4mZWX6pADp+eiedHIcRNY9gIcm+/07md/RYY9iqWYRxNWPZwloEexFvoYdLEjKYU6jgH47eDB9hhxPy/iK3q/R0/7KlZ6NCDqgJO696c/JM75PlG/6NhbpjxIfRyatnEw6fli3098p4P2Z2z8N+ZYewuiYvgcB6F/VOH+5YyBdkdJpVt4J0I9Z1V/18rEUhfaFCAD+w9gVR/KgWJX1qqtpdSQuvOM01lsEu4h8eq479sHxOIvpTjCch5Slh11iFBtXQMTXGLmC2bQjdlh3/TeAbEFukMYHG6fzlwC4FUi6Dnqxd6Qm2XbZfZl4c5yixCsmUu+gUrvq67XYApU7IxZ8RQqy18TidjDpAW/CFt/AR+Qam+9TzG62SkpbvBUXtNzFS96Jog96CMBIgwQD9rE+yVEtsS5bx9QBJDA1J6gLZV/fbNHH7snWm5D+vaxfMarlIqLCjtJJjD2kUceWWeQrFFJv/fev7JGeB+X26tFaVQxYihOmBcvn+ZqVqkw2zvkhqtUf1wRh6g0YH4W1ECHZ7/EYLb/AAscEoHUHFB49vjzxp5b9bJmk+v+IsFuNxdm2w4s9VYE8RdXsAhoeZ2zr6tgWT3Fk4ey/MIwQhzGsJb3SAIxj0Y0/SWz1w319fZQXb39Y0CmvU0wncpp6r7OAhOz47s+Y4JxvhUBSAMP53BiKs/iCAG9yG3xOIvbSN9J9Oe3Dxz+3V0/0h9epF/UrStLSfS2v1HKdigiVRaqgRbaUfV30fN9f/lb2wBkxowrgmWSqUZSVlJqQwgvOQhFZzbrbKj0o31vP7egi5vtWgDBE5rfCjDh5kNHvOLqX3ZTbtcIkBhYRMgi6FcIl/4tqZxKHy7Gpl5eXg/n0PIMeGmpCKmF7lVh3CWPYWJUpHMN/qIGuM4OcJGD0U0upuTqvXhzX+T7/8Mm/w7rg3xA+aMvUpNdza7lhPxL53EiKvtORI0BKCCCAATe/+JF2E3ZZx3xtzxAgsgMuD4Amc26948h9QzP6mfZdQEH0fj069Pf7vrt3W0DkB+ceLLlY0eWJ1LLXNVFCu3Ho0exiusVpnCSN1nlZy554mHCd/J2DCwChxcNtPVAclaskMzdXp3unpuZx+tF4ffQM+l4OYqfZNo3qfz4JyrMj+yfbhFmJBVHVnXInNx8y83Ps3wWxCmBg2jptwrqftUxW1UWFVgDWy3XMBIxbAz629iMHvbdzH72czjLdIDyQG21PcGS0q/DWT6VHifFnt8W8ev3g7D/oNCd5xg6L4elmvbbq/86yu8GABE3DWhR8Vhf4dj+D5O5Skxl1mBcQsSqgIYzM7Pt6quvbRuA7LPXvg4gWsRdsnYF/o+Ldt/NVkr/+MEJFBRW6U5kPwbJt7hCKnDEzseJjXPxYDQIsz25hx9c/4weyMH54J3cuwAQhcq8TwXIR0oh9H5pLPsVlLgsKiqyQw87wn51w02mQE5xk64Qdl/WAizNy3eRB2Lr1bVVVlDCMsZElpZR/qiO/lQVwBED+tnhLEI6HW/vHYUR+y8Gkf8BlLd6k12pskZwFi1btjgJrgInU39JjNAzy6yppn3/Lt/GraxYDiCY2l3lfI4X0+ajhzxH5Mf2A/taLu4JVX1XmFQBfpHzz7+wbQCy4/Y7YCKLElePzM1C7qWEtU8/YH8zqqwv326sS5SX80yDtDpRKk6AsWt8AlSHGViey3E3WYpiM7JEL71P4DTs4nQsVXp/qqTAdsGCJZ+Q1kUsLMy3k394iq2wlaa/FStW2Lvvvmt33/1723uf/awn7FzrnwzAHq96xG6ddgbJrb6L+FUbLbChBVk2mkU3x/Rn2TgMIGdQ8OLq6np7dNAQe4J1Gd/q2dsttLkgBgwRgylNgPsmFPtvL0i8mTdYg0WL8DBujOlSysy+Fi22g+DiJUxQEnmlJhRGonbMCSe2DUBGjxwVFOGqwkxG7kc5M95MLR08eaJ9mJXlvMhOuY0RlB6uJeE7YnNOrcDEGwZSh5jxwgCJPb8HiMCs8kAyQEjxe7mo0A4tyHPr4SkHX8tP773vPnFwaKdpZQCXZWBmSZPZU8+8aJdcOsn22nN/YoEGOBlYZnNVta8iDFtLiGnhF3EX6TH1cJKRGf1t364pNgMrzJ8Y0H8jwr1ECPe7fdKdxfBLZsf523SHg6CzOE787QWIaEhcVaKwmix/jYybuP+s/AI7uoii1hhVVLNXAFFU7+777ts2ABk5ciQ559wYWa4Mi0Bt/0zWET+QJQTOt/dY3lee4kDZlkUm4CRhovfg8JaiwN4fE8lEjLTw9e2x75479uwBuBOyrI7V+Qq/l419Fv6Nk4sgbAoBFJOlFlG/IBaJc6jBQ0INsDSBkNifPn7nnffsmmuus7322sfVEUvBPK612utwYIn9q5+V/VbPfkOkyEag34xCwT8E0fa82kr7FWE+DxPy81xWpn1MvNtcVrAKRK/278f2GDv/mx4gMqg4ER6Q6Nzr+K1OxLFbGSElHAOT+lgWyEGj1j0vZI1m3jFjxrhAL5URrSb5fVD/gTZzD1ZpPflkt6BJMHsFBNWaPuEB4hxicY+ydI8AHB0DIAJ3APDgHfz7JIhOViMpza9ArD+LYqwo1KRBXBorY3Umyndlk4ChvxWAYpnberC4z+AmDj/umuDfJ598gjXlTjuQ0kjdMe+mYUpWOIQK78lKVkz8UCF+lmIyNYujEdsWS9l2cJCfUFrzcnwuDzEbPs/gv4zZ8l18LFomWss5KDjUGx08AbW2Ffibc/tgXFq71o1X7Hr/PT+xrO76TXleYFB+j7i9c6piDte511gM6aeMVwMAqYNzOB0EoKhP19VZuEaA7Lb7ngxYpZOftaDmSFj9tGHD7b199nEL0yszMADJ6jvXd6TfbsqOW5ff0oA7sQ+WHMj0gTLsCcE5Pul4hTK8lNHLLqJ6y2Bm8Br6Q0XJBJDZs2fbypUrXQthYJXj8GduX6oLbc7nX9jv7rrb9thtd8dZlNYsoBRhElaFcokIimIYglg3oiDfRiJu7cA1B/A856MX3dlQZU8gsj3bp699mpZO1mYQmu+UV3Fpnl/7Qf4K78dxXNR1Ilrw7vExcv4VnQs5ermP9+jru+JcgbNz9WO/Lv2/odf4Z3bjxXPF34txfYUKO5OHDLf67Dz8VHjS6cdSrIffxJu+RoAcceQxrCOoeHoUdG48hAUTz0RGfnr4cMdBliGX68E29CXb8/trA4h7NhEUYtbrfXvb5fWVNgozbUNJsBKvylq+8MILAb2HQBIWr1YBRviEuMtyRLEYWN5562278Vc32D577W19sGb1ZsEfiV5a/lp6jwBTRVhLlP0akoFGwlH2BCg/gpPcjrj33+o6ezmvwF7Aa68C37MR4xYkU28MziJi8pYwF9yHKKLiGMG5wJSsa5yJGXAoOtn3j/fqewLUjN3+AEkAW5EPPvrBgYXj17AQTh08xIbmFsQBIj9VmwHknF9eYNlERWodQdU6HREpsGMQsx6sq3OhE8of39wBIgC4DoUwWuMgbuals6WHvAkh3jK43nZkZlLlPi1VLYA89NBDtnz58jjZ+31xlbX9hcHhxTGBpXHJUhNYVPdYuqAqyQyEc0knFFgEEOkreo5h+UU2NlJiYwkY3SG9l51GxMM1gOj+GjgLoS9KIFIxA/lU9K5aQ1FAcKKJ4yyc4/7BeouxLefd54DIcw5PeOFte05uAnZcPF4dQOobbDgBi/XkhIiDCCCdmRTaRMS64cZbrS+mxmD2KrbhmHz3xwP854ZBTu6VQ6t9O6jtfj9g1Ql9xM+UIhJPEG+npdo9dPie6T1tSEERHU55/T797Prrr3c4CItZUtrXBSCOc6wAEcKSNugzYaD4e7z55pt21llnWRr6hmZAOXBVB7m2rNZKCvHiV9TivKRpyYncHNuOGLoDSRiagY/lLywo8zQm6Vfx3L+DKVkxYfNYZ0MxYeIgirwWOPSu/n2df4Hf8ZxDfeAIkq3rD4lu7lzbjcH60NKaADIL7jtz0GAbDg0Poh8EEAUsdk3u3jYAefjxf1gGwV6VFGiIRiPEGhXbTjiybh+0LaHdvbYYcAQDk5iNnIMwJs/6WVVEobXRH0GEOapnho3IZ7kvCFSOp7PPpv4XfwlrFoQeErfch6v55wHgPw4fh/cDK5lU/5Vu9dbvHXqIDcQrnNEbrhJFmYebyYSpemUyaW4LMWyLODyUwgVj+vazg+A+F2Oq/0N9rf0L0+csaid/ntyDmLAgtMXlswAUJ1ZpUqApFsw5UD04MGY4g4vEK/qn4xhZEB31jHHAMpbsvwFAbho6zEb2ZsVkuKoHSBIBi88889w6gWSNOojYkBZClJ1eEatD6fSRA7LtMohEPy5WvT6o75jfWRUgbtZkZtVWIsinxGT9mxDq0/sQjJgXcdXD5Qs59NBDPX27rSfmMIE3u6DFQfg67Ut/Cd9j2TJZxoK/GKNxDOez2V/YzTf92nbdZS+4SjcngjluL5MmpmMZVmRpqyJQUmvPNwwcYPsgl5+dlW2/RTR7kuUpnsc38z4JYJ/DWZwYJr2E5paUACSJsRJ3DTz6Tv/YDADyVk/i54YOt+2JxB4SJZ9JZnlErHRSch977LG2AUgVocLFWEoqsL/XMzMNziu0s0kSepVOdVaSZp0Y7tDNbV8ACZo3kwoYahI7BBAFLT6dE7FLBxKThSJciC4QQXxpaGhwHENE7Yk9TNSeuNe01ff8d1u7Tp81Nja6j5pdKwszXsnnnnvOzv7lOQ4kXSiUURIpcjVpVbi5DI+y1u0bBAcZQi3lQUQbK+L40EihjcOc/Gsmvn8RhfwGuS5zuiFqwUnk49ISzQLFyliTOOO5q5s8OsDYtxSx4tIA4/YOAPkD0s5eRGJrabZABym3vv372T333NM2ANl9z10wOVLuB4CUE3tUx6xzKqbfV7NzgkofdGJiltncQBF+3uYAib9TiIPMTUqxF/tm28wsTK0EHirPoIhJQ7nO8+fPj8/6ouI1Ebuj8lb++e9oG+Yg/nzL+zpdxTknl/N7ckqusKVLl9qf//gn22ePPV1cWIFqQwkg4igEUioiQqFDiq+rINxlCKLX/ijyF2cPtPuIG3uRMZbs/i5JYvMoEatsykTkdTBh+ImjI4DET2qtiVjKwfkLk9cROAy3xTxeiX9JVsABmQPtFqqArouivlYRaxIV2rOy+zkRqxQ5TkrgPqSXvoJnfSEZc5pR4sTUAWaUb/osfrADiwggYeaRfO3vE/gPAg6ygEUjX+/Zz+6OltkIzKvZBMEp0lkWplmzZsVJ3hP0Opt649/8BjuSteSYtOW0ZYhciGEraU1Y0/hM1rG3337Xzjr3PMuF6FPQGeX5r8BJVoSxpbq6El0lag2EgA8h2nh0dpZ9h9gxRQpcU7+t/bthiL2EX0Wrejl9hD4JMkVj1i/6aYXyU9j6vmqPrQPIKs8QTHYf9OhhD7JezSlEWg8jREgThERQ6W4zZhBwuw7FG9YKkHv/co/1zkizGjrULXlAMN1OdORTKKifJSVjCZEdvX07aX1/34PBKZyOEwYACQ+6rDm6v0SsRaxk9H5qL/uLTKtkFmbV4COiX7rjwX7mmWfis/43IPP1vzQEkGUm0Utm5uW2Ak++mv6WLmt0Zz+e85XdeNtvbOx3vuPM0uJ4qnHmQvNxMGpmVeh+JSE09VH8PP2y7IekE/+2MNfe6k/qMDrJYgCiMkbSO1XEQmKYNxuvb/+3xffWBJCP03rYYxgtTiGGcDSTgPQPuSyyMPuee+65bQOQ559/1pKZRRQGUYxzLEqFiFFYRf5ImMN76CFag7wtXrQ97rGuAPG6ltYvmY3l5zHCF0b162V5VHiRA7UvISg333yzE6u8aKTtRucgDiSxAElELAQz15pWNsb3dYk7i66C5OasN/vv/13rgok3m2ITUVZhUkRADdHGVYyvVmRqwL8yuCjb9uvT3e4rybN3BJKkgGMIHCJKlULqGAlbgQSjsUxMbAEH+SQ11f7FRHAGkQejiWeTiVcAyUV/VHpCm3AQ3aQbDkGJVmXkphcgw43AGnIbM87LfQe4ZKL2IO62+M1VARJ0ctDRQceLczgRg62WapifnGb/wyKyc7/eriiyY9nMttOmUVqfP4lXvrkTG+ufKN83dhUOJiBg/4q3ZU0ARaiI/YFZ96ft++++ZycTU5dMtf0IsWXiJmoaZ6U4ROGOI7N72cyCTHuNODDlpijcpslx2sBfJJC0xThs2D1WD5DZmOX/i3g5sajQRudlO/FKwaUFTO5HHnlk2wGkWE4WZhk5ogphUwpvmE4A2L+R5WTZ2bAXbD/xrDWAJN4loVsFMriqtRD63jXJXswvsINRboM021K30tYhhxziiC/MNdbJkhUi8hgdu40/7bfhz8IXEF3vgKLrljehibAjdT3clnFNPJpFSFqJOLZsIdul9uWnH9nh3zvQSooQQSj0XMMYV1XATciz34VxnpTZx57Jz8JnksJEgVNxG413Mn1BGVYAIm6S6LP2HcuWHETP/L+CAru8hGxOAjxLmNwFEMW47bnnnm0HkEMPPZxEEwgBxVzJ76MKcmBbmfZP3PefgdKO0EHr+wzq1DDH8Pdxsm1s8D1AJF4oSO8l3v2UQtJq4SRyymkpul133TUebhKetR0xr+nfahDgT/vtKrfQB/rzF7AVs/AMQzgIgyR+uftAOgu6yrIF9sx//2k7bT+KxZDymATRqfDzVJVWs1IsRIST+PZooT2PB/6rbvK4BybfJsAR5M4HPiLfZ+25bT6OgYilyfsp0pkvw4Q9mmIbrvQPIpb8Q8OGDWs7gIwfN9kGZhOThYOwlASfkZFc+xE//H/Y0D8m/KI9O6btfrs5q3b2fkX4xgAkUUu/JZC8jGf2gso6bOsRq4ol5GhB0y+//DKuqAskYW7iiLm1fyECd8Qeu2Y1p1u7A7/D1QDCNSdrcbB8qa1cIcU90IWalgXWLQ8ofTJ+6lTrjH5ZiJ9LqcGKIC6pHkRufSVhRaV2YGqa/QfL5Yc9UmyRHIgo6posXDAjCrszbtA/bTcG638vP06yRvoYLQHkf/g8ZqJ/jM6i2IasWDGAyODUZjrI737/J+uJabeEomg15PYOhfXuR5WOBwYPNZnSOkIHbfgztACIzJoiCAhAjsLE/clUI1npChxQI7MJo4aQFN6hcjLvvvsuZBf8eWXdH3vCDIPAfbYaJKzmdPx2fsddJ7ahHTzw1ihTLwCRoiH5S6Zf2bK0HwPSW2++byO329m6ENhYwJjKJ6IiFMqXqI1W4EQstONyCuwPeOBflakX52Ej65M7My/6qMJvFA3cMQGisRIH6UIZXPxWpDL/Ft/P9pixRb8CiNYJkeWuzQBy/+OPWRdCEYoIN1FewkgUn53wB9xSN5hqH2kx4gmQK0Jyim1s5vWiike4P04QXJj42mPfzzgBW9Zz6Vk1+ArU87FY8eIAfP4mhHUdM9BYHGqKTxNhdYaz/P3vfw8UdJHkCgk4sb+W1K7jNvlbgVgXmHhXrkAhF8fwvwUeHEfRvxWAREBZutgevfdv1oPqKbksk1ykpCxKFyk5K8LE14AOshMFJ6ZEovYv0hxkpfy6O6s+wS1Uq9iVYvUzdGx8238cg4mt5XOIkxXBvQAAIABJREFUzlSN5m3KNf0hipLer7+V1FDLDCe3gkxl6m4zgOhGnZK6uKDFWhxLCoIb3j/HplBc4HWqCYp4gpI0wcN6MLiQBYfmhKiyOQEkPkMyY/oBEPjfI7bnNzjcdufdh0FMAkgG1RPvvOO3juw9jcZxED7h99sEILpJgIQVgMP/nmMo4LNJ2rmLFMa21bjYzjvrDLIXO6Fj4CSsbUC0IvK3qs5qCUfZloIce1Ds7vb6GvsnqcWfYq1biUHCjSWThcCh5sJwHEjaYzJr7TdDAIEO/QQnOpML4t20ZPsrkcwjiELXhKDcpio4SW5udtsCJLewAF9IMam3pC9S/2kQ+dKqGvgyuRHqxDBAfMi0A0j4odnveB3sOz3gJL6DBQ416Rx6t8DUG1z7Afn4fyTX4sC+RPWioKvcTw4BgOfjtVb4h/JBmuHAH4S2fndDcaIIk2WNMu9K7aYt055AIy1Dzeytt9+3Srh9f0TCQvmz8HMo+rcKPaqaHJ/tSAS7JC/H/kEIysvkvCjJallSUJ8rUXMgEYcVnzgAm5842m8bmpQZLz9+HiAfEfL/CL4QRTQXVVPlHQVdMVn9MDy89torawXJWj3png3tscceLuRdxbdkAlRhtB9gL38OItF65nogza7NxKsYOOIPHQOIA0nos/br3PAAtw4Q917OnMkkwAAIKDJMPIjJ8DisPMPy8p19vSRabId+D1NvjPKlpMsvoUP35xERO6GNSDn+eXDVN//PDRRd4gDib+bisgKA3HjTLS7SN1Je62bQsoZ6p6xKdxpJjNL+AOK6mkp7iqhkxS59zTsatc7kJQ/8HD5YkUlC48fnHQ0grT2Xxm0xVrdPuifbP6DZ0ehSEfx4Tg+JAWTWrFfbDiAnn3CiiQi0um2UwMXSukrbB8vA00SFqgaRfASO0CWOiJDoTDVP/HpgtY7WwS2f0yl4YUJwwGexSBEMIoa2s1O62z8jRXbWgIGYvPPJ7iP4D1FLlV+WLljiJnBZljwIRLzuTydiRKxzbQEQp+pwT+nkgWGAHQCyYM58O/7Yk6wTwYYRFNMiPOQqBiGFXHWEVQ71/MJCe7io0HENmevnETbU2C1Y62QZIFFYu8bMj6ECAhP95SeU0Of0TfzaTbYfiO/NE7v0HIAck7yWQvgvIuQYRCwVwSilKey9D5LPM8/8r+0AMuGiSyyXGUfRkIoGVbW60X17uZlncTJeVriHZld1YHyGASi+wxw4MJtuFgChc+PP6QgkGAQHfN5xTkqSPUs083RMu6Nycq0A82EFsWkZUmq/mBtIODEAaB5vBoQ2Bgi3JzCRm+q+MavVU0/912oxyWdnUQ61HLEC559mTlV0VHHt3Vnk8gr2n8Do8n4PVgIjw86ZtTV+KviA7K7qhE4pZxsfwxBAAuC0NzgCIIjmvI6k/eB5BfAutjA51Z5hYleRC0WBKDRIAElH9Lrvvr+0HUDu/vUdlpHe0xFCEfnpmYR6D++fYf8AnXMJClPJFc2uIiyhWQ/qA/30wJsLQFZ5TgAiPUT6lN6tifdakEzVPmak32CsUBRsPgARAXah2uGzTz6DIpDgHoGgE2ccMUKOb0TfG/gXcAznHSe0ZPq0KahMnS2/uNCFtsu3oSgIZT8OISTmdNqDmHQlGn+UAhCwUi1ifLTwjFGITk5AhZSsxDEYrv0b5IIEa7x0pIQpcQqNi1sRLOab8QBR9uOizpQgxV+1O+u5FMYAohVvFT931113tR1AHrn/QRuIoqMOV6JQXkOdDSFK8j7Q+QGLxSxiUDTDLuchBRCBxc88HiCO+HQNLYH05teFv7Mp9vUc/lncvjo8xul0LAVdAHHLqfHcAoiI6l3yuv8SKSJwM8MKiegV605mtnrgL/c7DqIJ3YNDW8c43CzvDzYQF/Gvo+kgUn326Ye23757WnqPVBe1WkYtZYnCKkI3LD9io7CynUfS1L+wvs2i2slCuKB7b97JZRB2EkCCZSCke7i+4F2DMZCopSUZVM1RWYUBUXaElNs1AUT0ppTi1wnhP5jwoJKqoNiFpKD+1My69dZb2w4gUtYzsSXLhlxMrE4eCo/EizuJbH2V+rEqLaMOE6tb0goA9LAdGiAxoLhnDHnQNQAiGImQchwaDjOJH1+g/P0bi9B2mHoLKBuqPAs5C6dNYWk6ZCphwesZ2rq/MEAcYvwHgf6wLiEqusZfp1vIEPDAww+5ZSoiWKRKy4qIN6LcJpOYonNHkEm3Hz6s3xBwOKuk0N5L6x44/ijWIL0xsZRbUP7HT0oJgEiM0mcqcyoABcq6A0ccQB5I7bFdHQcJpBbFjL2aW2BHRlilgAmjAvVA1thsTNkzZ85sW4BUM0tWllMIuLIWkNTYiKxcm0lu9v/69revYgDxypJzsIW4iAdIouPbozNX/c3486wGIG7NCbhIHCBwSNV+1SpGL2Cw+E5GTyvD5FsQLbI8FPa996buK38u5ElbWhwLLQES/0Df4DpZvtC2PQCCs8F/mY7D3nkHFD465/wLUMS7uIINCqXQGvbbUmRDXGN7dKLT0Dn+OriW5Kd0+4x3bIL7Oe7OO4nYVd/XLyDkwCGi932hLROEN/VqsnDjGPrcA6r9toF+uKoOorHm2RF7Z5H/cQwAETBUxNoDZNIkVmheS9LUOpt5daPv7LiTRSPyHBOWgPI3JjvfLsjMtX/mFzrLjtYQd4WDkdcFECntvuPczBObffy5jrCNA4Rndft0atgM7d4BYnJiF5zFFTOAQBpRZGdForYP+c6VhDLUAJIi1gVR/TDN6gKIx4MjcX/QYhukzSag0Bo4Ep8mOI3KANXW1ltPFg5V5XhVNFE6QglhLw2YnvcmzOJ2ZO2n8rPto749bU4S4obyzbE4ugomzKzm1pQM3k3v3nI8fN+4z/R5rOlYCrBaAKBVv9vyXhvvOACIWzUgpvuGf0si8itIPidixta6LZVUxpSrIi8vz375y/PaFiCHH05ULzOTMs/kjR2TV2SnUqzsMRTAT5B9RTyu8wFIyw73AAk/fEfY9zOinsURRAwgzZ4NsEvhE0j0jpqBJYe/RqVJFUf2a4GoYnsnrv1i7pwE1xB1twBFs2M83Y4bwD1a/vnz4hy+6Zp7772XFRC6uXAJKd9aB1zeYdV+GjUwx35ImMg91dX2PypAzklnDRdNVM6IEryHdWOhHs4ZCqx7ZwjejZcAoGtDzX3OO0uk8k06pCsUjXzfUQCiZ2pNt5UE8AIVKn+MMakakMjRLYAo1EQrOLcpB1H9J5Xur0Lx05qFo6jodxhFue6jmNqHmM1ktXLF5CAmx97CHS3uQQt3fkfYdwARK+ZZPbE4IMSePQijETcMnl+OUG+te4VIUa3nMZTgt6poxGpRjDsxi731wTu2TN47/cFJXGtJ/x40fOyBoMv1p+OW4pTOL1iwwE488UTSZjs5f5QKMSiNtCxaSHRDoe3E+pFXZOXbU4VRew/v+JeyUDEmWpZbYtJyJ3IkAQwKpzFGAXeMET7X+fd3YPFjp/Mx4hMBOhFax0wWas2u9d9ph2342ZuBlolB60ueW1tLEeuIK9dahqilxY8OP/zItgXINddd65QbhVYIIMOLim2PXhnEJdW6in0iJoVCBx7YgOjihBdT8BwouK4jgCOQqRNigu9kEUL4+URIyqQTSAQQZ63jmlcw9U6muMFgdLF6OrwcFq7w8Xv++ifHJFxZ0RBAPCbiWInviPyDv9WB49lnn7UBrHEo5VLpz7UMuESGwUU5tn3eQDuQxSpvrR9kz/TLttldU1wtXgHZPS/PLkucsVyCSvgEUbkkPImQNRYCgcbOE37L94995sQYXUPzfRXup46w33LC07MKIOOGDHUxhHVY8pTDI6f3fvsd0LYAefChv7tKiyqiLDY1DCVVDpjrkbt9VK+rIC4zoZuVgxnGdWaHBkjA2fygxwESIxxHSDx/UB8qeCf5CF5lxr6MCiCjs/JcX9RjIclC5h83ZYJbSMcFCnqAQP/Cg/hKWHEXIPxfy30p5sopUQUOzzUUWi+AaDuIILxdKKhxSWGO/YtaAS+m93PVEhvRLawLnAIuIZ+G3kvFFnwOuUqNaj94rxg44AbOfMt3JE6GFfOOqZwHk5gfMw/OlgARqAWQScOHufjBBmjWpRYjcu266+5tCxDJaypFKhOirAEKWpSj7Ir6Ogo7Z7hZ1wGEDg5mL2bn2OzjRZSWL+RfrH22AVcIs+RVni82WxpKrYhG76drBJDXKaVz25BRNoY1uYex1FdVKZasonw79PuHAxCgINoXQGIY0CbcBIwwKMIJVioS98UXX9h3v/tdS8JiJuVfTROT+n0knvy9EWtvQqz7J7/9fg9qWHVLgzugfLv+l1gI1yB0xCU4iZvoXQQYmrig3kP9rq3EJSndAkcgCjcHiSO82PXtM1bBs7b8bT9eq9vKwfsStKllOwYRCVKPnqaKLuIgY8du3/YAkQdSsq9aNTNZAxasMxG3lGWngXEiFjZ21/FuMESEwayrmdk3PzgtX3jTHydEwTX/tq5LXKvnf5fIgnsHj7S90nq5tQYrK/Fel7JI5+BB6CBLAEmj4xbiGkHoIvG2ys2I5YpouTb9ubitGIgEKPlRHnvkcetNDWBnFEER16IvRdjxa8pxTg7obT9H3HoIxfwlJiwVo17YFUeeI27/jH7bOmG1fFdHYBqnGOcP3rX5O7f8Tkc51rOH6cq9C+e0lXFCyyBMrq2zoWTBypAhupUePXzoiLYHiPKvlY2loEXlQdQUl9iphBC/kVPo8gfE0vWwcfYd63T/EoEcGx6IdRvAjjIY4ef4MK2H/b2Kyn1kGI6OZGNupQIlptVsqqt/+tmHkL6KusXEKnEUCVjK+lNkIYBw6xl6YLBd3kgZODICf3DiSdYVC1E5BgCZ00twxkq/GYmjb+feqTYJkDxOqu+7VJVZQPG+8DN9G/dFW3G6igHDTcqxCU11pKcDEFXjEUDEQSqoEDqofnDbA0RrVbgaWfyQ1qeQwnMUbny581XxQzFZHiAu9D0+K8VYubhIB7J+bAhBKQL2kUiRnUC18O2jefhBClwCUhesRC8+8xQIaHRY8JVGnLohbDRitlWZEf6ED2exgqu89NyzVl9X4yJN1beKWighakFrGKpszbGUGvo7odqv9BnAkmsZ9rWcfIhFG/IOW8J3/eTr6UrHav7dBJAZAgjhJSq0ITG1lPrSCuhsUzOvbnbEEUdYPqUcFREpMUu2/72o7foC+QVzYPMKffcL67gHFUBiD6utXsK/iH+BzXX7OWHvj2M9mkTVPl9WRut0ZEDAv7nhRgAScAqBoBF/hw79n7iF/gK9Y4XddtONhERhvkW/qMaHIYBUIycre3MMC+BcXBGFW5XY+8jTi2Tw6JyCOCtwfDNRanPt6zU9t6czR1sh3cp/R/rx5aTbDkM9qMXaKMeuswRuDIBccMEFloks58Ch0GE8yN8hO+s/iFmfEp+kRe99JqHELK9/6GG3NIDM7d7NXszqZ7+iystOhHRoto/i1c7MLbDzfnk+MlOT0y+WLVcxNwlYTbZk+TK3L9YhTjJ/zld21GGHWo+0FDfpKKekXNUOyfgbziI93+vd0+6uK7dncjLs4x5dbA79aN2SnL7hUmK/5QBx4BDH0ERMk59GEozOe4C8hbXxSsAwgqSpGkKCFI8lFUGWwDbnILfddhvpihSzhtUrKjJK3M9YKkc8BEf5IL0XKxdhZxenkCgVah4gegkh3T/85rydR57+rIwe9mdyK0bS+QWE4ERpinjebZddA/kJYIiDLKWoAtFUri2lgIJErCcefcxxjYJ8gSsoajaIPP8RxRU2vGcfO5WQkb+w9PPTA3H6peDLoF+ta2BFW6gJR7kbIULYnPtyfZ7dgyOgp8Cf5WMBw/0igMwk934k0ei1ZMGqBGkUUUs03OYAeeKJJ6xHjx7BbMegKkNt9ABi61HeX8+gRAwcJFggMtBFPEjUAe6FtiCALMRap4UyH8AqMmYAeSFk7smAoWUFKkojtmDulygYsQBEQKIa7ILJ10u+tnPO/jm0TgEFLFGq9pfP95Tx18DA7YlF8FbEq+cihfZmnzT7omeSzcGPofCOlYixssyEzbTrQ1xbwncS9CRRMwCIp7dwtPGbLJgjDjKKmCw5Cj1A1qX0zzcKVvRo0wItwWo9AQcZRdW6a1ki+nke4OvkZDeA0kMU76MHDqPZs8ItYYBU2f7zpO72FMUARmb0t3y2CoarYT2V7rz367NeduzD+zpktXrquSethnTl/hS/dmuuAA5Zq2qZzYZj/TqK4gmqmPISCuVX3bvbQlJfFV7f2K27LdlGhRQCnU5RC86fQR9vCX25vu/g/WurA4j6SUr6ZUR7DCdFWn4Q+fAkYikawdP06rbrBRB5dZ2SjklTs95oBvU8FKF/44iZk0q5mJgly4MjAEhgU9+SACLP86JuyfY0JtftqSCeh7gp7lFP7bBUFPgbbrzZiVdeEZ8y8RLGq5OzopREWc65vM7pGoP4/s6w/3HRQnuSOrLvpKeY9BtxDOVrBMlKsVyMmGLuZk8Gf30Ja0v5XhggzuOvCZnmQmjoa0UQvMpKU9MaBtlIKvHIky73hOpNyyK7OmD48+sFEC+/uXW7CbEemVdgp4HSh+Ein5Df7Ly1GjyAkhjIEEC2kIF1SiFE/BIdfxTWpxKIux6rnlpmVo6dfubZznL1wnMv2nYjh1kG+d/V1L8tjkasvmZbqykMqhiegDh1LbkcD2cOsC9Q1o101yAsRH3mQ1y8xSrQ3xL9+u0GSTDhBiKWs+iJtmL0pT6Soeg1Jp+L4RaDodOGWKBtGaEmGw0gu+++u0OguIhKOQ4nBP4oAPIgKY0fKuydh1Lzg6htS8+s/8xfu7luFQQ4C9HyQkyz2+bk21CiCuSlzcdMO2a3PWz8+OmW3AULFb6iWiJvtSCqVg0uhoOMIPL2IqKj/w9dTuEQn6emslBNV5cjbqTvOj8SfSciSMRGBf0al7VjxLC59t+GP3cw8TYzd6vPaOojLVnxCjXLzkDaqS0stHqlapBpqdXSdtt1543DQU455RSWP2ZhT/lBMEcOiRS51VP/vG29fYhCFESQamCDB3VgkOzsBnrLmwHfJN/76poGG0vov19uWHn7UeReFf0uZdWmWjIwVZVyEPXEhsNptyOMROEP/8BD/l5vil50TwqiDwgXURV1RSRIPPATSbO+Y+Bbs9ZsOLFtjtyoFYDE6E4isEJwniM56gS4e42aHISY4qNkfx515OEbByBTp06ldGNuoIcQCjEYEWEs5s5bt2V5aMpXBmEmQSE5j2TnxGkWK7Q5DkYrz8w7vQux31U72HZh2xAtpEI64dRVEdKSEbuwtZdhui2i5GU1usYOA7PsTFj9/VRQf5X1VT5OhWMkB4lm6quV3QLrn9YrD/oxpnvEZkWXmyFbfyv2/m8nQFoZEwAijiIdbg5Go6eZlPajtKochAox0WSVj9586o/WvsrUeukgd9xxh/OFOBELDiLT2ZCBvezywVX4BXq6gXUJOTE25+NkVknRFEG4l9k8tw78+HQ+omjFw1X1LiZrEDFZWp2poho7exWF9mTGxfk3gniqXcgRn0jEwaOw+LdS021hzJghmdmHn4tzqMmMK5B40cpxEs6Fk5ccoDbj/tu4Yx+rrIhO9x98SWOhS60nqbUYtUBQHrV5f3nOmRuHgzz++OMU3kp3jhYVA1Z05KD8/nZJQ6m9NiDDyX6qs6QZUHKgALKUwd7iAMIsJbPr5ynp9j+imifCVYfjWS8GGCpQJoehgg2H5xTY8ehov8dy8ixO1c8p3NbYIykQo9Qv9FMTs50cf+o3GTdkIpc/KQwCBxJ+r6XlZuMSWseevFyfhCbaxDFF4wjkfK9Hiv2tjGLrRCREMZ8XU3REMW6ZGESuva6Nq5p405e2PTGdaVldObm0FFlVYbb9rDJqLxBQp8H1A+0BInlwFYDous24aTBE2PMIsXkT7vAoBot9yAEfCRcZBQvfDrP3zuSKXEQg5z/raynxydrjFJ0TIMQJAoLH6SfRE3AEZXikewAULFniJGGTpcSGBDhk3fKWrc27HzeEBhKACPog0a9dbG5SqksHuC43kzrEA2IA0TqMQenRBx7428bhIAKI3PRRRCutE16uRB72j4sU2fM4Y5pQjDS4PiYrMMU1V9I3pFM6ync1OJrl5chblNzT3hiQbVP7ptr3u3eyn/dLtmty+7OIZLG9QVj6B5Thn5vcmVTYABCuCITzcbRutGg58Il3DiulwXcTn23+QPHvvbpty3eVIUiJYC4PSZMOx+LATThVFfH8T6rwXAJdDs/Jc1Xtq1lCsIK6Yb3h6OEJf3X766WD6GY77rijyQ8igKhinQL1vpuZay/kFbqq2stjlU3C4IjvQ1AtX3RzPVYhOacXMLvPSelpTxdk2RNVRfZ0VdSe79/bvk7t4QILfXyaCxHhWlUpbNomOWbZ23L6Y0PHcXXA8Odb3l/n1acS51nbGgtqsL+UPn6fRZ7+PmS4HUDlz2EAxYUBAY7CgmwbSgru6kARPr/eADnhhBMsEqWKHzb8YqwDRWS9fYeAvWfwVGpln2XdlJeugQ84R2DFCgIVJXa5F3Ofb97E4UzZ7j0QibqmsfBMOr6gDJvdo6992on8GGYyFXwI4tMSgyndpSOtEtuS8Nrr2AOh5ba153E0xATldLVOOFg7pQachOJ+MnC8jlXxauWB4GNqiFBUwwXYUvKnJGKHHLF2E6+Ast4AmThxYlDhhB+VQloAUEZTp/YJjmenpdoSZ4EJiF+cI9BBgu2WBBANnNi73tFUTYSCCYsARtM2OPq6pHM+SIWVruJFTs12nqNsKRNFawS8PudaAsMft3YvfabaAAFAejARpdEwkwOQJehwL2OpOp0U6KFEOVQxcSu8XVHTfShk/Zu77ty4HOR3v/udq0WrxB5xkQLErBEUs/4bYHkHBX4eIlbcYciLCCCBJQsusgVxEOsahJxrkKR3SdF2xZ9RoJcIPCjfrsmqJ0sV17mmPqC1NvDfpnPx/vD90mK7tr5wITn07XLHPYji6EYcG/d4h5pg/6hk2YOeQTFvLTknC5YUdMUShsWoNe2vNwd58sknLQPWJYBIFymqZengrAF2BzqJyqxIzPIvp07YUjmILFICxQpmLYHE5WzA9lUxXRHNy5GLZb2TmKXZzROEFEs130ff1q3vj9Vt19Yv0jkcByfDsomQnsVMTArZeZZaYVNz+trInAFWiGKugutFRE2rouJBB669HpYHzXoDRDdQ6q2KyPnEqREsD31ZhIjUrCCq15fIcS8PgTglnRcKd8baOqAjf673UK1bFbZ2yrcIXsBg67gHW8ct/bsDEL2PBtWBg21Hfr9N8WxhWmhtf23PoBpf3o8k6+l8+vc9quzfU1tl+/VKo15ZhHUZSbOlbphaSkqK3X/f2s27bQKQ+vp6vMSlzjqgkjSjogV2Zk6mPU4g2OdpPZsBInhRQLKFAcRzRnEM6RZB1p84JvsCSwwEiixoGVDno07XRgRb8uct6aHl8drePbBeBVxkadcuNj8Zz3lvoncR9YezPGAN6QfVgEXh7Wr1VJ/0xL8u2w3iIMcccwx1mwhaJHq1hKLAQwHIwXiJ72MN8Y/S+wAQZEM/izpCaQ6Qtb18R/9cg9n8/eAIek+ac1jx7v4d/MCv7tif/7Ztfb/47bq8v9dtda0mJolY4iLzKfv6NhbE+yOVLNFN7BVhPSrxU04slmh0AFHXN/7qhk0HkCmTJlseocQ15ISousmgKHWbWFDmN4MH2xs4aVQkOUxAErHCx+vSGR39mpYD64/9Vs/v98Nbb/bWuY7+jhvz+cJ9srq+ECA8KBJm9aDfBA5Lgluj931KpcknCoptfKSCxZ0K3ZLPslypWLVMvOuSQdiSq2wQB3nskUetJ3FItSysI5TWYk4bQn765QDkJfwAcoQJEMGLBzpIELjoz21ZxOEmAIIXJXY5AMTevSUR6LNg+YAgj3pjEuDmfu8wOPQuToyNTTrymLs6w/TzPPr0ORKjptY3UP9qoG0bIbQdi5VSaxUS1aN3X/vdH//0jbiHwLJBANENklizTglCQmkNekhtQa79AtQ+PyCHEAzK0zQDiCw6IqAtByCe+DV4AUACq5UHSbPPJXrR9JkAsqXFpm0SMAIK9aELJ6EPF9PvX3VPoWBIP3ugpp7lnnsHkzX0qCBaVbosACQ7qsoM9PpN2wYDJELtJhUdEEAU51KFLnIY1q3nWTNjLvWbtDSWJx7pJI5wthCAaKCai4zikuIKAWfwVjtPOB4scfEKkdN/tnW7emlCYpU4hweGwKF+1ySzsHs6lSYz7Z5Bg+wgIqWHkRRVCh26laRwORTAPbah8uU3BYa/foMBcuwxJ2JbBiRShBSXhdPwO9TN+hdcRUWVtTxvABAUdjl0YIUJrrL6TtkcCGZVgOh9AlHSgUP7Ma7Rcrs5vF9HeEaJWB4gAobjHIBFPqc5SUn2ai+c0+TbHJOTY9sSY1WGSbe8loxBrFdahaATfqi7//TNRas2A8idf/iTpbOQjOqdCiRFFE4b3aef3VtYaO+TXbgQ5SkOEBe9GptdY4TTEQZhQ57BE76/hztuARLPMbaUicG/66bYxpVz6MVzDoFDffkRJVnvr6+2nwOKHVkOwpX0oWpiIbn/WrOxL4vLThg3fr25h0CywRzE3QRnmTzqztxLgtBYVhV1dbKIZlWItzN5OqJJ5DC0JKxN0dmb4jf8e8U5CO+twVyFc2rAmQk3Ros/Q2wSCh/r93S8pt9d2+etf7etxMVwOH/oOelDxbJJbxPneJcojv8DGCdn97cxuQPdAkbl+N8kXinCvE/fgXb66T/bIHC0GUAaWN6qhDTSCtJvq0pZ/ZbFPU+geMNjPOyH6YAi5jBTjJIRyCficY61tQxU6wNB75RTAAAXdUlEQVQR6rSNRGDf7HfDA9qcSMKE6fdbv3fz78WvWW3/tPzNxLH6VmAMjCExa5rE2ljzn8cB3AqIPKdzz+wmtsT9A2dna8eBIzR+39j3/HH4ewmnKfdB7NY1iXOErLMIULDkXSwvH3BIzNI7LCJielZGpt1GFZmjo/nkeQy0hphC7uMC+7J25EknnbzB4GgzgPzirHMsj5TTSiqbV5VWu9h7LSh5Sx3rhvRKcQAJZEnZs1U3Kyab8+JxYugQxP7Nn8cTQHwbIzj/Xh4YfuvPr8vWf8dvg++EiVPPq+Ng667jWAQeACRhRHBcTITG8zUDwNoAEn+fxO/43wsTvd/3zxreuuzSWCSBCz9yITcBoOTHkAKeuEbnA0OHJlRFIyzhuRd372qfUlLqhT5Z9nuqxHyPqiRVLAlRh5XKmXKxWCkQUQs8aaFTEXdbtDYRsR599PHE2oWknWpRnWEFOTZhUJW92reX64BgVlBJGyUJqQO+OTGuC1Ftyms8sXniC289gSSepzmBxScJEWCMcN13NHm45o0aiW0YhP6+/nfWdavv6Vr//da2a/q85e/477c87/tCBC7RyINSAZsuaFPAltLNsxiGnHiwJ587SQNAuehovj8vmcoxpFA8RajIzCENrIuZjkKe7/wcCnUSMLRkhIJnzzxz7YUYvglw2gQg+sGCYpYfoy6tAhdLMbXVVpXasbDAFwHKfGeWwycCMIyVk9RBvmM3562IwhNCy60nGD+zttyK2P13fFiK/04zgMTySfzyau4zgWoNbWP2acvf9b/V7LwAT/Og8FtdI1D4ravcwnUKEwlSAwJwqKbBIkD1dVqSvdOL2sfUOVAlmPG4FIYy4dZQ+0CcQ/43Ff9WfTat43juuee2CdcIA6jNAHLkcd+3XBawLHPmXkLgyQ/ZjvXzHscO/WFKqs1n1VUN8sptlGmojtBMueaZzHd+R942I4ww0cY4gS/bk9iKkwRcwgPEEVCMqMLvusq9Y99z4ArpFAGgYmKrrtFzxLbh+626HzxH/Pt8pzmQNT6e861urPx3Vv3cAYFnUQCnG2u28TB/9l3MGjSgnBo3ceJYboQ2vubcp1R9eWZAT3tgSI1Nh2scmFVgo3OoexwptRom4TIWLq2hSqWsp8rvUAJfmLDbar/NAPLH+/5sPfr2cEvsuhwRregzMNNuwtz2XH9qzlL5wyUMaeDUKVsIQFYluoBQPNElgBHI3J4APQF7kHgwrO5+/rwn/rDS7X/LfxbeJgg8IHT/u/HvuPFIAMU/36rb2HuJ2B3B++8E+oK/X+L3gusV2q/xdgBhEvD549I7ZK5VadDF3VPt826p9h7pym/1zrAXWC3g8dJ8u7G8wA7DEqqVlKsjqkZSR23jequuDKrolyC19Kacj5L32goQLe/TZgDRjaOEmlTgQa+I4slUPSisWT/C5PsAXOSjWMVFda5jswKJ9tluzs0Ri4gg1vy7NCcYP8v6beKdvec9ABJEF7qXxBTNsvEW6it/nf+9tW399R6QPibOH/vPV71P8Mz+fTwwZW4Nt8AJ3Bws+o63Uuk9lYOv7zTC/eQFXwIw5qb2opp9X/tPP0BBvsYdeMTPIqbvAETzEdkD3Spbw8kErKFcaBkrb5WWaIEi6lrl5rnVhJ/8H2tBtpFC3tp92hQghxz2PYuwKlJ9ZS1lNskwpEDzjiSv3Dp8CKVvejs5U0qbD1He3DPqRFSrIzBPUM22YeIX4TuCFwEmLDe63t9T25b6ib6j312VkNd8zgPA39sBhLFwvxF6rvB9/bOL+EXYjqipG7w41hZ06+YyR7WOieKh1L4UN6Dw9mcpPexjVgH+gIoi77AK8FsEC84iXupl1lF5HkfyS5RIeg6d4p/QyF/J9ptBveIfsd7jHiznNyhzoPOCFxIEW1nBEhFRakATzqSCb5UUB0lNS7eDDjtyowLDg6VNAfLwww9bckqa4x51oL2hqMQGFebaj3H7P4mYpeXZmrpTG4oBcYlFKGLhAdnc9kV0ijVT84QWfocwUYogFZKtggJ+HT1Zbxx3gOh9rFGQotvZrRbcSAKQjmXNsaSuriCfJhcdS1RxWYz6zIVjBNxHFiBxaJ/eK5FH4qzur+t0Pqj7mwjbcHoB7+I5ur+fUomVpbcEQCwEJPPRFZRKrUWSBAat8vtur172BpPgK0RTvEiI0ZMQ/z+pjfYEVevvZUGgv2Fd+j2JdbcNarDrKbUzhTXkz6WO2o+KInZklKWt+2XY0Ky+Njanv0uPVU5Rg0KWkEAi5fWYcGvQM2odOIoKI7x+J7tFC6RuRK4RvnebAkQ3jhAXU1BY4riIKklUsjLr2Iw0exBLg4o5zIVIVtA0YGphgtrc9gUAEf6aACJiFHgaWzSdkwNVAHGcVMc0n8euAhe+4IMAIf3NbZlUxIX1fXcPWYXEdRBblPq7hO1igKUluReyuM88Vqb6mln9q2SWcmNG/5gJ7IPUNHufWfjd9J72JiVktUSZVmF6HWJ/rVeGzaJ802uEabxCgpGWDni1IGKzGNeXMKc+R/sfSUj/wZT/cFGR3Y/CfC8E/3sWUrqDaIprIhGblJNrFxAbdSoOu4OIx9sNE+1ORNkOo2kVrQYWPB1cUuwCXHPqqyyzhoVLUbYHk/lXXhZlOe2olVXVWin6RmXlIApNFzkT7jFHH7XJgOFB0uYAueHG26xvvyxXJFjBi9FKqtoVZNo5xMo8xpIJH8NBnGztwCHxYjMHCcTpRZGWCqoApEnAE7MXL8UF/Gf+/aXE6lqZPF0RAr77/+2deXCU9RnHGYtADDEHuY/NbrK5N9lskk3IyaEz7YyYEemBtNALlVaLlEqVsbZVRzutDtAiSEVRFByiMhURbCmEenSYAo3KFR11RmtFRVudomW0nXn6+f427yRl8KA0hMD+8Zt3s3n3et/n+zzf5/g9Tz9/lxXwLAPnARJZYVkjvbeAI0AdoRfZe2j5d9h2+qaozdhkex5q82xqpu3OC9gOWqA+AZ/fSgBlS0PUHmlotFW19XZnfaOtqG+yZXVRW1zbYD/j/9dz3gJozRw6Q34ToVdibgrO8iSEvjk12YVbx9PFJkqkcjxtdFqgRe15uTjUeRzzrYOdps2ARMOV2ouDJI+LbTyh2jCWpQGwhfFVFab1Q5mKaPxdVlTBBFo2N5HXCIXwM/BD8vNy2EOeaNOnT7c9zz1z0sEhkPzfAaI3LYJX+jChFXQ6Ka0utUjQZ5/HlN6OZtiLL6LpsB/SDkch36OFyhOY4XOMObH6HR6lGnh0YBCVcrQnpgxEYZzwI+QuosffhtbXcv2zEPKPoDZumA5W4O8jR9vboxLsdeiNtL9ozQtsbd6HoO4nc7yHMu9eJuX2ltDNkWTaDo7dpSX2CPfgYYpH74TrL4Hu3sCgowX5frs8K9e+zppCY7XJ+AVt1C214iS34Be05Ba4gUhRrIaarWlkQzn3TZuOilQIiPDmccxl/Hd+uNoK2V4d0CIvEaB6thimoKFK2smnHIVAEKKJdw3+gwbXhAFdDQCp5XuFaHwepDypvKqOuY41bLgLmbZPpPDbcrLTbd5VVzDn8cCQAGPQLIjeeM396yyRm6dGDkEad4WZhFtDKfI0Gst1M+jyRbTaISiAHD9p3+EDhmNZuxhABApp82M5vwJHrNYo9nv/Ta3RR9SkfcRRQJFfIIokJ/gw10M5IzVePjgaJzc50/aem2G7sn3WXVBsW+jvtD5Sj+aP2CK6Bt4SabCrcWbnQHmmQ1++kJZiE9KSmLoLtydE2kKnmXqcX1GbZkbFtSH47f6gTWbSUrMSbwBAW6Uj5BUixUVWBxhUFauRFhr4I5qsvIObxgu9UiK4EkpVzn0MAhptbyipJJtNBa2WWIOWKru1R0iNzQUwrUpAq/fRdKdiwKcWPDlEOdPwW3KgdCFGRMy6ZKZt27Z9SEHhgUPHQbEgeuPWSRNcu5UKtIlaA5WWFTHsM9eux+R2Y+pfw6k7LKFCMIY7QBzF8gACffKccI9GiTopzPkhgn9k5Dn2HjH/t9mq/GZSqr06NsWeH5sEFUqz58kb7cnNtWf99PZF6z4NzXkMQb7HV2yLfUGbRwToG+nZdgF+wnlpGW5qa6OfraXQF01OkjCqmiEQKrUA3L6QuRha/hBCDL8vQ8uXlVUgoJRmoL0ruS9VtI3V5qL+pebOdKrhvbyl+6dKbQm3clyqmi2DNokOFeNoa2nuYoCAjL+wwAp9uViATMshn5FBVCoN0CYzLjufToeab6nZgJ2dnTZ79myX/V637gF7sXdoLcVAUAx8PGgA2fKHrTYCjVpawo1gVaNd6ig96SDCcVuoxnZx0f5Jx3MV1Z1OAPH8DYFDv0sNlaUEjkAn34UmvYajfIB9DD1Z4+ypgM82YQnuZavo8nCt3Rqptau5TjP9eTYlJwPqk2QtnKd8wGQ4eWvAT+i8yOrxByL4BdL0VVAn5Z5iYVAyzNLofUsaXrkpaXbNBteEJdUtuR61fccgtEdzTDTGQtQoCAD8AKCAz8r3F1oOfkVGVqYrAlRH9MTEREsg6ZvK2Ll8/I1oNGrt7e124YUX2kxGms2fP99uvvkmW7Jkid216m7buHGjbe3eZvv2MRIbxTnc1qABRBfi25dfhqOFLxIEINwQmWxNGZ1MtvSxulrbTRb0UMJo52BKiD6dbsXoTMxv8R4fi/Z4z3nnHH3U//Vc7OgJ8/EAVa+JOeexHIEiR++NOtv9noOJCW6z2EvJgIHI3R6s5bNMve2h4rQbIe2imdkyf47dWFxgX8vMJsKDH0DEqJVZemF/gZWX0JGDITyBEKumzHx6jIAXodkl7DFBFyiUkGUoJXkE5QhkHTzh94DgWQE5vVp+v4/5kgWWmZ3hBD8VejMKv2YEdG8EFC+J71IFWDsvnmaXffcKW3j9j+32ZXdY10MP2iOPboD+bLP9+/cPO0H/X4E5qADRl6omIiLtFoTrhqjPCnFDa/1+Fw35ZRhLQlTk3YQEO4zTrpi7+LgE1TmvivZghSSM4vBGg4jYfhJ1TPec/BgY5PjGls7zyjo8H4fnON9bAod7zHmiPh44FT3Scj4Dn+seOxD1fYasnXsN+y3kN/CdZRn+gb/wBmHUXkKmu4nmPAn/3hSptvuitXZbfdg1UJ6J4J9PmLMF32wiDrWamjXiFzRBVTTjsa6P94vzi+IICKJLnjWQZdAWUg8AOqpIT0DQUU3RxOkDWJZcaFoauQmtdHITek6t/1tbW23GjBm2YMECW7RokXV1ddn27dtt5+5dZ4zAHy9QBh0gPT097ibphmqpdt912ebYnpFhKwN+MqqFLtP6Ogmpf5GAGggOb3tlzLrEBN7T3BLWgVpfr4vtN+i3GAKCl6mO+QJKlsUsh7MiCLjrrSvQECodGG1SXkKf/+HZDNocPdoFFv46Zoy9cm6yvYTwPQfN2I9PtReK8hR8fAPrboR1IVnhaeQWJtAjrI42SLVEk+SwakxEMQ5uAecUwueDjARz9KaP7nhC710r7+imCXPtxN8LuVYaoJrBtdMYPJV4CxzNzc02depUmzdvni1evNjWr19vO3bsiAv+CdK6QQeIELtu3TpXcakbrbp9T+vVkWiaRPh3ISD5LVERlR+8A0+XVpc1kAZXVMjF/J3wx5JqbmgNyUb9T0Kscx3lQZh1lB8gQdfS3wKEknEx4GFp9BpCr+54Ft3XB7y3EnfuPB1pPv0B4Dg0JsEV0aka4EmozKNkhlfVhu1GOP4VdHH5InVD59Owu4OlsWutgCZKhKgO/yBC3ZDGDlcQ1hTPF8dXpbOmcslHUPhU2t0Dgx5L4AWCHHocJxPS/Rx+jPh/W1ubzZkzh9nrt9jatWtNsyKPVyPGzz8+P+ikAEQ3ZcWKFVQ8nOUsiKyIQCL+rN5FzWRrv8WYsodwVp8hwvUCtTtvkOl9F639Aa2DRL1s5Cg0vPIHAAOBduUqCLkAICsiEHhLWt8DjADkAAJdc0deo9frHO1BOILwHSbPoPKJt/CHXh07xl5OgS4xFXU3uyL/jLA/QZRoIxGlXyH0P8Bp7UxKtPMIWTex3TMMQIKlAdd6VbRIne4VuQuR/NIMeW1DLiEv5HZbUoyn313Kbw7KJyBf4VkEWYOR5D9EiRTlmTt3rq1cudK6u7vjIDhBK3AiSuGkAURfcunSpTYaoVcLSNEsCYpCjg2UFTSiNdvIyKp9y92RiHXTV/UACay/jRqLINNBHc4fo1Yx/i/rIQ3vLAWC/l9Uqw80Xm2RgKHzHF0DEJopKNr0PqB4+xyVW1BiTfj0j8TmN+EX3R9tsJ8TUZoLrZkKeCfiyLZn5jggKyvsSiWC5A0Y51UeJAihWH+f31AFbVKzMkWHShVShX5VAYwiP2BgPJ2PyE8GTnsZoDtvwkS7bPalzh+Q83siNzL+2uOzDJ/1ep1UgOhLyTEUSMSnRbdUnVlKoiufJJKc0loiPB1w92uI6Kxhc0xPScgOZBVab0qWvczMub8gzAeZ+/cWoUZ1t1BFqSJIA9f7/K3nVRypGYGHiNIoA/0yWroXyrIP/2Efcfrn4PNPA8QNWK27AkH7CZXIM9DgHdCZOhxdbR0uZ+i8H+tRRGhaY+YqqmtcKLWCzTqqG1LgQf6FrIFLkgkc/BYfIdI8ao5SKcVQIqyz8yL7/lXz7Y6lt9uenqEpm/isQhE/rx9sJx0guvh79+51kZYCQKDwpARKZSkVITnwSnoVuD3t7XD+i9lJdiWb9G+tjdpqaoYehaNvJyK0G+f3ABTolbGJlFWTdQYIB0m4HUxMZqJsCiXWaa6p2E7qkJ7O89kWNPrjxOzvi9bZkkiVXVtSaHOK820qI4InUFOk6VgKs6pmSBEllUfIb9Ac+FKaUah4ThOK5FSLRslnEF1SqLUEqyLAy2EegXXKpmbpklkz7BeLb7VNWz77LIq4YPYL5qlyLYYEIN6PnzVrliWyb0ClB640Acqi+H8Zsf9irIkcWgEoHCy3KEI+CQH8KqHS68jIrijy2wOszTi5v0dQt5Ff6ebcbawtCPImSqR/Uxm2pdQe3UB90WzmmH8FwKmqtKMg26KUYEToq1TGZyq/oAiTZi0qnOolzWLHamdF9FhL/pPCqdkkPJUsy6VUoq11ouvBtK5r8Ha2edcsfjy5IBpSgOhmP75hk01s6bA0QqdKZFVQCCeqVYyWlkDK4a0mJFqLlamH7zeSfW6GurT0VY1GEfoGkmxN5FNUVToeitREAV8zYdC27GxXXdpEkq6JQr1GKlPrqfepDpQAukq3S00WwQOHfAflGpwjDfD0uAgalQ2Ykkj6qXSio73VvnPpbLtr+XLr2RnPH5zugB1ygHgX+N5V9zgwJFOT5GlraXM58tLacoLF8RUWLdM8EsLChTjBheGw5eP059GPNZ/QaX6ownzVVJZWI9yATV32KnCcdb7eV5ElRZgqy6BM7FQThdL76X2LKdALBArJMYxzgEiHxk370kV2080/tc2bH4s70Sg0736dKcdTBiDeBV/b9bBFGP4+gsSdcgEuT4Dgq05IUSE59eL95eRQQgi1okWiYq7uCKvjKkspzpMlKi1XODm2iqBj7jHJPBXZBclRqETDl1/oeriqM4ZCrVM6L7DlK5ZZT8/uM04YvHsQP/YrglMOIANvjhJi48c3Wj6ZaUWD5PwG2HBTiRMdAQyiXaJfbt8BR1WcypfxrI0sjvINAoYsg6pOs7IyLJ0cho9N/x1t7Tb3yu/ZA2vWxsFwBlqHgbL2cY9PaYAM/NJdD661H133Q7vky1OtDgqVQ8FjFht+0pPHWTql39nZuc5hzsrKsZTUcXYuEa4UMtuKOLW2t9lFF0+1axZea6vuvcd27Yr7DgOvbfxxv8U4+loMG4Ac/cV79+6z7q3b7eEH19vq1feTqb/TVZ0uv+PXtvq+Nbb58d/Zn3bGadLR1y3+98eD4VjXZtgC5Fg/Jv7c8d38+PX69OsVB0ice8f9r0+QgThAPuHixDXsp2vY0/0axQESB0jcgnyCDPwHEFtsu31mG6sAAAAASUVORK5CYII=)
- Noteer de formule in je schrift.
- Maak een tabel.
- Teken bij de tabel de grafiek.
Voorbeeld:
Gegeven is de formule y = 7 + 3X 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)
Neem de formule over in je schrift. Zet een x-teken tussen het cijfer en de letter.
Maak een tabel.
Maak bij je formule een tabel. Denk na over handige stapjes op de x-as (boven in je tabel)
Een tabel bij een lineaire formule hoeft maar uit 3 punten te bestaan.
![](data:image/png;base64,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)
Vul de tabel in.
![](data:image/png;base64,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)
Teken nu het assenstelsel dat bij de tabel past in je schrift.
Teken nu de punten uit je tabel in een assenstelsel. Kijk goed naar de getallen in je tabel. Bepaal altijd eerst hoe lang je assen moeten worden.
Aan het eind kijk je nog even of je wel de juiste woordjes of letters bij de grafiek hebt getekend.
![](/userfiles/370d48eb922c586c2bda4bc3f6ad24d8d613ac83.jpg)
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Opgaven 5 t/m 10
Opgaven 5 t/m 10 ............................................................................................................
5 |
|
Formule, tabel, grafiek |
Gegeven is de formule: y = 3 + 2x
- Neem de formule over in je schrift.
- Neem de tabel hieronder over in je schrift en bereken de ontbrekende getallen.
![](https://maken.wikiwijs.nl/userfiles/549a4dbdf29aa317ecd155496483b63db6bb234e.jpg)
- Teken de grafiek die bij de formule past in je schrift. Vergeet de assen niet te benoemen.
6 |
|
Formule, tabel, grafiek |
Gegeven is de formule: y = -0,5x + 4
- Neem de formule over in je schrift.
- Neem de tabel hieronder over in je schrift en bereken de ontbrekende getallen.
.
.![](https://maken.wikiwijs.nl/userfiles/2b5a4eb17c71ca46a7c7750c14315f9e523123a2.jpg)
.
- Teken de grafiek die bij de formule past in je schrift. Vergeet de assen niet te benoemen.
7 |
![](https://maken.wikiwijs.nl/userfiles/daa695ed8c3e806be50dca5c44c8a02b16b7f047.png) |
Kaars branden |
Bij het branden van een cilindervormige kaars kun je ook een formule maken.
De formule die bij de kaars op het plaatje hiernaast past is:
Hoogte in cm = 21 - 3 x aantal branduren
- Bereken de hoogte van de kaars na 4 branduren.
- Bereken de hoogte van de kaars na 6 en half branduur.
- Op je werkblad staat een tabel. Vul deze verder in.
- Teken op het werkblad de grafiek die bij de formule en tabel past.
- Na een aantal uren is de kaars nog 4,5 cm. Bereken na hoeveel uur dat is. Schrijf je berekeningen op.
![Afbeeldingsresultaat voor vat met kraan](data:image/jpeg;base64,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)
Tijdens een sportdag wordt er door het warme weer limonade uitgedeeld aan de deelnemers. Jammer genoeg heeft iemand het kraantje onder aan het vat niet goed dicht gedaan, daardoor loopt het vat langzaam leeg.
Hierbij hoort de formule: I = 5 - 0,2A Hierin is I het aantal liter in het vat en A het aantal minuten.
- Bereken de inhoud van het vat na 5 minunten.
- Bereken de inhoud van het vat na 18 minunten.
- Op je werkblad staat een tabel. Vul deze verder in.
- Teken op het werkblad de grafiek die bij de formule en tabel past.
- Na een aantal minunten is er nog 0,6 liter in het vat over. Bereken na hoeveel minunten dit is.
![](https://maken.wikiwijs.nl/userfiles/4e3effd58dd585c864f19226509a5439cef73832.png)
Met lucifers kun je allerlei patronen leggen, bekijk de figuren hiernaast maar eens.
Voor één driehoek heb je 3 lucifers nodig.
Om twee driehoeken te leggen heb je 5 lucifers nodig.
Om drie driehoeken te leggen heb je 7 lucifers nodig.
Hierbij hoort de formule: A = 2D + 1 Hierin is A het aantal lucifers en D het aantal driehoeken
- Bereken het aantal lucifers van driehoek nummer 7
- Bereken A voor D = 5
- Teken een tabel met minimaal 3 stappen bij de formule.
- Teken de grafiek die bij de tabel past.
- Je hebt in totaal 23 lucifers, hoeveel driehoeken kun je nu leggen? Schrijf je berekening op.
![](https://maken.wikiwijs.nl/userfiles/5645c0b321082085ae4473473824d2058eb2087b.jpg)
Behalve dat je driehoeken met lucifers kunt leggen kun je natuurlijk ook andere patronen maken bijvoorbeeld vierkanten.
Voor figuurnummer nul (één vierkant) heb je 4 lucifers nodig
Voor figuurnummer één heb je er 7 nodig.
Voor figuurnummer twee heb je 10 lucifers nodig.
Hierbij hoort de formule: A = 4 + 3f Hierin is A het aantal lucifers en f het figuurnummer.
- Bereken het aantal lucifers van figuurnummer 5
- Bereken A voor f = 8
- Teken een tabel met minimaal 3 stappen bij de formule.
- Teken de grafiek die bij de tabel past.
- Je hebt in totaal 40 lucifers, hoeveel driehoeken kun je nu leggen? Schrijf je berekening op.