ต้นทุนรวมของกลุ่มตัวอย่างแบ่งตามรายจังหวัด
ตารางที่ 52 แสดงต้นทุนรวมของกลุ่มตัวอย่างจังหวัดแพร่ (กลุ่มตัวอย่างที่ 1-3)
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)
จากตารางที่ 52 พบว่าต้นทุนรวมเฉลี่ยของจังหวัดแพร่ กลุ่มตัวอย่างที่ 1 เท่ากับ 4.37 บาท กลุ่มตัวอย่างที่ 2 เท่ากับ 19.07 บาท และกลุ่มตัวอย่างที่ 3 เท่ากับ 3.18 บาท ซึ่งนำผลรวมต้นทุนทั้ง 3 กลุ่มตัวอย่างเพื่อมาคำนวณหาต้นทุนเฉลี่ยต่อกิโลกรัม เท่ากับ 12.62 โดยต้นทุนรวม ประกอบด้วย ต้นทุนคงที่ เช่น ค่าเสื่อมราคา ต้นทุนคงที่อื่น ๆ และต้นทุนผันแปร เช่น ค่าแรงงาน ค่าใช้จ่าย ค่าวัสดุปัจจัยการผลิต เป็นต้น
ตารางที่ 53 แสดงต้นทุนรวมของกลุ่มตัวอย่างจังหวัดลำปาง (กลุ่มตัวอย่างที่ 4-5)
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)
จากตารางที่ 53 พบว่าต้นทุนรวมเฉลี่ยของจังหวัดลำปาง กลุ่มตัวอย่างที่ 4 เท่ากับ 0.41 บาท และกลุ่มตัวอย่างที่ 5 เท่ากับ 2.25 บาท ซึ่งนำผลรวมต้นทุนทั้ง 2 กลุ่มตัวอย่างเพื่อมาคำนวณหาต้นทุนเฉลี่ยต่อกิโลกรัม เท่ากับ 0.69 บาท
ตารางที่ 54 แสดงต้นทุนรวมของ กลุ่มตัวอย่างจังหวัดเชียงใหม่ (กลุ่มตัวอย่างที่ 6-8)
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)
จากตารางที่ 54 พบว่าต้นทุนรวมเฉลี่ยของกลุ่มตัวอย่างที่ 6 เท่ากับ 14.68 บาท กลุ่มตัวอย่างที่ 7 เท่ากับ 4.60 บาท และกลุ่มตัวอย่างที่ 8 เท่ากับ 4.48 บาท ซึ่งนำผลรวมต้นทุนทั้ง 3 กลุ่มตัวอย่าง เพื่อมาคำนวณหาต้นทุนเฉลี่ยต่อกิโลกรัม เท่ากับ 4.96 บาท
4.1.3 ผลการศึกษาผลตอบแทนในการผลิตชาเมี่ยง
อัตรากำไรขั้นต้น (Gross Profit Margin)
อัตรากำไรขั้นต้น หมายถึง เป็นอัตราส่วนที่แสดงความสัมพันธ์ระหว่างกำไรขั้นต้นกับขายสุทธิ แสดงให้เห็นถึงความสามารถในการหากำไรขั้นต้นของกิจการ ซึ่งยังไม่คำนวณถึงค่าใช้จ่าย
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iG4AMAFEPwAQCKIfgAAMUQfACAYgg+AEAxBB8AoBiCDwBQDMEHACiG4AMAFEPwAQCKIfgAAMUQfACAYgg+AEAxBB8AoBiCDwBQDMEHACiG4AMAFEPwAQCKIfgAAMUQfACAYgg+AEAxBB8AoBiCDwBQDMEHACiG4AMAFGNgaFgzPOsMDAw0QwDAVM3iSDBuszr4AABMhKYuAKAYgg8AUAzBBwAohuADABRD8AEAiiH4AADFEHwAgGIIPgBAMQQfAKAYgg8AUAzBBwAohuADABRD8AEAiiH4AADFEHwAgGIIPgBAMQQfAKAQVfX/QtePZg+D6yoAAAAASUVORK5CYII=)
อัตรากำไรขั้นต้นของกลุ่มตัวอย่างแบ่งตามรายจังหวัด
ตารางที่ 55 แสดงอัตรากำไรขั้นต้นของกลุ่มตัวอย่างจังหวัดแพร่ (กลุ่มตัวอย่างที่ 1-3)
![](data:image/png;base64,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)
จากตารางที่ 55 พบว่าอัตรากำไรขั้นต้นของจังหวัดแพร่ กลุ่มตัวอย่างที่ 1-3 กลุ่มตัวอย่างที่ 1 มีกำไรขั้นต้นต่อปี เท่ากับ 54,007 บาท คิดเป็นอัตราร้อยละ 84.39 กลุ่มตัวอย่างที่ 2 มีกำไรขั้นต้นต่อปี เท่ากับ 52,311 บาท คิดเป็นอัตราร้อยละ 31.90 และกลุ่มตัวอย่างที่ 3 มีกำไรขั้นต้นต่อปี เท่ากับ 49,637 บาท คิดเป็นอัตราร้อยละ 88.64
ตารางที่ 56 แสดงอัตรากำไรขั้นต้นของกลุ่มตัวอย่างจังหวัดจำปาง (กลุ่มตัวอย่างที่ 4-5)
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)
จากตารางที่ 56 พบว่าอัตรากำไรขั้นต้นของจังหวัดลำปาง กลุ่มตัวอย่างที่ 4 มีกำไรขั้นต้นต่อปี เท่ากับ 282,101 บาท คิดเป็นอัตราร้อยละ 97.95 และกลุ่มตัวอย่างที่ 5 มีกำไรขั้นต้นต่อปี เท่ากับ 46,156 บาท คิดเป็นอัตราร้อยละ 88.76 ซึ่งกำไรขั้นต้นของกลุ่มตัวอย่างที่ 4 มีกำไรขั้นต้น มากกว่ากลุ่มตัวอย่างที่ 5
ตารางที่ 57 แสดงอัตรากำไรขั้นต้นของกลุ่มตัวอย่างจังหวัดเชียงใหม่ (กลุ่มตัวอย่างที่ 6-8)
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S/H9fw7qTd2oVr/TFGKVta8L5cQ+gA996yfIs/XgqUOO/CO0x/bLrv6ou76IoKlRX5bXlm6Ux8dVh5UeGH14HJqVXApPvfd/3dpznY7BlpWJpitDEohZhEnktcInIVygQVbdqz+b1dZ/LCcb7BYJ8uWntHnos84mVn5Pozc5/xx2OQE66zZ7LmHcJGk4Fsjbl5jLv+2ev9b3gXvp0ZRQgLYm1psfGejV7ukD++NzZeYu7df6+/R7hQvvn9jMcr9zC1Ao2SWcirMxshs3a/PDozTWZrpTNJQ549fvZ4fy9klh4FercYz9AKyKgVIgMUNMqCiorCjxL49rXf9udMqaDUUJAoBZSDVW4YWBxbd/s6f13MwQMHk60jQYHRrYnXcdbLs7yRiRLCA8k9GWBlrJq5KvXZYEoKBYzC4x4Ldi/ouM6UWTjbgCndUqA4UYxXPnilvw/35B35LQo45ODHnb9z/579ydZhLC3++Js/+veZv2u+388Do4HtXYZPGp4cLT7IAJUVFZjlmaUzlbFV8FRqyArHQzlFdmDTrzb5dUycLyFW8VGpUlFTBpAp9u08kNdUtPGzkTN+b9fZ/biHVaSsyTN45dFX/PrDP33o1+V49ifPejkhxpZ7sWYfgyMmLmfEbMdYWvB70rvaEfLogge/+6BvtBZ5VpJqaaTM5tWZjZLZinRmHpntgs6E0TeO7mj806Nw0oiTfAOvFZBRK0QKKEkKOsoY7yUVFkpg8v2TfSVvrXxTatMentapuxEDCwMYRQZUcihcPAgYwaV4+6W3/XrgOQP9M3+w7gd+0BPbvFMYx8d78Jz42Qy2ML5y2le8IuUeYWVrysy+xaByv7Hfjb5ySquc92zf4xWydfFzzdBLh/rtWAGPnDbS35/7WVowowOVCMeoYAy8gpUYplQGVKK8CyOArWsu9DwXFeSK7yIvNvxsgz9GOpsH0BoHDBABZMTm30RO8Fjze6v8SFdmlSDNQ/lJ481Nb/o1A064J0YCv7cBKG8+337e8pp4vPDZ8QA9ZAD54x6cB9YmP3GljocNr9bF8y9OjnQGQwCZt/dhnSbHQJlj2ji8a8bQS4a6Y/oe4+XFGnG8A78fMmGI368G85LVcjBlkWikzObVmY2S2Up0ZprM8q610JnIPkYwXm0aFzg8cN6QPsyy0wrIqBUiBZQIygUFMGD4gA7FBihaqwzNYPzcFz/XES9l8U1xJYvS5trQ4CwH3WYoMoy1WJFiaJuxWgrenWvD+LQseDeMdrwSWfdlZPLsrbOTvXRQljQMeDbX4k0L4d5hWnAt6fWf//Wffj8PFtNIXlilxT1oNKR1RRcJKiqrZE457xS/BmtkUEmCVb54luIYwRjyjWsrgQoP+UuTGZP9crGjyAD5a++X1ejgfpQ3GlN07WdV1nlknnKDzFOOuRdl2eB94rR4Y+Mbfl3tHzPhWfTK4KXtqTSLzJbSmY2S2Tw6s5TMQi10JnmBAwZ9SSgRhjOOARqJlRjHzYyMWiEyIMQA7+LF89Jb34Dyw4BDOZihC2zjsaiGk795sl9/9slnbuPdG31X1eljTu/oGjN4dl7stxirxKmFMWYhKFIUJZVCKWVejufmP+c9FyjpPKBkqRzKVTYh5vnBAxJ2RbOPNyPvs5sVDEq+pVRlgwyQR3iKwkYUshfKYyUwmTtgEOAJIl2RGYsjNCqRP8oSBh9dvjQ6YmMDuB+xiby7GTrxM/NAvpN2eKPygqcfw6SSbwrBKEZX4AnryTRKZuuhM5tdZqvRmRjCGLMxGLZFdwQYMmqFyMC6wcopQvuzrmZYmXGFx7MaaKnz212/3+U9H3OSgTp0rVVLqXi0EEItzFPLd1TblWpeBgZC5DEumWPR4pUrha7EsCuafcgb79asYCTRTV4OwgHIM4tjZLG46mowb+Xf/vw3bxhQUTNIDK9UtcRxgmkgJxg6GJf2HZavlUB5JUyISh9DoRyUDa49e8rZyZHKsbmRzSvZU2mUzNZFZzaxzEI1OtNC34jtNR3P2ApzBKQZ7kVDRq0QXcRiDPHWWhcaii3uisQ7yjQtKC66zmkZZykRjAm66zAkUDhhDGEpuCdGCM+I4RgeWMInsjwpeEo4X4lHIw0qGQYZcb+0Eb4heAG5bthlw5Ij+Tjq2KOSrZ4N+YrHi4qcaYyA/I3DXEw2gMGBXJvW4MAww0Ag9pGuTbxBVLjlZIJ7WYhLGlSoxJTT4Ekz/qwR0v+s/n7dFfh+Ku48Hii8bJV6vGLwaFNORT5qLbNQjc4sqsxWqzNJd9KY2F4rz8i9OQLSBqUVDRm1QtQAFAUtXxRNVtc+LXCMA1rGeDRQXguGLehQ6iF9B/T1hi+jqYnp5XfloGuJe/IeDCpIAw8y8V3A9SjHGI5xzrD3Y2quSsCwxftCmqy+YXVy9EjwAmJEcX0lmEeR0fDW5ceafeiKZ7FoUOnSTYrXKK2hRH7iicEzhmyQ5lzLVEvW0xBCwwZPEF2VyF5WIyjEunrx/qQZeOaZM+8/A1XS4K/J2TdgdNhI80obMVTcGDZ8N9+SBWmR5/uy4B0pz7UwbHoStZbZanRmkWW2Gp3JN5JG4XeQzqYzex/f26+LjIxaIbpI/6HVVWZMN0NliqJOg4oSJZRHOacRGqF9+vfxa7zJeCVY8EDgLQm7sOhG4xjn7Dp7v2pGhpv3AcM2C76T51YKnhMqO+5t32WxzRzvqre5KKRVxuVgRDiVNR5K65KMIR3Ju2oNvrBCJ6/MM2dyZbF9Z09t7/bHq8b7bHt8W8d19CzQUINqBnFRdpCtcvJXyWCbmKKHuTSCeslsl3VmgWS2Gp2JR5bf8h32Teh6nkU9kOaNLhoyaoXoIozmBZQZiibLCEBZ+cEAVy33HkyLoyoVSzbqe6OSrfLQakcx8R4o2fGzDntreSeeE1YmtPTxloQD4SbfN9nfg3MGv+G31Ro35n0oRaXdaAYjgjG87H3tm8qNjm8l+HvvdM0yMI98SquYkA0MfSpeZMO6UxmRXSpvbAqiPNggKSpK4irDQVPIGM8sJ1eErFCGMBQM9ulhqLbCRaZLGVE8qyuhB6Jy6imzlejMososVKMzkXOLoTVMZ1bbEGg2eh1qI9mumqVt/4QQQgghhKgFM9r+VYo8tULUmHDwQbVTYglRLcTIMb8mgxKzYgCFaCYks6JWyKgVosYQY0e3E/FfWbFfQtQLRjjzl43oTmyVv+cuWhvJrKgVMmqFqDGMun9367s+FkyI7oaZOIjdXnbFsuSIEM2NZFbUChm1QtQYBoAxmCGec1GI7oABNvyZTSGKgmRW1AoZtUIIIYQQovBo9gMhhBBCCNFUaPYDIYQQQgjRI5FRK4QQQgghCo+MWiGEEEIIUXhk1AohhBBCiMIjo1YIIYQQQhQeGbVCCCGEEKLwyKgVQgghhBCFR0atEEIIIYQoPDJqhRBCCCFE4ZFRK4QQQgghCo+MWiGaiKt7Xe0Wj1uc7BWH9Xeu9+++cPhC9+m+T/0xth+97lG/LZoTZI18Kzr2HSZvyCD7W1dt9fuidTHds2vLruRIa7P37b1u7qC5neR753M7/T7nejoyaoXoIiiTSg1RFLBVxCwoqReWvJCcLR5P3fqUW7B7gfv3R/92H/7pQ69c/7LtL+6U805JrhC1ohpDlPx4aNJD7oY+N/jfsn56ztPuX/v+lVxRXChLf9/1dy9/v3vgd/7YGxvf8OuTRpzk16K5qMYQpaGCzJpBx4JM73t3X3JFz2D7E9vd6WNOd9Mfm+5eXPGiP/bH3/zRfWngl1y/k/v5/Z6MjFohuhkMjLvOvcudev6p7p6997glh5a4a568xu1YsyO5or2iRmmj/IvAt6/9tpszcI77x+5/uN7H93ZrZq9xnz/u8+700acnV4hG8vMxP/frOdvmeHljDTQ8oGjyFvKV077iZQ35o2LH+Hlm7jPujLFnqJJvIZ657Rn3xoY33NQVU70MoztPHXVqJ298q/Q8lAK55puXXbHMy/d7r73nG3Pnzjg3uaJnI6NWiG6Gljbg3byx341eCa+cvrLQFfDF8y52Xx32VTfs8mHeoN32+DY37eFp7ui+RydXiEaBwUpjgzzB8EPeMHI5hhFYdJCxKcumeMMW+fvFuF+4T/d/6ibfPzm5QrQCGG40wnAIIMNzT5nrHQE9zRt/4pkndsg223ePutvr3rG3jPXHejoyaoXoZkZOG+k9Dbbgcbjs3su8gsLjeVTvo5IriwPGORUOy9F9jna37bjNDb5gcHJWNBI8maG8seDtGjJhiDcCi27YYrTPGzLPh77gyaNrdv5b8+WlbSHwvscyfNOmm9z5M8/3PV4YdT0FelPw0gJG/cRFE93srbP9vnCu16E2ku2qWdr2TwhRO6io8Uh8547vqAUu6o7kTbQChB+8vv51b/SK4jOj7V+lyFMrRE7wFjC6mlH9xDExsIsBN3Ecol0XDmjgN2HsF9dY/Bdr9otK/C2MxLURujYal2N2DQvpRhrZeYM04hyLpVdavKelMdeF9ytyOsbYN5aTN+AY11n6kvYcs/SI86iV0imUGb4ZmSLdwnQqlz6QlUZ2LIT8YJBSfD9xJJR9Sx/yhnwgTUnDkDw6Ik0/9DQYLGcyRxogp6Qp6Qfsk26ct7TkfJxepL9dwz0N9smHEO4dlp/wec2GjFohcrL8yuU+rotuTro7H7nmEX+c2NhQYRDTx3XELBp0y9NlZBUfcbWMPMejwHrL8i3+eBFhAAfekfGzx7v+Q/u7Z3/yrI/dpBuYLmCU3y8v/KW/xiANSaMFwxZ0GA+sSSO60+haZLBPGlxHPJ3lBdj9OB7ezxQxBogRK/FmJa+88S0cs0FfgOxxjHtAK8lbCAYPMkMIxbgfj3N7Xt3jZYr0YUAN5Ekf2HjPRj+LAuFAhADZDAoxFu5AjLJh9wuNAYwGjC/kzWY2sQZasxoEtYbvpewD6WODSdEFD373QX8c8uoIjDVi9VmsC74ngVyvXbjWhw0xMIzZDwj9gpO+0R5bnKf+AcZxELaBvCPLsYPB4DfkTVh+2OZYeD/yxgxeuxflgf3uREatEDmggkLh0j076+VZXhlgxBG7xwAVm1oFJU6B5xxTDFn81/d/+31/3ealm/11rQQKlFjgCQsm+IX4Lr7ZBjM8v/h5b3SQBpYepA2/oeIy44GpwPKA8cHv+L2lMWsUPcdtIB6G24DhA/w5U9pmzPbp38evm5W88gZUchhwxDFb+rLNb7hHVmXVClhez3h8hg+b+O9V/+3u3X+vX4hRh7zps2f7Hr8ux+obVvv1lQ9e2TF7yc2bb+64n3kgMeIoA0y9tGXZFv+c5+Y/58/1PqG3X7c6m361ycsrMkw6oAdosCLXGF3oS8irI3o6lHvSCTlH3meum+nTCp3LgMlK6p/QSM2CxgRyzG/DvCEvObbu9nX+Op5LPDvnyK+//flv3gCnPPC+3YmMWiFy8PZLb/v1wHMGeuXxg3U/8AYc24y+pfCCDcrhXDhQhUFTXGet56GXDHXH9D3Gt2zzKJdmxSpwDFta5BiNsRdq2iPT3Pxd8zsNHCNtRkwe4bf379nv1wYeSUb0Xjz/4uRIZzA+MCAwGCyNWU++r92IPvjxQb/GcOW98A4BawwclDHp38zklTcqHeSNys2MOGB76KXt33jggwMtI28xeGYBbx7eeDyioRGfN30Myieer4MHDmZOR2dGw3lXn+fzAwaNHOQu+ulFfvuzf37m18gk3jEWfoP8kW8Y2OG7tDIYOsgr6TR80nBv3PLtyDXs/sNuv86rIyjzy69a3uH97Wm888o7XkYJG8AziuFoXmzIW/8YNPaRdxwC4fWGORrwjId5Q15agwOYxpF7o19Ykz/mSR/1vVF+3V3IqBWiQlAkKAIUS+wFQ3mjZCw2LI5NMrjOWtlFhgoKjwAtd7yiKEkUGmljypZvJc0sFi6r69XmG0XB4mlDcaZBBYiRhwFt3bus8eCG8Hs8QqGngHvjKTJjpAiUkzcgLUiHtGugVeQtBo8VXlJCDzBEaRBhPFp3f970AUbRA15c0ipNRsxIZgaTOKaWCfBDmOaOih+ZBtbsI789DdKNRi9yHHZZG6R1Hh1BmUY3UK57IvTU4DFFj7279V1vOBJyZR5v0jFP/QM0rtCN9DZgBKdhRvLnvvi5jlAuFrZDAxmDmPfC2WCwzTEafN2JjFohcnDyN0/2688++cxtvHujN+SIGbXuzxA7hrIgRg9l3cqg0Khs8KLgbaFbFoUXhhPgVbj+2et9vOyqmauSo51BIXMew9iUpynrEK4jFhKvq3kKWLMfQxcd74RiZsEIKoKXrBJ5w1uORxp5oyLZ8LMNyZmeAZWmdcWSBlTU4R8yyZs+GKr8lnjZLIPAjAY8w8ipgbzzjBCupUxghCF7rNnneE8BmSWG+52X3+kIBaI7O408OqKng+zgMcUIJeSABhi6zzzekLf+sRAQGhrIe1ZjAx3MzChhDw/bofwD72WhZyxsh97d7kJGrRA5wBCiwtv1+11u9E2jvTeISsy60UKs+7uncvwZxydbhzHjsxQYC3ja8EKYYsxq5dONy3Uobq5jTZdwq1CJvFl3t2ivhL886MvJXjt50wdPP5W8xd5iJKdBYw15xigwOcVYs4Fp4jDMhYwB9B9f+w/vWUSOs9Ipj44QnUlroOetfxgoZp5aZDhrKj8zmOkRMXlnm982IzJqhcgJXgfiOemSweNDV2Ipo4sWMBVsVjd6q0G3Lt1StOrT4PiaWWvcpMWTkiOdMc9u/7P6+3UW5r3FU2BdbxgzcReadXnihSji7AeVyBsGAfKGATHmR2OSoz0LQg7IW4s3DsmTPjZQrJwn3yp5PI7IF3JPb8UFcy/wxw08xBYe01NnPyCOE3xc96VDfQhGqdCBcjpCHMbCX9LIU/9QFjhfrufgzeff9GvyxvQoeij+s7ya/UCIgtF3QF8fqM9UNHSl0ZVYClqz5u2hgqMrKIvtv97eMegKY2zn2uJVenTrWsvf4ghD8KwSE0aXFN8YdpmFMPjHlCLXvfLoK377qGM7/6U10peuyhVTVyRHOlPk2Q+gUnnDWCDUAgOLb7VBVGm0gryF8L14+fGyZhlNedMnNDgxQsmDWJ7ZR86R96xwBs1+0B6aBMwYwUh54tlLNRry6giDxgLXAXlVSse2EoQUYJQig1me7zz1D8dMD4A1vuK/askzeBbPTAtnIO01+4EQBYQCi9eslIFhBhMtW1quLMTp0bWJty2G+6EsLJaPFrbFh6Z1NxcRFBuGJd9m32ixdTYTAa1/jAWuo5vSrrNYRRuNjucyD0We/cDII2+MPAbS0+SNbyUdSffYu9sT5C0kb/oMmTjErxnoaNdRhsmD0Nt1wuATkq3SYND19NkPDL6/nEGbR0cYlgc0ZOx68god29PDQPLWPzQgOGZ6gIX0BMJGDOYeL4dmPxCiwJQrpFSAeGcwHgwUNp4iRkTHMMcmyib0BvHbRowc7Qp066LQqGTirvIfbvjhEd+IUsWbYN4coOLjeKnr6C5jMNp9F93nNty1wV3z5DX+eAz5QJqT9gb3KtrsB+XkjXQhffg2g/QjvUn3mFaRtxDSAJmggmYuztBbmzd9mKKL35Urt3gRkS3knBkX0so0aPaDw+Qx5PPqCCAPYh3bk9IX+ePbkUFgkKORt/5hCkTSK9SP/Ibfcg/D7s2zyI/wnEH+NMvsB70OtZFsV83Stn9CCCGEEELUghlt/ypFnlohhBBCCFF4ZNQKIYQQQojCI6NWCCGEEEIUHhm1QgghhBCi8MioFUIIIYQQhUdGrRBCCCGEKDwyaoUQQgghROGRUSuEEEIIIQqPjFohhBBCCFF4ZNQKIYQQQojCI6NWCCGEEEIUHhm1QgghhBCi8MioFUIIIYQQhUdGrRBCCCGEKDwyaoUQQgghROGRUSuEEEIIIQqPjFohhBBCCFF4ZNQKIYQQQojCI6NWCCGEEEIUHhm1QmSw/s717upeV7utq7YmRxrDe6+9527oc4NbOHxhckS0Iru27PLy9uh1jyZHGoPkTVTLp/s+7ZAdthsJ5YjytPO5nckR0ROQUStEChgYT936lBs/e7wbPml4crQxnHjmiW7aw9PcX7b9xT095+nkqGglMADuu+g+99VhX3WT75+cHG0MkjdRLcuvXO7XMx6f4Y7ue7TfbhSUI8rT8quWu71v702OilZHRq0QKayYusJ9aeCX3OgbRydHGsvgCwa7YZcPc2sXrvWeNNFaPHPbM+7fH/3bTVk2JTnSWCRvolLo0Xp9/etu4qKJrt/J/ZKjjYXyRLlaM3tNckS0OjJqhYigu+ofu//hLp5/cYe3gYp97qC5vjsrzXtloQp4eA2UvP2GNdcYWfezrl+Ox2EPExdO9OsXlrzg16I1wEv7uwd+57597be9l9SOLR632MsB67gr10IVQpkqJW9Z92NNVzHH47AHyZuohI13b/SOgPOuPi854rxuM3lMaxyZPBrI40OTHvLHWdgOf5d1Pws1iMMeKE+Uq22Pb5O3tocgo1aIiBdXvujXp48+3a9h7aK13nN1z957vPcqNF7TwDBedsUybxwDa8IZzICN72cKeuX0lX79+eM+738fgveD32AAidZh+xPb/fo//+s//Ro49q99/3JLDi3x6y3LtyRn0iknb/H97Jkb79nowwwwRpCrUK4lbyIv6C/kCHkxOIZuQ8dxHHksxy/G/cIboAbbd4+62xuk8f3QoYDsI6PIMO8QlxUzsk3mRWsjo1aIiDc2vOHOGHtGl2LCnv3Js94wvXnzzd6QYM1+qLBDPvvnZ15xo5Tpvhv343HJmc6cOupUvy5nVIvi8OamN/2aLv9qqVTeDn580K85j4EwdcVUvx8jeRN5ePult/168PjqZRjjFP2HZxXDlYVtwgfeeeWd5KrDHDzQLsN//M0fvazP3zXf78fgreX8m8+3lzPR2sioFSICJXrq+e2VuTF+1nhvANzY78bkSGlMOQ8aOcjvsz5pxEkdnrS0+5niDj3EMcefcbxff/D6B34tig+VM42okKGXDHXH9D3Gd6kiS+UoJ29p96MRxfkhE4b4/TQkbyIP1kgy+QOMSQbaouPwsJbj/Z3v+/XF89rDvlhGTB7hj+3fsz/zfjghyg3mpSykGcai9ZBRK0RAGI8VgkLFE4AHLA94yyYsmJDsHUna/XY8vcOP1s0zyMIqEVF8CAeIoUKfuW6ml6M8lJO3tPu9sfENvy7ViDIkb6IUWfKBTCJzcaMtjbG3jPXXluohi+9HSAINszB0JwucFaL1kVErREAphVpv8NyOnD4y2SvNUccelWyJooMHtRHsWLPDhx7kkXnJmyhFo+SD2RYILcgTusN1ovWRUStECt0df7VzbfsE4XQTl8K6ga1bWLQGVM7dCZ41nnn2lLOTI+lI3kQldHfs9fZfb/dhN+Ug9IAQBNH6yKgVIgLvFRV+VihCPbABO+W8ZjaoKIxdE8VmyMT2mFYGynQXyFseD5fkTeTBwgGscd4d/H3X3318+LDLDs+4kAYhCmnjJERrIqNWiAgbOGMxh2m88ugrHfMesu6qZ/fT/Z+WHLADPAdjJI9nQhQHi2llFHcWeKSonIHGVleNB+St3OAayZvIC2MEmFILeckCb2nYcOvqnx9Hhnkmzy6FzbNcrhdMtAYyaoWIoLJHWT4z95kjvLW9j+/tPVzMizhn4Bw/mpy1xXZ95bSvJFdWBp6EcgN27K/ijPnRGL8WrQEDAzEckSkzXEMYPIhHat6QeV7ewtHfA88Z6NeVgryVG1wjeROVwB+rYdBW2h/r6D+0v5e5X174Sy/DLDYPd7UeVO5H71YpKE+UK8pXngG4ovjIqBUihUmLJ3kFzeT0ISjG65+9/ghlyv5Nm26qeqBZudADYtXwgjCljZRz64HhSKPI/vhGCH9Hn0o5HOiCofv9336/6rCAcqEHkjdRKTgDkMs1s9Z09GIZ/Lnx79zxHe8sMNjmGLMeVEu50AP+4AOyroZZz6HXoTaS7apZ2vZPiFaDPzOKUpz+2PSyXbX1BG8Df1WHSmD21tnJUdFqYEjede5d3oCdfP/k5Gj3I3kT1ULP1txT5nrZ+cG6HzR0Nhn+dC5eWhp/XfnDJqJxzGj7VykyaoUQQgghRFNRjVGr8AMhhBBCCFF4ZNQKIYQQQojCI6NWCCGEEEIUHhm1QgghhBCi8MioFUIIIYQQhUdGrRBCCCGEKDwyaoUQQgghROGRUSuEEEIIIQqPjFohhBBCCFF4ZNQKIYQQQojCU5M/kyuEEEIIIUQjkadWCCGEEEIUHhm1QgghhBCi8MioFUIIIYQQhUdGrRBCCCGEKDwtZdTu27fP9erVy23ZssXvjxs3zr322mt+O43nnnvO9enTxy923Zw5c9ygQYP8thBCCCGEKAYtZdT27dvXjR071v3hD39wd955p1u/fr279dZbk7NHsnjxYnf//fe7SZMm+Wvh8ccfd2PGjPHbQgghhBCiGLRc+MHJJ5/s3n33Xbd06dLkSDZTp051V1xxhXvggQdc//793ZIlS9zu3bvd5MmTkyuEEEIIIUQRaDmjdsCAAd5Ivfnmm5Mj2eChvfbaa93AgQPdnj173DXXXONmz57tRo4cmVwhhBBCiFrw9ttvJ1tC1IeWM2rPOeccb6heffXVyZFsiLnFAN6/f7979dVX3W9/+1u3YMGC5KwQnSFme/jw4Zlx2hxHpmxZtWpVciYb7nndddf5WHAWGlpp9yf+m2dzDTHgxH7HVPP8esGz+ZYsCA/ie3hPriMdYuyb7Xuy0j3E0tN+l5ZOkOf59SKPHPFOoUzE78f72/lwKQe/Y8wA17IuJyPkAc+nFyskbzo3A6RnqXESeeSMY3aeJW/Zqpecdwfkb5zvhuU/ughZKiXPwH3IgyeeeCI5Up5Sz+dZ5coIVFPO6ykP9SBPPtn31FIfNm068RfFWhU+b+zYscmeENWzd+/eQ8OGDTt03HHHHdq8eXNy9DB2fseOHZ322xpKfj+Lyy+//FBbI8xfz3LHHXf4Z7Bt8LzwuZzjN7Nnz/b7YM+r9Pn14LHHHvPvm1X2HnzwQf/+BtfzriF8B8csHdgfOHDgod27d/v9LEhP7mfE6QR5nl8vLF9KyRHneEeD7fj9kBOWSuB67mNpyPNJ0zQZ4T1IS/IwLc3zpHMzYHKTVdXlkTPLM86F++XKVj3lvN7w3shhlowhF1xj722ylPbeXMe3VyKzpZ7PM8Mywj6yF6dtNeW8nvJQD8rlU730YTOnU7catfbhKBgSkX0SMKz82LdrWMeZFd4jzJw0AzbtGJC4JgxZzwEKKkLBNSxcb+8dUu6dgd+E98rK3LzX8e32/mnX8E6cN4FH2Hh3e7f4OWybgLIfphvX8gyOWxrYtcA219vv7JwdKzp8D/lqsppmjKAYYmVBmvO7LEjXtPPkhSlsYJ9nx4RpW83z6wHyRRohj6zTQIZC+QFkKvxGvjlNprkuC5PTGNIgVLZ5nl8P8spR2jfG15POaXqmFHE6QFY+kY5ZaZ03nRuNGVq8b5YeyiNn1Zatesl5vUEe+N4sGcvSW2nXh8fSzqdR7vlZ6YNMhmWkmnJeT3moNXnyqV76sJnTqVstDj6GBCQD+Hj2UTaWeCQS+/ESJgyZRIJaBWGZw3Wxck47xu94h/D+tnBfg8KRdg0Lv7fn5nlnhCvrmWS8kfc67p12jQkZ78Y+aUVa813cl4VnWBqwcK09176f31q6cZ5z4XPs3gbvQ15wX+5h+ck9uLYVsPzmm9KMEdKDdIzJOg5phR7Ix1BuLc9iSFs7Xs3z64GlE2kUlz3g28JyZoTHTT5jso4bpGVYTozweJ7n15NycsR5uyaE63lHI6siK0VaWeQdwrIMpFdYOcXkSedmAHmx8pH27XnlrJqyVU85rzcmf1kyxvulfTfXIgMG9wkNmLwyW+75WcfDMpIn/WPqKQ/1oFw65SmnrZhO3RZTy9yxbZngp9C65ZZb/HrXrl1oGh/DAT/5yU9cW6K4NkXrj7Nmn2m2jG3btiVb1XHbbbe5jz76yLVlmH+f+DkWF/KrX/3KH2sz0Pw1LFzfpuz97y02KM87L1q0yP+mTVA67tUmVP7crFmz/BryXEesy8KFC12bYHS8v13zm9/8xq/t3XgH0po4FuKGWc4880z3pz/9yT+HxaYvGzFihL9fzPLly/11PINncQ3PJh8s6H/79u1+3cowq0YpSA/SNob0femll5K9znz88cfu2GOPTfYO88UvfjHZaof7Ml1dCGnfVmF0HK/m+fWgXDrt3LnTnXXWWcneYb7xjW+4DRs2+G3kE3mM4Vv55rTYLUAOzzjjjGTvMN/61rfcpk2b/Hae59eTcunD+bRr0JVf+9rXkj3nxwBUSlul3zGHt/Hee+91msIQuUJvzJs3LzlyJHnSuRlAXuJyE5JXzqopW/WU83pTTkZ5v7T0YNahr3/968mecz/72c/c/Pnzk738lHs+42aef/75ZO8w1I1WRqop5/WUh3pQLp3qpQ+bPZ26zah9/fXX/ZoptAgYJjA5LrQkAkajzT7AmsSLjS2Ubr9+/bxhWi5jYzDwSPj77rvPB1ATZM68tg8//LA/b/PVmiFoBjfwLIzxkDzvfODAAW/oXnXVVR3fzEA2M5AtKDvPdQgU/PSnP+34dhsUZ0amVXgYn7w/QeThqNPjjz/er3lHBIxvptIk6DuGgsF97Bk889JLL/XbH3zwgV8D9yJP+IbRo0cnR3sG5BVplAZGK8ZrGlnnPvnkk2QrG2TXZvio9vmNANkcPHhwsncYFCIyDuiKoUOH+u0YrvvnP/+Z7HXmlVdecaeddlqydxgaCcgl5Hl+s4GuJH9DXcf33H777V5/MVgHeSg3uAPddcMNN3jdxrXohaefftrdeOONyRXtjVh0wpVXXtlx73hwSZ50LgJ55KzaslVPOW9GaCxhBIW6n0HY9agLqGPPP/98X7dRr5FHbN90000dZaSacl5PeWgE9dKHzZ5O3WbUYhTt2LHDe/x69+7tFfKQIUM6GY14AsvNPoC3AaN07969Vc9UwCjMl19+2W/zTP5AQ+wdAzKGa1HsWaP28rzzI4884t+Z5cQTT0yOtk8/Bmao5rmOAs0zL7jgAn8sDd4Vj/GPf/xjL7xMVcY9bYQkBR9vMBUhIGQYpWnz865bt85t3bo12UsHBQPkL9cj2D0JCnE134zCp4EWGyMrV67sZMDEWL5ZQ6Pa5zcC5DGtrIWg8JDJSkEJl0uHPM9vJijL6Eoa4SHIx7PPPut1AQ1rwFlQCtKUBimOBRqg9P6gF0IwTHjmzJkzO+5NwzY0bPOkcxHII2fVlq16ynmzQT150UUXuRUrVnSkFUYudXW95ARvLXUW8osdwXZYZ1ZTzuspD42gXvqw2dOpW6f0whVNRYzSxAuKpzXsps/DHXfc0eEVxJOAF6MS8EJgRNBNQUuGe+AdTYNwALxheHHNkKgGwgGoHPCulsrovNflAeOX0AOMTBoAFP41a9YkZ503ijmH92bZsmW+VWXe5kqZNm1ah3IhPctVrq1IOS9ZGhgmpDshMfyeBXnGsDjvvPOSqzpD2eE8DaCQap7fKPJ4olGc1ZAnHfI8vxnAWEDv0FUY6wPKrZVX5Mh6kJhmJwu8r3hm0J8YrNwXWbr++uuTK9p7nriXNZq5N7KG1y1M2yLJWynyyFm131pPOW8WSJvp06f7ujKsP+j9NGdHrcFgxojGM4scU7/xDueee64vM0Y15bye8tAI8rxrq6VTQ+epTYvlKAfCiwGFICPQGG6VMGHCBK+4aUng6QA8muWg1RMWmEowAcjTcodae5KoEEvN00h6dMWIvueee3xFiaeWPMFY7kmgzEnDNMjTUq1a88DRSDvllFM6ZCDswTAwaDFynnzyyU751ZXndzdUdMRxxaAArXGJFwbvYBpc94UvfCHZ6wyeIev1CEFp0zsEeZ7fDKBrRo0a5Q3MtLi0NPDCpn0bcD9CjJA36wXgvpRVHAtheFIse8gaIVWWtnnSuQjkkbNqy1Y95bxZ4B1xYBC2Zr1GhumxesB4F4xok1Pkk+fPnj27ozeymnJeT3loBPXSh82eTg0xamlp0aVPt3+lkFAYaHmNMOJF8R5a95nF+Kxevdq39sj4LMOY7rm77rrLXXjhhX6/O4PAawWFnO+3WOF6YAKet/JtRfC4pjV68IR985vfTPaOBDnGcKExQO8F11t8d4gZtHjX0tK52ud3N8Rv4S2MIRyIXhQgDoxelBgUJo2nLDkjzot4r5jf//733kCEPM9vNKFBm9a4yYLv4s99p/H++++n6k320YEWH5/HsM+TzkUgr5xVU7bqKefNAO9oBq31EoRQJ1C/U/fYwr4dK9WjUA7SJm0A1Pjx4zsaZ9WU83rKQyOolz5s9nRqiFE7depU39Ii7rMa8DiEiWWtszQvAeEKeHWZMYDfmFJnH8M67sYNIXN4FhkFGBRkXFGggBNPiweVdCgF38USemwqJVRUNFwQ/GbyftUTehBWtzWUQpA3PPx5KifSHgOGSiKOly5n0EJXn99d8G0otbgcrVy50veiAGUUhRpXfITnlDLyLrvsMh9KExMOWMnz/EZCnlVj0PI7GvxZA3Po/Ym/2UDH2eBRnom8hfA7yrJdkyedi0BeOaumbNVTzhsN31TKoAV6AGiohwt1EAvbsY6rBNItrcucmTysF6Kacl5PeWgE9dKHTZ9ObQLW7QwcONDPk9Zm1Jadx3Ts2M5znTJ3GvtpSzxZML9tK0R+/jTO29xodr3tg70L16fBO9vvWHj/LOJ35p7s84yQ+Hje69LgPM8NaTPG/XG+k3vE5w1733Dh+izi9yEt4t/bcm2J+S6LCGmVlg/IGDJiMsV+W0u1Y95EYJs0iX/PPteGczwaloel8h7yPL874X2z5A15CedApNzyriF8B9/Dd4T7pIdBesW/475h2UT+4nTN8/x6kyVHfGOpsgd8j+Uz8P5tjcdO+o904lh4L76R9LA0ZE06hGnBffmdyQ3X8K5xGuZJ52aCMpRGHjnLU7bYJt3C39VKzhsFspMmi+R1VtkuRdr9SI+se2U939I6TH8rA5ZHkCf92Q/lNk9+5JGH7iQrnSBPOW21dGqIUYsyRwBZQkWcBgIfKiQShowhsTjOQkKl3ccSmmvCDGE/Lki8E8ezhMMKjf3WMjON+J25J/txJRYfz3tdGpxPUw4ILOdC4YpBEBFqruMby1VOae/DMfKB4/Y8jpVKpyJheRoucX6QvlzHkiaTFGZ+FysZlqy8tbTOWsJnlHt+d8B3xO/I+8SYvLAge2lyQnpx3r4nll/klOMhph/s3lmynOf59YBvidPH8j4t7cKF7+I9efdQ//H+sfxQpinLYWVlaWN6LKuMci/ShWuy9EHedG40lkbhElNOziBP2SatYmO0FnLe3fDOcZpxzIjPhQsylQX3CO8DfC/pFlLu+WBpZufTygDwO65jSUt/jseyWwt56A7ypFPectpK6dSL/9oSQwjRDRDbTbdQM3VTidaE7sG//vWvRwziEaJZoNub2TfikBchqqWhsx8I0ZNAge9u8gEgonUgLu6SSy5J9oRoPvhjH9/73veSPSG6joxaIboJ5qNlgKIQ9YbBs1OmTPGDOoRoRhhMDEz/JEStUPiBEEIIIYQoPPLUCiGEEEKIwiOjVgghhBBCFB4ZtUIIIYQQovDIqBVCCCGEEIVHRq0QQgghhCg8MmqFEEIIIUThkVErhBBCCCEKj4xaIYQQQghReGryxxeWtv0TQgghhBCiFsxo+1cp8tQKIYQQQojCI6NWCCGEEEIUHhm1QgghhBCi8MioFUIIIYQQhafljdqdz+10N/S5wS/vvfaeP/b0nKfd3EFz/bYQQgghhCg+DTVqMS6v7nW1e/S6R5Mj7Swet9jt2rIr2esazy9+3k2+f7IbPmm4e3396/7Ytse3udPHnO63hRBCCCFE8WmYUfvpvk+9cXnP3nvcu1vf7fCi7n17r3vnlXfcoJGD/H5XOXvq2W7ZFcvc7x74nevTv497YckL7h+7/+FGTB6RXCGEEEIIIYpOw4zao/se7b486Mt+DcedeJz3zi69fKn3rNYKPLTfvvbb7ksDv+T279nvHrnmETd+9viaGc1CiOaFxjOLEM0AThtRe1TOhdHQP76Ad3btorXeYwtfHfZVd9FPL3KDLxjs92sBoQyEHXz+uM/7kIOzp5xd0/sLYZishZwx9gw3c93MZK8z9BrQyMpiyaElyVZ7bPizP3nW/WXbX7ws01CbsGBCcrYdGoWrb1jdcc3ERRPdeVefl5xtHnjPu869K9k7zM2bb+7U2MzzzVlQwW28Z6Pvobn+2etTG7Honwe/+6Cbv2t+cqQ5iPXisMuHucn3Te5wAADf98xtz/hermP6HuP6D+2fO20M5G/Lsi1uyrIp7sQzT/THGHvw74/+7bdjvnPHd9zYW8Yme+1sXbXV7Xh6h/vvVf+dHCkmpOcvxv2iU1pkgVy+uPJFd+qoU3OXL9J6w10b3Lkzzj0iDbsi542mVP6bjFIGATkeP2t8rvTNmx6lyrk9n3dEprEv8uRvSC3KSDNQKp/y6uOY9Xeud+tuX9eRtmm2W1dlu5o/vqC/KCZEjcCovWDuBbl7AVC6oaFiPDTpId+zYIUfpXPfRfd1KG1T1igJu8aUx2X3XuavwSNEr4ftNxN8z3Pzn8s09iHPN2fBtcuvXO4rmKdufSo1T8ygJRQpbDw0Gt597ilzOzVIrGKdvXW23wdkZMiEIb4nChiXkCdtgG9fOX2lb+SPvnF0hwxmySPX3z3qbjdn2xzX7+R+ydH2ipLnnjTipJJ52ezw3Ri0yEJWAwi47tHrH3UHDxz0vYlhWpSCNDrlvFN8TyGERk9X5LzRlMt/ZPToPke7i+dd7Pe3LN/ijaD5b81PlTOI0wM9xjPSGm2kValyjj4mj3g+z7P3jeU4jVqVkWagXD7l0ccxppNmPD7Df689Iyw/leRlFk39F8UQhoXDF/pWDgkQwocyYAzLP4Tr+A3nWCgkCE8eqOSZ4YB7kpjcByEPf8/9bWaE+J2AZ/IbyLqWba7juN2bNc/mOIPhYrgn5wze1b6T+9hvEAqOhenC8+ze9n0hpLPdnzX7ED9TNJ405Uie06pFkRqbfrXJV6KmLPgd+2sXrvX7gOcIBWPXoGiGXjrU7f7Dbr9fNPJ8cxZUdFRwWR4Z0hiD9ponr0mONA/bn9juDdXQA8g23ljeG9AvGGBm0AJpg2e3XPc256l8R9802lcsoQymySNgMGBkh5U1eufFFS+6aQ9PS44UE/Tjom8s8ulBpV8KDF+MNCr/vIYL6dR3QN9OeRXSFTlvJOXyHxlFj/EtfBMLxjxGIjKexSuPvtIpPUjnaY9MS02PUuUcOf/7rr93PB8sFLHU86FWZaQZqFc5XTNrTYdBC6Qt3488G5XkZS3pNqOWVhqV7E2bbvJGrIGi/nT/p37A2OalmzuMMAw73OW4/fGkcL7/Wf29sNk1WXDPX174S7+NsM0ZOMdXAnQNU5kZvAeZzRK+Uxpp1/IeDELDq4YLnmcBXYd0tfDOZGBoSMfYu1Jpcb0pNFpCMRi/PI9vAdY8MzSc6YqhMHOvo3of5d7Y+EZyRhQBWswXz2/3LBh02Z0+On22DisLdCvFCvXN5990Jww+IdkrFnm+OQ0afaSDKdI0vnLaV9ysl2dV1A3ZXfDNY340JtnrzGeffObX21ZvcyOnj/TbIeiccuXdxixkGVkx6Cf0SdzNPvSSod64+9wXP5ccKSaUsx9u+GHZ9EDHDhg+wKddXjCOqNNKdUdXK+eNplz+v/3S214eYwj/27FmR7J3JKQZ42tCTBeG6VGunB/44IAfsxNz1LFHuYMfH0z20qlVGWkG6lFOsWeweeL6hmdZyBTkzcta05CBYlnxKHS5hJU5Cfe5L7RnBsfztPSA1gL3ouKa/th0fx+MabopMAQRwpisd0rDrrUKBI8PsZNZfPbP9sooDfOkYXDT8jQFZ11VIXQv813EumDos2Y/FKQ92/ckW6K7YdaOrmDKMVamGF9huQAUBnIdHzesodOM8eMfvP5BspVNNd8Mz8x9JtMoNPh9qXs0EiqKuLIA5OI/vvYffpsyfvwZx/vtkEHfGuTe3PRmsnckGAKkX97KGqyRFZP2jkWl3Lcgd+hY60bPy4afbUhNu5Bq5bzRlEszDEcMyJhyxtWp5596RO8S6UHMZpge5co5DVfKTGw87Xt3ny8nWdSyjDQDecppHn0cgj2DEy4mlte8eVlrus2oHTltpNv+6+3e0xqC8NFNcWO/Gzt5H3D7n/D1E3yrKQRvbZrBF/LGhjd8VxIJh3CaV2bgOQP9eUtoWmPLr1re4dUtRdq1b73wli8AsceH1jdKkG8qB9OMcQ+MVAqhGcp8ewzpRPeJtU5Z853muTXY59nEfmV5AUTtobFDDFFWaEg5aIzlVY70Foy5+UiljhInTIcyQFdPM0KFRwOAdGLJG1aU9c0GjQIaea1kcAFyREVg30XaoTdjMBgo81lsvHuj159h+BKVeBbkSVojq6dBLyPOFJwOpFsYIlYKBi9Vo3/LyXkRyPKIWm9DFjiu6GFC5tFl9E6SHvTYGnnKOXX/pMWTfJ5xPcYUecbvSjX0e2IZqVQf42j8175/JXuHiRsQefKyHnSbUYuQMdDh3v33JkfaobucEaF4VEMvA0JIAjDQJSavN5KEJFYVAy/NwEAQeR88uOVIuxZhT+tiwchlRDWe1HJwX76fmFfWGMoUvDRliOFbLsCa1hHctuM23+1QzxaR6AzeegYKkE9472nE5an8AFnFEM2jHCkXkNbdRdwfhg0tabZRJM0GFR7xVxZWxChyGruU+SxKfbNBY5UQp1YCHcPgGmY/MGg8VVqukS8axcgksknaT10x1Xu8smSEMIeiG1e1gHJJPpw/83yfbpRx6qBSZRtDCn1QaT7lkfMiQP2FYyc2dIj9L9foZG55ZJ56GycSYXTWYwt5yzk9G/yWkf1zBs7x74MTKYueWkYq1cfYN+ig2PClBx0HXUi5vKwHDQk/MEg0BA2LntiL0MuAx5IKvlRsXBa0qmlJvPPyOz4OasHuBR3xrrUCpUXGDrvsSKO2Uvh+DFC82bTu8cZWa4xyDwRr3pB5vtWFsSy6B/LQFDYF/wfrfuDjo2PFngbyjtyWg8q1lBeWZ/IeLGyvmrmqpLHYCKiwrdJGztlG5vGIpVHumw28AtYb0wpQaWDkEDoV64M8MhXy4Z8+9GsGd1jPErqVSpuwpjTQzSd/8+Rkr+diA57Mw0cZRxbR1Vn5gOFlDoa85JXzIkAa0bvATA6kEQuOJb6PmSCy4Bq8pYyYx8ii7mZw3s/H/LwjrfOUc65dMGyB97piqHEvPLcMcEobrwI9tYxUqo8BQ57ZIaxuQXaZsi6sw/LkZT1oqFFLzBGClgYucUaNVgNT3aCIaKkxjyOttFIxr2lYK8SMlJida3f6QmvCnxcyk+6KuEUDVqjSYpHygueb8AM8tQgSxo1oDCgI5M7ytRR46GkhlwLFgZGDFyGr0RMeZxvvf7kY9GZg8PjBqT0web7ZSOsSKyroH7wlGFOxjsmSKbp28YRkwe9ifUalja6MobJiAG+l+q1ViXtQkEVCv7LKdlrXeykqkfOiYL0LeOmYps7SpFRvFF49uqfNmYW8UgbovbTQvDzlHJ2HgYXDyNKTRgkDvTG+slAZaSdLHxsYvnjLaTjgPHv/f973aWHGMeTJy3rQMKMWpY1Q1GMgi03NwghIEp5EzBNiYKBgLPY3S2BpoaWNQC4F3l2bDxGDuB6YIKoyag6IVep9fO9kLxsaX2mDfwyr9PDaVZK3lVaujYLBCnFlUuk3U/HQ1WixYSwMwLRj9fQO1JLQoE0zAPoP7Z86uGPX73dlNowq7fL725//VnaKq54C9UeloIfpHQxlkX07FnZnV1u2mx2MSWQY5wqhe94L3WZUZkH5pPczLQ2ox20sTZ5yzrV4aWOwN+IxKIbKyGHS9HEMDQbylfwFvLuWd3nzsh40xKhFSVC4mWOuHlhm8NeVaC3kVRYoFwLDmTZr3I/HeW8nf/Eprgx5fwpG3kEAdEURBkChs6m7KJhZcTqM0ISP3vvIr6shvDfGNMZVNcpZVA/yhNIrpxwAecgyfqut9Gg00kVaaS9Fd0P5YiLvEZNHJEeq+2aUa7zw7TZbSBE8YOUMWiDkifSKKTUwiTSkh8i6Cw10Q1qv0fs7388ltz0B8gF5DEFmSzVY6SGLZRHHCgvb5syptmwXCdKKwUeEApZyYln5jOtboE60eNg4XVnicp41UA35T5N3UBlpJ00fl8LCSsK51fPmZT1omKcWYTC3dL3AUKhEWWDMMrddbATEXUy0QMLRyOXAgKew0JIJoVCEMKIZw5PKiRYn7wOVxAkOmTjErwnKtlYsxjTvXKrbR1QPSpCCbcqQgsw+lVXYQ0BDg/xASaaRJk/cEzkgLqmUHPM8C5kBKku6hsLWczNAPFvc4KL3ggrP9EHeb2agDgNBWwnm0aZBXaqskiZUsmFsILJGXpsMkYaM0kcuDOLgmE3G5IS0XzF1RWYIWLXhX60GXaqkr8ktacuo+jC9OUd6mw7IQ145LzJWvpFXGmox9keRjPGzx/vrTUZNl2I0VTKTBHOmUo9SRsyw4l2Q/3BgF88PB/z1tDKSRx9DnE6A/NJYIcaZ8Rux06BWeVkpDTNqy80lWQswTitRFhggtLBZM2k2g63ImDTju5LQA2ZIYFoxm+eQGCOMZwZ1hSAUKDgLTUARMCtEJcY/Cpj3D8MbuA/HKp1nUeSH1qfFFxE/xj6jpNPkL+46TmvNGhYPG3e32RJ6kDCI7Dh/uISuvrx/jrC7wIPCoAt7T3pT+Ms9YYVXyTdXi90r3m4kVCj0AMXd1rZgWBnEK1JZUNmw0BhOy+s9rx6Oi0M3oLdMTqismUIuzXtWLmyFd+Ue5BFdv2wXdVAq7837h13YfJ9BGUYvm9z6AUgV/KnPLLpDzutFnvxHXvmrUsxgVCqt8HgbXEf3tMmo6VL+QEZsNJWCxgYOLWZUor7lXqZrwrjPmFqWkWagXD7l0cdpYAyvmb3Gj1/CZkrLm1rlZaX0OtRGsl01S9v+CSHKQ2uX7uNW9cyI5gEPzP6/7i9ZiQvRSGjQP3r9o/4vIgoRM6PtX6V0m1GLpV5riJ9pNHhLaIkw8g/PWKmYIdGa1EO2a00zlBVQWmVThLTJQ7PIWjkki5XTKjJaT5ohz1pFtpvaqG1ViBGxoOcXV7yoKbREJnTHEXaTNxZbiGqhe7DP/+2jRrZoWugaZxA1o+iFSENGbQPAU8toZQZiEcMro1YIIYQQomtUY9Q29I8vtALERsZ/+lcIIYQQQnQvMmqFEEIIIUThUfiBEEIIIYRoKhR+IIQQQggheiQyaoUQQgghROGRUSuEEEIIIQqPjFohhBBCCFF4ZNQKIYQQQojCU5PZD4rMnDlz3Ne//nX3wgsvuAEDBrhbbrnF9enTx91///1u0qRJyVVCCCGEEKKZ6fFG7XPPPecuvPBCv71jxw63fv16d/vtt7u33nrL9e3b1x8XQgghhBDNzf/5/9tItnskp5xyivvf//1fd/DgQffhhx+6RYsWuSeffNKdeeaZyRVCCCGEEKLZ6fExtXfeeadbuHCh2717t9u/f7/bvHmzu+CCC5KzQgghhBCiCPT48AMhhBBCCFF8CuWpJf61V69efvvtt99248aNc/v27fP71fDaa6+5QYMG+YFhq1atSo46v81zOF8NeH/5/fDhwzvej+3rrrvObwshhBBCiNrSUKMWgw/DFAMwj4FqYQFbtmzxBiKDupYvX+6PVcPq1avd5Zdf7jZt2tTJ4FyxYoUbOHBg1XG1t956qw9n+Oijj9yf/vQnb4Bv27bNnXfeeckVQgghhBCiljTUqL3ttttc79693d69e92uXbvcE088kZzJBmNz7dq17pVXXkmOVE///v2TLee9tRifZixj2FbLtdde698Tw/b44493s2fPdscdd5wbPXp0coUQQgghhKglTRN+gNGXB8IFGNjFLAVd5eqrr/brUaNGeQMUQ5TBYkztNXLkSH+uGubNm+eGDRvmvcAYtI8//rh7+OGHNUWYEBnQoBRCtDYq58WgyPnUUKP2Rz/6kTtw4IDr16+fN/guueSS5Ew2EydOdA8++KA744wzkiNdY8GCBd6QZbwcC/G0XZ3Oi+8h3IAFDzBGsmZUaH0slCZcOJYHi+/OgjhtZIl7Ep9NfHmInUtb+G2zsmTJEv/dYS8NaZH2HbYQfpSFxbPHSwhhTvTI2Dn+yEq18fPVwPPJw6xnchy5sSWM9zfyfGcW5Z6PbHGe+yFX/IGaGHtHu4b0LBc+1qyQlsgg38I6Lb2RuTBNkNty8Buuj5dYfvM8vxGQp1nfaWWINEEO0mQkJK2cZ5EnrTG6KLeWpjw/S/6QVZ6dF3tXy480fVONPDQCvj1MJ7ZLldNK8sn0hOmpNH1S6fNrArMfFJHNmzcza8OhO+64IzkiRGMZO3asl8tKaWv0HBo4cKCX5zTaGnGHhg0bdmj37t1+/7HHHjt03HHHdTxr7969fh3DfbnOftdsXHvttf5bKMNhOc76HkuHUsT3SuPyyy/3z+Y5LFxPOmU9t5bwDL4hzL8QO0/ehfu//e1v/b6R5zvTKPd8joXnkB3kevbs2X4fuAfySn4A15CmXFc0SEPSw8oI3823henNNteEaRLuZ8H5cmmS5/mNgPKBHGTJGPlN2TW4PpSRkKxynkaetOYYaWTPRx55Rtq9y+nWGL6Bb4vzg2cY1cpDd8M7k4dWTtnn+3jXNCrJJ9KV+1i6WDpbukH8fMijw7tKtxu1JhAIGQsCZArcIDE4XuoaBIhzceKHQkwmsU9GmXLh3hwnsbmGd7F7cw3HILxPWmENrzV4F37DN/J+PINnWcYD9+J3XJf3m0QxQCYqVWxcb7IQy5OBHIXKAlAOlItS8D6hQmkmQsUZbmdhCjIuMzHl7mXlOoa0rHda8Q082/RRmqzwDrG+sUo8JE+axeR5vlVsIfwulE3eketC7N7l8qfZ4J3jsoX+Jn0MZCO+Jk/6k77hfdLI8/zuhmcjg1nfSB6nGSZp3xLeI+t+IXnSmm3SKCQtrfPo1hBkOC3dORaWlWrlobuhHMflFMi7uOyH75/nW0iDOA/i56XpCYjTs9Z0a/gB3Sr8SVq65Q3iTYcMGdLJdY0rm+MG28S95onz+O53v+vDCdoypWP/iiuucFOnTvX7V155pXvggQd8jGubEPtj3DuGmN22jPPXEMOb5loPoQuJWQ+Abzz33HP9Ns9iQBxwD+7FPbl3LeKCRbE57bTT3Msvv5wZ8oLMtClmd/LJJydH2iFUJywjMXSPMfjS4sabCcrx0qVL3S233JIcKQ+znNB11dXQoJdeesmXvZgpU6a4NWvWJHv1gRCrDRs2+O/IYtmyZe6yyy5L9toh79sM+rI6qBx5nk/enHjiicleOzYWwLoNmS3mv/7rv/y2wTWkK4Nsi0SbcXJE2friF7/YqYuUeiu+5vnnn3eDBw9O9qonz/O7m/vvv9+H5WWxevVqN3369GTvMOT/xo0bk73qynmetOZ+cTjfH/7wBzd06NBkr51yujUGGV63bl2y1w75wKB07mXUUx5qyZ49e9yAAQOSvcPwnZ988kmyV3k+kSbokTgPGAgfhs6wT4hpGuHza023GrXE4FBBt7WcaDZ5467NkvfnzMAjTgOjl+Oct2uYHqvcjAdU5CgJCiUZxJqKnWeZIjele9VVV/kCeOmll/p7l1Mi//znP5OtdG6//XbX1gLxz+N92X7rrbf8GsM2DeKJRetQzYwcKBgzGtJA7tLOl/oNzJ8/3y/NyM9+9rOK3o2ySfnKUpAhr776arKVzscff+yOPfbYZO8wGBLdQVwZxqD70irhMWPGeIPcKPedWZR7/vnnn+8NhBAqvWHDhnXIHHorLb3S0rXZQT/HMZPvvfeeT+8sLH603DiJ119/PdnKpprn15tyMrJ9+/bUMS3f+ta3fIPHqLScp5EnrbEZ0A833nhjcqSdcro1DzjYfvzjH5e8T1556G7OOeccb2zHoE+/9rWvJXuV5xPTlI4YMSLZOwxphH1njW/kKE2WsJHC59eabjNq+VASAqOTVh4JSyJgeJIQHIedO3f6NTMImFBOnjzZH6PlUQpTInhmEUa8p7F3g2c99thj/rlM2/Xuu+/6Y7HQzpo1y3vCGPRVDp6BYUyFALw7LT7uacdQXFRWs2fP9vfEYytaC2Tgoosu8gHxBNsjf13lC1/4QmqDq1QjDHlEcZTyyDUSGnmVTG/HoAW+pVxlCxhcVHDkQdoAJgwvDNuYenoO8kK+YTymEb93ue+sFpwBVITILvfDYODeeJANpmFMS6+0dG12qAduuOEG72Hiexko8/TTTx9hIAHnkUO8VI888khyNBvSg4ZuOEgmro8qeX6zEHsuDRo6oaOm0nIekjetkVMcVBjTcR3eFcgnBkGxZHkwK5WH7oYZnLA/eEcapnwT2zfddFMnXVppPmFnxV5xgzwo5QAkv9BxeXR5tXSbUYtBR0gA3WgISiiAGAAWkoAA4VmtRkDpasUL/OCDD3rFi9IntIGMNJ588kmvNFhmzpzpM3TGjBnJ2cPwvhgGmzdvTo7kA8E55ZRTfEVDhRBDtw7fRwtdtBbkKXJM/iJnv/71r8uOCi4HcoixHFeGGHo0xtJYvXq1u/nmm5O95oLGHelUSfnGoMobRoGyfPbZZ30emE6hgWugvGmsUiGFrFy5sq6KNg9ZXvk0yn1nVyBUC91J45tQKnQpjStjwoQJPr1CSE/SNZz7uwjQWKC3DkcI34szI6tckb4YbeQR22n6PYR70wNJHtHjSJhbHEZXyfObBfRROTmtppyH5ElrdCs6FmcZjrJaOBEAWSafeDZ5xfNj/QuVykMjwFuLwxCZwhZiOwwvqiafsnq7ykHDDb1y3333JUfqQ7eGH1DAKRB4MusFRgAVIAlIbC1xPmHsIec5x/L73//eH5s2bZpfVwv3xFgnszEoaH2zLF68OLlC9ATwzpthhEywj0c+NqAqBQMVpW2VIbJ71113ZXZRIu/f/OY3k73mgq5t673IA9+MIiY980C5szmmyQv2wSocjuEpIM6dfGGhMsTb0gx/8S+vrJT7zmohLe6+++4Og5m0p4GOrNm70TDAkLZpjMgj0pNr07olmxnGWBDKwbvzvXj8kIXrr78+ueIwlOdwwSkSGqgx1EPWGMNoYJvQtPCvYFby/GainJxWWs5j8qQ13uytW7f686xJR3RjVyGvCB20Z+OMY2xOjJ23pZw8dDcYrPQc4pm1hhX1CON9zEivNp8q7ZXhefT41Nqjnka3GrXWNVHvjwo566yzkq0jITYIKn0fCjRe3LBFbd0QDPIg82h5VyosFj5RNG+HSAe5ohVMDFJXoDLEm4MxRjfm//zP//gGm1WYIShVzuU1ArubSpUhXZ1djS8k7SysCcxTgGeMXhV7p7BHpxFgpJrXNSaPdyT+zmrAk4JnPDaYabTbICDkmp4IBtYhj5Y/OBCsUVcEqGjR48iDvbc1RmkYxgZKWE+wTQ9fnvk8Q8aPH99R71T6/GYhS6cRkoJXHyot5zF50jq8Br73ve916S+BhoT3Jk/S5qvN846N5Fe/+pV3JJpe4x2pMwiBtAZpNfmE99dkOAbbKOzVAeQczzd6pDvqpW41ausBMw7gSYhbaAggx21GglrBfelqoGUdxr/h5aFCwrWPkudcXg8wgoCH5JprrvH7afFKophglPGnkrsKYTn2R0IAj0+agvjzn//c1N4ylCFl0uIMWdi3Y7GnEQO+VMM0D3hwwoYiyh0FS1qSpjRGmQ2lGUBvmBclhHcs532Pv7NS0EP0pKXJFQZzOKbBjC/SkHdjKdo4gffff98bK6FxAuxjuH3wwQfJkXSqMQhwXJgB29XnNwriKdMGwdHzaTMJVVrOy5EnresZF1/OMw1dNeRrDTZK2oA+GlbWYKomn7BP0gZFk0Y8M9QfoUHbXU6Dwhu1xLxSIeEdDSEujFZKnphYMpgMKSW4uOkxZnHdo3Rw5WPEWqZbnIoZvCj8WFnF8DyMWbxFCBHvSjxw2nQponjQ0MLArKX3yrrKswaS4KlrZm+ZGULhQvceC9vxCGKUblcMNZQq5TRtIATlD0VLjH+zjFym7K9evTrZa4dvyDI2jVLfmRfTV2l6kAG1afnAc/HQMnq6meUujVJTZ+FBLdUYpc5gPAbGZ154Fl5wG/jclec3Enojw4GDRjjgqNJyXoq8af2Tn/zE/8XRWkMdT51uvRdpVCMP9YbynGboM7uGldVq8on74riLDV4b0Gs0wqCFwhq1pQQsLxYeQBgBXZFUCllCidGJosFDFhJ391H55DFogedxX+5J957BcVEcUGgYm6yBiop9GlooBwMlQOs37sbKA/dGMTAyvZx8pc1NWGTieVMNBopgkBrso0gNGhUoVQyuOL2sx4Wyj9JtFmz+YfsOZAlDN4zPz/OdyAs9VchhJdA1SbqEz7eGVGww81xiDYnZ685Kq1ZYHUI5tbJr5QyPuVX8fH+c3pwPe0so26S33Yfu3bDSN3lDXu25eZ/fbPDNlBvrwga+gfSo9J1JD9LFyJPWHIvT1vRAWkhWKfidDeY1Wbe8sH0GS4Y9OXnesRkgxpeZIcK04l3Jq66kEzCgkfuTRkB6MM4jnHYR3cB0aN2uG9qs8W6jzWBM/cseWccN/voE59sMhORIO/wFizZj0C/xX8HhN1nnjL172/9sHNdw/8svv9wfC7Fn2zkWe1/Wdn3WO7LPcc6H2D3seKlvEc1NWyve/+UUkyPW7HM8hL/Awnn+0koIx+IlhOuRvzxyYX8JqEjwvlnv3FZZHFF2DL6V80A55B5tlW1HGpJmab8lb1iy7ltPrNyHS/we/AUkrmPh+8J8z/udyB5yyLmQPM8P758ly7wX6R8fLxqkZ1h2+W6+3/Q6pKV3/NeU2Ocelh7kGWlkv4nz0cjz/O6G59t728KxEHtvvstkoRzcI74Pv+XbDc7nSes4bWOdatg14RISvnucF6zZpzyG5HnHZiFOqzRdEZOVT3Ee271NT4XpxDPsmWkL6VovevFf20OEEN0ArV2675qpRS9aEzw0f/3rXyv2ygjRXeDpY6YHPIhC1ILCx9QKURRQ4LujQHoh6gVzyRLOIESzwvRmzFogRK2QUStEN8FcnvpLcqI7IN5xypQpuWL7hWgENragFuNjhDAUfiCEEEIIIQqPPLVCCCGEEKLwyKgVQgghhBCFR0atEEIIIYQoPDJqhRBCCCFE4ZFRK4QQQgghCo+MWiGEEEIIUXhk1AohhBBCiMJTk3lqe/XqlWwJIYQQQgjRNaoxT/XHF4QQQgghROFR+IEQQgghhCg8MmqFEEIIIUThkVErhBBCCCEKj4xaIYQQQghReGTUCiGEEEKIwiOjVgghhBBCFBzn/h9vzrtFi/mINAAAAABJRU5ErkJggg==)
จากตารางที่ 57 พบว่าอัตรากำไรขั้นต้นของจังหวัดเชียงใหม่ กลุ่มตัวอย่างที่ 6-8 มีกำไรขั้นต้นที่แตกต่างกัน โดยกลุ่มตัวอย่างที่ 6 มีกำไรขั้นต้นต่อปี เท่ากับ 5,197 บาท คิดเป็นอัตราร้อยละ 47.59 และกลุ่มตัวอย่างที่ 7 มีกำไรขั้นต้นต่อปี เท่ากับ 105,189 บาท คิดเป็นอัตราร้อยละ 83.58 และกลุ่มตัวอย่างที่ 8 มีกำไรขั้นต้นต่อปี เท่ากับ 104,331.33 บาท คิดเป็นอัตราร้อยละ 84.02