Articles
Systems Analysis and Design in the Food Industry
{"ops":[{"insert":"\n"},{"attributes":{"bold":true},"insert":"Efficient systems analysis and design"},{"insert":" is essential for optimizing operations in the "},{"attributes":{"bold":true},"insert":"food processing industry"},{"insert":", enhancing project outcomes, and aligning engineering goals with business needs. This guide provides a comprehensive overview of the stages involved in analyzing and designing systems—especially useful for "},{"attributes":{"bold":true},"insert":"food processing consultants"},{"insert":", "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":", and "},{"attributes":{"bold":true},"insert":"engineering service providers"},{"insert":" in the food sector.\n\nWhat Is Systems Analysis and Design?"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Systems analysis and design"},{"insert":" refers to the structured study of an organization’s existing processes with the aim of improving efficiency, functionality, and alignment with business goals. In the context of "},{"attributes":{"bold":true},"insert":"food industry consulting"},{"insert":", this approach is vital to optimize automation, ensure regulatory compliance, and integrate scalable technologies.\n\n1. Systems Analysis: Diagnosing Current Operations"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nSystems analysis involves:\n\nGathering information about the existing system"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Identifying user requirements"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Recommending feasible improvements"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"For a "},{"attributes":{"bold":true},"insert":"food consultant"},{"insert":", this process helps identify inefficiencies in current production lines, storage facilities, or quality control systems. The output is a "},{"attributes":{"bold":true},"insert":"logical model"},{"insert":" that serves as the foundation for system redesign or overhaul."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":"2. Systems Design: Creating Efficient Solutions"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nSystems design includes two core stages:\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"✅ Logical Design:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Defines "},{"attributes":{"bold":true},"insert":"functions, features, input/output"},{"insert":", and "},{"attributes":{"bold":true},"insert":"data flows"},{"insert":", independent of the physical implementation.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"✅ Physical Design:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Translates logical components into actual infrastructure using appropriate hardware, software, and processing tools—ideal for "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":" working on "},{"attributes":{"bold":true},"insert":"smart food factories"},{"insert":" or "},{"attributes":{"bold":true},"insert":"automated processing units"},{"insert":".\n\n3. Systems Development in Food Manufacturing"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThis stage converts design specifications into a functional system. Tasks include:\n\nBuilding user interfaces for machine operators"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Programming data validation modules for quality control"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Generating automated batch reports"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Implementing database management tools"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Engineering consultants"},{"insert":" play a crucial role here by ensuring smooth development aligned with "},{"attributes":{"bold":true},"insert":"food industry standards"},{"insert":".\n\n4. Systems Implementation: From Design to Operation"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nSystem implementation replaces outdated systems with new solutions. In the food sector, this might involve:\n\nMigrating from paper-based logs to digital production tracking"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Integrating real-time data sensors"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Training staff on the new interfaces"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"A smooth "},{"attributes":{"bold":true},"insert":"changeover plan"},{"insert":" ensures user acceptance and operational continuity."},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"5. Systems Maintenance: Ensuring Continuous Performance"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nPost-implementation, "},{"attributes":{"bold":true},"insert":"systems require regular maintenance"},{"insert":". In the food industry, this involves:\n\nResponding to regulatory updates"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Enhancing system security"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Adapting to new "},{"attributes":{"bold":true},"insert":"food safety protocols"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Updating software and hardware components"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nMaintenance can be "},{"attributes":{"bold":true},"insert":"corrective, adaptive, or preventive"},{"insert":", based on evolving needs and external conditions.\n\n6. Requirement Analysis: The Foundation of System Success"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nRequirement analysis is critical to:\n\nBridge the gap between user expectations and system capabilities"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Reduce rework and development costs"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Validate alignment with "},{"attributes":{"bold":true},"insert":"food industry compliance"},{"insert":" and "},{"attributes":{"bold":true},"insert":"GMP standards"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThis is especially challenging in food businesses where non-technical users struggle to articulate operational needs clearly.\n\n7. Feasibility Study: Is It Worth Building?"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nA feasibility study assesses the proposed system in terms of:\n\n"},{"attributes":{"bold":true},"insert":"Operational feasibility"},{"insert":": Will users adopt it?"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Technical feasibility"},{"insert":": Is the technology available?"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Economic feasibility"},{"insert":": Is the ROI justifiable?"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThis is essential for "},{"attributes":{"bold":true},"insert":"food business consultants"},{"insert":" before investing in "},{"attributes":{"bold":true},"insert":"factory automation"},{"insert":" or "},{"attributes":{"bold":true},"insert":"ERP solutions"},{"insert":".\n\n8. Data & Process Modelling Techniques"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"8.1. System Flow Charts"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nShow physical system components—machines, reports, inputs/outputs—in a visual format.\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":{"image":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAEBAaQDASIAAhEBAxEB/8QAHAABAQEAAwEBAQAAAAAAAAAAAAUGAQMEBwII/8QAXBAAAQIEAwIFDgoFCAgFBQEAAQIDAAQFEQYSIRMxFSJBUZQUFjI2VFVWYXF1gbPS0wcjNEJSc5GTstFicoKSoRckM0V0osHDJkNThbG0wuE1Y4OVoyVERmTw8f/EABoBAQADAQEBAAAAAAAAAAAAAAABAgMFBgT/xAAsEQEAAgIBAgUEAQQDAAAAAAAAAQIDERIEURMUFSFSBSIxQWEzQnGxMpGh/9oADAMBAAIRAxEAPwD+havUqi1WpanUqWk3FuSy5ha5l5aAAlaE2GVJ+l/CONtijuSidKe93HD/AG+ynmt71zUaCAgbbFHclE6U97uG2xR3JROlPe7i/CAgbbFHclE6U97uG2xR3JROlPe7i/HnO0dfWltwtpRYaAG538vogiZ0kbbFHclE6U97uG2xR3JROlPe7i11O73U5+6j8odTu91Ofuo/KCOX8Iu2xR3JROlPe7htsUdyUTpT3u4tdTu90ufuo/KHU7oHypz91H5QOSLtsUdyUTpT3u4bbFHclE6U97uPbKTa11ebk8ynAw2hRWQBZSr6aDmilDSYnaBtsUdyUTpT3u4bbFHclE6U97uLylBKSpRsBqYzE3iNmUrzdLmnHmnVyonFLGzyoQSodj2arZDewNt50gbenbYo7konSnvdw22KO5KJ0p73ceZ7FlGY25erK20NJClOLlyEG4CgEryZVKKSCEgkkEEaQRi2hrCSiuBSVMpfStLV0lKgop1y2zKyKsnsiUqAGkEb/h6dtijuSidKe93DbYo7konSnvdx4ZDF0hOuNIbeqKVuzqpBCTJkq2iUqVx0hF2xZCjdVvHbWNI424htS1TTlkgk8RO4eiGiZ/hJ22KO5KJ0p73cNrijuSidJe93FKjzLk3TZeYdQpCnE57K325L+iPbBMTtkpaq4keqk5IiSowclUNLUozT1lbTNb/V/ox7ttijuSidKe93HFK7cq/9TKfhdjQQSgbbFHclE6U97uG2xR3JROlPe7i/CAgbbFHclE6U97uG2xR3JROlPe7i/CAgbbFHclE6U97uG2xR3JROlPe7i/CAgbbFHclE6U97uG2xR3JROlPe7izNzDcpLPTD6srTKFOLPMlIuYjU5mvTUixMP1GXYcdQHFNCTB2ebXLfPrbdeAbbFHclE6U97uG2xR3JROlPe7j09Q1rvxL9BHtw6hrXfiX6CPbgPNtsUdyUTpT3u4bbFHclE6U97uPT1BWu/DHQR7cOoK133Y6CPbgPNtsUdyUTpT3u4bbFHclE6U97uPT1BWu/DHQR7ceSUfqiMSokHZ1mZZRLl+YtLZCnMcrYBCjqSlZ8iYD9bbFHclE6U97uG2xR3JROlPe7i9HMBA22KO5KJ0p73cNtijuSidKe93F+JuIZx6Rpbi5QJM24pDLAWLp2i1BKb+IXufJAeLbYo7konSnvdw22KO5KJ0p73cenqCtd+GOgj24dQVrvwx0Ee3AebbYo7konSnvdw22KO5KJ0p73cenqGtd+JfoI9uHUFa78MdBHtwHm22KO5KJ0p73cNtijuSidKe93Hp6grXfhjoI9uBkK134Y6CPbgPNtsUdyUTpT3u4bbFHclE6U97uO3D78+9M1NM7MtTDLDwZaWhnZkqCQV8pvqbegxagIG2xR3JROlPe7htsUdyUTpT3u4vwgIG2xR3JROlPe7jodqlck52nN1GUpgl5uZEsVS8w4VpJSpQNigA9jzxpogYq+VYf86N+rdgL415IRwN0ICA/2+ynmt71zUaCM+/2+ynmt71zUaCAQhCA/KiEgkmwG8xnsQ1Z+kYamqhLISuYBSoJWhS9VuJSOKnU2Ctw10tFeqOBuVKb2U4cn5/wvEx6Yb2Sy8EFlIzKzC6bDX/CL1rtje8ROkaWx4hDeWbkZpampNybeeZbIQkJW4lIIUboUrZKOVWqTxVa3t2z2NVSzr0u7TZhLzEqiZecSQ4y2VLyhGcWBJ1OkTWMRyFRrlLl5Cml1x8PZph2VylhvKhZ1tptNqhXMQddTHX1zYcbQrYyaU9TMvIaKpHZoCEZ8yEqy6JKml2sLEoO/SHA5vfPY4dTNmXk6ZnWJ7qUFyaQAUB8srX+ic1rA7wY2a30pQpS1WSkXJ8UfPJesUyVqztO4LlUIqE8+2spQFqmHAlp26hbjEl5R10SExfrkwt6TEo0o7WcWJdNuZR4x+y8TFVbZFDCranKe5POAhyedVMEHkSdEj90CLcdbLaWWkNtgJQgBKQOQDQR2RnLasajTzTxBaDd9XFBPo5f4ROnaRJTk+qceMyl1bIl1pbmVoQ4gFRCVJBsbZlfvGO2oP/zwJ/2af4q/7f8AGOnqnxxpFPZlOSOSYnB9H280p3buNOqQtthUwrZy5ShKEqbTfRQCdFbxuGgj0OYeos41snkqmCMisyplS13QlaEqvfeApWvPbmibW6QalUZaaROKl9mGg4jZBe0Q2+l5IBuMt1JsTrpzROwxhCVoFVbnZV1C8ksli2zUhVw2hBIyryAHJmtkJzKUc2sOEniw00jhqlSSAJdD4X1SJvaqmHFOF2xBUVE3NwpQI3EKMeyuuKXI9TNf0s0sMJtyBXZHcdwvHWJjxx1yQM5W0qULtyjdxp89fo+iDy8sOOo2jny9l1tCW20IQAlKQAkDkAj9QG4QjN9DP0rtyr/1Mp+F2NBGfpXblX/qZT8LsaCAQhCAQhCAQhHBgIuI/wCdOSFLFss47d76lHGV9vFT+1GgIuBECj/z6uVOePGaZIkWTb6GrhH7Zy/+nF9V8ptvgPn7dNxdKPTbktNIO2mtoL/G5Wts4SAla7Zshb3FIy3FrjWg6jFJWxsnAn+eLMxmQ2tJZscgb1SQnnKrqvziOmrdc0/UXZRkKlpMTTZLraB/QhxO5Wa5zJz5txTlHPHqqExiZFWmDKy7S5EP5G0bMZlN5GuMVZvpKc5PmQEd1jF04iclEvTUsW2GUBxBaSgq2KVL2aikqK9pmFzxbR9AYvs0Z82a2ua1/TbS/kjEMJxOiYlnltPLvMMF5KlghLZlQlwhN7Gzl9OfWN5AflaglJKiAALkk7og4YBflpipLT8ZPul5NxqGhxWx+6L+VRjsxWtblPTIMmz1QWJZPiSblZ9CAr+EVEIS2hKECyUiwA5BAfqEIQCIi0moYpaSDdimtFw823c0T6UozfeCLDziGWVuvKCG0JKlKO4AbzE3CrSuDVTb6SH55xU0sHeArsU+hASPRAefF8pUJzgoU5b4Q1ObSZDKkhSm9msblKSCMxQd/jsYlzK8UidkmkbUlS3VKUkNbIJCmsm0Nr9iXLhOpVu0jbWAifWZh6Tkw9LMF8pdbC0JSVENlYC1ADUkJJNhzQGalWsY521TEywSl1alNpbbSlaS83lTe5JSG9prxTe3p8BpWLJhqrlUy+w/MMqShwPNjK6Eoy7OwslNwu2YX11j2GvYmMgmbFHZRmeab2TqXUqQlScy1qyhR0Nk2AOpud0bcDTWA65bNsGyvPnyi+e2a/jtpfyaR5a5Pmm0uYmUpzuITZtH01qOVCfSogemKGgiDVB1dX5CR3ty38+d8ZHFbT+8VK/YgPTRJI06ly8q4vaPIT8a5/tHDqtXpUSY98ALCw3QgEIQgEQMVfKsP+dG/VuxfiBir5Vh/wA6N+rdgLw3QgN0ICA/2+ynmt71zUaCM+/2+ynmt71zUaCAQhHEBDrr15ptsHRtOY+U/wDYRNK8wIVqDoQeURVqdC6tmi+mdmWCoC6W8pB8eojy9a5v/wCKzv2I/KNq3rEafFfFe1plGkKZIU9aFycshpxGbKvMpRGYJBFyTpZCRbkCQBYR1uUamOJyuSLKk5VItruVnuN//mufvGLvWud3Cs9fyI/KJuGaI9UsN0uemarN7eZlWnnMiUAZlJBNhbTfE+JVHhZHQumyC3kvKlWi6lwvJVrcLOTjeX4tH7sUKMjq3EWdWrck1m/9Reg+xIPNvj09a576zv2I/KKdHpiKY26lLq3luKzKccCcx0sBoIi14mNQvjxX5RNlAaCB3GOY/LiQtCkncRYxi+qWVdf2rzjuvHUSL83J/CPDWDNuU2YRIOZJogZCFBJ7IZgDyEpuAeQkGLC8M5nFKTUpxtJJIQkIskcw0j89a5t/4rPfYj8o38SunxeDk3t8zlqLifYTkuqoTstLvNPbFCZtClNKUtS053AcxcueySLW0va4j9rpeKJqafTMPLMkoFTbcxNpcUglW4L1VbKE33a3sLR9JOGD31nfsR+UTaFR3aizOLdqU2kszj8ukJCOxQ4Ug7t+kOdVuGTs8NA4RaTPGqurcK5la2VOOBStnyXSnip8SU8lr2N41WE05qYqZUmyplxTlzyjsU/wHLHkXhXMhSTVJ3KoWIsj8o0EqymXlmmWxZDSAhI8QFope0THsvix2i27O2EIRm+ln6V25V/6mU/C7GgjP0rtyr/1Mp+F2NBAIQhAIQhAI8FbnVU+lzEw0kLfCcrKCOzcOiE+lREe+IeIETa56lqZkXZuVZdU+6ltbaTnCbI7NQ5ST6BAU6JIpptKlZNKs2xbCVK+mr5yj4ybn0x74iCrzw//AB+f++l/eRzwvP8Ag/P/AH0v7yAtQtEThefuP/oE/wDfS/vI81PxHMz8qiZlqDUVNqKkglxgapUUn/Wc4MBpLRwTaI3C8/4Pz/30v7yPw5V6hkOXD8+VW0G2l9f/AJIDrl7z+KZuYWPiKegSzP1qwFuK/d2aR+1z6W4nUCSckKUwy+oKmTdx9Y+c4o5lH7SYowCEIQEPE6uqWZakozZ6g7s12+aynjOn90ZfKoRoGwAmwFozUwZ5jE705wXMzbCJdLEupp1oAZjmcNlKBFyED9mPZwvP6f6Pz/30v7yAtHdGDRW8SCqOkUxS2FzLLBQ4y6hLCPjMygQDnJ4nGTxRcXtrFqQxFMz8qiYlqDUVNKKgCXZcdiopP+s5xHo4WnvB+f8Avpf3kBlk17FkvLy8u9TFTL6pV4uvNyzjeV5KVlNt6bEpSnxlQy3EW6XPVhNeEnMyripNbsyrbqbVxEhfEF9EhNrW3qPMBrHu4WnvB+f++l/eRxwtPeD8/wDfS/vIC0shIuSABEHDY6pTNVVepnnczZ3fEp4rf2i6v2o89XmarUqc9JS9Jm5RcyNiZhx5mzSVaKVxVk3Cb2sN9ovMNNsMttMoShptIShKRYJA0A+yA7IQhAIQhAIgYq+VYf8AOjfq3YvxAxV8qw/50b9W7AXhuhAboQEB/t9lPNb3rmo0EZ9/t9lPNb3rmo0EAhCEAhCOIDkbx5Yh4G7SqB5vY9WmPXiCdmpCjTs3TZMT85LsqdalNrsy8Ui+QKsbE20032jHfAXiObxN8HFLnpul8HMIbTLS4U9tFPobASXOxGUFQIA13RG4H0KEcXHOPthcc4+2I3BpzCOLjnH2wuOcfbDcGnMI4uOcfbC45x9sNwaDuMQcHfJan50nPXGLbqjs15CkrscoUqwv44+ZfAti2qYjexPLVDD5pKKfUnkOLXNbQqfUsqU2BkHYi3GvrmTpE7gfUYQG7SETAQhCAz9K7cq/9TKfhdjQRn6V25V/6mU/C7GggEIQgEIQgEIQgEIQgA7IeWIWCe1xj61/1y4ujsh5YhYJ7XGPrX/XLgLsIQgEIQgEIQgEB2Q8sIDsh5YCJgztcl/rHvXLi3ETBna5L/WPeuXFuAQhCAQhE6dqrUvMdStNvTU5lzBhhOYgHcVE8VI/WMBRhEbNX5nVpinyKOTbrU8vyEJygfvGPwaZXlEnh1lNzuTIJsPtVAXIRERIYgauU1eTfJ5HpLKB+4sR+uq6xLazlMbeR9KRezqH7Kwm/oMBZiBir5Vh/wA6N+rdirT56Xn5fayrgWkKKVAghSSPmqB1SfEYk4q+U4f86NerdgL43QgN0ICA/wBvsp5re9c1GgjPv9vsp5re9c1GggEIR0Ts0zJy6npheVA9N/EBETOh2qUEJKlGyQLkmMDjTHTFOZU3KOXURpkNlq8nMP0oz+O8fZlLlJOyiCRlB0SedXOfFHyyZmHZp5T0w4pxxW9St5j4svUb+2rs9D9LnJ9+X2j/AGurxdVC4pSSygE3A2d7emOpvFFSabS211M22nRKUMBIHkAiHE95uYM4VIDhOZORYVxEosMySOe9+TlGukYRuXat0uCkf8Gv67Kr9Nj7oQ67Kr9Nj7oRjUNzrkipExx3bsquAE8qCsacxB/7wQaknZkZdEIBQoC2bKrMSd+hy/byw1PdXwMPwbLrsqv02PuhHHXZVfpsfdCMeozxpTebPtzcOZEJC7WO4HTfl9F48ZbqgSGU7VDSWm9UhJIKclwDy342h5t+sTETP7RbDhif6beddlV+mx90I567Kr9Nj7oRjpddQ2s6Fo4gTdguAWza2FxvHY/bHUgVNbSAtZByBKvi0o1JUFHltZOU6eXxQ1PdPg4df02267Kr9Ni31Qj8oxRUm8xR1MkrVnVZgDMrlJ5zpGKa4SbYTdxZc4jSUuITxiUWKiU8yrnyDxxY5N9zETuFqdNgt/Y1MjjiqSqgTkUArNxCpB/hG9wr8I6Zt5MvNBRX9Fdsx8itx8kfGY5SpSFpWglKkm4I5DE1yWrPsyz/AEzDlj7Y1L+smHUPsodaVmQsZknxR2RgfgurvCNPDThGcgqI5ljsh6dDG9EdDHfnG3lMuOcV5pP6QKV25V/6mU/C7GgjP0rtyr/1Mp+F2NBGihCEIBCEIBCEIBCEccmsByOyHliFgntcY+tf9cuO6sVeUl2ZmXbqtOlKiGzsxMvJGRduKVJuDa9vRGG+BjEE51mhWMapRGJ5Uy9s2GXkI2aNorsuMb3VmI/RKYD6hCJfXDRe/FN6U3+cOuGi9+Kb0pv84CpCJfXDRe/FN6U3+cOuGi9+Kb0pv84CpCJfXDRe/FN6U3+cOuGi9+Kb0pv84CpAdkPLEvrhovfim9Kb/OPHWK/JLpc2mk1ykNVAtK6nW9MIWgOW4uYZtRe0B24M7XJf6x71y4tx8x+AyuVKdwW2rFM5S26it91SJWXWlKmm857IZjqVZj5LR9O/xgEIQgJ2I55ymYfqc8ykLdlpV19CSL5ilBUBb0QwyzKJoss5ILLiH0h9Tqhx3Vq1UpX6RO8cm7kjz4z7T67/AGCY9WqO1dLfacVMUmZEu45YrYcTnZWeVWXQpV40nygwFqEQTUatLC01R1vAb3JJ9Kwf2V5T/wD2+AxIyjSap9YYXvCeoHXbjnu0FJ9F7wF6BFxaIBxApwgytHrDzfIvqbZX9DikqHpEfpL9cnLBuUlqeg/Pfc2yx+yjT+9Aeauuy8hiGiraKW52fmDLLAGrrYbUo5ufKUixO6554Yq+VYf5+FGvVux1VSQEnN0Vxx1cxNu1BAcfctdQDTtkgDQJHIB/E3MduKvlOH/Ojfq3YC+N0IDdCAgP9vsp5re9c1GgjPv9vsp5re9c1GggER8SUpVUlEpYWluZbVmbUocU/onxHnG42Ou6LEIiYi0akidP58xVhJ2WmFLlGVtvFJdXKudllvvTz6g6fnGMOhN9/jj+p6tS5eptITMJIW2rMhxPZJ5/QeUf9o+S40wgRNulezZeKipqY3IeTzK5lDS/26jd8OXBNfeHf6H6prWPL/2+RTc1NMv5G5XaosCFA8+n4v7seVT1QU4wElKM+QWKFb9sQrXmy205vtjULo9SQtSVSMzdJsbNkj7Y/PBVR7hmvuzGMWh1rTS3vzREzMypuTIYF3uKq9xkN9SfFYK9No8CqhOuZyGVJLSlWyJUMwyKsCNdQbfbGq4KqOv8xmvujDgqo6fzGa+7VDlHYmaz/ey8/PTjM69sUAobC0hBbVbshZSleMbrc8djE5O53itrOcq3ENBspKRlSUpJ5dSr7DGk4LqOn8xmrfVqhwVUe4Zr7sxPKOyPt3vmz7c7NKcR8ShTVwC4EKGcFzKFJHILcbWExMTSnLMhKVIeIyFCuxCV2JO5V7Ai3ijQGlVHuGa+7VDgqo9wzVvqzEbW3X5/+s7whNKU/mYS0gZLKUFKKQoaqIG8eTWPyZybaRN/FEqS+Q3mSolSST2I5d1gLjyxpBS6j3DNfdqhwVUdf5jNfdqhyjsjdfm8UOWKsth+qTBGWUWgH5znEA+3WL9Gw8mVnW+MJ2pBWVqWbGmbUa35t53WtERWbe0IzdbixV3v3X/g+o7rb1Nl0KLb5c6tfO4pQNw3EX3C0fY07uSIeFKIukSi1TL5fnH7KeVfii25KRzC5i7HRxU4V08hnyzlvN5Z+lduVf8AqZT8LsaCM/Su3Kv/AFMp+F2NBGrIhCEAhCEAhCOidddYlHXZeXXMupTdLKFJSVnmBVoID9TL7Usyt59aW2kDMpajoBEvPO1cgMbWRp512/YvOj9FJHESfpHjcwG+OqktM1VSZ2dmkTbzK7pl0oyIll/qK42f9JXoAjSDcIDxSlPlJVhLLEs0hCeTL/HxnxxNnqrJyk46yZNTqGAgzLqEJysBfY3ubn9kG0XibchiPUKXT35pU1MLKCMu2CXMiHQnVO0G5Vr8vPAeRFfpD0pOPyiUv9TMreKdkUbRKSQSkqAuLgi/PHBxJQ0hG2WhslKlm7JKUJDhbzKUBZIzJI1j2N0CnNtFtLKspl1Spus/0alZiPt5Y87+G6OJZ5p9oBl9OxWFukBQLqnMu/6aj9toDmVrtEmpKZm2HGltMKShwBo5gVWyjLa5zXFue8eFeLaK1T1zT7LjYG3yt9TkqXslLBAFuyORVk7490rh6lyVMcpzV0S8y4FIAUEKC02KcpAGoyg+iPMrB1DU8w48wtx1rPYuvKUolZWVE3N7naOfb4hYPdL1SlvzrMoAG5l5oPIbdZKCU2vyjeAdRHjRijD6wS06h1WcNpQ2wpalkpWoZQBcghtw33cUx6pfDVNZrDNUDK1z7LWxS6tZJy5Qk357hKfs8sdMlhqj0hO0abDTTTm2TdQSls5Fo8WmVxQ1gOhvFVCUh1akuJSh9UukiUUralLe0JRlScyctzfxRbkXJCfZLsoGXmQopzpSCkkb7Hl8ojxS+HKdKrbVLtqSppRU2FKKkpUW9mTblunfHpoclL0imy1Ml1oPU7Q4oABtrxsvICbwHfMU2Smk5JmUl3kXvlcaSoX9Iic5h9lm66S89TnuQtHM2f1m1cU/wPji4DHMBKp06t912VmkBqdZALiU9ioHctJ5Umx8m4x74gYsD0u7TZ2Q2XCAmUyyEOZsrqHDZaTl10Az/sR+0rxEkZixSXR9BLzqCfSUm32QH7xn2n13+wTHq1RSnp5inSBmZtSktJCQcqSokqISAANSSSB6Y+VY8qfwhipVKVk6JTDhtdHdVNPOzR+LXlcuULCQoqy24uUjdqLx9Pq9P4UpRlg8pkktrS6kAlKkLStJsdDqkQH5RW6ctCFLm2mStSkht87Nd0i6hlVY3A18kdBxLRlUtNQaqEu9LLllTjZbWFKcaSnMpSU7zYR4ZnCCJp+WefqEyXW5pM28UWSH1pUgjMByfFpFv8dY8k/gGXnZOTlnqlN7CWlVSiUpygKTs1tJKhuJCV8vKPKIDSM1WmupZLc/JrD6y20UvJO0WN6U66kc0OGKb8WOEJP4xwsoG2TxnBvSNdVDmiFMYMRMqaW/UprOmZRMubNKWw5kLeVJSnS1mkj7fFbrcwMw4JXNOPWYzJ2diGy0VpVswkEWSCgWGoHNyQFXEus1QPOKfVOx5sU/KcPec2vVux6cSi01QfOSfVOx5sU/KcPec2vVuwF8boQG6EBAf7fZTzW965qNBGff7fZTzW965qNBAIQhAI6phhqYaW0+2h1tQspC03BHkjthAY9zBLZWrZVOdabvxW7JVlHILnUx+escd9579xEbKEU4V7Lc7d2N6yB33nf3EQ6yB33nf3ERsoQ4V7HO3dg6rhPg+mTc2idqk2phpTiZdhpKnHVAGyUi287ox3wOyFaxVhTqvE3ClMqCHVJAWwlKHmzqhSTbXTinyeOPsNXnRTaZNTpl35kSzanizLpCnFhIuQkEi6tNBeMV8B+KpTFeBZZ+nyk8zLyv822ky2lAdUNVFFlG6RcC/P5DDw69k87d3v6yB33nbfqIh1jjvvO/uI/KNlCHCvZHO3djescd9539xEOsgd9539xH5RsoQ8OvY527so1gencQzT87MFOqgt3KlRtbcndGgkabJSCMslKtMA78ibE7+XfymPXCLRWIRNpn8kIQiUM/Su3Kv/Uyn4XY0EZ+lduVf+plPwuxoIBCEIBCEIBHEcwgJ8/TUTDqZmXWqWnUdi+3vI+isfPT+ifRbfHEpU3GplEpVWky8ws2bcRcsvfqq+ar9E6814ox0zUszNsLZmmkOtL7JCxcGAjYppVXnn2HaJU+oVoQoLChmSpQ4yNPLe/ODy2iHVcFzk2XB1RtrKcQ0tb7iVIQthlGYkbzmaUbG/ZRoTSZ9o5JKtTDEunsG1tIdKRzZlcY+mHBtX8IHeiNflAeZ+iVJFHnJWRnlMvCZLsotTil5G9OKoq1O9e++8RJqWGK3M1Z9bU40mQsjZoW6tSipCkFKje+oAXu5VcsX+Dav4QO9Ea/KHBtX8IHeiNflARZrDVXdqDTyXkKUyklDippwAfzYtBGQadmVKzXvxo89FwnWZSoMzk1NtqmCG0uOJdcOVCFPZUhJ0PFdRr+gd940XBtX8IHeiNflDg2r+EDvRGvygILGF6w42hD84tptJUotonHVZnNkUhZVobFdlZdwtHqxBh6p1RgsqeC9pIJlyvqlbYad42dWVIsvNdO/dlipwbV/CB3obX5Q4Nq/hA70Rr8oCD1s1xrEG2ZqS+Dg6FMI2y1LYTfjDjdlmvre/iIjtpWG6tL1FmZemMqBLpZeQmZWtTjiVLO0zKGmq82TsbnxCLPBtX8IHeiNflDg2r+EDvRGvygPThqUmZGkMS86pKphF8xC1Lvc8qlak8/JfdaKM3MsyjCn5p5tllAupxxQSlPlJiMilVA3EzXZxSf/KZaaP25THZLUKQZfQ+ptUzMo1S9NOKeUnyZt3ogPzJtrqNQRUphBQy0FIlG1CxsoDM4ochO4DkTf6WlYRzCAjYyH+h9d5+oJj1aout/0aPIIhYz7UK4OeQmPVqi4yQWkEajKID9whCAQhCAhYm+V0Hzin1TsebFPynD3nNr1bsenE3yug+cU+qdjzYq+U4f86NerdgL43QgN0ICA/2+ynmt71zUaCM+/wBvsp5re9c1GggEIQgEIQgEQJqpz09OuyeHxKkS6i3MzkxdbbSx/q0pSQVq1F9QE35TpHqxTUV0rD0/OtZdu00S1m3Fw6IB/aIjzUVpmk0yXk2iTsk2UpXZLWdVKVzkquT5YDp4Ir3hQv8A9vZjngeveFC//b2Y7nsQyDNSap7s2hE46kKQ0QbkEkDW1hcpUBc62No7HK3JtrYQubYC31KQ2NoOOpKcygPGBrAeXgeveE6//b2Y8NGwpU6PTWJCm4g6nlGbhDaaeyLXJUftJJ9MWOHJTqxiVEwgvPNqdbAVcLSlSUqsdx1UnSO1NTYIzJfaKc2S4WLZvo+XxQEx+m1qXZW8/iststgrWtciyAlI3kmJdFYxbUz1SqtGUpygC0JiQa6oWLdkUjRA5gdbb7R6cUPtVOapNJWczEzMF6YF9FNs8Yo9K8gI8saITo140BImJys4fZMxUVoq1ORq880zsn2E8qihN0rSOW1lAchjSNOJdaSttQWhQCkqBuCDuIjwqnEFJCiCDvBiPgh4MO1ajotsKdMAS+X5rTic6Ufs3UPJaA1MIQgEIQgM/Su3Kv8A1Mp+F2NBGfpXblX/AKmU/C7GggEIRPqVZplLW2ipVGSk1uAlAmH0NlQG8jMdYChCIvXZhzv/AEjprXtQ67MOd/6R01r2oC1CIvXZhzv/AEjprXtQ67MOd/6R01r2oC1CIvXZhzv/AEjprXtQ67MOd/6R01r2oC1CIvXZh3v/AEjprXtRTk5qXnJZuYk32n5dwZkONLCkqHOCNDAd8IQgEI80/PSlPl1TE/NMSsuCAXH3EoTc7hdWkTuuzDnf+kdNa9qAtQiL12Yc7/0jprXtQ67MOd/6R01r2oC1CIvXZhzv/SOmte1Drsw53/pHTWvagLUIi9dmHO/9I6a17UOuzDnf+kdNa9qAtQiM3iigPOoaZrlKW4tQSlCZxsqUomwAGbUxZgPy4kLQpKxmSoWIPKIitKnKEyhhuVdnqc2kIa6nsXmkjQJKSRnAHKNdNxi5HHJrAT5XEFLmFlCZ9hLv+zdVs1j9lVjFRp1t5tK2lpWg7lJNwY80zLMTSMkyy08j6LiAofxjL4xoVKRRJh5FOlEu52uMhsJP9KgckBrJiclpYgTMwy0SL8dYTp6YluYkkFXRIKcqLxtZuSRtb+VQ4qfKpQjsZoNJZJ2NMkkca+jKd/2RQSkJFkgAcwgJctKzU5OtT9TyNltJDEq2rMlonQqKvnKtpzDkvvjy4q+VYf8AOjfq3Y0EQMVfKsP+dG/VuwF4boQG6EBAf7fZTzW965qNBGff7fZTzW965qNBAIQhAIQhAZv4RUKXguqZBcobS4QORKVpUo+gAmIRqoUoqSq4JuI3k1LtTUu6xMIDjLqShaDuUkixEfEZ1L9Aqa6PPZ0ra0lnF7phr5qgee1gRziAtT7KpyprfVN5ZV1DCHpfZ6r2LqnUWXm4vGVrod2hERpPDTMvOLmTNtreL+2QVSqTkJQtClWJKQshd8yQlIKU8W2kcibVzmHVavH9kB0yWF25Uy46taKGnFrsJY3QFKZV8WVLJbN2d+vZq0EdkphxEvWOr0z4zdVJmbBjW4KidCoozKzWKgjcOKEnjR+uq1eP7IdVq5zAfujSbWH6jSpdp3O3mmjtFZrqUpKOyKlKuohJ1FgfoiNbwp44wtRU5MMpLSsr7Sg40o7sw5D4juMdktVA+LA5XU6LbPZJPNAbbhTxx2YDmTOYqrzqVHIhtlkgHilQF7n9LjW8gjCv1MtqQ2gFyYc0baT2Sz+XOeSPp3wfUNyjUY9V/LZlRefsokXPl3f/AOQGphCEAhCEBn6V25V/6mU/C7GgjP0rtyr/ANTKfhdjQQCIiADjjd/Vv+bFuIqD/pv/ALt/zYC/Ycw+yIWKsRSuG5RqYnG1qQ4so4ikptZClk8YjkSdBqToIsB9vbBnOjbZc+TNxsvPbmjx1eksVVDAfcmWlsObRtyXdU2tJylO8eJRgJszieWanpaWaZU9tXgyVBQASbtf4PJPojmexPKtUpE7JNOziHZpEo2G0KAUtSst72PFGuoB3R3tYXpLKmCzLFvYLC2wlarJIDYGl93xTf2eMx2sUKRYaUjK64VTIm1KW4pSlOAixJvyWGnigPO1imkuKaS2+4pTy0pZSGF3czAlKk6apISrjbtIvADmEZyk0WiyryJiUcUtTDuxaUuYUsNFIUjZJudEpzKGWNJAcWHNGdwVbrdY+tf9cuNHHx2gYuxNKYjplDYwjMOUV1U0rhPbJKXClxwgD5revIvU8kB9chEThOq8lAf6Wz7Uc8J1XvA/0tn2oD84pAIpHnJj/GNCALDQRjK1Oz78xR0TNJdlmzUWfjFTDagOy5Em8bQbhAcWHMPsjggaaR+VPNpdS2paA4rUJJ1Poj974DJ0zGtOqId2SHEuIcDWQqQbkhwjsSbf0StDqNNIq4aq6K3T1TSGFNALyZVEK5Af8Y80nhKlSqwpKJhZCsyNo8pWQcfipudE/GK08fiEUqXT5WkS/U8mgttFWaylE628fiEB7rDmH2QsOYfZAEEXG6OYDPY6A63XNP8A7iW/5huLZ7I+WIHwhLcbwrMuMsl5xDrCktBQSVqD7dk3OgvzmM5gjGOKK4uscMYNmaauUm9i2yp9CSUZQblSrBW/enSA+hQiLwnVe8D/AEtn2ocJ1XvA/wBLZ9qAtRDxp2uzH67PrkR+uE6r3gf6Wz7USMVT9RdojqHqM8w2XWQpwzLSgn41GtgbwGxPZHywjk7z5Y4gEQMVfKsP+dG/VuxfiBir5Vh/zo36t2AvDdCA3QgID/b7Kea3vXNRoIz7/b7Kea3vXNRoIBCEIBCEIBEyt0WQrculipSzb6Em6cw1T5IpwgMMPgyoNh8r+/UP8Y5/kyoP/wC59+r841lUqMtSpB6cnnQzLtC6lEE+gAXKidwAuTyRIRLVCvOldSS7IUoZ0iSSuzsyLjKt1SdUDf8AFj9o/NgPjvwh4Oqc2/Js/BuVPS5eRLTs24StDZW5lzNKzcYt2JWLEDTluI/U18Htco/whzC3nZmewO2w3MOOJbU7Mg5VJU22lGpOYZzYE5SLA7o/oBttDbaENoShCUhKUpFgANwHij9WgMFK/B3hualm35Z2YdZWLpcRMqKVDxG8cvfBbQFkKT1Shwbl7Qkj7TF+aozspMrnMPKYlJh13avsOIPU8wSRmUoJ7Fwj/WD9oK3R6aNW2KktyXW2uUqTKQt+RfKds2kkgK4pIUk2NlJJB8oIgJ9HwZRqWsqYlgtRFiXNSfLymNINI5hAIQhAIQhAZ+lduVf+plPwuxoIz9K7cq/9TKfhdjQQCIiO3cebv82LcRUdvH+7v86A8VYw7NPztZnJJTaH51mXaSouKGiCrN4hvH+MTmsKVtdMbE5VFuVLKM7yZpwJJTKhAsBbTbcfdry80b6EBgqrhiuOMtNSlTeSy2+tYSHznspDdlZlA6haXD+16I7ZyiViWZafknVTE8JuYeVtZlSkZVuK2XFP0UqT4hlOio3EcLUAkkkC3PAZapYdX1BSGJBDS1yKhZbqtOTMpSSlWa9iTuVc6KETk4drQLud4OIzguo6rcT1XxycxNvi9CBYc0aN/EVKZXk6tadc/wBmxd1X2IuY6F16ZXfqSiVN7W4K0oYBH7agfQReArSIfEqgTSUJdGhCFlYsDpqQDutEXBfa6x9a/wCuXHcJ2vLAUmkSKUnUByoEKHlytEX8hPlj9YZkpin0ZiWnA2JgFxSw0oqSCpxSrAkC/ZcwgKsIQgIeKP6n85Mf9UaIbhEit001KXZQiYXLusvIfQ4lIVZSTyg6ER5+D6v39X0NuA8NWoVQfrKpiUUwkOPJeEyoJLjSQ2EFsApJtcZgUqTqo+mTTsJ1wSbbU7UXlLQl426pUEl0ttpQvigaZkqVY31MaTg+r9/V9DbhwfV+/q+htwEFjDFcVPTZnKm8tp5aCoofyBaA82tSeKMwIQlSRr848+nnncIVmZqb0w7MsuSzb6XpVjbuDKdm+2VX/VdbOt75CNLxpuD6v39X0NuHB9X7+r6G3AQprDNZfmGUpmy2gKZ2j6JpxClNJSgKaCQNOMlSs2/kjV0KTekJEy77m0yuuFvjFWVsrJQm510TYR4eD6v39X0NuHB9X7+r6G3AcY67XV/2iW/5huLR3nyxn5yhz080lidrTrjG0bcUgSzac2RaVgXG7VIjQHfAIQhAIh407XZj9dn1yIuRDxp2uzH67PrkQFw9kfLCB7I+WEAiBir5Vh/zo36t2L8QMVfKsP8AnRv1bsBeG6EBuhAQH+32U81veuajQRn3+32U81veuajQQCEIc0AHkMLHmMfNnlNGZmS5mKtu7c5j9NXjj8XY5j+8r845lvqVa2munRp9NvasTEvpnoMfOcdfClTsK4zpWGVS5majUWipPxuRLTilBLKVmxypWrNdXzQL2N4lVer02ktsOTy1Noec2aVXUQDYm510FgY8pnKK3XkpTJI4QWrYmYS2nP8APTlK75rfFK/h6Jj6hExvienWj22+k02iL6ubqVZdE5UkZticgCJRKgApDQ9Gq1cY+IcUXLeIx8zvL8xt+sfzheX+if3lfnFfVKdlvTMnd9LjmMbgaaUurVWVSf5uhph1I10UrOD+ERocQqKaDUVJJBEus3H6sfbjzRkx+JD4MmKaXmkqNjzGPBVqWzUm0Z9o1MNXUzMNHK4yojek/wCBuk8oMYIli50P7yvzj8uOSyG1LUCEpSVHjK3D0x8Xqdd60+70y+t7fnEfwnM4IxHQ8O4mCXZieebbE82rKkMqBSHnE2shW0GXKDltmUCLZY+oDXkP2R8YdqWH6lIoVUWWQwShQbqLdiCpJKFZV33pvY+Xxx6ZeuUV5xTTc2wFpeVLZNqR8Yk2KRrF/Px8ZV9Pt8ofXteYw15jHzO7HKDf9ZX5xyCxfcf3lfnFPU6dl/TMnd9KjmM/gSZcm8NsLeVmKHXmkn9FLqkp/gBGgjo0tzrFo/bm2rxmYln6V25V/wCplPwuxoIz9K7cq/8AUyn4XY0EXQRLqNHanJxucbmZyUnENlpL0u7l4t72KSClWv0kmKkeGfq1Opy0In52WllrGZKXXAkqHOLwHlRJ1lgnZVdp5O4CalATbnJQpNz6PRAqxCLgCkqA0zXdF/HbW32xz1y0PvxIffph1y0PvxIffpgDktXHU2VU5NnluzJkn+8sj+EfhGHJNxeeormak5e5M26Vp/cFkDk3Jj99ctD78SH36YdctD78SH36YCnLsNS7YQw020gfNQkJH8I7IkdctD78SH36YdctD78SH36YCvCJHXLQ+/Eh9+mKMpMsTksiYlHm3mHBdLjagpKh4jAd0IQgEI889Oy0ixtp2Yal2bhO0dUEpudwuY8HXLQ+/Eh9+mArwiR1y0PvxIffph1y0PvxIffpgK8IkdctD78SH36YdctD78SH36YCvCJHXLQ+/Eh9+mHXLQ+/Eh9+mArwiSjEdFcWhDdWkVLWoJSkPpuSdAPtirAcwhCARDxp2uzH67PrkRciHjTtdmP12fXIgLh7I+WED2R8sIBEDFXyrD/nRv1bsX4gYq+VYf8AOjfq3YC8N0IDdCAgP9vsp5re9c1GgjPv9vsp5re9c1GggEBv0hAbxESPkFTdKKhPEqypTMPEkmwAzqjxys83Nsh2WeS62SRmTziK1XpbdRRPsOkpQ866CU7x8YqIa8JvPzLExN1Bbzra3Vm+fKM4HYjPcWtoFFQ4yha27yd+n5XtM217y9ZizccdYiP1DqrFPRVWmUPuOIDSyoFASeySpBHGB5FHxjkjrZpEs1OofbU7tQ5tEpK78bjnyn+kV/CO04IaEkxLNvhLTLzLwRZSUkoaCDfKoHUgqvfst944m8ENOMSyWHm2nWphcwp3ZcZalOZ73Cgb24upKbcm601xTEcefsmcsTPLi9bE8h9AWy8hxBTmzJNxa5F7+g/ZHdtFx4WMGIl5Z1hhyXDd29m2Zf4shDi12cSDx757K3XyiO+mYSbkJpmYS+p11GVKlqTxlpDIayk33XGby25rxnbpo/Vlo6jvDV/BoSqtVoq/2Et+J2NfiXteqfP1M5+Exl8AthrEFaSN3U0sf7zsajEetAqQ55dz8Meg6ONdLp53q7RPUzMd3yxTywSSftj8OqLja21myVpKTrbQ6R+8R0FypMSzTQljs5lLqhMN7RGUJUOxuMx4w5Y8K8FtdSrQh1tb6nEqLsw1tM6QyGsqtRm3Zxr2VjyR5+vT/ubPRz1EfiIT5nDzExTVyUxMzLmZCG1OLKMxQlJSlJTly2AUq3F3m++OZ2gy0whLbz74abd2wbKkkJJKSd6Ta5Te+/eAQDaPdO4LTMSsyx1QlQdW24HFtq2isotlcWlSSpPKAMtjyxxNYLL8288mbQ2HHkuj4nOU2FjqpRzKN+W6U/NSlXGjaKW+bLnX4vel9TgC0m4VxhblEA6s2INxE+YwaUsOuS7oXObBLSSeJmyy5aCSq5IBVZXlA36GKeGqKuQo0tLPsMNOozFaWTxblRJPlN76ac0Y26bUbrZrXqImdTDd/Bqf9EmP7RM+uXGojMfB0LYVbHNMzI/+ZcaePU9N7Yq/4eUzzvJb/Ms/Su3Kv/Uyn4XY0EZ+lduVf+plPwuxoI3ZEREC+N/93f50W4io7eP93f50B7cQ1RmiUh+ffbK0NZbpCkpuVKCRqbAC5GpiZJYxpL6ZRL7uwfmFFCUWzi+fJfOm6cpVoFXsTF2ek2J6XLE0gONFSV5bkapUFDd4wImOYZpZnG5tDCm32ypSVIcUOyUVkEXsRmJNt2pgOlvFtFdlkvtvvLQtKVtpTKula0KSVBaU5cyk2BOYC2hjrexjR251uXS5MOg5877cs4ppvI2HDmXlt2JB054/NOwZTJWmSsovqlxxlltoP9UOJXZKMtknNdKbFXFGnGMUDh6mhKEtMqZKFlxBadUgpKkhJsQdBlAFt2kB5pzEkrLvUtOze2U8hx3auNLQlpttOZSlcXi7x2Vo7ZXElLmX2WGXXjMOqKEtKlnEr0ANyCniiykm5sNY7m6DTUSkvLCWBZYacZbSpSjxF9mDrreFNoNPp74el23DMajauvLcUQQkWJUTfRKR4rQFQAGM9grtdY5tq/65caOPk2H8R4plq1TKVK4UW9QXVTRVUxMJOZQccITbcjX6W/kgPqcIkCoVPvG90pr84cIVPvI70pr84DqxT/VHnJj/ABjQBIsIx9cnJ15+jomKY5Ltmos/GF9tVuy5AbxsRuEAyjm/hE+tz4pdOXNbBT6gtDaW0EJKlLWlI1Og1UIo3jx1OQYqckuVmg4WlFKjs1qQoFKgpJCk2IIIBgJKsU09hlJnUvS8xnUypktlZS4m3FzJum5um2utxHbT8SU2d4NSlTrL1QZDzDbzKkKIKSrKbiwVYKNvEY4dwpR3nJVb8qp1csvaIUt1ZKl5grMo34xuOW8JfDVHRUJOaaYzTVOGzZUXlKLXEUkC1/orI15D5IC7lHN/CGUc38I5vHlXOMonW5QuDqhaC4G7EnKOU8w15YCRjoAYeX/aJb/mG4tq7I+WIHwhLcbwrMuMtF51DrCkthQSVkPt2Tc6C8QME4sxVWl1fhvBz9LVLTexZaU+m6kZQc2Y8VflTpAb6ESOEKn3kd6U1+cOEKn3kd6U1+cBXiHjTtdmP12fXIjt4QqfeR3pTX5x4K2arVKeqTTSFtFxbZzrmW7JAcSonQ33AwGmPZHywhynmhAIgYq+VYf86N+rdi/EDFXyrD/nRv1bsBeG6EBuhAQH+32U81veuajQRn3+32U81veuajQQCEIQGQquB2J6fdmWqxV5IOHMWZZ5IbB5SAUk6nWPL/J434SYh6Q37EbmEfPPTYpncw2jPkiNRLDH4PGwO2TEPSG/YiXh/BRn2Z1b2I6+CzOvy6cswjsULyj5nij6U4oJQtSuxAJMYn4MsU0OvCrsUaqys66iemH1JYXmytrcOVR8vJEeVxdjzOXu5/k8a8JMQ9Ib9iH8njfhJiHpDfsRuIRPlcXxPM5fkz+GMMNYfem3kT8/OuzCUJUqbWlZSE5rAWA+kYtzLLcxLuMvJztOJKVJPKDvjthGtaVrHGI9mVrTaeUsOr4PWypRGIsQC5vYTCLD+5HH8njfhJiHpCPYjcwjLyuLs18xl7sOPg8b8JMQ9Ib9iJmGsEcI4cpU9MYjxAHpmUaeXlmEWzKQCfmeON3XKzT6BTHajWZtmTkWikOPvGyE5jYXPJqQIj/BjVZGr4Cob9Mmm5pluUaZUts3AWlCQpPoOkPK4ux5nL3Tv5PG/CTEXSG/Yh/J434SYi6Q37EbmER5XF2PM5fkm4epDdDpTUgy8++hClq2j5BWoqUVG5AHKYpQhH0RERGoYzO53LP0rtyr/wBTKfhdjQRn6V25V/6mU/C7GgiQiKjt4/3d/nRaiIjt3/3d/nQGgPJGOksO1OXqTc0qorVZ/aqSqYcUkguuqUMp07BTafFl9MbHQwsCID57K4UxApub6tqgJyvKlktTLoCHVIQEqPOAtKlWN7ZuXWPNiOjYkbNVebmFPS0y4kNssOO5ki67qOUZk2BSOLfjJvu0H0o5RvtAqSASSABywHzyTwzW3HHluTsy1LPhBShc4oOIbzNnZKAT2SUpUnMFa38empw/TpqRnKmp9d5d50FgF5TqgkDluAAN1k6kW1UeT9TeIqTLObMzjbz3+xl7vOfuoudY6U1yafGaSolScSexW+lEuD6Fqzj0pEBoIzmC+15j61/1y47kz9bc1TR5ZsX3PTtlf3UKH8Y/WGZJ+n0ViWnNntwVqXs1ZkgqWpVgSBfsuaAqwhCAiYo/qfzkx/1R3Ywkpmo4ZnpSSF5h1ASgXt84eMf8Y6cUf1P5yY/6o0A7EQGHRgp5TMyp2ZYDy2S2y2hKtkzd1SylIv2JCsp5bZuQ2jqXgydXLlsTku0pxhxoKQhYMoVKWqzGuiePlN+RAj2TDWKuFFutPrVLF5aktWaCcgdaCE89igvE63ulO7l8BpeI0PomG2jtkzwdJ2iSdkJd5F062zcZNgdL2vAein4Qm5dEnnelrsiYzAKcI+MFglG7J+sNRyb4/Mvgd0yrLU7NsupbLqw2lpSW0qUyhtNk31ylJV5TfQ6xQr7WIVOTztLedS2hlgS7IDfGUVnbHXXMEWtqBfniRNHGfUjGxM0p7I3mKUsJGXMdpmBJ+My2y20gFDw/UWsQ1YzaFjbSq5duoX46b5eNe/GJNyPo5bcse/CmEDSa09VJkym2cl0y6W2GyEtgHUpKjfjbz44kPvYsZmpRkmZL8wwtfxSGQVLQhu2bMSAnMrjWNzyeLW4TlqhKSUy3VXZh18zLqwp1SVDKpV0hGX5oBtY6wH4x32uuf2iW/wCYbi0d58sRcd9rq/7RLf8AMNxaPZHywCEIQCEIQCEIQCIGKvlWH/Ojfq3YvxAxV8qw/wCdG/VuwF4boQG6EBAf7fZTzW965qNBGff7fZTzW965qNBAIQhASq3VF05TAbaQ5tMx4yiLWt+cTeuV/uVn7xX5R048d2XUB5y4Pwxk+rPHHJ6nqrUyTWJZWtqWxOJH+5WfvFflGawdT6fhGYrT1HkG0Lq04qdfu4eKT8xNk9iOMQP0jGbexXLs1d+QcSUuNIKs20RxrNbU8W+a2W/Gta+kcpxSx1Y+06nZMtNqcLpVcWCWVbvHtgP2fHFPMZe5zl9I65X+5WfvFflHDmJ3koUrqVnign+kV+UYxmoB1tDic6QoXstJQoeVJ1HkMcuTd2li+9J/4RTzl/xtHKX1SSmETkmxMsm7bzaXEki2ihcf8Y74l4W7WKR/Y2fVpipHarO422QalXXZWeel0MNqCLcZSyCbpB5vHHl65X+5WfvFflGQ+EytrolVLqG0OJXMMNuBSrZUFBKlDxgJ5dOeMvI4wmZ3qzYyrN2w8pn4w8dKVtJST5Q5ew36Ab45eTNli06n22ym07fSK/PortFnqXUZJhyUnGVsOp2h7FQtppv5fRHjwSWsIYVptCp0s0ZaSayBanCC4repZ03qUSfTGFqGL1Sj8jZLLsu9LiYcW2FquCrLxVdinS6uPa9so1j9ymNG5hbQXITsuhYQVKeATlzqyoOU8ZQJ5hpFfGza3v8A0jlZ9S65X+5WfvFflH6ZxMrqmXbmGG0NvOpZulZJClGydLc9o+UTONktyK3mKe+84GlP7PbNp+LDaXArNe2qVp03iKtGrQqlTlmiwuXdl6jLIW24pJV/SDWw3DQ2PKNRE1z5dxtMWl9nEcxwI5jrtWfpXblX/qZT8LsaCM/Su3Kv/Uyn4XY0EAiZUKOzOTaZtL01LTaG9kl2XeKTlvexGqVa84MU4QEQSFalyrqWttuJOlp2SDpSPEUKbufLf0QDmIxps6OeS+d0X/uxbhARFSddmAA9WJWXTe9pWRsoeLM4tQI8eUf4R+k4dklqC54v1BwfOm3S4P3dEj0JizCA62GWpdoNsNoabHzUJCR9gjsGloQgEIQgEIQgIeKP6o85Mf8AVGhB0Ghjwz0jK1CX2E/LMzLJIVs3UBabjcbGJ/WrQO8tO6OmAvX8sL+WIHWrQO8lO6OmHWrQO8lO6OmAv38sL+WIHWrQO8lO6OmHWrQO8lO6OmAvab9Y5v5YgdatA7yU7o6YdatA7yU7o6YBjo/6Ouf2iW/5huLR7I+WI7eGaE06hxujU9K0KCkqEum6SDcEac8WDqYBCEIBCEIBCEIBEDFXyrD/AJ0b9W7F+IGKvlWH/Ojfq3YC8N0IDdCAgP8Ab7Kea3vXNRoIz7/b7Kea3vXNRoIBCEIDFfCSCW6fbfdz/gmMPlVH0LHLW1MiObaH8MZfqMW3R5/rcXLNMsb/AJZGaobEzNvPuuTB21lKbCkhOYIyBXY5r5fHbxR+hRWErdW2p5C3Gy0TdKrApbTuUCNzSd4PLzxrOoxzR+XJZDaFLcIQlO9SjYCMON4/aqFKyolZZqXZzbNpISnMbm0di0qyq8hjhdepHVBYlX1zswCE7KTaU8q5NvmiPUhFUmW3TK4YrK0AlOZxCGidPorUDER097TuDUvqOFu1mkf2Nn8CYqROw6y5L0CmsvoLbzcs0haCblKggAj7Yox6WvtWG75ZjxlL+IplLjaVpyo0UkEdhbl8RI9MZ/qJgIUgS7ORSchTs02KbAZfJYDTxCNpiiXDtemlfqD+6Il9Rjmjz2fHM5La7sbR7oRl0G12kaAJHFGgBuB6CAfRHlYo8ixNpmWJGWbeSnKlSG0jKLk6cx13740/UYjonBLSTRdnH2mGxqVOKCRGXh2j9o0jNSTDKcrMuyhPGNktpHZdl9vLzx30WUZk6lTW5VhlhozzByNNhAvtE62EflmsyM06W6Y1O1JQCieopVboFv0gLcsU6ZKVeZqFMWcO1OWZEyy8p14tgISFhRJGfMNPFeNcODJziUxEvrcI45o5j0kN2fpXblX/AKmU/C7GgjP0rtyr/wBTKfhdjQQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCEIQCIGKvlWH/ADo36t2L8QMVfKsP+dG/VuwF4boQG6EBAf7fJTzY965qNBESrUV+bqbE/JVJ6RmGmVy5yNNuBSVKSrcoaG6Rujq4IrPhLMdCY9mA0EcXiBwRWfCWY6Ex7MOCKz4SzHQmPZgPXiCjt1mVQ0qYflnUKzIeZICknm1BBHOOW0ZV7CFeZAMnX5aYyi4ROSdis8xWhQsPImL/AARWfCWY6Ex7MOCKz4SzHQmPZjG+Cl53aFdRLLt4RxXMB0TddpkokqGXqWTU4Qnl1URr6DFGS+Dmkarrbk1WnyTxp1ziJHMG02SIr8EVnwlmOhMezDgis+Esx0Jj2YinT46fiDjCxJyUrJNBqTl2ZdoCwQygISPQI77DWIHBFZ8JZjoTHsw4IrPhLMdCY9mNojX4WaCEZ/gis+Esx0Jj2YcEVnwlmOhMezEj84jwymrviZYqM7ITKUZLsZSlWu9SVAgm2l4zz+FMTspPUlYpk1e6R1RKKbKByKulRzH0ARo+CKz4SzHQmPZhwRWfCWY6Ex7MYX6fHf3mFZrEsy3gnEUy0gVHEzUuSlQWmQkwDfkspRP/AAEV6V8HmHZF4PvyiqlNA329QWX1cu4Hijedwj38EVnwlmOhMezDgis+Er/QmPZhTBSn4hPFdQhKE5UAJSOQCwj9AAWiBwRWfCWY6Ex7MOCKz4SzHQmPZjZLQQjP8EVnwlmOhMezDgis+Esx0Jj2YkKX25V/6mT/AAuxoIyzWG6m1PzM2jEkzt5hKEuEybFrIzZbcX9Ix6eCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBCM/wRWfCWY6Ex7MOCKz4SzHQmPZgNBEDFXyrD/nRv1bsccEVnwlmOhMezH4GH556cknp+uTEy3KviYS11M0gKUEqAuQL240BohuhACwhAcwhCAQhCAQhCCCEIQlJCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEIBCEID/2Q=="}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n\n"},{"insert":"8.2. Data Flow Diagrams (DFDs)"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Map the logical flow of data from source to destination. Essential in "},{"attributes":{"bold":true},"insert":"automated food processing"},{"insert":" workflows.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"8.3. Data Dictionary"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Defines every data element and process. It ensures consistency across cross-functional teams during system integration.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"8.4. Decision Trees & 🧮 8.5. Decision Tables"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Used to illustrate complex business logic for compliance or traceability systems in food factories."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"9. Conclusion"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Systems analysis and design"},{"insert":" plays a transformative role in the "},{"attributes":{"bold":true},"insert":"food industry"},{"insert":", especially in achieving operational excellence, traceability, and regulatory compliance. For "},{"attributes":{"bold":true},"insert":"food technology consultants"},{"insert":" and "},{"attributes":{"bold":true},"insert":"engineering consultants for the food sector"},{"insert":", this structured approach provides a roadmap to future-ready, efficient, and sustainable systems.\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Whether it’s upgrading a dairy plant, building a smart confectionery unit, or digitizing seafood processing, effective systems design can lead to long-term profitability and innovation."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\n"}]}