BlogPostController :: defaultAction
Request
GET Parameters
None
POST Parameters
None
Uploaded Files
None
Request Attributes
| Key | Value |
|---|---|
| _controller | "App\Controller\Xiphias\BlogPostController::defaultAction" |
| _editmode | false |
| _event_controller | App\Controller\Xiphias\BlogPostController {#1824 #container: Symfony\Component\DependencyInjection\Argument\ServiceLocator {#1822 …} } |
| _locale | null |
| _pimcore_context | "default" |
| _pimcore_frontend_request | true |
| _route | "document_100" |
| _route_params | [ "_locale" => null ] |
| _stopwatch_token | "6e1b25" |
| contentDocument | Pimcore\Model\Document\Page {#1908 #dao: Pimcore\Model\Document\Page\Dao {#2067 …} #dependencies: null #__dataVersionTimestamp: 1770199975 #path: "/Blog/" #properties: [ "image" => Pimcore\Model\Property {#1878 #dao: null #name: "image" #data: "/assets/blade-fx/images/news-blog-1.png" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: true #inherited: false : "image" : "/assets/blade-fx/images/news-blog-1.png" : "text" : "document" : null : 100 : true : false } "navigation_accesskey" => Pimcore\Model\Property {#1873 #dao: null #name: "navigation_accesskey" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_accesskey" : "" : "text" : "document" : null : 100 : false : false } "navigation_anchor" => Pimcore\Model\Property {#1872 #dao: null #name: "navigation_anchor" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_anchor" : "" : "text" : "document" : null : 100 : false : false } "navigation_class" => Pimcore\Model\Property {#1871 #dao: null #name: "navigation_class" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_class" : "" : "text" : "document" : null : 100 : false : false } "navigation_exclude" => Pimcore\Model\Property {#1870 #dao: null #name: "navigation_exclude" #data: false #type: "bool" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_exclude" : false : "bool" : "document" : null : 100 : false : false } "navigation_name" => Pimcore\Model\Property {#1869 #dao: null #name: "navigation_name" #data: "TestBlog" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_name" : "TestBlog" : "text" : "document" : null : 100 : false : false } "navigation_parameters" => Pimcore\Model\Property {#1868 #dao: null #name: "navigation_parameters" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_parameters" : "" : "text" : "document" : null : 100 : false : false } "navigation_relation" => Pimcore\Model\Property {#1867 #dao: null #name: "navigation_relation" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_relation" : "" : "text" : "document" : null : 100 : false : false } "navigation_tabindex" => Pimcore\Model\Property {#1866 #dao: null #name: "navigation_tabindex" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_tabindex" : "" : "text" : "document" : null : 100 : false : false } "navigation_target" => Pimcore\Model\Property {#1865 #dao: null #name: "navigation_target" #data: null #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_target" : null : "text" : "document" : null : 100 : false : false } "navigation_title" => Pimcore\Model\Property {#1864 #dao: null #name: "navigation_title" #data: "" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: false #inherited: false : "navigation_title" : "" : "text" : "document" : null : 100 : false : false } "tag" => Pimcore\Model\Property {#1863 #dao: null #name: "tag" #data: "Test" #type: "text" #ctype: "document" #cpath: null #cid: 100 #inheritable: true #inherited: false : "tag" : "Test" : "text" : "document" : null : 100 : true : false } ] #id: 100 #creationDate: 1760595583 #modificationDate: 1770199975 #versionCount: 12 #userOwner: 2 #locked: null #userModification: 5 #parentId: 97 #parent: null #_fulldump: false #dirtyFields: [] -activeDispatchingEvents: [] #fullPathCache: "/Blog/Enhancing Data Imports and Storefront Publishing in Spryker Cloud Commerce OS" #type: "page" #key: "Enhancing Data Imports and Storefront Publishing in Spryker Cloud Commerce OS" #index: 3 #published: true #children: [] #siblings: [] #controller: "App\Controller\Xiphias\BlogPostController::defaultAction" #template: null #editables: [ "blog_blocks" => Pimcore\Model\Document\Editable\Block {#2079 #dao: null #config: [ "limit" => 1000000 ] #label: null #dialogDescription: null #name: "blog_blocks" #realName: "blog_blocks" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #indices: [ "1" "2" "3" "4" "5" "6" ] #current: 0 : [ "limit" => 1000000 ] : null : null : "blog_blocks" : "blog_blocks" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : [ "1" "2" "3" "4" "5" "6" ] : 0 } "blog_blocks:1.mainImage" => Pimcore\Model\Document\Editable\Image {#2077 #dao: null #config: [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] #label: null #dialogDescription: null #name: "blog_blocks:1.mainImage" #realName: "mainImage" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #id: null #alt: "" #image: null #cropPercent: false #cropWidth: 0.0 #cropHeight: 0.0 #cropTop: 0.0 #cropLeft: 0.0 #hotspots: [] #marker: [] #thumbnail: null : [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] : null : null : "blog_blocks:1.mainImage" : "mainImage" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:1.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2072 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:1.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: """ <p><strong>Client Overview\u{200B}</strong></p>\n <p>\u{A0}</p>\n <p>Client is the leading cross-channel retailer in the "Green Industry," with over 130 brick-and-mortar stores and an extensive online presence.\u{200B}</p>\n <p>\u{A0}</p>\n <p>Spryker Cloud Commerce OS was selected as e-commerce platform to support online business which is currently operating four online stores with approximately 45.000 SKUs per store. \u{200B}</p>\n <p>\u{A0}</p>\n <p>\u{200B}Given the scale of Client’s operations and ambitions for further growth, we needed to develop a solution that addresses their specific integration requirements, ensuring seamless scalability and uninterrupted business operations.</p> """ : [ "width" => 800 ] : null : null : "blog_blocks:1.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p><strong>Client Overview\u{200B}</strong></p>\n <p>\u{A0}</p>\n <p>Client is the leading cross-channel retailer in the "Green Industry," with over 130 brick-and-mortar stores and an extensive online presence.\u{200B}</p>\n <p>\u{A0}</p>\n <p>Spryker Cloud Commerce OS was selected as e-commerce platform to support online business which is currently operating four online stores with approximately 45.000 SKUs per store. \u{200B}</p>\n <p>\u{A0}</p>\n <p>\u{200B}Given the scale of Client’s operations and ambitions for further growth, we needed to develop a solution that addresses their specific integration requirements, ensuring seamless scalability and uninterrupted business operations.</p> """ } "blog_blocks:1.title" => Pimcore\Model\Document\Editable\Input {#2070 #dao: null #config: [ "placeholder" => "Enter heading here" "width" => 600 ] #label: null #dialogDescription: null #name: "blog_blocks:1.title" #realName: "title" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "Client Requirements" : [ "placeholder" => "Enter heading here" "width" => 600 ] : null : null : "blog_blocks:1.title" : "title" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : "Client Requirements" } "blog_blocks:2.mainImage" => Pimcore\Model\Document\Editable\Image {#2074 #dao: null #config: [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] #label: null #dialogDescription: null #name: "blog_blocks:2.mainImage" #realName: "mainImage" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #id: null #alt: "" #image: null #cropPercent: false #cropWidth: 0.0 #cropHeight: 0.0 #cropTop: 0.0 #cropLeft: 0.0 #hotspots: [] #marker: [] #thumbnail: null : [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] : null : null : "blog_blocks:2.mainImage" : "mainImage" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:2.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2071 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:2.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: """ <p>Efficient data processing is crucial for maintaining the integrity and performance of an e-commerce platform. This section outlines the significant challenges faced when processing large datasets within Spryker Cloud Commerce OS.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SpellingErrorZoomed BCX0 SCXP256908461"><span class="BCX0 SCXP256908461">Spryker</span></span><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"> Cloud Commerce OS Performance Degradation</span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">Handling large datasets (50k+ records) using the </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"> Standard Implementation leads to substantial </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance degradation. This issue was notably observed during the project when we first run the integration </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance tests using </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Standars</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Implemention</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">.</span></span></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"><span class="TextRun SCXP250441612 BCX0"><span class="NormalTextRun SCXP250441612 BCX0">Key challenges and observations:</span></span></span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <ul class="BulletListStyle1 SCXP185022818 BCX0">\n <li class="OutlineElement Ltr SCXP185022818 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP185022818 BCX0"><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">Extended Import Times:</span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">\u{A0}Import times increase significantly as the number of records grows, primarily due to </span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">row-by-row processing</span></span><span class="EOP SCXP185022818 BCX0">\u{200B}</span></p>\n </li>\n </ul>\n <div class="OutlineElement EmptyListItem Ltr SCXP185022818 BCX0">\n <ul class="BulletListStyle1 SCXP34923484 BCX0">\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Processing Bottlenecks:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}The high volume of events </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">created related to the import, sometimes duplicated, acts as </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">a bottleneck, slowing down the entire system. This issue not </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">only impacts import processes but also prevents timely </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">processing of other events</span></span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Rabbit MQ & Jenkins Stability:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}Resource-intensive </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">operations have led to occasional crashes of Rabbit MQ </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">and Jenkins. </span></span><span class="EOP SCXP34923484 BCX0">\u{200B}</span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Publishing Delays:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}There are delays in updating product </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">prices and stock availability on the storefront, resulting in </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">discrepancies where customers may see outdated </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">information.</span></span></p>\n </li>\n </ul>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><img 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" alt /></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296">Business Impact</span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">The repercussions of observed challenges and inefficient data processing extend beyond technical performance </span></span><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">and resource wastage, affecting business operations and customer satisfaction and has following impact:</span></span></span></span></span></span></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><img 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kCv7xAUqxo0Q3tzJ4nh8RFoAKX0PFVeAJWqokaUByLQxhuJkaGq/fSqBhy1gXPqqjz4MaCRpN495usgbvs4qp9m5f7HLIEVvI7vREhdAn7VRVVRYOLuqvTgx4jm60Y+b1spc9YogBaN3CaTzohtbSpps4djNnW8lxSoJykC04jA2HL+ZF2g73kbcZT6mD6qTZBwbC4YFHgOlHBwjon0ydGk/zaTKScrKXyrhIKTVxfEep5wdb1j6MlV1e1atACKB8eeExw+qeCXJTTX8zBQvcCBlbkU1GqZ/ttMMm0Smq8reXPpcc5eiiJjdzppY7SMSoyAY+6r13nryH7wE4qcEhM2LGT1ogji58Zh2lWKK4T/rB8Z3H/5vZD9OyMWmwHtpUaObizglHga862i73Kg27zE5RtabFBxHHBQP8dKzMQkVv/JgrPQwcHf2jlVEfzGGosBkwSca8RRFTjPc6yeWl8ciXoTo+IlTl1qL6I3TkZiuCXgQJlo5bE91k7l6iJ1aLjaET2H7BzIa+r9BKIbp9kJZw0njiQxZnYE1vX3kfjwBYrfLyF3ZwMetYniPzcwZW005kUzeHpeMo4DpeS+UU61ry+DieuzTSjnr0los11tA2Xt91F9KL0caHrbBs4WBtqA3+HGpYKe3tbH9TPYc6Dr39hH1qdxrH0nmRirhTvGOsgt69wG6vcep7BjJOxXcdnVqzMfiavtXgNDuiuoY0ynDTcQjWD6hhmkTZZQysrJ3l6PkxgytownJqzrOzOkp0K7Nnufj29ucLFVmxLFCAnweXBVqaBP4P7nkrFGqjjzivngz00ok5JZ9UjUtfWhqnxzdRk+sPLlU6++vK12Fi7m4WksecAIrgYKNldQdk7GtmEqKSOvlavTuK52r2RQmwsGB94L5D+6j+oHrMxZYcEy2UJGSiyJWR/z5s4m/KEmXF0JY3LlL/yC4upobGOiSX8zkxlldRT9oYSDh9zd3DAEXzXgOAfgw1mrgC0Cf/l5HB4AN67zwBja886uUnuBqq8BVBynXPgXRaAxR2CUwW3u2X/2lf8SDE76Jgda9dDkBEwSZosJDQ1hB5E6uXNj9p8sIWvpBaY/nMj0edGYZyaxIsWA7sFPKLyut/xVOnm6XjqZdseulJSyP6djp1bxfuXqpKe3+dJ1rb5f4zSvUaGVonX7qM2wMneZBeu4KGxr52IZEcgbr3/7IFvKxjP3ofHcYTNgeWAKjyfJZP2oEksfBhM92uZcNxeE4/xv7m5hbVzbBvx9siXM9fFtyIH2V5TywfsJPLHcyKynkzj9v+3U+9w4a1QYIzFMr1KaU3nliYHGrGWIE0hsOyBFYrHJFOb50NtGBHIvPR7OnwP/GDXwYuhQHSYzUAumScaAo+pgRl/730MldBKBPHc5EvPowIlV7xdTmK+imRzD94Ncq9EFAvPu+61KfXkz/vlatEkjiNfV4PBKxNuGowX8XzVR33Gl7AbXIbTjLNy/Jg49oJz6ijNOINGAWQ+oTRS9Vsqpc2BOTO2DgVvC/PcGADyFZRzYW4dfH4etYyCktuI6H7DnqMnRaPfWoEgRxMZrO5wThs0FgwdVwbHrBI49diasmcWKh6Kw/DiJxPeP4urFhKsrQSdXrhp2/6iZs0utzMqMY0xiHHNeGY7pyX3syO/lMrRy7QT28pVBQg3+snnXJzlXCGMy3i/+S3Cr0jc50Kobx0k3JBowzZ/IrIMu8kvaGn+kgRi9Qn2tis8feA4ybKQeDU34ddHEWbq8kKKX8dfWUbC5joI/WFj5zlSspuFYkqRAAO0HkJA7DPR+RxMuNRbzyOFY4iUcFSraaTGMkgGvB+cXwCiuA5V6Ryt+tGhvl3AdcrTNZoFILXpf4CXCG6Fbp9l16zpZRqvxUZ9TzLYcO2PW3MMTq4yYkkdglhpp0oHnZDnZJ8s5OHMqT2RZMI0bQfzwpl4FE50CkW7o0TbdBdCjwnD+ta24AdPIaBLHSTjaHoHFjJWpr2gNW7ab1wb6nsGeAx1ApfrNYopm34VtopX7H6rj9beaKH63nLR/TMI8Zyq/fCeeqvMq2hgTsZEN7Pjn45y9cr0W668W8vQKH7qxhkCe7adVnPUC1ReobwazKYpZ//cuRlRJxE2LviZoVM558BCFPtHKI+/E8o3czKEfleJsVMEsEb94KhnxKjFzEjB1kb3pXCtgwLRoFmuTFDTnHbz+pIOuuP5cQfGyaGyjxrN673CczVrM47SgKtjfq8RFN+lEvUEfy4LdC1kgazGMlAPB/Lka9r9YHnh35Fwrrktg1hmxrUtF12jAuqAvPvJytQ70061krhmBPDmBlE4VpXA6v4F0Wyz6eTNYNzoJjy6C2E79yBfa5rf6TgkCAMxzxhNzvgb7GQW/quA44qJleRRanYxuqIQm1ISrK+FMrvQyWq8b+1tHsb9tJ+0395ExWUvcZBOa/PAX4oDrn8COisJiBuc5GctkU6AP1rdynkhSQvnPEP7ryoKcRkKWAbEy/a2iz/aBrt5RQtHsGdhGRZO+dTGzzil4h8oYImVcb3/IC681UV/qxj/TiH5OKo/Lo/GOjiWx0+xVIvGphSxNaqXK4eEb9MRHAr5WnFVqYKW7ETDLpKy/D+OP4XLBp7zxloOCIxaWzDYy562FJNaqDBtrQI+Kc38ZxZ7uZQ4H159LsS9OI2XUeFa/a6Ks3ItGr2eUVaLokX3kll3HTUM5za6MHM/qd8YzpLwRZ6PK95MCA5nylZsmyUj6O3czwdtIfZUPhg/HAOB042z2oAkZTAQJRB48TudwIoRtuiMM5+8/5eBUhYU54wyk/XcmE6oVMBsw/c8JnlnrCFM2oOzmtQFBEDx15L5WSdKWBMY8bGPWpx+Rf7KY1//Vx8IfW7CMi8U6MbBvdNWh8zR1bCaeBgr2qkxcFI0eH858O7terAk8CfLWsO/5UvRrLcTHRzNB58ax/ThnZkwlLfHqLfxH7OzLiWThHCOmcUY8FY0oqhv7SyXEP2slMTGB6SPdfP7Ho2SPn0rmzKvXVu8soSAplenWCGL+HpyVQaK85hqyHy/As8aKbbKBmNvB80Udn/2hmAP5ffAYQ5IxjZHB58PzRQOOY1Uc3e6guv1Fo+ZK9r8SheGxBGJmj2d6bSMnNh+nas1UbDdYdPX2E+THT2W6LQrb0gjqPy1l29EYVjw2/Mo5nr3H2TF6BpmLojGNieCbw6UUXkwlLRnaowh/uDYX3MJImGcns2LelMBOGC4V2RyBXgLlZD0Or4o+5ISrK6EnV9VzZrDhMT3O/3HR1CpjtgSi06ZKT5d4WCJmfnLgPRdAax1HxiIvuXv74GMtumgy383E9rWEeawW8PF5fg0eVQo5GQ/lv/xXfGAsC965jyleleqsj8gpEh3j20Df5UC7atj9iA/noxOxTR+OeWQEWp8PV0Ud9tKAo3G+e4ycuGnMnWUkdpqEq7SG3a9IpK9LaLuJiqu8kabkaH4wOwoNKp7aBgq3F3OwAsBN4WsljNmQxA9GGYiVWilrVoFWijZ8DI3JpM2JxjwOLn/dhH1/Cft/18tZbDd6vfd4Aa7HkkiZbMQ6Jwq/V8F50kHV9b5wFsppdsXjprrcxx1JccRMBr+nlfp8BzkvVqKoBupPu5kwMxprogQ+H64SBwX/WYJD8VEVRjDRbSByjRAhbNPdQnw4zl9tIvdfC2BdMrbJBsyJWvzOJsqK2tJjwpINbmob6GMGZw60QsGqtynoctSTd5Rn8452PnbMzo5jIV4FHKrifPMTcrK6/9lzqJg3DhV3PviWo/N+8qqbUxs/5NTGLhefKWXbA6VdDtZQ2PFfZw05q2qu2Z/+1LqdV182bcNfXUPuuhpyg6ji2ZnLv+zsck3OJ/yyh83v/ceO82zy8eAnXEHFufc4L+/tcm6eg93tf5eV8EJqSef75xWwPq/zJc6tufzL1g4HXA3k/iy7i16l/PKtjv8rnM06yHPtdpKjyNgdkMvrujrpCMvmglsYFWdhJWWjY4kfG4FpVGAS5CgsJzerHJcKrjAmXF0JNbm6XNtE3UUT8f+YwBhZRXE2Ufa2nb17umyLJxmY9HDS1QU3czTTH3bz2Z8v3PhXaM+Uk38+mukzI6C5lbK9J9jVVn5hKP8Zyn81V5L7Wgymn8RiHmXAfK6Rsv9PBM/fFv4uLy/vb0e2l6OURw60LALBd4IVv0nFGPO/+j0H+lez9vG3v/VrkdfSthe3Wa1j96xPKBKPNG9p9Mvn8svFQzlf6cHTqqKJjyYxUYvGVcmOJUc5JXat6ZafvXMXt4++oeSeXnNL9O9BRPs+0J2+JSAQhEF7//6ezWbjmwoRPAsE/cVFt4uioqKBFkMgCIm/6gLnvTKx/xhHyvwEEkeB81g5ux8/LoJngUDwnabPcqAFAoEgJN2kGwhuXZRjJbxxTNhLIBAIutJ3OdACgSAsBmcOtEAgEHx76O7dBYGgN3xvoAUQCL5rtHjcXLx4MfSJAoFAIBAIbklEDrRA0M+IHGiBQCAQCAY332vPgRYIBAKBQCAQCAShETnQAkE/I3KgBQKBQCAY3IgcaIGgnxE50AKBQCAQDG5EDrRA0M+IHGiBQCAQCAY3IgdaIBAIBAKBQCDoBSIHWiDoZ0QOtEAgEAgEgxuRAy0Q9DMiB1ogEAgEgsGNyIEWCPoZkQMtEAgEAsHgRuRACwQCgUAgEAgEvUDkQAsE/YzIgRYIBAKBYHAjcqAFgn5G5EALBAKBQDC4ETnQAkE/I3KgBQKBQCAY3Igc6JuAZmIyv8hLIyXceYkploytmTx/bDnPv5vMGOmminddmB+ay6Y3kzDfgrL1hOmhdF7amoR+oAURhM1gbWu9QZNxFy/tSSVmkOnY67FNIPiOcuv2cRnbK4v5xZqogRakl0hM2LiYTRtj0Qy0KG30TQ70RCuP/J8kEkdJeCoq2ff4cU65+kbAAUMykLJIj2NPHZ5eXuqvruHgb4dSH+aFMUuSmT60kqxZJTg1En6119L2MRJjFiUwJN+Bo00H15Eycqs9uAZctsHPoMyBliKYsy2T9Ilt/3t9uL5s4MQbJ8gvUvq0qHDbmt42nqSWcorK+qLUa9u84No67u3YJhgsyKRsuIeF/2REf6kVx/ZPeXPrBQbr21F9OzYMLH2viw/HnhK8F919dcPvLH2TA33Gzlv/5sDpayB31bcgeAY0KeOZu3gEw65n9uhpwp7TEGawKWEaqcVdfh6nD/zeWyBC1ccyY7WFmA7Ltv7qOoqOuAftgHorMXhzoFWqs7L5l+S3+eWCj8h16Jn7XCrWPl7eD6+taZn0kJWJlj5a3ummzd9UBkVH6qaOezW2CQYPPk5tziX3ryrOnMEdPPf52HC99EkF3hxdXEUO7BW+Pr3ndxGNzWbjo2fO9/mNTQ+l80RSHYfUOGbbDGglH3WHSti12YFTBfTRpG9OJeUfIjBoJZTqSvb923FOVbddPzuZRY9a+MFoGTytFL+cy+48X/fHP43jkfwkGn+6j5wzbYrNS2PTYwrb7j+Bg1iW7LfStKWS2J8lkzjaxYEFBykcnsSKX44nfpQWrezDdczOjo3lOMdZWb3Zgvl2ePyjBPyV5fzuUTv1OiPTn7KRdqcBnerDecjOBy86qO/aDiem8vTrERycV8Apf6Bs/3YX5h/GEWuSobGBwy8eJb9IJmX9naTP0mIijWenKZze/CHZx2Qsq6aQsTgasx6Uc4189tsT5BxqBSRsWYuZWHSUatsUZv2jjGPT++y//R6eSKrjqJTAjMkRaH2tlP3+BEX6cWRkRmPSg/tkKTvX26n29lD/rlgy/nsKVrPMhHcWM/tSIwdXFXB2XjpPz6xh06pSPB3sEz9SBo8bx/vFfLC1IfBbKNsHRWbMQ1O5f1k0Rr3EEKWVsu2fsm1nE2PWLuTxMaU8s9YRGJckA+nv3seY7Pd5Y48P9FFMXzeZtNlGDENV3KdL2fmove3pQQS2X9/HDJsBLT7q8ovZ9XxlCFluHhfdLj6vPcO99947MAL0AX5XE6feq2P2P8ViNgEeMM1OZdGaBOJNEn5nI0VZx8k9poDcXf8roHpe97Y2PdShrY1KIHNDMneM1zJEUnF/Wcn+n5eiWXs36ZO1DEnKZNMaldIX97E7X8KyaioZP4zGKIO33MH+zcXYawn0yU0yRflabIuGY9KCu9TD9THMAAAgAElEQVTB/g3F2L3dt/lCZ0eNI7Cum0r6bBPDIiVobuTEK0fJOXRVv+77eGBw0CYnsfSpwFM6pbGRz4okLndbs933720HQuv22ZEIpmQMxyD7cB0rZdfmUqrbVoqD2gYwL5rK0hWxmE0yQ9RWPv/jCXa+5WHCxm7q+HxymGNbm94Tk1j6b1f1LtqnYL3Xx44Hi6kXQfgtTqAtpnxZgmtyEpP+XssQxU3Z74+xY1cTfkAzNoGMJ63cMSmCIX4fzr3HyXqlDn/7eDzTiEFScZdX8vGviyn6Qg0yHnzCN8901+7VHtvuteWXcESf1M3Y0KGxybEs2Z+M/71GYhcnEHu7hPJFJbmbTlBUEUy+gxR4e9CJEH1cZ+k5RvH1py6f8M0zy0j7MpcXXmsCtFfjjdskLjvryH28gMLansZ0I7b1Nu6eacAgS1x2NVK4+RNyT3bp1D3FeT2Nyc5A+4tZNIX7V8cRqwd3aSVnPCq9Tgm4iWjac6Av1UT0+c31sy3EP/8xm55xw7gkVv93MnM/rWTHIRW8XqryivlsQwNO1cicrHtY+PBX2DfW4R9nZfnGBFpeO8yzOU1oRhrQNfsg2PGwNDUya+0lDr/4IbtKfVz2gJ8mTm8/zK7CJi6bLazYlsrcWZVsO2Dnzd9GsWW5m9eXtg/0MhPWziJ9dCXbFuTiIJqM19NY9hMXL7/WFKLsKGzpjbz5SDaOr2Ws69NZsWY89pN2Tj3/EX59Jgs8R3nh+Qb8gH7RVFb+EHJ/nk1hmYp53hRWbrwTb30u+RUAEvH/O5lvfv8pWza4US6pGJYF6tv47x+xaZ2CaVEaj6+/i5j847y1qABnZAIrtk4lfb6DN/YoPdZ/zi9LGfOnOE7/KJeCcwEVTB31GRuwQ9OLH/HsATdDxo1n6atpLPV8yFt7WkPbPhjmBNJX6yl75H1yy1Q0o6KIlcJ5zCRjfSpgmx0PfoSjWYt5JDhVMAAaayyxz3/MpifbZUll7rGanmUR9ICEdpSRScvjMDsbqD4HjEli+ca4tjbRimnRDB7/1RTOLynglIdr+58ugdUhbS1hWZHMpOYStsyqxCNpiUnS0tLcimfzp4xKSmf4zmzeygnYUZ8xgxU/lDj082wKKiSsG9JZukGh/tFSXACjErCZjvJW+ie4dNFkvH4XCx6uoezF7tt8ZxRcJV+Q/d4nOM5JjFl7D48/mkTxkWLqocc+7hway4LnkjEdKmDTg3UoI+PI/K8ZaP3Bxo1r+3c4uk0aWsCr9xzEc1ssma+msXytmxc21+HvyTYuaHHUc/jZEsrOKGhnT+WJLclMOZBLQTd1zMQuovaktxRN+v9JxnSkg97/dwZmynvf5AQDhIRl0WjKfv4h68+omDJm8MSTyaTmf0KRJ5r5L03BcvoEr66rwaUzYJZb8SNjXXdnwFfen4vDo2XCmrtZ8VIqriUncEC3/ji1m3bf87jSffn151yM7Npuu6IxcsfMOt588D2qvRGkPHsPy56zcn5pCdXdyidj3diDTpre9vEuyP2pC6R2uNy0aCorfyhx+Jl9HD6tYhirxVdLj3Vvn2xlQUozO/45l7PNEvpEI7rabuTrKc6DHsbkC/gnWlmxLpr6zR/yel4rWlsqq16JgPzwqrQ/+N7N3AfaX1vD4ZzAo1h/RQ1lVTLGUdrAj6qbs3kNOD2Atwn7/2tFe3vgN/NdccRWO9i/9wKKT8VT3YSzOfjxcKnbfZz8olYUjy9gPGcDpw41ofgCsjoqJYaZ5e4vlqNJnS1xdocdRzPQ3EDhQTdmW1wYLzupfJ5tx+FUQVUo+7QBxRSBsdvrtEyaE03LX+wUlvkAFWdeCYXlRu6Ya7x62qlSPth1AY/Hh79tDuGvqqEwvxU/Ks5D9ZxXWznzx0qcXuBcDY5yGBYTuv5DYZ4VsEPugYBtlYpyDu5v5Qf3xl0JtHu0fTA8rbiaI0hcbMEySsJfe4Hq6jCCXF0sd0yDs9tLOFur4ve0Ul/ReuUJ2nXJchOJi00YpKvPEmPWZvKfJcvZ9O4s0m5v4L1/LcbhA/OcBGJrHRzMcwfa35+/oJRoJqVcbeSd+l9YtlZpqfegSYpnxhwjelWhvqQpyAKEzKR5sfjy2/qNqmDPrqElKYYJ7WkZahNFf6jB5QOaGzh9shVDdLhvw6nUH6rEcU4FfNQVNeK+TYtJuvp7sD6uscZgiWyg8A91eNRAe/x4X1PPT3g79e/wdCveXofHBzjryH2/AYMthng5tG2UMzXYzyj4AU/heeq9Moaw3+DsQe9Jo5lg6qL3n0PoLbjl8Bwpo/BMwBe58uupRY/ZHLDvxOGNFGRV4vSo+J1N1Nf6QI5m0kyJszvtOFyAT+Hsb0txRMaRMjnIeNB+sItf66ntBi0/LHw4skupbgZ8rZz6vYO60bEkxl89o5N8IXS6rj7egX7VpdO1WibMiablLyUcPqng9/lwlbnx0HPd++tbaYkcjm1RHGa9iqfsQiCW6EqoOKOHMTlmRiymLx3k5gd8uafIzomuK9wDzM19mfGi0iFXrrPimrEJzF89Hku8HBDitggCCxMSwyJluNCKu9MlwY6Hiw9XlwZpmmkl/cE4Ym4LdGrdSAlXURDHodei12uJ37CY59e3iySBsxGtdI1615Td8nWHE/wQtGtIMsNuA8XZcWcUHy0uHzqTDg2BVbqW2maueXXLo9DSXowK+FW8HRq1T1WBgH7B6z8UEsOi2uzQ4WjTeS/otXxfgm+gR9sHxVtH9iNHmb46kSXvJuM/5SA3qwR7t0F0BztpZbQ6H9Xng5RzPbLcRFo8bjQX/dx2220DLUovUanO2serb3fdtSfQJjTjrDzxcdKVo0Nk+FzX/l+X/hemrZ1vF/B6s5W5D9/NM2tbObuzhA92Nlzb9qUIht0mYbLezaZ5V8RiCG407UHmJS8tHSbcl3vTFPRGbI8lMyVVjxZgqBaDVNfhhB76eKQWnUfB7b36s/trb5AUjgCd+nc4uvkv0dKhr192KSg6GS0S9GgbLZblyaTdOxyTHLjxMB18FlalhNDb1Hu9BbceXpe3Q9ClBl5yl+jWvgDotOi7jsd+Dy0eGePt7Qeu9cfQ1a+FGFekIOWHhYq3uYN8jQpev4z2Ngm+6ka+UDpdusG2Hqwub4YuHZG0V+KNzoF1iLo/U8zr61qZ+1AyTzycSl2enZwsB/Vd5A8ZZwQdkyV018R7Km6X0sn1DzQ3LQe6RyQDs341lQnlR3nrwcDsI2bNQtaOg0Bj8MH4CAzA1fcRgx0P/NYVbaTMEKmDm+26tYV5PEs2j0fJ+oiX97rxoyVtayZX9kboOnVUFBRPK8XP7GN3US+DsN5sq6EqtFwErTkCDUqbGDLDTDLeM96+Wb3psf5DCkjLhTY7SFwJTI0jdHDxPC0qBFnDDwv/uToKNtZRkGXEtn4WK9YrvLC6NDAQdZzuSUPRtgcPig/lkoxphARlAx8gh+LbkAPdGZWWZh/+U6VsWV1+7QqxTLd9IJitO+OjPqeYbTklmKYls3zLDBZUZbO76zbaqkLLRZX6Yx91n1J1Q9uuSVgem0WmtYY3f/oJDhdopk3l6V91GMl76uPNCl5dBIahXIkutXqZIeEWH45umqEMMwFtDkw7PAKtx40SwjaaOams+LGWQ4/n8laZD3QJrMxLDleym6u34NamWcGrj8Cgo/OKkFfB4+0yHg/VM0yv0PJ12zlh+cQQbdcWpPywkBl2e4eVr+FaDBof1RfV7uULpZMaqq2HiFGC1eXN0KUjqkJLSyDeoNOyRIgxHfCcLCf7ZDk5YxLIfGkqK37sasupbuMG44xAvKftFO9p9fKVMe5WYGD2gZZ0DNNDi6MxsHQfGU3qtKs52PUFdTj/3kJ6hhEtoDEbiRklBT2O30OTK4Ixkw2BGEtnxJY+vOflda2MbqiC0x54tK9NtJA4toNDbFVQbjcQb27739tA0RFIWm1lwsi2VVyzEcu4vk4F8HH6z3Xo7rUyPVEGJEzzkpk+vonPDoaZTxWKEPWPx4fXH8GopO5DYWd+JVWjLKTPC9S3dtx45i6I4PP8mvDy+/URmMdqr7WP3ohlckRgRb/ZTW21At+XQIKWrzwQH0ViWyCknzn2ih3w1nG6CCY8bMVilkCSMU80ir2f+xHnwUrqLEksXGQM2E+SMU+OIlhGVE+27ohpYjQxpoBzcH3RRJMXZA2g+nB7wDTW2NaOFE7n1TFsfjJpyW1tSx8YE8LqoSHavDZSRvmqiToXIEeQOCe6Q/pGz/jt9Ti80Uz/cTR6CTTmWGbfF2J86kQYuklGbCviAqvI5ljmLh6Ou+grqnw922ZIpBatx039Fz5AwjxvNPHtTw2uqePe4bfX4/AMZ8rD0YFyTdG91FtwK+O3f8VZVzRpj8Vh0gG6CMaMiwBfA8WHVCYst2IxAbKWCauTsDTXcaqXj+B7artByw+r3Ur8IDOpTT4DKT+xYK6qo6wqyOkhdArZx0PEKP2qSycUzh5qZNi9VtImBuIN/bgozPoQY/qYaCxjA2Ol/5yLeqcKcpcBMVScEQLn0QZcf2/h7tkRgTgjOQmb7UaW5/qePtwH2oJZlkjfOhXf48ep6el8XwOFf6hkxep0/j1T5RuPi+JPG1AS234vs7Njs0zmT+5h03oZvG6KNueSfSjI8doLHMwqZ8Xae3j2PoUWzyVqT9XhnN2DDNUODr4/ggWvZmL1qihVlZz+tPXKCrT/r+UcOjWL9D3LSa8u5c0flXD214fJXZtK5rvLMOjg8kU3Z//wKY6Kvt0H13PgOFtvn8L9L2UyP1LicmMDJzZ/2vYCYR8Qqv49NRS8G8+SDYt56alGDqw8yJmO11eXsuPfZe5f22YHxY1jdwG79oQ3ETMvncUv0ht4/f5iOj2xl/RY101h5SgZfCrecw0ceLk8sMqdV8IB2zTu/yCT9K99KF/VcbbER2B+4+PU80cZ9lQqK/YkoR8KnlMl/O5nTYF0kluMQbkPdCi+KGXrv0vcv+ZuNqyTGYKKu6Kc7J9dwNnd8NKDrTu+sPr9lERW/tddGCSVyz6FuvwT7C5UgVY+2+lg0vp72JLho+zFfWzLOc5W/RQynlvI/NsluKRQl1fC1pNhvIjaTZsvqG3/UaXsj3aq/i2ZdX+y4r/kxbGvBsfkMCfP3jr2b7Cz9Mk0nn2AwG4UH1bi7MUDCE8o3TyNOC6N49HcGRi0PpzHStj5WuCl5B5tk3+GgzOnsORPC/F7VVzHKjl95cu03dTxV+HLjLeO/f9uZ+n6GWxaKqE0uvjsZCNKLxa4Bf2FjHX9PaRPltCn3MnKi5+ybWuIBRtvAzlPF5P5i1TWHZ4R2Dli11GyKho4+8ph9q+zseSDJAyyiruihv2/DLwv0atHlD213R7Kv6bdHuiyrOtvpey0lvR3ll3ZuSL7P+yBDQO6nRj7etbJF6KP+0LEKP2qS2dcu46yI2oqGf+5mPmRcPlcHft/WoCzh7p3jRhB+oY0YiPhsk+l5XQ5OdsvdKmyEHFGCPxnStiRpWXZ+oVs2aziLq2k8EATxoF7feka/i4vL+9vR7aXo5SLT0sJ+gOJlFcWM7f2I17I6qMV9UHGit+kYoz5X/2eA/2rWfv429/6tUhBf9Bx28xb6PFmd2gfmMumhRd4+UclA7aNZH/ws3fu4vbR/fsMTPTvMJFjWbJ/Cmzex+5jg7wRfpt0GUS09+/v2Ww2vqkQwbOgn5CHEz/aRdG+72bwDIEc6KKirkm8AsG3DZmYabFtKTiBx9pzFw7HXXpefIhFIBAMem7qPtACwTX4Gsh+oGGgpRAIBDcdCdN0KwueS8MgA6oPZ5Gd3W80iK3sBALBoKdvcqAFAkHYfCtzoAUDx5liXrhzoIXoDgX7i7nYXxxoOQSCDvjq2D2vLvR5g4Fvky6DkO8NtAACwXeNFo+bixcvDrQYAoFAIBAIrpNbJwdajmXJ/kyWTLuFdskerIxM4okT6aSNHGhBuiJje2Uxv1gTNdCCDCiDMgf6W9Q/zQ/NZdObSUG+ICphy1rO02uM3f0YBhITNi5m08ZYsV3brcQtOyZ+u9FMTOYXeWmkRBIYQ/LCG0NMD6Xz0takoFuRdurDE1N5+tM0UnQwqHxMJ7n7EMlIxp7lPJIx8GN1z2NtHzMAeg/MPtDd4XNx4nclnCgf5G+XjIpj+hzDQEvRN/S5Lj4ce0o4eDCMbcUEtxbflv4JuI6UkftuXduLbBJjFlmwDMim4QNZtkBw8/FX13DwtxXUhPWBgPDp3Ic70sXHSAZSHogV3wS4Qv+OOcHt9O3ge7dODrRC9YFKql2hz7yVMc9LIm2a/lux+nQzdHEVObBX9PpTS98q4mITBuFXCL8d/RPAX11H0ZHAB5TQxzJjtYWYgfCwA1m2QNAfeJqw5zRcXwDVQ1jSqQ93oaOP0aSMZ+7iEQwb+MXYW4N+HnN6stO3gT6LjTQTk1jxy/HEj9KilX24jtnZsbGcei/opyWzdK2F+JEyQ/DhPFzCtv9wdO5UnfYzBFvWYlK+LME1OYlJf69liOKm7PfH2LGrqc3xRTF93WTSZhsxDFVxny5l56N2qnVtx2caMUgq7vJKPv51MUVfqG1lWGnaUknsz5JJHO3iwIKDnJmXzqPxDvZ74lmwaDjkFfDC5joMs1NZtCaBeJOE39lIUdZxco8FPpqiGZtAxpNW7pgUEdj0fO9x/lg/llUPR2FiBs9OV2n5y1GyXun4xrkU0KvajmdyEhPGyNDcyGevHSc7rzWofAXeHnQCMMWS/qtUpidHgMeNY3/j1XrVWXgkP4nGn+4jp+1rKJp5aWx6TGHb/Sdw+PpTl0/45pllpH2Ze+WTn6bZySx61MIPRsvgaaX45Vx25/kwBat72YhtvY27ZxowyBKXXY0Ubv6E3Gu+cKXFsmoKGYujMetBOdfIZ789Qc6hwNMW00Pd27w/OnqLx43mor/f94G+ITr1T4kxD03l/mXRGPUSQ5RWyrZ/yradTUH7un7NQh4fU8ozax2BOpYMpL97H2Oy3+eNPYGvK1hWTSXjh9EYZfCWO9i/uRh7LTAqgcwNydwxXssQScX9ZSX7f34Ce/NV8WLWLmTtuHI2PRr47GzMY/fxi1Uquffnkl9N4BH+njjKluZyanY6T8+sYdMTbmb/9xSsZpkJ7yxm9qVGDq46ih/wm+JY8s6sK2OP/ffHeK997OmERMyiKdy/Oo5YPbhLKznjUbnySU59NOmbU0n5hwgMWgmlupJ9/3acU65YMq4pu4BCb5Dzq681iXnRVJauiMVskhmitvL5H0+w862GwAd5Q42PXY4Twj7d95dmEtdNJX22iWGREjQ3cuKVo+QcCjZGFvHnoZP50XA7W9Y62qpIwvpcJkvlYjY/WdnpY8LB9ZNC+4eexkRBECKwdmfPIxFk7LqHmJx9vLGz7Wm1HE3mB2kYd+zjrbzI4G224x7lXTpPTzEDAN83MOOVhdgmR6BVW/l8TzG73qjDQ2D8fnpmDZtWlXb5+q2ELSvgY14ujGX1Zgvm2+HxjxLwV9VQOszCiI8+5NWtbSvUchQZu+8hZvc+3tjV+Ul8d34x65U6CCp3GO2yBzRjEshYn8wd42XwtnJ2ZxEf7LyAEqqupAhSfjGV9PnDMagKdccq6XaTWH2wMSdEfNEB00PpPJFUx1EpgRmTI9D6Win7/QmK9OPIyIzGpAf3yVJ2rrdT7e1ip2DjuLcHn643Mv0pG2l3GtCpPpyH7HzwooN6Xy/0volobDYbHz1z/oZv5G9s4vT2w+wqbOKy2cKKbanMnVXJtrwIZqwZz5CcXJ7d6cavN2AZpYYxI5WwLBpN2c8/ZP0ZFVPGDJ54MpnU/E8ocslYn5pF+uhKdjz4EY5mLeaR4FRlrOvuJH10Jdvuz8Xh0TJhzd2seCkV15ITOAA0RmatvcThFz9kV6mPyx4wAIbZyczKL2bbggKaFB/+MUks3xhH04sf8eyBVkyLZvD4r6ZwfkkBpzzRzH9pCpbTJ3h1XQ0unQGz3Mq52gayxw9nGcfZtDFYMCZh+acRZD++jx0VKjFL0/jJhqm4yg9ScK47+WSsG3vQyaclZf0MpsulvDnfTrXPgG3j3SyRFE6HYzi5P3WB1I6Xj7OyfGMCLa8d5tmcJjQjDeiafdBD3dsnW1mQ0syOf87lbLOEPtGIrvbaxqRfNJWVP4Tcn2dTWKZinjeFlRvvxFufe+WLjtfYPJz66gMuul18XntmEK5Ct2FOIH21nrJH3ie3TEUzKopYyQ2SMWhfD7Xgoc+YyoofShz6eTYFFRLWDeks3aBQ/2g5xhXJTGouYcusSjySlpgkLS3Nna93FjXgzhhBvK4c+yUDiTYtrnMSlukR5Fe3op08AvO5Bj441+EiTx05vyxlzJ/iOP2j3ECbRcIGxMyMorjbsaeL4BOtrFgXTf3mD3k9rxWtLZVVr0RAftvvXi9VecV8tqEBp2pkTtY9LHz4K+wbuysbkIKf37V9tjjqOfxsCWVnFLSzp/LElmSmHGig4FwP42O3xyE2DLNf218kXCVfkP3eJzjOSYxZew+PP5pE8ZFi6qXux5V6fSUt/x3PHSMdAZ31cdxhg7PP19D1e67B9QvYKbh/uMEx8TuLEtSeRYfd/GJ2HKb3SnGpoEkZzQR9A7n5CnjlsNtsR4LGDG1f2tMkRmP6j4/ZtM7NkIlWVv7XVO6v3Me2vPCeYPpL7Lz52yi2LHfz+tJi6lUwLTew7p8SiHm7hHoVNJMSmGhq4OP8LmmsQfyiHyCo3IFP/wVvlz0IK0cFyis5zis/q8E91srq1+8kvWof2cfUHuvKvGwqy+ao5Kx6j8IqiTHL01g9H675kne3412o+OJaUfWzLRj//SM2rVMwLUrj8fV3EZN/nLcWFeCMTGDF1qmkz3fwxp6OPVrCEmQc18wL5tNlJqwNjFfbFuTiIJqM19NY9hMXL7/WFL7eN5G+y4F2NnDqUBOKD/y1NTgqJYaZZVAVzterjJg9ntRkLRqPG0dZeOV5jpRReMYHqLjy66lFj9kM6GK5Yxqc3V7C2VoVv6eV+opW/HI0k2ZKnN1px+ECfApnf1uKIzKOlMlXn+HU7T5OflEriqdD0OSpIffFSupdPhQvmOckEFvr4GCeGz8qzj9/QSnRTEqR0EwazcThjRRkVeL0qPidTdTXhp+W4CmsoKgioFf9XjufuYaTaLv6fcpO8oXSSRfNpMkqZ3eVUt1M4PPmO2rC/spXv+rS5VrzXXHEVjvYv/cCik/FU92Es7nnuvfXt9ISORzbojjMehVP2QWc1+TXaZk0J5qWv9gpLAvI5swrobDcyB1zO7wc1sXmgjDxtOJqjiBxsQXLKAl/7QWqq9Ub6Osyk+bF4stvs5eqYM+uoSUphgl6lZZ6D5qkeGbMMaJXFepLmuhqcr/9PDWqCYtVgpGxJI5spCDbRawtFj0SlskmvCXnw+4XQceeLsTMiMX0pYPc/IBz9RTZOdHxaYjq5mxeQ6CNepuw/79WtLf38C3aXpyvnKnBfkYJlFt4nnqvjMEsBR8fgx0Pr0q66S8q9YcqcZxTAR91RY24b9NiknoYVyocFH1hYtL8wLsV2jtHY7lUQ1HhtYYJql+7OEH9w42Nid9dgtvT+WEldeMSSBkFIGGZF4dcVBV4CtTbNt5OsJihDX9VDYfyAo//lTOlHD4GltnRN/TY3PWXKqrMcdisUpseschFVZzuEtz26BdDyB3u2NG5vAQmjmyk8I0aXD7wl5Vz6rSWCTOHB/QNWqYWy53Dcf3FHlgxVn1Uv1d2jT5BCTNm6oi/qobC/NaAbz5Uz3m1lTN/rMTpBc7V4CiHYTFd7R98HA/q0+VoUmdLnN1hx9EMNDdQeNCN2RaHWbpBvfuIPtsH2jTTSvqDccTcFqh03UgJV5EEtHJqw0f4H7Yya8tC0psbOPraCfKPdV1vuBavy9thcFfxt3/bXSuj1fmoPt9lRNRp0Xc97vfQ4pEx3t5+wIeruwDR2cr5K4clhkXJaMZZeeLjpCunDJHhcx0gadF5FNzXGXR5mzvo5VNwfw0WfXsH7CJfKJ1kGe3QLr83KijhmtTUj7p0QmJYpAwXWnGrXY73VPdninl9XStzH0rmiYdTqcuzk5PluPrYD0CSGXYbKM6OwZuPFpcPnUmHpv1BTyeb9x+Dfh9obx3Zjxxl+upElrybjP+Ug9ysEuzVSi/6eofBWYpg2G0SJuvdbJp39echuNHowfl2Aa83W5n78N08s7aVsztL+GBnQ+cVS28DjnKZ6SkGTGNjMP1PFacPydzx8AgsJhfxSVDzWmPYwWLQsaeLDrpr2rCK26VcOVczNoH5q8djiZcDjvC2CCgPXm7452uxLE8m7d7hmOSALMN08BkEHx+DHe+Wbpxn1/6iN2J7LJkpqXq0AEO1GKS2PWmDjStqK5/9uZG5yyzEvF3KqHujaTn0cTcrXT3o10ZQG93omPhdpSd71lbymd2KLd1I/nY9qTaV0raUt9628XaCxwxteBS+6dCvWr72MWScliE3oqOrkhPHklnwT9FoKiRSp0mUbrn26UdPfjGU3OGNHd2Up4sm40/LSG8/JoM/X+65TEli2LCAr7tSpurFcxGGhVEd4cVMXfAotLSfrgJ+FW+HFQ2f2r3CQcfxYD5dq0Wv1xK/YTHPr2+7iSSBsxGtLN+Y3n1E3+RAm8ezZPN4lKyPeHmvGz9a0rZmciVE8Lqxv3EU+++0WB6ayornpuBaUMCp630zV/GhXJIxjZCgrIPhvQoeb5fjQ/UM0yu0fN12jj8c56HS0uzDf6qULavLr1nt0tgUvPoIDDrgOgIwXWQgiPP//+y9e3QT17X4/7kdMXS8LOxY2MJg40dRMeiLWAKz7PIIxgFCTIspTnk00IT0hpYQCt+bNA8auARyISShX3KzaJvQQm4ghTycYBJcwIkxzwjefkYAACAASURBVGsvjP2zWH4QEWPXMkYmMpblpQlCs/r7QzL4JckGAwH0Wct/WDNzZs+Zffbec84+5wCIajQDwdksA+qu8gV6JpenLtSRAh5tBsJF+l17s12fVwoX6Sd4TUbzbXyWDig4m12QFEoYYGv3u7+6B3CcqiL7VBU58YlkvTGeRb+2Xcup9hQh03IZJG0oKmRvAxMZoBFxnnHetlQNX9yVOdCdcF+wULDWQsGWCFJXTWHRKpnXlpRj89HWrdDR2gj9kdryOhSZlssK9ScO8ubb3WWxuajPKWZHTimaCUYWbpzErPPZfHhC6XCO+ZSdWakxjFHCqTtiwXFBxHxBz+if2hkQbuvYM9wntOmw1EGHJbUITkAIY8or4xlRdYxtj3l6loYsn83K4T6K68X5qmnJLPq1RP6yXLZVuCAkkcUHjJ6Dvuyjr9+Bq+D7/XQvLLqnp5BlqOXd336F2QaqCeN58RWv4/RjVxx556hcYiT5J61EGVoxvX2pd88XiIA2MUhXArxPZMoONJKxMI746lB0soXtp5Te63gbgWIGgAck1ALXVsvRDBS56pA9utpTuhh7hYqcWmatT8BwCnSuWnb+bzd2wZf+9kTuG8Em42y2kDuzgJLOQbu/eyouWlpAGhgKbZ8BQn/UPV0arycxU5/h245369P/JiM7Wil+aS8fFnad4xRzM8/dR/TNOtCSSEh/GavJM9wijdQxclhbw5MYkhqJJgRQZCwVrTgFAfFmZsU6LZQVwognDOi0Aggi2lERqF0NFOcrjFhoQKcBRIkRS/Tomi2U9NJ5Wg9VY9HpmT0nAknAc49xkWhFcJv+SaUtmrSn4zzPFRJK/PBQQEFudiElRnh6TXw8o3rycCaO9JwwZO5IRoc3Yir0Eb0GeiZnA5UlAqPnJ3lm1oqhjFmQyJC2e7sdNNlCiR8X5vGPIRGkZkRd85W39Vk6UV9gwfojHRmZEUiAShvBkFjBb90TH41umOer3H3BRr1VoasyuSj7wkLII4ZrsmlmGJmY1MTpQ7d7mkFX7sp1oNujjkA3LtTzbprt1NXI8EMBBN9tveWfDkiIZKTX1KgnD2PE4PbO2cKAmUbSjJJHN9UenZUAzahohmg8wZDtXBNNThC7CYZshQ006XSkDGum8qgMip2yUy4S5iaiNddT3u3XmAunO5RYvdjNwcBYjzVg+5GOqemhqADJqCc11VuWEMIANbSYG7G5gPBokieE+r53oPPb0S9cQnLYqT/nAgS0M4aS0OY8fNlHX78T6P10jxQuIv+zCYsNEEMZOS0ajfcS33YFcFgoPCowamkSCeeqKTrXy+cLRCCbGKRb/L1PAEf+ecwPxJExJ5qWfDM1Lnqlsx1v5i9m8KCKjWPSDI/fkkYmMXECmPN7uQ18q4w8MIyEdikU7hIzJbYopv86Gmd+dbd5vj71twdy3wjusmrOfBtN+so4tCEAAurh0cQPJsA9ZcwnmtBM05MaLwAiQzKHo/e13nlnm9OHMVMgfNpxXz7d2UDhEdAvMVyzRSptBLrhUu+f+xahasuBvlLbA6X3RY2ZQx8NYtZbWRicCvL5asqOtnq+kASB2MwJZGwORaUouJvtlG8ppLg5UKH+cFGy4RgDXkhm0cd61P3BUVLKO8+UU7n5MPueTWXeJ3rCRAX72Vr2/b7Y00h64yPPlbP9ZYFHl09l9bMi/VCwn60i+5lLWJ0N5LxYTNZzyTx7eJJnhu6eY2w520rN3nJME5J57rAe+/5jvLah60QK6wk7sX+YzYa2lSvWn+R4nS/5XP6fCZnCjcfQrk1h2QGjZ8b5R9WYmqO9l1/i0JYqFq18mDU/k2lxXKGuxII13Vv8bX2WTlSY2LleJOs3D7NulejJVVyfS3a+77q3DRpExuo0YsLhqkuhpayKnPe69mA59p9k+8AUHn0ji5nhAlcbGyhaf/TaBMIgN4GgxvBsCotjRXApOC80sP/NKmyIpPpo6+4DpexPncCjn2SR8a0L+Z8WKktdtPk1R85JtqtTyHx1NjMHCnBFxnKglO2n7PxwzEgW//dDhAkKV10ylrwiPuwmZ5bzFznvNJB6sYpKq+cn64kGXI8n0bK3odvRDBy1FHyQwLzVc3njhUb2L/6K73pRFe4zpezcIrFg1Ww2rlewl1dzfH8TERLgauD436pZtCSDl7MUvnPYKD7agDzS170P+T+/HXLeGQ5NTmHeZ7NxOxVsJ6opu9YR4ts+dv97E/UB3k9XFCr+buL8H4w8+5kB9xUn5r21mMd5cx/92BU3Cua91bjn6LG8Wd3thHL/zxeIADYxSDcEeJ8AjlpOH09m8U9lcl/3dkQE0nFf+IsZvFi/qOJi+hTWvNC2CsdJPunhBMI23P9bRX7JFDI+XkhGTTnv/qqUGqWJon84mLKyP4df6uo7AN/6+3ZguW8I1yX2/8dJZr5gZFneJCQVyBcaOLamkZoz/u9p3X2C3UMmkPH+ArIUGeuRKgoLoxnS3X26sTkFfuOLvsOXHVeN8+3TK18/TO7KZLI+WEBYCFy9bKfyb0cxn5V799y3iH87cODAv468V4Vc9T3YjfCe5/oSO691O1R9N3EvPcvtZdn/PERk3O1f/PeVKXv5179u+22DBOmCypjCc3+UKPh5AYU31Zny/eSZ9x9i4NDb28aD7bvnaJ/6GSt+Us3mp8rv2U0+gtw62tr3D+60IEGC3G+0OOxcvnz5TosRJMidISSCKUsTUeWdvcmRyCBBeo8qXkdGloT5I3MweA5yU/RNDnSQIEF6zF2fAx0kyA0hYFidxYa8h0lxlfPh273MZw0S5GYQI8n4YAEbPzAyIK+o1+kgQYJ0pm9yoIP0EIXClbu4N0Kne+lZggQJcutRMK3PxrT+TssR5L7EdYncx3aTe6flCHLP0GfrQAcJEqRn3PXrQAcJEiRIkCD3OXdPDrQYw7wDWcybcAfWIhJjmLfv+r01j2fwxnZ9wO2JA8msGmXkuQNpjAkHz6S8hby43LNTnvbx6ax7V4/2dj3unazf+4x7JQf61unoHW4Ld4yOz32/c/+897uZoM7eCIF0+77R/U6x1Q2XcYdil1ufAx0bx8RpYbeu/NuBy0bRO6UUVfXtjAN3TS2H/nyW2m7W17IdqSD3A8u1ReTj5+jQ3f6FG24994J+9JK7NQdanZpEarvlqTrq6K3jdt0nyJ3lTulXkCCB6KybN0sg/37P6n5nf3+LYqvbxQ/acqBvFdoZetImqPtoy8M7hUzN/mpq+nqfdUcTppyGbhuJu8ZC4RHPwumoY5i0ROfZFOAe497Qj/sBidGPGxilu/6V30FHbyG36z5B7iR3Tr+CBPFPV928WQL593tV97v6+1sUW90m+igHWiT+8fE8uiCaCLVAP7mViveOkus28NQTkWiYxJqJCi3/OMaWzQ0wLJHM542M1Uv0c8lYjpSTs7mKGm9PrCbdyJylOn48VARHK8Vv5vJhfsc7qqeNZ9kL4Zz+vwfJO9MxAlWN0rPo90kkxEpIogvbCRM715oZ8HwWi9TFrH+22rv5o4BhYxaPUsS6l2rRzBnP/EUxaDUi/ZRWvv57Ebu2NSCLMczblwLr93baPhggFMOz48lI1zAgXIDmRoo2HyMnX752RkhqCitWxRETDvI3teT+VxGFZxUYlcyLW0M5NKPr9p2axzN4cXIt61bYSf9LCgatyIj355J+pZHD78OUxS52zzlJpfc69ZyHeOnXrez4eZGfBdADy4q3XlK3zGXMNyYcqUmMiJfA1sDhTRXIP00mLTWMMEHm/KdF7Nxi8WxQoY5k4rPjSJscQZigYK+q5svXiyk8p/RaP+41o9GZuy8HOpQxa6eSMU6inz6LdcsVyjft5cvBD3t09MlyHGIM8/YZcO+yETM3kRgN2MvN7NvWxIilRkYPl+jnaKJ4y1E+POD5YFfFJ5K5ysjYJBGcrVTuKuSTXZforI3X2sKT5ThGJfPiOpHCPInUOVFoJO99Vhdj8m6eoklPZs7yRBI0Am5rI4VbTpJ7QgYxgtRVqUydHEaYKHDV1sjx9V+Re0roVj937Oq6vnm3tumA6LtdtdXLeza0v4wjRiNCYwOHNx0jz8eOnW5NHPPen8LoH0n0k+2Y/nqC3XuacOPLtlXRNO0hVi+R2fnzk1R6i1X/4iFeWtTKu48WYRncs7omYP2K6J4cT+Yvo4kQwVllZt/6Ykx1AALazBTmL40jRo1nU5lvNEyUTLy21oLbp/0R/OvXU42k73mYITl7+dMub2ePGE3WJ2lE7NzLto8VPzIF6TGxiWStNjI2SaKfoGD/ppp9vyvC1AxaX76xSyF+9MNP+R3w50vEGObtM+Le3eixMwMF5HPV5K7z+tRAx7nehhMGi95Ndor5ZLtnoyXN4xksTTCzz5HArDlRcKCIg4K+i24W6X/GsvhyXlpp9vgrIYyMD35GfPZH/OljF5rHM1iht5CvxJGeGoYkuLDkl7JnvRmr4t+/H3qygMoZ7WweN2LT/PTo9sAm+bwfII3SM/8PekbGCsiNjRTulTE84mLnY8XUK751ZcD8tK7+/m2BrH0psP5zTNNm+43PwvzIhPd83arZLI4ysXGl2btxloDh1Szmi8Wsf766G329Ofqm40+bSMYSNRVPfURuhYIqNpIYwY615hjZSVEs4CTr1np3sRMjydyYQkLxMTY/Y8EWEsm016fy5AsyG1+uRR5uYOHaRFrePsyanCZUg8MIae7oaKQJyfzmBQ2VL3cNngHcjU2UvXeYPcebuKrVsWhHMtOnVLNzfy3O1xMYHV7tWbxfHcfYVIXylz2ytZjrObymlIozMlL6eFZsNJKyv4ECv3vCy9hKz5G9+yvMFwTiVz7MsqV6io8UUw+gCkWnl3n3sd3UOEMxvDCVRa8YqHus1HM8EA4LOb8vJ/6zOMp+lUvBBUCMIepXk0h9sJjKAy5AYvS0aFryDwbYPSiArB0Q0GUOIvu3e9l5XsSwOoPFb02i4s0v2fxSE0xIYcUfjaR+YSHvnIjh2QfJGFrNjkdzMTskRiyfyqI3krHNK8L8QC/04z6gxWFHddnNAw88cKdF6SGtlKw/Sqw+g6hd2WzL8Tqixzudpopk7IMW3v3VbmqIJnPbQyx+vZG85z9n1SmIf/phlj2tpyS/CDORzHwjBV3pSTY/U4t9mIElWx8k4/xesk8EECc2kVTNMbZlfIUtJJrMrQ8x64laKjZdwh2vZ+HaOJo2HWTN/lY0cyax7JUULs4rwDTOwKwxzez8eS6VzQLqkRGE1Cmg1XWrn13waZuUADYgktSMRt59KhvztyKGVRksWp6E6ZQJazd+bsjkSIp/9zmrzihoMiex4nkjyXlfUWjzbdt25J+jcnkKhp8IVB5RgFCPTcjLpYZIMn3WdTcC+KlfKXM8i34pkP+7bArOChhWZzB/tUz90nJswwwsej6auvWfs/WAjJRq5MnNkYh5bQX7tj9+9Uu5ROFhO8+lx6HZ7dn4QjVmKCPUDeTmyagz03zLdHeODN8BBHSLjIxuLmXjlGocgsQQvUSLN7j16RsvdCxF7VM/qojwU/51AvgSAFUEYydbrvnUMWseZsGrBi7OL6Um0PEETxv22Ac7/YYnMf+tNOY7Pmfbx56Ps7B0I1Pyitkxq4Am2YV8xcbgTroZrw9co+p0HQkbvmTdS3YYrmfJX4xMP1rNzvx2Stmdfwc07Qu6EZsWCH82Kdb3/Uoc0WT8lxHNkQLWPWZBHhxH1h8noaXqWtE+dWVPd/FgjPcqBbO/+MxPHZRcS4H17HDa8pcExg42e+pSHcfYVKjcUNvnwTP0VQ60oxVbcygj5+rQxQq46y5RU9P9S1SNTmSUtpHj71iwuYDmSxzeXo3rwQRGhID2oThiaszs+/QSskvBUdOEtX0ji9WzeHUMdRu+JMdHDw7WBkrym5Bd4K6rxVwtMEAr4i6p5sy3UYya5tmeVEofis5hocj7tSafqcV0RsYNOI5fpN4pEhYwi1+hPr8a8wUFcGEpbMT+gITm2mUuzNnl1DQDrlZM71VjSYhhdEKParZ7XBaK8mR0P43zTGSMTWSswY7pCx/bkvZY1o44jp/1fPUrMhWFNuTmBoo+bUIG5FP1nL8sEaEVQIxm9GSByl0mzDbAJVP553LM4XGMGSf0Sj/uB+7WHOjAuDDnVHl0vbmRilIZd9l5Dp9yAS5qjjVg04SiVnntwOBGjv+pFpsL3BVVlJRJjJgcFfirXmmi8G+1XvvRQNmpVsKiPTZMOy2RmDozhw7YcaNg/eIc5UQzeoyAu76VlvAoUufEoVUrOCouYXXQY/30bZsCtSuFr7NNmK3etnS0AVkTSoSvdnekguNnvIF5Xj11qNG27antw7bhsFB8HPTTYjz1FxvH2CQ7p//R1Pu69lm/IqNnxODKM3G8wgWKjCm7lhb9EEaoQftQDNpvzHx5wLNdt6PQRNGp9ja6d/anPdbPq7EMT2RMLICAbkYcYuF5TM3+ZQrSUxRa6h2o9AlMmhaBWpGpL22iLTbpmW/09y78l3+9iAC+BOjsU0v+asYyNIaR13yq7+PaKZ42nLvfkx4hn63i0L5WfvxI3PWg1VFL7qZq6m0u5E4jw73BXVfL4RzPfdxna6k4LxIRKwW8rjM3ZNMC4tsm+bufavRQRmgaOP43Cw7F84xfftHUofPrxuIo/MZn/mTqwFkzhec0jJ7pybOWHhyK7kothcdvTbzRN+tAOy1kP3WMiUtGMu8DI+4SM7lbSjHVdHOuRiLEKWNvp5juizLf9fcM6znCRbjUir2751VJjP53Pf3EVuodvrtaNZMNZDwWx5AHPJUbMljAViiAconiw60sS49D/Wkt+mnRtOQdpMYFIKFbaCTtkSg0IoDAgBA4HejZ1RGkPm0kJVmNBNBfIkywtDtBwdnc7mFsMk63iPSAAN8FKtw3NXursb6vY2xsNZXT4tB+U82eczcra0ecNuf1hqEouJ0uWjqfpAJCJNQhLmoutntOt4MWh0jEQHqnH0HuYjrpugKy7OLqtf89x0Tw2IGQaDI/W0BG23ER3Hli4NtccXboubp67ZYCAyJFVMMNrPjyehdRPxG+DgHOFLP12VamP25kxRPJWA6YyNlipt6nfrY3QgIDfNmmgO3KRcu37dsG+Bso6tDuUHArgNdP+LRtKJgP1OJ6NQGDupb6aXFoq6rZdQ6Y0cu69lW/QigDHhDQGKaybsa1aqEfdlTqdvXTTna7zXVN9t7anw7UVXPaZCA1I4K899QkpyqUr7fgFsL8yAQEdzrsMdb/KWBrs4HpT0zlpZWtVO4q5ZNdDcg99Y1+9cNf+e0I5EuALnamsZ1P/ae/4yIDIjvrKDRddIJa4odtLtnaysVe77HSTYB4WW43AnKjAdyN2rRA5fqySQHuJ0iEODrGb/Zvnddt/I3GUeAnPhPQ+ZOpQxmtnP6ikekLdAz5n3JiH4mmJf/LACPzN06frQPtvmChYK2Fgi0RpK6awqJVMq8tqep6ok3GqQ4lLIRrXkQ1KJQfXnHS0qzgbHZBUihhQNe8coXzb39O3pApLFmdwte/OkllZwOpTWLe+iTkLQd581M7biTStmfRlnFan1uNdf5Qxo4Enb6V01s8eY6qacks+rVE/rJctlW4ICSRxQeMAZ5aQPf0FLIMtbz7268w20A1YTwvvtK+MYkMGOhxcIAncFC5qL+sQO8/Rq9TY+a0Sc/YGdH0mxSGJbe62+Hg3sl6gzhlHE4RzSABKrxC9FczQC3T4k1/6bF+3AfcfTnQPcTdCydhk3E2W8id2TX/v1tn1CMUWppduEvK2bikqmvvFuA4VUX2qSpy4hPJemM8i35t47W3m3zoZ3k7G+TLNvWgXfWmXvwRwLa5T1VzxjGV0emRaB4K4/zeamyAym9d9wJFpuWyQv2Jg7z5dtf88CHNLhgmdagfSS2CE27e/siUHWgkY2Ec8dWh6GQL208pAWUK0htc1OcUsyOnFM0EIws3TmLW+WyyQ3roGwO+i+7L7zCvqAe+pItPjZIIU7mouawEOO6i5ZK3DQtcC24jBoXA5Yu0KN6P+x5wFTomwAr9kW7JiMeN2zS/+LRJ/u+nSpVxhoQS1p9r8ZukFunXdvyG4qjr+IrP/NZBp5fmyDtH5RIjyT9pJcrQiuntQCPzN07frAOtjkA3LhRJAJrt1NXI8EMBBAW52YWUGOH5GhHAXVZNSV0UE5+O8/wWHsmUJ+MQj56n0gn1BRasP9KRkRmBBKi0EQyJ9RpZt4uWb2Vq3jnKoYtxLFit65grBCCJhPSXsZo8QyfSSB0jh7Uz0jXVnC7XMHp5Ignmakq8vbb9wiUkh536cy5AQDtjKAmdv266QQoXkf/ZhMUGiKGMnBbdaUhS4MdZenQaz3HDE4nEnLdQdr4X9etw4XSHEqtvrykyp79oQDPdyNjYRkoOtH3HC6jjw9B0k5UTWNYbxNVAcb7CiIUG73NKjFiiR9dsoeSU0iv9uB+4K9eBVlzYHaAZFtEnEyfcZdWc+Taa9JVxaEMABNTDo4kffHPlWg9VY9HpmT0nwqNvgoh2XCRaEYiPRjfM04bcF2zUWxUQBT/62bFsX7bplrWrzgSybcolivNaScg0MlrbwOk8j03ou7qWKTtgYcBMI2lGyaMH6lDix4Uh4a2f4TqmpnuHYEcmkTruus3yW0890C9H/nnMD8SRMSealnyzd+TQv0xBeo5mVDRDNJ7A03auiSYniKre+Eb/78JX+R0I5EuAjj41jDG/0aE9b6Himk/1fdyaV835WB0ZM8JQAdLwJKbPCuXrvNpug1OgW91s+acDEiIZ6fWz6snDGDH4Bht9t/79Ojdk0wCVNgzt4J5+EvTsfm5TPWZHFClPRHuOaaJJ/9n1VDD/utIDf+8jPvNbB13q00LhUYFRS5NIOFdNUaCR+ZtAlZqaysGXLt5cKYIaw7MpLI4VwaXgvNDA/jersClg21uOaUIyzx3WY99/jNc2WDj0+yL6rTKy4stJSLiwHC1l+yZvkneFiZ3rRbJ+8zDrVongtFO4Ppdsa7v7KXYK1haT8H4y8xY28qdd7QZkaswc+mgQs97KwuBUkM9XU3a0lev9fTJleY1krI7m/IbD13pK5LwzHJqcwrzPZuN2KthOVFMWMDdcoeLvJs7/wciznxlwX3Fi3luLeVw7032lgcO5IhnvL7i2Ckf2f5qo702nlKOWgg8SmLd6Lm+80Mj+xYcoqAM5/xzlyx9idKGJsraeeDGG2TvG88Mt2WzL6Zh/GFDWG8ZF5ebD7Hs2lXmf6AkTFexna9n3+2LP0ElI7/TjXp9MeNlu4+u6MzzyyCN3WpRe0MrpXWZGr3qYjZkuKjbtZd/NFOe6xP7/OMnMF4wsy5uEpAL5QgPH1jRScyHw5T45V872lwUeXT6V1c+K9EPBfraK7GcuYRs0iIzVacSEw1WXQktZFTnvXQIhzqd+dsCHbcq5Ze2qEwFtG9Tn1mJ73Igmv+D66gZ+67p3veOOnJNsV6eQ+epsZg4U4IqM5UAp20/ZocLE7i2hLHh+Nm+sVbCfs3CmpJVBQGD70wP9ctRy+ngyi38qk/t6U89kCtJjfjhmJIv/+yHCBIWrLhlLXhEfHleQ1T33jf7eha/yOxLAl4iAu5WKMsnjU72rbFzzqUKA4zXl7HxZ5NGV3jYs2zF/WMCej/0t5dtVN3ccKGV/6gQe/SSLjG9dyP+0UFnqQuunFJ9049/PtD9+IzYNkdS1P2O6taD3E/T93M/qtLDvZRPzV01i3XwBudHG6VONyN5O5kBxVE1nf/9m55t3H5/5lanLw3kmE7rn6LG8WX1LJxL/28mTJ/+Vs6nk5nKgg9wZ1HEs+iwZ13+2W15vpJEXt4Zx6OcFlATz/76X/PS/ErjUcuG2B9CvTNnLv/51W28Z5L7GswzVrOZjvLbp3l+esj3PvP8QA4fe3lmM90X79rukbA+O3y+IMcz7LAU23Pp6kH4xnXWzL/Hmr0oDpJHePlTGFJ77o0TBzws8K3r0MW3t+wd9lQMd5HYjovu1gRHWao4XXtdatT4C1ZFzXdfWDPK9IS4m8S7rfQ4SpAcIYejSI1F7h2wlo56JqVBfZruvgucgQe44QyMZ5KilqLCvI1qRIRNivKk4oNLGMH12FPbyi9+fJSNDIpiyNBFV3lmKb3EcFNwA7i5EykzjpedjUDVayP1Dx3QQx8df8erHd062IIG5+9aBDhKkBwgh6BaOZ9FayZOnKLfy9acn+eTALZoCHyRIkO45V8pb829FwQKaiQZmvZpGmAgoLqyFJj780/dhhEnAsHo282eIOEvL+fDtWy/TvzU3N//rvhj6CRLke0IwhSNIkHubYApHkCD3LtdSONrWgQ4SJEiQIEGCBAkSJEhg7vocaNUoI88dSGNMTzZTFGOYdyCLeRN6s9yMQOqWhby4POJGRfSJKvMh3vg4mSH3yfJtQTzclTnQYgzz9vW27dxHjErmxaNpjOnB0pf+uXX2puciRJD58UKeyry971rzeAZvbNfTtd9WJHXzXJ5bHnlb5bnf6JUvvVME7VCQ7xHfyxxodWoS+pYqCisCn+uuqeXQn/tT36PtK+8iYuOYmNTM8bzgUkz3GndlDrTLRtE7pVD1fZkpAghhjJmjxvyxxfcarreI3tioIDeLC/PHpTgvB23hreR76Us7t/Hvox26WwjR8dTR8Yxs/+2hNJH32Ofknr1jUt3V9M060H2KxOjHDYw4YKawogeNxNGEKefWS3VL8NPxr52hJ22IicI8+/cgOT9IX3J3rgMtU7O/+k4L0QHVmCSmz1WwfmrBcVv9aS9tVJCbxlZo7mZn2iB9yvfQl3Zt498/O3RXodgpeOpz9pe3/a/02Uap9yOqthzom14HWh3JxGfHkZYeQVh/BXtZObuWmqgJiWDiC6mkPRhGiOLCmm/iKY9BegAAIABJREFUk01m6l2eIbulCWb2ORKYNScKDhRxUNCTMU6inz6LdcsVyjft5cPCKDLWJzPm/4QSJgnINdXs/cNJSmrwDJ1uDeXQjAJK3DHM22fA/Z4N7S/jiNGI0NjA4U3HyCtsPxNcQLdqNoujTGxcafb2XgkYXs1ivljM+uerkbt7RgBEdE+OJ/OX0USI4Kwys299MaY6gFAMz44nI13DgHABmhsp2nyMnHxPaZJRz/wX9IyMFZAbGzldKLTbQ/462vlpPPVEJBomsWaiQss/jrFlcwMMSyTzeSNj9RL9XDKWI+XkbK6ipnOPgRjDvH1G3LsbiZmbeG0x+dx1RRSe9bQWVYCyNOlG5izVkTBYBIcd80fFfLK9AQfdvbcCXlt/72+Acl/TYX1VSN0ylzHfmHCkJjEiXgJbA4c3VSD/NJm01DDCBJnznxaxc4sFB4Ln/BoTjnF6RsSL0NzI6bdPkn3AM/9CNUrPot8nkRArIYkubCdM7FxbRb0TQEL3ZAqZc6PRPiBw1Wrh4NYm9P9Xh3YgLDuYiLu6ineWdt6gqN11apAvNHL6z0Xk5LdCm0zflGIbp2f0jyT6yXYq/nqCnXua/OhyKGPWTu1qoy4CikDsrx9iemYUGgns5Wb2rS7GZAX/dqMbtIks+mDq9bracpLsvFbvezDQtLGamGeMjBxqY/+sQxQ4o33aSM3jGazQW8hX4khPDUMSXFjyS9mz3uxZt1UIZcxz48mYGUWYImM5UU3PNsUWeqkHgd5zO0IiSNsylYmNxfz5P2vRbV5A2je5ni2KRyXz4jqRwjyJ1Dnd1bWANjOF+UvjiFGDvbya499omCiZeK23m0rcT3TnS3fZPD5E463jbU2MWGpk9HCJfo4mircc5cMDrT3yOdo545m/KAatRqSf0srXfy9i17YGj6/tJn7Y/Q48vL5TG1/RxMTPOtshP21YE03G6hQmjgv1+rFamBvD+SdzKei0YZMvv0Z8IpmrjIxNEsHZSuWuQj7Z1UT82iwWqYtZ/2xbvOBZ9/xRilj3Ui1h6cnMWZ5IgkbAbW2kcMtJck/I19qwrzhFNXk8a1bD7oyTVLo85epWzWZxeDFrnq/FDWh8ld0T3AruLgvjBLaVowqPUZOawpSfiJjXfcSO/cHIW9U3OdAihhemkDG0mp2PHcTcLKEdDFZFZMRKz+87ZuViJprMrWks+I2NN717tYelG5mSV8yOWQU0yS7kKzYG6zOI2pXNthzvCxKcnD9QzOnVDViVCKZteZjZT/wTU3fGUBVJakYj7z6VjflbEcOqDBYtT8J0ysT1zQw9O9W0/CWBsYPNnoakjmNsKlRuqPUTPIM6czyLfimQ/7tsCs4KGFZnMH+1TP3ScmyKjK30HNm7v8J8QSB+5cMsW6qn+Egx9f1jmPWqZ4ewdY9ZkAfHkfXfk5DcXV2Vdc8xspOiWMDJ67sIiZFkbkwhofgYm5+xYAuJZNrrU3nyBZmNL3cjsyqCsZMtvPvYbmqcoYxZ8zALXjVwcX4pNUIkM/2VNczAwrWJNG06yJr9dvoNT2L+W2nMd3zONu+OTZ3fW9Ap9Zy4mESS40YHPvF7jYAucxDZv93LzvMihtUZLH5rEhVvfsnml5pgQgor/mgk9QsLeee85/90ENnL9rLzrMKQ+Wn8ZvV4bFWHKKgBd2MTZe8dZs/xJq5qdSzakcz0KdXs2O9CM2c8i38pcPilvRwuUwgbJuGqsHPih5FsXGhn6/zibnf2VM8Zz+JfQu7vsjleoaCdkcLitQ/irM8l76xXpjlDqfjd56w6o6DJnMSK540k531Foc/uzlZK1h8ltrONGgWooxkRfoxtGV9hC4kmc+tDzHqilopNl5D82o2ud9GmhnHcW1faOZNY1lZXVkAVwZSVVzi86XP2lLu46sCvjQRQp+tI2PAl616yw3A9S/5iZPrRanbmK2gXjGfBNIWcJ3dz/LxA/MI0lsyE813Fumk98PeeryGGMXHDFCY6Stm2rhqbIqDrfNvYRFI13de1e7iBRc9HU7f+c7YekJFSjTy5ORIxr0cPFKQNVSRjH7Tw7q92U0M0mdseYvHrjeQ9/zmrTkH80w+z7Gk9JflFmMG/z1GgxVzP4TWlVJyRkdLHs2KjkZT9DRRc8BE/nG3l3T93auNiTCch/bVhEcNzk5gYUsW7M0zUEEbq6qnMGyj71O0ufk2MJPONFHSlJ9n8TC32YQaWbH2QjPN7ydlfi/P1BEaHV3s261DHMTZVofxlC+54PQvXxnl9aCuaOZNY9koKF+cVUOLAb5wScKTFX9k3OEzTE1uZ8O9GvvvrUTautiNfCQbPAD/ok1JCYhg7ASrfK6WyTsHtaKX+bCtuMZrkdIHKnSbMzUBzA8cP2dGmxqFty8Nx1JK7qZp6mwu5cy9EG4qdygMNWB2AswnT/9eKNNDXVrkKX2ebMFsVUGQqjjYga0KJ6Dzn4KyZwnMaRs8MA0B6cCi6K7UUdtlatD0io2fE4MozcbzCBYqMKbuWFv0QRqg9967Pr8Z8QQFcWAobsT8goRFAZRiCLryB43/zDEW562r5cq+/nq6OqEYnMkrbyPF3LNhcQPMlDm+vxvVgAiO6nbjkwpxdTk0z4Gql5K9mLENjGJkQuCztlDhiaszk7vekj8hnqzi0r5UfPxKHpq34nry3IN3S4rBz+fLlOy3GTeM4fpbCc952VmhDbm6g6NMmZEA+Vc/5yxIRWqHj+WddgEL9pyZO26IYmeptx9YGSvKbkF2etmGuFhigFQGJEdOiaflHKYdPybhdLmwV9h7kPEuMnhZNyz+8bRUF64FSjldFMHb69Ql6jiMVHD/jOW7Lq6cONdob2o8XUJoo/Futt001UHaqlbDocALbja60rytrTnnHugIsH54kr7AV2eH9eA1gI911tRzO8bRn99laKs6LRMRKgITuwShs/zB536WLmt0VlPXCEfdKD3y+5zZBRfSrpjK9fxU7Vpux+lpC2mddg/ahGLTfmPnyQCtuFByFJopOBdei7j0uzDlVHh/S3EhFqYy77DyHT7kAFzXHGrBpQlGr2p3vw+cAyGdqMZ2RcQOO4xepd4qEaQXf8UMPpfTZhsVoT6fYnnLPyKrDTuHOWv+75XXya6rRiYwa3MjxP3l0zV1RRUmZxIjJUVBSzZlvoxg1zdPOpPSh6BwWik4paKclElNn5tABO24UrF+co5xoRo9ps4c9jFO6IXDZ/ghj4tYFbDjs/fs4BZ3YM1tJSTmf7LmEw+Hqpgf7/qRvcqAlESnERc3FTpqpllCrJRJWz2XDKu9vggDWRiQBjxO0tnIxwMtQDUtk5pIkdAmiZ9bjA6FQ5etsFy3ftpPDDd0Wr7Ry+otGpi/QMeR/yol9JJqW/C8x+5NFCGXAAwIaw1TWzWj7DfphR6UGlAhSnzaSkqxGAugvESZ4eoAIlwhxyNjbBZv2b53dpnB0i0YixNnxevdFme/6axgQDnQJYhWcze3qoVHG6RaRHhAClCXgiBThUivtp+w0XXSCWuKHAnwHPXpvQbrn7syB7orT5rzu5BQFt9NFS+eT2k1Tdja3O98lY/8WdGoRkNFMNpDxWBxDHvA4gZDBArZCAQSRAQ+AbO25QwU6XHcdFy02FyGaEFRe7e7wDHjzAW90gv8VJy3tdr662tb8AtmNbnbL6lBXioz9MujC2wJNF7a6jo0voI28LLfr6W5nFwSRAQM61a/ixHEZBvTwsXujBz7fc9tp+iQykgQ45eK7K35u6quuERgQ3tl+Kdhtrht/r/ctnXyIArLsuu6zFM8x0df57X0OIrqFRtIeiUIjAggMCIHT4Dt+6CE+23CI1LXcRhnZnyHp7Nc0EiEh0WR+toCMtt9EcOeJoDRQfLiVZelxqD+tRT8tmpa8g9S4BHSRIqrhBlZ8qb9WVD8Rvr7W2dXDOKULAgMClu2PVgpXH6TA7P1XcWFXJHQ9sJUtdc1+R+fvR/omB1p2IV8R0QwSoP2kGllGdrRS/NJePuxmS0lNl1+6QQhjyivjGVF1jG2Peb4ChyyfzcrhPs7vRUa8I+8clUuMJP+klShDK6a3L/m/QJFpuaxQf+LgtRSUdoKie2EKWYZa3v3tV5htoJownhdf8VrtZhlnSChh/bnWUiS1SL+eCmuTcapDCQu5fr1qUCg/7ORIriMyYKDANWcZJRGmclFzWQH8laXQcskFSaGECVxzuhGDQuDyRVqU9gYzSJCeExIeggrvqIuoRjMQnM0yaJOYtz4JectB3vzUjhuJtO1ZjAZPm2sBSRsKnc23P0eoyLRc9lynQvaeKjJAI+I847y9KUd+7Ub3dKgrQSLsAXA2extrZxvXWxvZQTaXp34Htqtfof+17bj7FH/v2Yv7gpnt/9HEpL+kMG9hI+/+T28nUSueehomEQbXhsMltdhNJ0MQv/R6dplvn6OalsyiX0vkL8tlW4ULQhJZfMDoOc9X/AD+23ggXC5kp4g6sp1MapF+vVl7zCbjbLaQO7OAkm70pz63Guv8oYwdCTp9K6e3eNp3S7MLd0k5G5dUdR0tE/Fft55G3yE2UF/7eFb8lx0QBXdTK7ZO+d/fG1t5l9E360A7LZQVwognDOi0nl4j7agI1M4GCo+AfomBEYPb9k6PQDfcV/oFni8iB2iGRXg6LYQQBqihxdzoGa4LjyZ5wk1OeGzDYaHwqMCopUkknKum6FygC2TKDlgYMNNImlHyyKcOJX5cGBIghYvI/2zCYgPEUEZOi8a7ZTxuUz1mZzQTfx2NWvDsIZ/+sygf6wgqyM0upMQIz9e6AO6yakrqopj4dJznt/BIpjwZh3j0PJXdOgaBH2fp0WkAMYwxv9GhPW+h4nzgsqx51ZyP1ZExIwwVIA1PYvqsUL7Oq73ty4Xdi9yV60D3AerJw5k40qPQQ+aOZHR4I6ZCF0giIf1lrCZPsCSN1DFyWFt3oUxlfiMDHjGQNspzrXp4JFo10CojDwwjoduUCxdlX1gIecRw7Z6aGUYmJjVx+lDPglifdLZRAfFvN7qjfV1pM/WM1TRSUeij/+embKSM+UQTmml6UuM9PYVDMoejH9xemFC0w6SbX/PU73v24pCx1VXzyYZqIn79INONve82ri+wYB2uY2q6d2h9ZBKp44Kf/bce3z6nX7iE5LBTf84FCGhnDCWh7SPNV/wAAdp4AJwWyk7B6PlJDFEDYiiGBXG92nfBXVbNmW+jSV8ZhzbE84zq4dHEt7WPmmpOl2sYvTyRBHM1Jd4YwnqoGotOz+w5EZ5t7QUR7bhItD1QQ3d9Ky2ShgS9N2aK1zG2nf76LVuMJG1jGhmT/cRYXbiFtvIep4/WgXZRsuEYA15IZtHHetT9wVFSyjvPlFP5+mFyVyaT9cECwkLg6mU7lX87ivmsr8GAVk7vMjN61cNszHRRsWkvuX+rZtGSDF7OUvjOYaP4aAPyyL6Q2zOZ0D1Hj+XN6m4n83TGkXOS7eoUMl+dzcyBAlyRsRwoZfspOxV/N3H+D0ae/cyA+4oT895azOO8iuy0sG+1ifnPp7HmFyA3NlL4eTVWH3FUzd5yTBOSee6wHvv+Y7y2wcKh3xfRb5WRFV9OQsKF5Wgp2zf5mPTobqWiTCLj/QXXZkRn/6d3lQLlkv+yasrZ+bLIoysfZt0qEWQ75g8L2PNxcMfKvuCuXAe6D7CesBP7h9lsaFtZYv1JjtcBmDn00SBmvZWFwakgn6+m7GjrtZ5J255j7IwcT+b/m8vMcLh6wcK+3xZg/d8q8kumkPHxQjJqynn3V57JSm049p9k+8AUHn0ji5nhAlcbGyhaf9Q7KeZm6GqjdvzT/xX+7EZXXJj+frFLXRXU0f3wj6uB4zdhI627T7B7yAQy3l9AliJjPVJFYWE0Q7zHtfOn8FxGA1sfLe5Qv72mxv97bo98ophdn2aw5JUUzv+qqHf3qTCxe0soC56fzRtrFeznLJwpaWXQTYgepAf48zl5Zzg0OYV5n83G7VSwnaim7Gzbji2+4ocmHJ3b+L8HGCXugIuSzScZtDqFZQcM4JAx72+kRunFTjGuS+z/j5PMfMHIsrxJSCqQLzRwbE0jNRc8o7lleY1krI7m/IbD1ycAnitn+8sCjy6fyupnRfqhYD9bRfYzl7AG6q+sqSLnvUiyNmYxyiHz3eVmKo40Xf/g8Fe2oCbWGI263JMa11Nuna28t/m35ubmf70yZS//+tedFuXOoDKm8NwfJQp+XuCZSXsv0GHJseBs2e8bP/2vBC61XLjtvdB3rp0LpG5ptwxZkLsIgTGb5zK97iCvbblb351nebFZzcd4bVPDbRmSfub9hxg41McM0VvEHfXjd4vPiTfw3AeDKJx5iOP3ir8Pcttpa98/aMuBvi8JiWDK0kRUeWcpDjamIEGCBOmIGEXCUBuFe++i4FkIQ5ceeS2PWzLqmZgK9WW2YD7nfYbaGIMu3juxNiSMMU/o0NZc4nwwFzFIH9BH60DfbQgYVs9m/gwRZ2k5H759e3olggSBe2Ud6CD3Ba4Gsn/RcKel6B1CCLqF41m0VvLkiMqtfP3pST45EFw26H4jJCGBzFcnoQ33TCS0f1NLzn913nApSJAbo49yoO82FEzrszGtv9Ny3CJcFj6cYbnTUgTxwf2XA61QuHIXhXdajCD3B64Gcp/MJvdOy3E/8T31OdZPj/Hmp3daiiD3Kj9ITU3lu7O9SKoPEiTITXHZbqOwMBhOBgkSJEiQIHcr93cO9D2BSOrmuTy3PPJOC3JbUWU+xBsfJ/dqSaIgN4EYw7x9WcybcIMVPljPiqIM0gZDV50VGPKLNF48vJA3js5l8UwRNDFkbs9iw4mFbPggmZl/7AMdH5XMi0fTGHMr1ji+7dyBdn+jOnCzuhPktqAaZeS5A2mMuaf70+5Pf9n3CKRuWciLyyMCn3oP8/3NgRbCGDNHjfljS3DtYb+4MH9civNyd8thBfk+clfmQLtsFL1TClXe5MHYOCYmNXM870b0rpPOhsQx/eko6jdl81qeC5WgMOTfjUzsX82WKaVYVQJhBjt1fazj6tQk9C1VFFbc2PE+p1c27w60+8464IvOz9HT64LcUdw1tRz6c3/qb9bh3pRtuNXcI/7yhuMjgfg5ifTLM2MOBlY3zQ/utAC+UI1JYvrcQQwIdloExFZoxnT2Ppsg8z385uspLQ47ly9fvtNi9BKZmv3V1HgXOtXO0JM2QX3Dkyg66GxUKANCmqk7JXu2gnYJaAZL2KsuYnXhWTe2z3VcYvTjBkbpfBmYQMf7nt7avNvf7jvqgC+6PkfPrgtyh3E0Ycpp6NF+CP64Wdtwq7kX/OUNx0fqGCYt0Xk2lgly06hSU1M5+NLFmy9JHcnEZ8eRlh5BWH8Fe1k5u5ZWE79tNqOP7OWt//GmiYQn8fRBHTWPfU7uOZH4x8fz6IJoItQC/eRWKt47ys7yGJas16EdCMsOJuKuruKdpSasCYlkPm9krF6in0vGcqScnM1V1DjwDM+uEzmdLzE2MwqNpGA9UEzOiQimLU8kJkrEfaGWQy+f5PhZj4VQxSeSucrI2CQRnK1U7irkk12XkBFI3TKXUYXHqElNYcpPRMzrPmLH/o6WRZOezJzliSRoBNzWRgq3nCT3hIwmM40VyyH3sQIKraAal8xzr0dx+rcHyRONHjmPhJKSGUWY6MJ2opw968s9z+GnXM9QqIGmjdXEPGNk5FAb+2d9xXcvdVxjN9D17vdsaH8ZR4xGhMYGDm86Rl6hy3utkTlLdfx4qAiOVorfzOXDAy4/ddX9O9yxq/OyV6EYnh1PRrqGAeECNDdStPkYOfk9k0sy6pn/gp6RsQJyYyOnCwWu3rzW3hEu2218XXfm7tqNsN06rwWxk3jqiUg0TGLNRIWWfxxjy+ZOK9loYsh4JZmJxlBw2DHva2x38Pq60G8ej2HxKj0xooD2w7mkV53jq4ZBTJoioSGNNRNkytbnUv+LuZ10vKueZsvJrFkNuzNOUuny3Ee3ajaLw4tZ83xtO/lCGbN2KhnjJPrps1i3XKF8014+zFMCHm+7b8Jg0fNcHxXzyfaGrr1Ao5J58Q+Qu1tk+vJEtN+Ws+WxUupDIpj4QippD4YRoriw5pv4ZJMZq97Qrc1zZ45n/qIYtBqRfkorX/+9iF3bGrw26nq71zyewQq9hXwljvTUMCTBhSW/lD3rzVi7CYh8tudhep7eloRt7ed8eMQF4XHM+yCFAe/lsi0nvN1av0LPbfeKJiZ+1nYdpG6Zy5hvSrGN0zP6RxL9ZDsVfz3Bzj3ercs10WSsTmHiOK/ufFQLc2M4/2QuBRe6PkuQPmJUMi9uDeXQjAJK3AFsshhB6qpUpk4OI0wUuGpr5Pj6rzj9o+5sg4ORN2H7VcMSyXzewNjRofRzu7B+epItmy241d23pXq/sXFv242E7skUMudGo31A4KrVQu6yAo7X4dcWaB7PYGmCmX2OBGbNiYIDBby2dxDPdWMTrLG+fCvdxlW734GHu7EV7VcWUU8wMn+lR7Z+uLAeLmXHmzITt6Zg0IqMeH8u6VcaOfRkAced3ntMjiBMULBXVfPl68UUnlP81H+nlXnidSzeakD13pfs+Nh+N/dv9QpVWw70ldqb2R5bxPDCFDKGVrPzsYOYmyW0g8GqQLy/y7SJZCxRU/HUR+RWKKhiI4kR7Lhrmnj3z5FsXGhn6/xij2KIkWRuTCGh+Bibn7FgC4lk2utTefIFmY0ve3fQi01ktFjA1oe/Qh5mYNn2SSzRV7H9t9lUXg4l7a0MMp6IofClWtxiJDPfSEFXepLNz9RiH2ZgydYHyTi/l+wTAAIJ/27ku78eZeNqO/KVTl4oXs/CtXE0bTrImv2taOZMYtkrKVycV0BJThF7J/yM2c/rMK9tZeLzicjvHSTvrAKjvHL2L+Cthw/heCCGrLfSWLjSzmvrLbj9lesAVBFMWXmFw5s+Z0+5i6sOSO6pXA5AFUlqRiPvPpWN+VsRw6oMFi1PwnTKhHWYgYVrE2l5+zBrcppQDQ4jpNkF/urqXPfvsCsyttJzZO/+CvMFgfiVD7NsqZ7iI8XUE0Cu/jHMetWIJr+AdY9ZkAfHkfXfk5Dcd9HatPcQ1j3HyE6KYgEnWbfW0o2xlBizahITxXLenWmixhVG6tqpzBNkyjqd6S41se338NyHgyh8tG1zA4HLoVnMchzjtQ0NuBFI/UW7i4b70NMeZ8W0UrL+KLH6DKJ2ZbMtp3OE6eO4t3142padfsOTmP9WGvMdn7Otu106Y3XMmmlm328/wmxVkBWRESs9dnLHrFzMRJO5NY0Fv7Hx5tumrjYPkMz1HF5TSsUZGSl9PCs2GknZ39BtIKlO15Gw4UvWvWSH4XqW/MXI9KPV7Mzv9Hx+bV852e8MYcWzyZjKSun3XDL6qlLe+rgVxHbJsb2y3TGdJBXQzRlKxe8+Z9UZBU3mJFY8byQ57ysKbSKG5yYxMaSKd2eYqCGM1NVTmTdQ5nxPX2+QvsGPTbalG5g1ppmdP8+lsllAPTKCkDoF66nubINw47ZfiPboalkRbz1biy0kDK3Yiht/bal3fsFfu9HMGc/iXwocfmkvh8sUwoZJuOrokS0ISzcyJa+YHbMKaJJduH80qKtNECLJ9NkWhe7jqrOt3dqKawgRTFqeRL+cXNbssuNWh6GLVbA1t5Lz+3LiP4uj7FdtH6MihrUPeurx0VzMDokRy6ey6I1kbPOKMOOr/tupyeBEFvw/I1L2Yd69j4JngB/0SQ50SAxjJ0Dle6VU1im4Ha3Un20NXJGOVmzNoYycq0MXK+Cuu0SNj71iVaMTGaVt5Pg7FmwuoPkSh7dX43owgRFtk4KUJop3WXAo4D5Xi7lGwXKonEqrAi47Zwrt9NOGIrWVN7iR43+qxeYCd0UVJWUSIyZHXR96Kinnkz2XcDhcuDt91WqnJRJTZ+bQATtuFKxfnKOcaEaPEQCZkk1FmJOMLN46nrHfmtizq11QqTRR/J4FhwuwWsj9qIGw1CEkiIHK9WD58CR5ha3IDleXOg58vcLX2SbMVgUUmYqjDciaUCIE0D4UR0yNmX2fXkJ2KThqmrA2B6irHr9Dhfr8aswXFMCFpbAR+wMSGoGAcqkMQ9CFN3D8b953W1fLl3ub7tqGGheTeHf1PveWkGhGj1Oo3FNOTTPgtFO4s7bbntAbwZee3mq0Uzz3zd3vcRLy2SoO7Wvlx4/EoenuAlUrJZuLMZ1zITsUEKNJTheo3GnC3Aw0N3D8kB1tahxaH0Ox8plaTGdk3IDj+EXqnSJhPk5219VyOMcjm/tsLRXnRSJipa5iBbB91o9PkvvPGLL+ewqzjDb2vm6mS/ZFL2x3dziOVHD8jAtQsOXVU4carRYQoxmbikd3HICjb3UnSG/wbZPd9a20hEeROicOrVrBUXEJq8+c2puw/aOHMiqqkYIt1VgdCm5rE/V1rhtqS77w3W4kRkyLpuUfpRw+JeN2ubBV2HHQQ1vgqCV3UzX1Nhey0/tbJ5vgty3eaFylyFysVxiUnkSyUULlsGOu8LFQhBjN6MkClbtMmG2AS6byz+WYw+MYM07wXf9tdSdGMfOPyWjzj7Fj+6W71iffKH2TpiSJSCEuai720so5LWQ/dYyJS0Yy7wMj7hIzuVtKMXVniDUSIU4Zu/P6T+6LMt/11zCgrWPkipOWdo34KuBsvv6yXd5iRUDWSISERJP52QIy2k4QwZ0nXju/pa7Zx27yAgMiRVTDDaz4Un/t134ifN0WzNtqyd9v4LmnJApXdhpGdV/pKKdNRg4RkRAgULm4sNX5GqPqgVy4aPm2nTBucLVdGy7CpVbsnavfX105a3v2DtURpD5tJCVZjQTQXyJMaL9uqC+5gHCJEEfHd2//1nnXpnDc8+tAiyJS/072oFFG7hPr6kdPbymetsWlVtqPrzRddILh9UpCAAAgAElEQVRa4oeefRo64nZwsa7d/2oJtVoiYfVcNqxqK1YAa6Nnw48uSOgWGkl7JAqN6JUhBE77EvGy3C5/1U/lBLJ9SiuFu2pJ+3MS7l25mKzdlNEb293d5TZnO2er4FYAgf+fvXcPi+JKF71/e6opp/rQgrTYohAuY29Rju2D4gNbJYJRY3CPuCXjZaITTXbcSYyj3zZXJ7qNZsdkEr9jdo6Zk8toZjQTczEjZmRQEkVRNz4iHNqHi2kHITZiYxppmq8rll3PfH90g8ilAcFr6vcXVFettWqt9b7vqrXe9S7QSx1tSb/1HY3eEUAnny5i6+pmZjyayMolSdhzrWRvsVHr6SSZvuh+Y0fd70uzG1nqjW7oSm4EiYGDQHa0H7R2rwt+AHA0c7G9qW6vEwLJ4o2Oq5ApXrsf7xIL6ZvmkNFYR8E7J8g71sloRi9haJ+H102TWyRsMHCli/r3Y8q0ECYI2Juu3LX2uC/0jw+0rCBfETEOFaC8bWP7/25rHAZLtI0i5b1gJ3+9nfwtYaSsSWfxGpnXl5Xhaq8wnTIeQzAhelqlSzc0mJ9e8dDUCJ1PAQXAKeNptJMzK5/iDp2ju09YlaZGBW9xGZuWVXa+CzYmnsy5IuW5zSQ8lYj5ZBG21q/QAQw0Av7/pSHBSG4XcnfpiuCzNDdYroDPq76PjfhgQuD6GaeAdQV00YbX0hAwP51OlqWG95/8BpsTdJMm8uIrbeo50Hs1ynj0wYQMoLXtJYNIUNdP3NHclT7QvUHx6QNDeBtLFioS1C+f6wH6qRdAuK5fGEJF+geVpkv+fAVaDW7YUD1cvkhT54su1yPLyO5mil7aw6eFHR/QtdN5uulJLH5c4uDyHD4oV0Afx9LcxL6/SnfyLIYxY0UcP+TVoHtoApP/sp/8Mx3L22Pd3RsUBdnTru8Y+qvvaPSKgLYG3Ccr2X2ykuyYOLLenMjix528/k57971+0P3t7D7QrSz1C6pMUxNIpmC4biqte13QpdZpX9RAsqiP62JcRfeb6D0urO8WYH1PwvzoRBa/moxzdj7FHe6TcXva5THAwECDTNP3vjrotP79uA6e4Hd5Q3li0yRmWXPILvlxLRX1Txxoj53SQhi1xILZJIAgYhoThgGFhgsKJkuEf3wrYs6Kvha71xCGeUKw74ux0cX5ahl+KvjGr80y8uAQYk2+W72lVRSfH8Lkp6N9szGh4aQ/Fo145BwVXXwdBcJbWsXp7yOYuioakx5AwDAygphhPXvecaAKuzmBOXPDfOUXREwTwjGJgBBC2ppEBuYdZ+fLxzjYZCZrRQSti6lCGCmL/e9himTGvCG4Cr/jnNJNun0tVzfU5ttx/MxMRmaYz83FFMbwKCFwXQVqwzZIoSLydw3YnYAYzOjpEW2W8ALjtdZi80Qw+fEIDALoTJFM/fmQO3aX972PityoIMWF+fpw+3b01FFRLDB2Qbxvt7cYzLiFcf0Ws7vLflrbTJNkJDbBl5Euxsz4CV10fFXB5QbjiLDO+1EnvzvyqjgXZSZjZgg6QBoZz4zZwXybV9OzUFKeOgoPQ8IyC6OG+ctoCsM80q8Z2um8oFAJye2i9qwCCJhm3kdsP8SwDqz7BGKensRkKvnk5QJ2/UVgxm8sDG9fjb3Q3b3CY6f0JNf1HcvCaC3e+51GTATmEb5O4b3gpNahguj76GmvG/qm+7+jwhlB2tPRGPWAPpiYkcHdy5IhGNMIqY82QqbiYD0DH7KQNsb3MoaR4ZgM/aALWt4vkCx2Oa6iGxmTGJ4S7qsvVcZe3oxHEHzN41bweIOJSvALtFJH0UGVUYssmI2AKDFqWQLmRjvFJ9Wu67+l/E43zmNF7Pockl9JZtQ9HUO8I/0UB1qh+LUCBr6QxOLPEzAMAHdxCe8904D1wxJGbbCwcl8CTY0KrmI75Y0RvscEA5bVySyNEkFR8VyoY99blb4vuv+u5GBxOhmfLyKjuoz3f1XCgedOELQmkZVfpyKhYD9SwrY3arpws+iuyJfY9+/HmfVCIsvzUpF0IF+oo2BdPdU92el9toxtLws8vGIaa1eLBKHiOlPJ7mca0C2axIxBVWx/pw5ZhfzfWhn9wURmF37Fpw2Aux7blZE8lZNKiKTgOFbCznf8UQy6TPcSjp40U1+eL7eyY6NI1r89yIY1os93dWMOu88HqCtPgDZsRaX8T1bO/SaR1X+24L3iwbanBtuEjv6ZneKxs3etlQXPp7HuFyDX11P4VRWOu3QC966MA92O6j1lWCcl8eyhBFz7Cnj9tbabCWUKNxVgWp/M8txE/w71Kqwtct9XuuqnByvJ/iicrE1ZjHHL/HC5kfLDDV0MOps5tdPG2DUPsilTofyNPWzfp3Tzexk7XhZ5eJU/X9mF7dN8dnW2gbBTFCp+e4icVUlkfbyQED1cveyi4vdHsJ2R8bbXeb8+zYEpycz/8xxfKL9jVZT2x6mxAXSffXgiCzJVDj1ppVZR4d1Cjv5xGguftrPl3TZp9EZ3/+ul3hSO4s3HGbo2meW5FnDL2PbVU63+yCzzHY5u6FAy1qYRGQpXFZWm0kqyP/K1c3vd8FafdH8d2S8WkfVsEqsPpfqiQOwqYMuZuoCyZFqQzrMZdWx9uIheuOZ3wLmrgB3hE8n8X/OYFQpXL9jZ+2Q+juq+6gI/AcchXY+r3J2Mj1rfUxCIypxExuZgdKqKt9FF2ZZCihoBasj/OJb5a+fx5gv17Ft6gPzNh9i7OoX5XyQQIqq4ztSw97kibAqgdFX/18/IV793hANjMli45iJvP1/Vcc/EPco/5Obm/v3wR5XIlZqCuiW0DRV0AzPnGnc/i/93EmHD/8ct94F+JX0Pf//7Lc1SQ6PvxFh49uOhFM5qidJy5/PMHx9g8H23NtiuJt8tCIzbPI8Z5/fz+hYtUpNG/9Mi3z9JSUnhh/6Y1dDQ0OgRl11OCgsLb3cxNDTuSAyJkZhjRN/yuz6EcUvMmKovcU47OU2jJ4hDiL3PSeEebfCscXPppzjQGhoaGhoafUcfG0vmq6mYQn0+ta6/1ZD9n9aO8W41NDpDqWP3L+q6v09Do4/0kw+0Ro85XcTr99/uQmjcTu4FH2gNjZuF48sC3vrydpdCQ0NDIzA/ud0F0ND4sdHkdnH58uXbXQwNDQ0NDQ2NG6T/fKCFYMat/Tkbji3izUMzSIvqe5I3G92YRJ7NTWOc5gJ++xiTxItH0hjXD+G57hY0H2iNtugyH+DNz5O0UG0at5Ve20NjJJnbsnjt2CJe+ziRmDuw/5oencGG9xN6fTphf9OruhUjmZ+bxfxJd2CFalxH/8SBBnQTEsiYeoUDC3by3KxvOHq++2d6gyElnpTRfUwkKprJ00Na//VW13Dgd2eo0Tan3DL6pR017g3ayaNGLxFCGPeLSNrGerip8qW11z1Nb+3h8PmJTB5Qxdb0nax7wtqncHH9g0DMXDPmNgLhPFxOzsf2dmFVbz39Pda4Z+zoXa5TftJvPtDDgglxXOLcBcCj9vOZ6BJjH7Uwxty3LzLTzATSJhmuBVd3N2DNrrvtwvXjoX/a8W4nOjLu3j2FsBd0kMcfKzeoLHXj4pkxbygDW8Xp5sqX1l73OL2yhwLGYRKuyos4FPB67gAjaogkdZnZdwCPH2+1ncLDrn4ej9wA/TrWuHfs6N2uU/ql3MN/kcrCxyPQDY5g+X4zji8PsfP/m8BTsTb2umOZPXcI5Obz+maJpXkJ1D+5h+zT/gLMTGPD0zLbHz6BzRRH1tpExsdLBAkqrr9VsffXZehWTSNjgkRQQhYbVqiUvbGHTy8m8uJvIOcTkRkr4jB9X8aWR0rwZk5kweJITEaRILWZb/90gp0f1DFwQRpPLAnHSCrrJqs0/bWALQeG82zbmMyGcCavnkDalDBCBBVXZRVf/7aIwrOqb1llrwXvR05Mv4wm0ihCfR2H3iggr7CTMy7bYZyayNynzPzjfSK4myl6K4dPc5XW67HDRP+BE0V8sa0ON2B8NIOVCXYOqtFMTQlBEhTsB0vYtdGGQwXDpEQWrPI9G4SC41AJ2//DhlMF49Qk5q6II9Yo4HXUU7jlODnHfMHPpcQEFryQwOgowXcoyR4Zy0MKOx4pwjF5IuvWwicZx6lQAATMa+awNLSIdc/X4CVA2gHrSGTc+s7a0V9BQhgZuzIwH/iKt7f5j4MVw8n89EGGf7qHd3f1fZXkTqHJ7UJ32XvL40D3Fd2IODKftzB+bLAvoP6Xx9myuZHJ2+Yw9vAe3v6Dv41C43l6v5nqR74i57swUtakMG1KCCGiwFVnPUc3fsOpn6V2lMfNdTAijsznExmfIBGkyNgPl5G9uZJqNz53nw0ipw5KjM8cglFSceQWkX0sjOkr4ogcIuK9UMOBl49z1H/0dHd9tWFTFZHPJDL6Pif7ZudTPXMiDy+MIMwgECQ3U/7REbbvbB8OKxjL6olkTDUyMFSAxnpObC4g+2B3MuDTE+3l71ShwNWu6nxMAoufiyc2SkISFZzHrOxYX4ljpIVlG82YBsPy/XF4q6o4UhfJ1D7qSRmu6cGpYYQMUHGVlpGTH0ZGJ+11bWAikLJlHuP+VoJzQgJjfyYRJLso//AYO3Y1+O4zhDH5hRTS7g9Bryo4Dlr54g0bjgkTWfeqwBezCrB6QJeSzIu/M+PY+BkffKmAEE7mrmkM+WS373+Nm0PbMwq83ejyNfeTkS5hJI11k2RKN37F7mMi5seSyZwXgckA8oV6Tv3uBNkHm2npH2MKC6hOSSb9n0RsGz5j7+AHWZlgp0CII3VCMJLSTPmHJyg0jCQzKwKjAVwny9i5xkq1BzBEkLExiXH/M5gQSUCurmLPb45T7Iwk8/8kYzGJjPrjPKZeqefAY/lUzMzgxSk1bHiszGdT+2BvO9RVb3RR+/MfjBFkrE1m8oRgfzlqYF4k5x7LIf97Xxb6cUk8/UKbun+tgLyTXdjRvDYFFCOZvzcR7yf1RM6LI3KwgHy2ipwNJyg8o3ah+w6Q7+lcPhseeoC1y2R2/EvLmAAMv3iAlxY38/7DJ7APiyNzTSLj40XwNFOxs5Avdl5C7kYnGDsbk12nU+58dCkpKex/6WL3dwag9vMCtqoiG+Y18PYjJThUMD4KIVMTSc8rYvvsfBpkBS/mAKkImBcnMraxhE3pVbgFieEJEk2Nzbg3HiEqIYMhO3fzQba/o4wBoszMnmVj75OfYXOoyCpItloOrSuh/LSMNHUiKzclkryvjvxdBeyOH8JCjrNhvf/UtDHD2+QvYll9Pxn3VbH94RxsbolRK6ax+M0knPNPYAPQhZOSUc/7T+zG9r2IZU0Gi1fEYz1p7ShgbRlpYdH6OJreOcS67AZ0w0LQNyowwne94Y39rNvnImhkPAveTmOB+ys+8J9oZJhqJva1r9nwkgtGJrDs/yQy40gVOw6HkLoinqDsHNbtdOE1hGCOUn1fuDEJLFof7U+3GePcVJa/kszF+fkUy5HMfjUR48F8NjxiRzZFk/V2KiYqe9bYgdJ2B66j4q7aEUBt4MRf6pn8z3EM/0MJtSroxsYxxljH13n3zuAZfD7Q354/fXfNQosRzHozGXPpCd5eXYNTH4JJbMZL4DPidVMtzB7XyI5/yaGiUcAwOgz9eRXHyU7kUQwnc1MysUUFbH7GjlMfzvTfTuOxF2Q2vew/cTQqjrFiPlsf/AZ5hIXl21JZllDJtid3U3E5mLS3M8hYEknhSzV4u+2rYaSvusKhN75iV5nCVX0cy5YZKH/iM3LKVXRR4UQKrk7eSsZZcpbdn3yD7YJAzKoHWf5UAkWHi6iFwHpiQDv5GxZN1n+lInk7j1nrrW+g9KND7DrawFWTmcXbk5iRXsX2fVbe/104mxa52LqgyBfiTajif4zuo568IGJ5IZ2M+6rY8ch+bI0SpmHgOFOG/I/t2qsDAua591H+669Yc1rFmJnKyucTScr7hkKnyKhVvnS3z87BRgSZW9NY+G9O3vr9Rc6RiNkiYC2EyCkRcF4malIk0pdVyMOGEDPMRWkPJio0+pFAuvy1/XgNWcx2F/D6a75Bj2HuRJb+EnJ+vZuj5SqmmcksXX8/ntoc8s4ACMT+ayI/fHiETWtdyFdUQhb6bFzYy/vZsFrGODeN5WseYHjecT6Ym48jNI7F2yaSMcvGu5/L4PFwLreIU2vrcKhhTN/yIHOWfId1vZ3s58qI+XM0pb/KId9/mrCx7fv0xd4e7MTA90YXXfegiOXZVCbrK3l/ppVqQkhZO435g2XOtdZ9MKMnqB3rfmkXdrRD24Uxfoqd9x/5hGpPMOPWPcjCVy1cXFBCtf/363SfW2TU2i7k86OzVKxIxvJPAhWHVSCYsdMjaMrLoZpwMt9MxlxynM3P1OAaYWHZ1vvJOLeH3cd8bd6lTuhsTHaX0W8+0J3iriHnjSpqnQpyt6fuqTTVutElxJI6PQyDKlNb0hD4XHldM8Wbi7CeVZDdvo4kn67BelrGC7iPXqTWIxLSkx0EYgRjpwhU7LRicwKKTMXvyrCFRjNuQsvzKt/utmJzqKDKlB+pQzYGE9ZN8qYHoomstrH3y0vIioq7ugFHI5jSfddz9vmWmOQzlRzY28w/PhTdKvje8zUcyvb97j1TQ/k5kbAoCVSZi7UqQ6fGk5QooXO7sJX72tE0PY7I8zYO5LrwouL4y1nKiGDsOAGdZTjm0DqO/t6OWwXvhRq+/ktDjztvoLT7UkcAzr+e45wpmhSLAAiYZ0YiFp6j9MdyLugdjG7sfYwZUk/+liocbhWvo4Ha890PaLy1zTSFDiFlbjQmg4q7/BKOLoRaNzaOMaZ6jr5nx6kAjZc4tK0K5f5YRrVsMlUbKNrp77tna7BVq9gPlFHhUEFxcbrQRZApGIme9FWwf3qcvMJmZLeC192MszGY0fPMmKMEvOcvUd2pY6dK7cEqbBdUQMFeWI9rkIRRuPZ7VzLQQf7O1/D1ngDy56ij+GADsuK711YlMNAU+KOlY8X2Qk/qIxk/CSo+KqHivIrX3UztmeYe6wf34XKOnlYAFWdeLecxYDIBYgRJUwUqdlixNQKNdRw94MKUEo3pSh22SonYccEghDE2ScC2o4qmscMx60GaMBTT+ToqHL17bY2+0htdLvkGVX+1crTc1/6O3BKOVoYxfkbYtduKy/hi1yXcbgWvX314z9VwNK/ZJ6MHa7moNnP6T1U4PMCFGmyVMHC4/+hv1UVFbp1Ph3gasP7fZqTBPTsWvE/2ttPq6bkuug4xgvEpULGrzLey5nZRuKOm3SRcJ3U/pGd21IeCbXcZ1Y2A0kzxhzbs90UyOvbaHdfpvkDy6bFTdBQSpkf6XBaiohkf7+LUXxt8OntYPUffrcGpgLe8kuJSiVFThrS6N3SpE+4Bbm4caEczF3sxaeD4Qz5bGy3MWDKNl1Y1U7GzhC92+pcVO8Pr5uJ1mxUlzIsSSXtoCEYRQGCgHk71JHO9hEGvUH2xTS/2umlyi4QNbrmg0PR929+h+9cTGBgqwqVmXGq76+H+622uNlz0gEHipwL8AHBZbuM31TYBmeK1+/EusZC+aQ4ZjXUUvHOCvGMKA8NFdCMtrPw6ofXuIBG+1QOChN4t42rzQeP63tPlEnKHdwmUNnBjdeTHWcWJY4nM/ucIdGcEkiYJlG2q6br971LuyjjQxo79pkecLmLr6mZmPJrIyiVJ2HOtZG+xUdtZOkYJvef6PLwXZX4YYGRgy+71Kx6a2gzArwKexms9TPF3PbGHfdXZ9iPAY2f3EwVMXjaa+R8n4i22kbOlBGv7QbQhjJSnE0lOMviM4wCJEMHe5oYAMhDaO/kzTrGQ8Ug0wwf5LKd+mICzsJe+j73Rk5KI1F4P9gKP09NmsK3iVQEBMEgYDBKxa+fx2hr/z4IAjnokQabiZAOZKREYR0iYDXUcyLXzw7z7GZUowgQjTSVWba/KLacXulwQGTgIZEfbyTiFJqeC3qhH57dyTecbO+pzt0xTSzYq4FXxtJFxRW3pRD43slnL4jHH+k+qHBRMzxZP+2pvO6HHuqgdeqmjjNXLyNcNw/pgRwFQ8TRen77HKyINEuA7X/rX6b6A8qliy61BeTUWi6GG2unRmCqr2HkWmCmh10eQ+eeFZLSkJYI379pbd6kT7gFuse92xw4phYoECS0ipVCbXcT27BKMkxJZtCmV2ed282lXEb/aJaebnsTixyUOLs/hg3IF9HEszU3sWdE8Mm6PiHGoAOX+hAcYGGiQafL7JPlavreoPqGKDyYEcLa53nTJf12gVWjDhurh8kWa1E4Er0OZXVjfLcD6noT50YksfjUZ5+x8ahsVvMVlbFpW2WEGX5ci49EHEzKAVomUBokEtdzgBRCu/Q8YQltKotIUIG1EbrCOWlApz65h9sZYLCfBrNSw47/vPat5V/pAN8p4DMGE6Gmnyf3t01YhDpZoG5XQfbKS3ScryY6JI+vNiSx+3Mnr73TiGuHsmIduaDA/veKhqZF267HdcWN91XvBTv56O/lbwkhZk87iNTKvLytrI7cC5qfTybLU8P6T32Bzgm7SRF58pU0FBJKBxk7kzyBeJ2+tmOKZvzEeect+3vrShReJtG1ZtH569XTeozd6UlaQr7TTg/2BLCO7myl6aQ+fFnaSbmE9zl8OZcwDegaWlFHubkAugvlTzHjj4dyWnq+SafQTvdHlqkzTZZBMweiQ/W0lMtAo4jnt6Z+2E0JIf2UioyoL+OAR34zn8BVzWDWyRwXsu73tLxQF2SNiCPedtAmAQSSo7WisT3YUQGTg4DbpD5EI0SlUX1Y7T787+TxZxWn3NMZODcf4QAjn9lThBHROGU+jnZxZft/u67hHRskB6L840D3B66bBGUzMhBDfyF0fRkrGtal+45gIhht9je4820CDB0QdoCq43GAcERZwxB8UKiG5XdSeVQAB08z7iG215Cpyo4IUF+abdWnftkodRQdVRi2yYDYCosSoZQmYG+0Un+xBZxZEjCNCMHQihbX5dhw/M5ORGYYE6ExhDI8ScORVcS7KTMZMX31II+OZMTuYb/NqAruuACAxPCUcox5QZezlzXgEAVEAx4Eq7OYE5swNQxJ8ZTNNCMckgtdai80dweTHIzAIoDNFMvWfr7WBt7aZJslIbIL/iz/GzPgJ114qUNrd0oN29BbbKHYOYcbjEXgOVmG7B90e78Y40F7rd1Q4I0h7OtrX5/TBxIwMBhQaLiiYLBH+8a2IOSv6WkzjmAjMI3ydw3vBSa1DBdEn4+3l0VtaRfH5IUx+Otp3LTSc9MeiEY+co6K3M9/cQF81hGGeEOy7t9HF+WoZfip00BVSqIj8XQN2JyAGM3p6RBv3jcB4rbXYPO3k7+dDOpcHSUQ/QMZh9S0pS6PNjB7RJqNmGXlwCLEty6H9oSc9dkoLYdQSC2aT4KuzMWEYutOf3eGpo/AwJCyzMGqYX7eYwjCP9C9wn63l3BUjk2cGc+5wHV5Uzh2tg0nxjAqtx1Z8731I31solP7Fjv4hC5NH+zqIcWYik+MbOHWgc//+XiPoGWiAJlu9z8UrNIKkScHXfncreLzBRCV0LuB9s7f9iMdO6UkYuyDeFzFEDMayMLrnceB7JOcC/5iV4B/LhDDu38yYztkpP9fF7d3Jp3qJorxmYjMTGWuq41Seb9LTW1rF6e8jmLoqGpPel69hZAQxw3r0In3TKXcAuhYf6Cs1wd3f3VeUSxzYUsniVQ+y7ucyTe4rnC+245jq+/mn40az9L8eIERQuarI2PNO8OlRFWjm1E4bY9c8yKZMhfI39rD9u47Jy3mnOTAlmfl/noPXo+I8VkVpm4+D6j1lWCcl8eyhBFz7Cnj9q+sKR8XmQ+xdncL8LxIIEVVcZ2rY+1yRbxDXzQBRNy6Rp/63kaMP55DfPgZ2uZUdG0Wy/u1BNqwRweOicGMOuw+WseNlkYdX+a/LLmyf5rPr8x74pAsCUZmTyNgcjE5V8Ta6KNtSSFEj0FjGtpcFHl4xjbWrRYJQcZ2pZPczl3B47Oxdb2XB82ms+wW+KByF9chJLZVUSfZH4WRtymKMW+aHy42UH264ZmDPBki722mGHrSj2sCJv7pJXzWAQy9d6r4eNG4NnjqyXywi69kkVh9K9UXh2FXAljPNWD8sYdQGCyv3JdDUqOAqtlPeGAGAbuhQMtamERkKVxWVptJKsj/ytWsHeXzNzoHnThC0JpGVX6cioWA/UsK2N27Qjae3fVUwYFmdzNIoERQVz4U69r1V2c51QKX8T1bO/SaR1X+24L3iwbanBtuEnvlh4rGzd207+fuqCkdn+0mrbRz4bCiz387C4lGRz1VReqS5dQba+9+VHCxOJ+PzRWRUl/H+r0r6QU8qFL9WwMAXklj8eQKGAeAuLuG9Zxo6ba+ezywqVPz2EDmrksj6eCEherh62UXF749gOyODUk+FVSRlUh05x3xfzd6SWmr0ZiyVZdi0WP13PO59x9k2OJmH38xiVqjA1fo6Tmw84t9A2A8odRz9fRWLl2XwcpbKD24nRUfqkFviIbtryP84lvlr5/HmC/XsW3qA022fr+6Dve1XFIo3H2fo2mSW51rALWPbV0+12tOJzE7s6L52M03eZspLJTL+uLA1Csfu/7D6Nxt3XqaA8gnU5tTgfNS3Adra2PLYJfb9+3FmvZDI8rxUJB3IF+ooWFdP9YXu36RvOuX28w+5ubl/P/xRJXKldhxfXzAsmsFLU2vZ/Fjb5d67A13mA2xa5GJLy27+24zpiZ+z8p+q2PxE2T3p97j8Dw8QHm3o/sZ+5pX0Pfz977c8Ww2NHx3P/PEBBt93a2Vck++7mBgLz348lMJZBzja2P3tAREjmb83GTbu4dNj96ABvQNoke+f3O6C3BsIxCYYsGVX3XWD5zsNXYyZjCwJ22e2e3LwDD4f6MuXL8XMbzsAACAASURBVN/uYmhoaGho3AYMiZGYY/wbIfUhjFtixlR9iXPaSstdRb/EgdZQsb60G+vtLsbdjBhOxvZppMeo2L88wbbce9D52c9dGQdaQ0NDQ6Nf0MfGkvlqKqZQ334Q199qyP5P6x2xAqzRc26tD7TGHYk3+xuey77NhVAukfPIJ+Tc5mJoaGhoaGjcTBxfFvDWlzcpccXOpzPt3d+n0WdubhxoDQ2NDtyVcaA1NDQ0NDQ0WuknH2iBlC2LeHFFWPe39hJd5gO8+XkSwwXQjUnk2dw0xt2T+x0FRq2fx4b1kbc0OHfb+tW4NWg+0BoaGhq9RIxk/t4s5k/q3lgZH83gzW0J3Pqt2ncZxkgyt2Xx2rFFvPZxIjHaOKBX3No40H3EW13Dgd+doeZmONpHRTN5eshNSFijFSGEcb+I/NErtbsxDrSGhoZGQPpbv7e3yYqTE++VcKLyDnMUvovt2vD5iUweUMXW9J2se8JK+0NXNQLzkxYf6DuWtt4l7gas2XU3JTqDaWYCaZMMt/poxtvPLfTe0Y2LZ8a8oQzUvnI1NDQ07in6W793tMky1fuqqL7DQl3dvXZNwDhMwlV5EYcCXo82eu4tN8kHWsT82EQyfxlBmAieSht7NxZhPQ8QjGX1RDKmGhkYKkBjPSc2F5B90BesW0pMYMELCYyOEpDr6zlVKHC1JdkxSby4NZgDM/Mp9gikbJnHuL+V4JyQwNifSQTJLso/PMaOXb5jX6UxCSz4zbW0CvfIWB5S2PHI9fGOTQvSeGJJOEZSWTdZpemvBWzZXAcj4sh8PpHxCRJBioz9cBnZmyup7jAD7ivLmMICqlOSSf8nEduGz9i+TwhQDwLD5ybz8LJoIg3gKqvitFul5UikmFVzWB5TxkurbP7TtUPI+PjnxOz+jHc/VwAJ82PJZM6LwDRI4KrDTs7yfI6eB+PUJOauiCPWKOB11FO45Tg5x3pQv+0xhDN59QTSpoYRMkDFVVrGzqessCJQ2SDm0Yk8vDCCMINAkNxM+UdH2FEWybKNZkyDYfn+OLxVlbz3lJVavT+PKWGECCquyiq+/m0RhWdV/5KdBe9OJ5Hz4og0gqvMxt4PGhj1VCJjR0oEuRso2nKET3N9H4G6mDgy1yQyPl4ETzMVOwv5Yucl5C7b6NYrjbvVB1oXSB7GJPHiBpHCPImUuUMwSv62WluE1eF7vst+KYaRsiaFaVNCCBEFrjrrObrxG3J6cgKohoZG/+CX4VOHg0nOHEKIqOA8VsaujWWtNs84NZG5T5mJHSaC24XtsyK+2FaHnGjpVL87ogLr467st7Ezm/yOQFab+Ma6MQksfi6e2CgJSVRwHrOyY30ltd2dWtqpXasi5oM5jD28h7f/4J9QDI3n6f1mqh/5ipyzYq/smiO2e1156qDE+MwhGCUVR24R2cfCmL4ijsghIt4LNRx4+ThHz6j+eu9Kd/psZMOmKiKfSWT0fU72zT7AqRGJLFjla6cgFByHStj+H21DwwYzbs39ZKRLGElj3SSZ0o051P4iq1Mb2VW7u/G5y6xMsFMgxJE6IRhJaab8wxMUGkaSmRWB0QCuk2XsXGOl+gZOlL2TuSkTrobMiSz+pcDBX+8m/4yAZW0GC9bK1D5VhlOVcZacZfcn32C7IBCz6kGWP5VA0eEiagdEMvtV30k3Gx6xIw+LJuu/UpG8XR0FKmCeex/lv/6KNadVjJmprHw+kaS8byh0R5Dxn4kYD7dJ6/9NxURlh1QcuwrYHT+EhRxnw3r/SThiOJmbkoktKmDzM3ac+nCm/3Yaj70gs+nlzk5GE4j910R++PAIm9a6kK+oGDJTu66H0RYWr46gduNXbM1tRkpJ4rHNwZDXszo2zp3I0l8KHHppD4dKVUJGSCjngZgEFq2PpuGN/azb14xxbirLX0nm4vx8iuXe1K+I5YV0Mu6rYscj+7E1SpiGgUOFyEAFM8WRscxA+ROfkVOuoosKJ1Jw4a1u4P3fhbNpkYutrQe2iFhW30/GfVVsfzgHm1ti1IppLH4zCef8E9gAdOGMv9/O+7/6hGoiyPzgAZb+tp68579izUmIefpBlj+dQPHBE9gIZ9abyZhLjrP5mRpcIyws23o/Gef2sPtY5210O2hyu9Bd9jJo0KDbkv8NIYYzqzt5iIojxVjABxnf4NRHkLn1AWYvqaH8jUt4A/RL6wQLs8c1suNfcqhoFDCMDkN/Xhs8a2jccqLiGDsgn7cfPIB7UCRZb6exaJWL1zfa8Y6wsGh9nF+GXQSNjGfB22kscH/FB59bO+p3MZzMbvRxl/a7U5t8veXx1jdQ+tEhdh1t4KrJzOLtScxIr+p4Kt91dG3XYgLVS2/sWk/GDlFxjBXz2frgN8gjLCzflsqyhEq2PbmbisvBpL2dQcaSSApfqgmoO4vdgC6M9FVXOPTGV+wqU7jqCWPG2/EEZeewbqcLryEEc5TabuW+meLX9uM1ZDHbXcDrr9XhRSDlF53YyIDt7vvYMEw1E/byfjasljHOTWP5mgcYnnecD+bm4wiNY/G2iWTMsvHu5zd0puwdy03wgRYZOzMSJc/K0XIFVBnr7hqaEoYzygCgUnuwCtsFFVCwF9bjGiRhFEBnGY45tI6jv7fjVsF7voav9zQE9DJwHy7n6GkFUHHm1XIeAyYT6Mbexyhju7T+EjittujGxjHGVM/R9+w4FaDxEoe2VaHcH8sofRcPFZfxxa5LuN0KXiVwPQxPjcT4Nxs5ec14AXehlRM9nnGTGDU9gqa/lnDopIxXUXCWu3ADpulxRJ63cSDXhRcVx1/OUkYEY8cJvatffSTjJ0HFRyVUnFfxupupPdPcff25m3E2BjN6nhlzlID3/CWqu3KsEiMYO0WgYqcVmxNQZCp+V4YtNJpxE1rWwxRs2ZVUNwKN9ZSXyHhLz3HopAIoVBfU4TQGY9D522xYPUffrcGpgLe8kuJSiVFThlz7UryujXpY3f3M3egD3SN5UBso/H2N//c6Sk82ExLh0y2B+qW3tpmm0CGkzI3GZFBxl1/CoR0ooKFx61EbKPrIjlsBHHZyPqsjJGU4sSKY0qOJrLaRs8+FF5DPVHJgbzP/+FA0xk6S6ok+7sp+9whHHcUHG5AVny2zVQkMNImBn7kFdq2nurJop98On63BVq1iP1BGhUMFxcXpQhdBpmAkAuvOFuyfHievsBnZreBVZS7WqgydGk9SooTO7cJW3gs33XY2sift7j1Xw9G8Zl/5DtZyUW3m9J+qcHiACzXYKmHgcKnnZbhL6P840EIwAwcJGC3T2DCz5RoE4UJnANQwUp5OJDnJgAQwQCJE8McsDJXQu2Vcbab5Xd97unYxADxOT5vOr+JtOevd2Pu0rsMoofdc/7z3oswPA4wMDAU6WYpoOt94bWY6YD0I6ENFuNSMq1UGVVxOuYtz6v0Pt/4pMXAQyI72gi8wMFxEN9LCyq8TWq8GifCt3vdcj+tEEpH0CtUXezKob1M2j53dTxQwedlo5n+ciLfYRs6WEqydKRu9hKF9Hl43TW6RsMEtF1Q8jW1+V0GWlWtlVn2/ieBrM30EmX9eSEbL7yJ4864p1evaSKPndCcPAFc8NLU5hvZqa7N10y9PF7F1dTMzHk1k5ZIk7LlWsrfYul+K1dDQ6F+8V2hq8/F61Skj60UkBAj326w2tzdc9IBB4qcC110HeqSPu7TfPcA4xULGI9EMH+R7QD9MwFnYzcO9smtt6I1d66mubFvPgKfx2oyO4k9W7E53+u7Geb7tbJBM8dr9eJdYSN80h4zGOgreOUHesZ5ZvuttpC//QO3+A4BbpqmlKlTAq+Jp836K2ouGvYvofx9oVabpskrtsf289U571wAB8wvpZFlqeP/Jb7A5QTdpIi++4q/YRhmPPpiQAYC/P0gGkaAbKUdf03LKeAzBhOivPa8bGsxP2w0SuiRgPcDwRgXiJUKg9fhvySC2DsyvwvUONsIApJZtvqpMUxNIpmC4bjio0tSo4C0uY9OyStpP4ulSelEnsoJ8RcQ4VIDy65VEwLIB3gt28tfbyd8SRsqadBavkXl9WRmu9t3MI+P2tMtjgIGBBpmm71sS64Wic8p4Gu3kzMqnuMPg684R3rvSB7o7eehsCqqVwP0SwH2ykt0nK8mOiSPrzYksftzJ653IjYaGxk1EN4CBRlrtkDQkGMntQkal6ZIC8cGECLS6A4QN1cPli77BU3v9fjP1sSme+Rvjkbfs560vXXiRSNuWRbdatUu7pnYs1mCJtovNPbZrfdKV7elGd4p0biM9LqzvFmB9T8L86EQWv5qMc7bf5aNXdN/u3cz539P0UxzotsiU5toZOCuRtETJN84yBBMzIQQJkEJF5O8asDsBMZjR0yMw+jut11qLzRPB5McjMAigM0Uy9edDbshR22utxeYeQvKSCCQBMEYESEtFblSQ4sIwioAA3tIqis8PYfLT0b5roeGkPxaNeOQcFT2aGQtcD46COpw/MzNtajA6fJv7UlLazJR+54bYcEb7v1gNU0YwapjQmnbFwXoGPmQhbYyvwIaR4ZgM4DhQhd2cwJy5Yb73FkRME8Ixib2sX4+d0kIYtcSC2ST40hkThqG7shnCME8I9uXd6OJ8tQw/FXyKqVlGHhxCbMsSnVJH0UGVUYssmI2AKDFqWQLmRjvFN7CBzFtaxenvI5i6KhqTHn+9RBAzrNdJ3VTuxjjQfZWHQP2SmAjMI3x933vBSa1DBVEAMZy0TWlkTLn3lv40NO5IhDBSFvtl3BTJjHlDcBV+xzkFHHlVnIsykzEzxGezRsYzY3Yw3+bV+AZ27fR73/RxR5t8HZKIfoCMw+pzK5BGmxk9ogeD8i7tmkLDBQWTJcI/vhUxZ0VfOx+hF3at72OH6wmoOztFYnhKOEY9oMrYy5vxCALiDX6zdNvuP2J0KSkp7H/pYr8m6s4+zjZDMpmvzmHWYAGuyNhzS9h20kX5n6yc+00iq/9swXvFg21PDbYJfgPpsbN3rZUFz6ex7hf4Imd8VYXjoRsohMfO3petLFiTyoYFAnK9k1Mn65ETO7+9ek8Z1klJPHsoAde+Al5/zc6B504QtCaRlV+nIqFgP1LCtjc620DY+3qQT5ewY4vEwjVz2LRRxVVWxdF9DYT5q8KdW8K+lEk8/EUWGd8ryN/ZqShRaBl7OncVsCN8Ipn/ax6zQuHqBTt7n8zHcbaMbS8LPLxiGmtXiwSh4jpTye5nLuHoVf0qFL9WwMAXklj8eQKGAeAuLuG9ZxqoDVQ2wYBldTJLo0RQVDwX6tj3VqXvy/W/KzlYnE7G54vIqC7j/V+VULH5EHtXpzD/iwRCRBXXmRr2PleETaH3n7bKJfb9+3FmvZDI8rxUJB3IF+ooWFdP9YVepnUTuexy8u350zz00I107NuEcqlv8hCgXzqHDiVjbRqRoXBVUWkqrST7o0swII6oxAgMZSJojjcaGjcfdz22KyN5KieVEEnBcayEne/U+SaXq8vY8bLIw6seZMMaEWQXtk/z2eXfSObtRL/3RR93sMlvtf3RxoHPhjL77SwsHhX5XBWlR5q7n4EOYNesH5YwaoOFlfsSaGpUcBXbKW+M8D3WS7vW17HDdQSy6Z05DwgCUZmTyNgcjE5V8Ta6KNtSSFFPVs47o5t2/zHzD8ePH/979hvF/ecDfQcj/WIGG+Zc4q1fleDQNvlr3Cb++T9judR04ZYPoF9J38Pf/35Ls9TQ+FHyzB8fYPB9t/ZojT7L93VhYvutWBoa9xwt8n2T4kDfCYgMnzQEKuuodaroTJHMmDMEV9npm3IQi4ZGT7krfaA1NDQ0NDQ0WrmHD94TME62MPvVNEJEQFVwFFr59N26W3n4noZGB+7KONAaGhoaGhoardwUH+g7AxnrGzlY37jd5dDQuJ670gdaQ0Pj3uZ0Ea/ff7sLoaFx9/CTljjQGhoaGhoaGhoaGhrd85M7ywdaJGXzPJ5dEd7tnVKihSf2LuTNYwt5eU1k//iiiJHM35vF/El3TszgzhEYtX4eG9b303v3J32oQ+OjGby5LYFbu/XmenSZD/Dm50nXwhfdBKIj47TZZw0NjXsXMZL5uV3YgbvGznbDmCRePJLGuK5OJta457m94y8hhHFzDdg+t/vjCSrYPi/Bc7nDmUbtkBj/lAXjsW9Y90Y9V/Xqjfk1t89fcXLivRKovLt3GRpS4kloqqSw/Dakf4/U4c1E84HW0ND40aLZCI17hJ+kpKTww5nQ7u+8CejGxTNj3lAGtvkQdRbasJ5Run4IQAzGNFTFUVqPjIr3BkPudMxfpnpfFdXOQE/d6UiMfdTCGPPN+rrvLv0+1uHtXgy5BflfdjkpLCy8+RlpaGho3HHcC3ZWQwN0LT7QfYsDLRLz6EQeXhhBmEEgSG6m/KMjbN/ZgG5MAoufiyc2SkISFZzHrOxYX4ljpIVlG82YBsPy/XF4qyp576kyojYvJO1vObz+TgOGSYksWGUmdphIEAqOQyVsf0sm+bfJjB8mErQmiw0r6tizoIDa6RNZsDgSk1EkSG3m2z+dYOcHdb7A5YZwJq+eQNrUMEIGqLhKy/jkPXiwff4rG5j852TYuIdPj6mAhPmxZDLnRWAygHyhnlO/O0H2wWZAIGXLPMb9rQTnhATG/kwiSHZR/uExduxq6DgOM0SQsTGJcf8zmBBJQK6uYs9vjlNcjW8paINIYZ5EytwhGCVwldnYu7YIqwNAYPjcZB5eFk2kAVxlVZx2q3Q8BiiYceunkTFBIighiw0rVMre2MPXwx7kqVgbe92xzJ47BHLzeevIfaxZC59kHKdC8eVhXjOHpaFFrHu+Bm9UHFlrExkfLxEkqLj+VsXeX5ehW9Ux/U/z2swkiJHM39tSh/SujgB+GkLq5jmkTAhGUpv59vMidr3rWyEwPprR4T1e39jI6NUTyZhqZGCoAI31nNhcQPZB2V8WC96PnJh+GU2kUYT6Og69UUBeoe8jTUpMYMELCYyOEpDr6zlVKPiOKtfQ0ND4MeG3Q6cOSozPHIJRUnHkFpF9LIzpK+KIHCLivVDDgZePc/SMCgRj6Ur3tsMwfSLLXwjl1P+zn7wzEb2zEcYIMtYmM3lCMLhd2D6rgXmRnHssh/x2B7IYH81gpaWOAqJJTQlGUpr59ssidr1jx00wadvmMPbwHt7+g3/fV2g8T+83U/3IV+Sc9dn0MYUFVKckk/5PIrYNn7F9n3htHDBI4KrDTs7yfI4CqAJRjz/AjMzO7HaA+hHDSFmTwrQpIYSIAled9Rzd+A05J1V0MXFkrklkfLwInmYqdhbyxc5LyAHGWRq3h/6JA22KI2OZgfInPiOnXEUXFU6k4HPD8NY3UPrRIXYdbeCqyczi7UnMSK9i+z4r7/8unE2LXGxdUEStCiAQ1ZKmEEbqiniCsnNYt9OF1xCCOUrF2dhMzjNXkL6YxsB3d7M91zd4k2y1HFpXQvlpGWnqRFZuSiR5Xx35F0QsL6STcV8VOx7Zj61RwjQMHGeaO+YvRl73Woa5E1n6S8j59W6OlquYZiazdP39eGpzyDvjK6957n2U//or1pxWMWamsvL5RJLyvqGw/de1x8O53CJOra3DoYYxfcuDzFnyHdb1dp+SiIojxVjABxnf4NRHkLn1AWYvqaH8jUt4x1hYvDqC2o1fsTW3GSklicc2B0Ne+4ZopnjjEaISMhiyczcfZPvqxvgohExNJD2viO2z82mQFbwT7gvQoALmxYmMbSxhU3oVbkFieIJEU2Mz7k7SD0wv6gjQjY7A+B9fs2G1i6AxFpb+10QertrD9lzfgLfDeyDgLDnL7k++wXZBIGbVgyx/KoGiw0XUAujCScmo5/0ndmP7XsSyJoPFK+KxnrTiGBDJ7FcTMR7MZ8MjduRh0WT9VyqS9+YqJC0OtIaGxh1JVBxjxXy2PvgN8ggLy7elsiyhkm1P7qbicjBpb2eQsSSSwpdq8CIH1r1+pElJ/NsLRipe3k/eabWTE2YD2QgRy7OpTNZX8v5MK9WEkLJ2GvMHy5zr4hUMU+IY2mJDEi0sezvVZ0P29aQCBGL/NZEfPjzCprUu5CsqxrkTWfpLgUMv7eFQqUrICAnlPBAKGCIYFdqF3Q5QP46pFmaPa2THv+RQ0ShgGB2G/rwKYjiz3kzGXHKczc/U4BphYdnW+8k4t4fdZ7seZ2ncHn7SL6m4m3E2BjN6nhlzlID3/CWqq/2DK0cdxQcbkBXwnq/BViUwsOtD3K+hylysVRk6NZ6kRAmd24WtvOtoIfLpGqynZbyA++hFaj0iISYB9JGMnwQVH5VQcV7F626m9kxzD1bqJcZOj6Dpr1aOliuAiiO3hKOVYYyfEXbt1Q+Xc/S073dnXi3nMWAydZKc6qIitw6HG/A0YP2/zUiDpTa/N1D4+xqcCtBYR+nJZkIifK41w1MjMf7NRk6er9zuQisnTvbSf8xdQ84bVdQ6FeRuXV5Ummrd6BJiSZ0ehkGVqS1puOFz73tcR4D3XA0Hc114Afl0GYeOgXlqxDVn/Q7voVJ7sArbBRVQsBfW4xokYWz1MFH5drcVm0MFVab8SB2yMZgwAXSW4ZhD6zj6eztu1dc/v97Txcx4P9LkdnH58uWbnIuGhoZGL1EbKNrp14dna7BVq9gPlFHhUEFxcbrQRZApGJ/l6k73AlEJLF0byfnXvia7sGvXzC5thBjB+BSo2FVGtRtwuyjcURPwJOHrbEhJGYeOqJinDOn5hq/iMr7YdQm3W8GrSIyaHkHTX0s4dFLGqyg4y13XbGEAux2ofry1zTSFDiFlbjQmg4q7/BION+jGxjFmWD1H3/Wl6S2vpLhUYtSUIegCjbM0bgv9EwfaY2f3EwVMXjaa+R8n4i22kbOlBGu1inGKhYxHohk+yCdV+mECzsKe+OfKFK/dj3eJhfRNc8horKPgnRPkHevsNHkJ86JE0h4aglEEEBioh1MAkoikV6i+2MuOJogMHASyo+2gXaHJqaA36tHh+/LzOD1tBlwqXhXo5PV0I+KYtSwec6zoE+RBwVDZ5oYrHpranFV/tbW4AvpQES4142q9puJyyp3m0yWOZi5241p+3e1/yGdro4UZS6bx0qpmKnaW8MVOv0tML+lpHQHglvmhzXs2fa8QNFIiqLVg7d7DEEbK04kkJxl8Sn2ARIhgb3ODQtP3bdreC62Ph0ro3TKuNh8Uru89N92FQ4sDraGhcUdyxUNTm5mSq4Cn8ZrCVfyqVITuda9OYuy/JhAkNlPrDmx8urQReqmj/a6XkQPNcrhlmgLZkG5oOt94zc4JUus4oNMsu7TbBK6f00VsXd3MjEcTWbkkCXuulewtNhxGCb0+gsw/LySjJR0RvHkieGq6HGdp3B76yQcavBfs5K+3k78ljJQ16SxeI/P6WpX5G+ORt+znrS9deJFI25ZF6+J1d1N9HhfWdwuwvidhfnQii19Nxjk7n+Ir7V5iehKLH5c4uDyHD8oV0MexNDfR96OsIF8RMQ4VoLxdRwuUvyrTdBkkUzA6ZP+tIgONIp7Tnt7NUgohpL8ykVGVBXzwiO/LcviKOawa2ZOHVZ8Ci5cIAVq8HiSDCDe4eRLwv7twnVIxhLZdGVCozS5ie3YJxkmJLNqUyuxzu/n0Zu99GyRhEPAfty5gHCxy1S13MagVMD+dTpalhvef/AabE3STJvLiK21G594AyqVRxqMPJmQAraNqySD2WNFqaGho/Djpge5F5dw7X5E3PJ1la5P59lfHqWjsMsHOURRkj4ghXAD8utwgEhRoOtk/y+v225CBJomrjTJXW55vW8TBEgGj0KkyTU2+cQC9mj7qvn7cJyvZfbKS7Jg4st6cyOLHnbxVKONptJMzK5/izux7Z+OsZWVo+zFvD/0TB9oQhnlCMJIANLo4Xy3DTwUIFtEPkHFYfcsp0mgzo0e06b3NMvLgEGI7Xc6XGJ4SjlEPqDL28mY8goDYycxlUKiE5HZRe1YBBEwz7yO2RSo8dkoLYdQSC2aTAIKIaUyYL9ZwwPwVSv9iR/+QhcmjRUDAODORyfENnDrQSx9ZQc9AAzTZ6n1LPaERJE3q+QeLo6AO58/MTJsajA7fxreUlC7cYFQFlxuMI8ICLll5a5tpkozEJvgqVBdjZvyEa2kax0Qw3OhTWs6zDTR4QNT1PP0bRRcVTerMEN97jo5n8iSwHez6+HUpVET+rgG7ExCDGT094volxAB4rbXYPBFMfjwCgwA6UyRTf95mqW+EmfmbkxkXFSiV3qPFgdbQ0Ljb6Vb3ehWavpepfu8IBy5Gs3CtGWNvM/HYKT0JYxfEM9zgy8eyMDpgnH5dTDTp/+y3IRMspE9SsR2uw4tCwwUFkyXCXw4Rc1bgtECm4mA9Ax+ykDbGNw4wjAzH1IPDCgLWT0wE5hE+e+u94KTWoYIo4C2t4vT3EUxdFY1Jjz+/CGKG0fU4SwDj9CSWro+/qecXaHSkf8ZAggHL6mSWRomgqHgu1LHvrUqcfxM48NlQZr+dhcWjIp+rovRIc+sMtPe/KzlYnE7G54vIqC7j/V9Z26QpEJU5iYzNwehUFW+ji7IthRQ10mETgpx3mgNTkpn/5zl4PSrOY1WUtobmUyh+rYCBLySx+PMEDAPAXVzCe8804G6f/79eui5d977jbBuczMNvZjErVOBqfR0nNh7xbyDsBUodR39fxeJlGbycpfKD20nRkTrk0T173Hu6hB1bJBaumcOmjSqusiqO7msgTOrs7mZO7bQxds2D/397dxdadRkHcPynjigxHM3pIhcbIVLRSMsSwdK808AL6eUi6OUqMAiyMghHSSJBEXTRVZAahUWYWouRN4YiC8Jo0ViIOdvQtrF2dhbOpmNduBmUmzvintOTn8/dw3l7zoHnnP85fP/Pie3rh6Ptzb2x/1JX62iPfTuqY8P2DXHXmKIGjgAAA71JREFU4FCc7S9E2ze/X/zicf3SO+Lpd9fE3FkjcW54KLoOfBufHB655P1/0FRCG3IZ3V+2x28PrY7GzeO7cByJz5onuv+RaPu4NU68uiQ2fd4Q5/88E8f2noxjyy75wvzbma7Yv6U1Hn95VTQ+EjHU0xMtX/wS3WPHthXzbor6pfNjsDIiOq/Gs7vAPtBA3kp47x0ZiIOvfRf1u+6Nx57oifc+LeVxhuPo20eiZsv9sbG5IWJwKI419UTHyMRb757/8XR0P7A6GjeNfYbs/vszpPX97+P2rQ3xfNOdUSwMx8DRrmgr3DzpDPp2H4oPq1fE+ncejXWVEedOdcX+Zw9G96S3mvz1qaipibVbVsXCyohzwyNR/KE99u3ojRiOaHrhSKzbvCQ2HlgZN1REDJ06HYcae6LjzATHWSMRt9TNj0XLrouWWTG2IQMpzCgUCqOvr94bo6PlngpcGx7eVh+9xVPJf4W2ziGN53atiXm3pv1P1Wtmfdc1xIsf1UTLuq/j8D+SkKon18YrD56Mrc/8dMUnvcPljK/vmeMNNADAf8mNSxbGorqxk+9nz42lTy2KBR29ccIRMmV2dfaBBqbMPtAAUzO7vj7Wv7EyFlReOCdn4PjJ2LetVapA2U3HeWDAJDTQAFPTvedQvLVnatft2/lVvLRzeucD42YuX748zv48cZAPXF39A33R0jLd+wECANNFAw0AACXQQENiGmgAyNvMck8ArjXFwYHo7+8v9zQAgCukgYbENNAAkDcNNAAAlEADDYlpoAEgbxpoSEwDDQB500BDYhpoAMibBhoAAEqggYbENNAAkDcNNCSmgQaAvGmgITENNADkTQMNAAAl0EBDYhpoAMibBhoS00ADQN400JCYBhoA8qaBBgCAEmigITENNADkTQMNiWmgASBvGmhITAMNAHnTQAMAQAk00JCYBhoA8qaBhsQ00ACQNw00JKaBBoC8aaABAKAEGmhITAMNAHnTQENiGmgAyJsGGhLTQANA3jTQAABQAg00JKaBBoC8aaAhMQ00AORNAw2JaaABIG8aaAAAKIEGGhLTQANA3jTQkJgGGgDypoGGxDTQAJA3DTQAAJRAAw2JaaABIG8aaEhMAw0AedNAQ2IaaADImwYaAABKMKO5uXm0v7cY9929Ijo6j1+8oK72NmNj42ka37MifQPd1+mLMqRSVTsn6eNZ35BOVe2cqFi8eHF0zu6Mqto50f7rH1EsFqO6utrY2Hgax+Va8MD/k/UNac0oFAqj5Z4EAADk4i+7nAakLrQsJQAAAABJRU5ErkJggg==" alt /></span></span></span></span></span></p>\n </div> """ : [ "width" => 800 ] : null : null : "blog_blocks:2.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p>Efficient data processing is crucial for maintaining the integrity and performance of an e-commerce platform. This section outlines the significant challenges faced when processing large datasets within Spryker Cloud Commerce OS.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SpellingErrorZoomed BCX0 SCXP256908461"><span class="BCX0 SCXP256908461">Spryker</span></span><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"> Cloud Commerce OS Performance Degradation</span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">Handling large datasets (50k+ records) using the </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"> Standard Implementation leads to substantial </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance degradation. This issue was notably observed during the project when we first run the integration </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance tests using </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Standars</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Implemention</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">.</span></span></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"><span class="TextRun SCXP250441612 BCX0"><span class="NormalTextRun SCXP250441612 BCX0">Key challenges and observations:</span></span></span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <ul class="BulletListStyle1 SCXP185022818 BCX0">\n <li class="OutlineElement Ltr SCXP185022818 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP185022818 BCX0"><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">Extended Import Times:</span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">\u{A0}Import times increase significantly as the number of records grows, primarily due to </span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">row-by-row processing</span></span><span class="EOP SCXP185022818 BCX0">\u{200B}</span></p>\n </li>\n </ul>\n <div class="OutlineElement EmptyListItem Ltr SCXP185022818 BCX0">\n <ul class="BulletListStyle1 SCXP34923484 BCX0">\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Processing Bottlenecks:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}The high volume of events </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">created related to the import, sometimes duplicated, acts as </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">a bottleneck, slowing down the entire system. This issue not </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">only impacts import processes but also prevents timely </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">processing of other events</span></span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Rabbit MQ & Jenkins Stability:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}Resource-intensive </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">operations have led to occasional crashes of Rabbit MQ </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">and Jenkins. </span></span><span class="EOP SCXP34923484 BCX0">\u{200B}</span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Publishing Delays:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}There are delays in updating product </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">prices and stock availability on the storefront, resulting in </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">discrepancies where customers may see outdated </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">information.</span></span></p>\n </li>\n </ul>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><img 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" alt /></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296">Business Impact</span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">The repercussions of observed challenges and inefficient data processing extend beyond technical performance </span></span><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">and resource wastage, affecting business operations and customer satisfaction and has following impact:</span></span></span></span></span></span></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><img 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-editableDefinitionCollector: null #text: """ <p>We have developed a robust mechanism that significantly enhances performance and scalability. This section outlines the details of our improved import and processing</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP84910668"><span class="NormalTextRun BCX0 SCXP84910668">Improved Mechanism</span></span></strong></p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">To address Client’s Integration Requirements and overcome the limitations of the </span></span><span class="TextRun SpellingErrorZoomed SCXP119358470 BCX0"><span class="SCXP119358470 BCX0">Spryker</span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0"> Standard </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">implementation, we have decided to cover the end-to-end process using two key components: the Data </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">Importer and Data Publisher. These components consist of smaller steps to enhance error handling and </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">processing efficiency.</span></span><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">This approach allows us to refine and enhance performance while effectively implementing project-specific </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">adjustments in the future, catering not only to this specific Client but also to any customer with similar </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">requirements.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><strong><span class="TextRun SCXP119358470 BCX0"><span class="TextRun BCX0 SCXP251370233"><span class="NormalTextRun BCX0 SCXP251370233">Data Importer: Price and Stock Overview</span></span></span></strong></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Receive data from SAP via Glue API: </strong></span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">data is received and written into import table</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Batch Size Parameter:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">parameter for defining chunk size, in our case the chunk size is defined to 50k records</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Jenkins Job execution:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The Jenkins job executes a command to start the process. All subsequent steps are </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">executed in a loop until all records in the import table are processed. In case of an error, the loop exits, and the </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">error message is displayed in the Jenkins output console.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Mark the records for processing:</span></span></strong> <span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Assign UUIDs to records in the import table</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">, </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">based on the chunk size. A</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">ll </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">subsequent steps and logic are applied only to that specific record set, i.e., chunk.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Execute Calculations:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">This step prepares the data and updates the import table with information such as </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">availability, offer references, foreign keys, etc. This allows us to leverage only import table in following steps </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">reducing the probability of database deadlocks on </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Import Data into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span></strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong> Tables:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The enriched data is imported into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables. All the necessary data is </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">taken from the import table, ensuring no additional calculations are required during this step.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><img 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alt /></span></span></p>\n </div>\n </div> """ : [ "width" => 800 ] : null : null : "blog_blocks:3.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p>We have developed a robust mechanism that significantly enhances performance and scalability. This section outlines the details of our improved import and processing</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP84910668"><span class="NormalTextRun BCX0 SCXP84910668">Improved Mechanism</span></span></strong></p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">To address Client’s Integration Requirements and overcome the limitations of the </span></span><span class="TextRun SpellingErrorZoomed SCXP119358470 BCX0"><span class="SCXP119358470 BCX0">Spryker</span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0"> Standard </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">implementation, we have decided to cover the end-to-end process using two key components: the Data </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">Importer and Data Publisher. These components consist of smaller steps to enhance error handling and </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">processing efficiency.</span></span><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">This approach allows us to refine and enhance performance while effectively implementing project-specific </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">adjustments in the future, catering not only to this specific Client but also to any customer with similar </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">requirements.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><strong><span class="TextRun SCXP119358470 BCX0"><span class="TextRun BCX0 SCXP251370233"><span class="NormalTextRun BCX0 SCXP251370233">Data Importer: Price and Stock Overview</span></span></span></strong></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Receive data from SAP via Glue API: </strong></span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">data is received and written into import table</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Batch Size Parameter:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">parameter for defining chunk size, in our case the chunk size is defined to 50k records</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Jenkins Job execution:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The Jenkins job executes a command to start the process. All subsequent steps are </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">executed in a loop until all records in the import table are processed. In case of an error, the loop exits, and the </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">error message is displayed in the Jenkins output console.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Mark the records for processing:</span></span></strong> <span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Assign UUIDs to records in the import table</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">, </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">based on the chunk size. A</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">ll </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">subsequent steps and logic are applied only to that specific record set, i.e., chunk.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Execute Calculations:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">This step prepares the data and updates the import table with information such as </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">availability, offer references, foreign keys, etc. This allows us to leverage only import table in following steps </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">reducing the probability of database deadlocks on </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Import Data into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span></strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong> Tables:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The enriched data is imported into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables. All the necessary data is </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">taken from the import table, ensuring no additional calculations are required during this step.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><img 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-editableDefinitionCollector: null #text: """ <p>Our innovative implementation has demonstrated a substantial enhancement in processing times. This acceleration is not only important for maintaining timely product updates but also ensures uniformity across the storefront.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP207314348"><span class="NormalTextRun BCX0 SCXP207314348">Comparative Analysis</span></span></strong></p>\n <p>\u{A0}</p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">In test case, we evaluated the system’s performance with a substantial data set of 758k records. The </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">results were impressive. </span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">If we extrapolate from our test case, to achieve Client’s goal of importing 6 million records, using the </span></span><span class="TextRun SpellingErrorZoomed SCXP215157867 BCX0"><span class="SCXP215157867 BCX0">Spryker</span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0"> Standard Implementation it would approximately take a full day (24 hours). However, with our </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">Improved Implementation, the same task could be accomplished in a mere 80 minutes.</span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">This contrast underscores the efficiency and effectiveness of our Improved Implementation, making it a </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">powerful tool for large-scale data processing. Notably, we are further looking into optimizing the overall </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">process thus potentially making the overall time even shorter.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><img 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" 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" alt /></span></p>\n </div> """ : [ "width" => 800 ] : null : null : "blog_blocks:4.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p>Our innovative implementation has demonstrated a substantial enhancement in processing times. This acceleration is not only important for maintaining timely product updates but also ensures uniformity across the storefront.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP207314348"><span class="NormalTextRun BCX0 SCXP207314348">Comparative Analysis</span></span></strong></p>\n <p>\u{A0}</p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">In test case, we evaluated the system’s performance with a substantial data set of 758k records. The </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">results were impressive. </span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">If we extrapolate from our test case, to achieve Client’s goal of importing 6 million records, using the </span></span><span class="TextRun SpellingErrorZoomed SCXP215157867 BCX0"><span class="SCXP215157867 BCX0">Spryker</span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0"> Standard Implementation it would approximately take a full day (24 hours). However, with our </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">Improved Implementation, the same task could be accomplished in a mere 80 minutes.</span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">This contrast underscores the efficiency and effectiveness of our Improved Implementation, making it a </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">powerful tool for large-scale data processing. Notably, we are further looking into optimizing the overall </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">process thus potentially making the overall time even shorter.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><img 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" 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" 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#document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #id: null #alt: "" #image: null #cropPercent: false #cropWidth: 0.0 #cropHeight: 0.0 #cropTop: 0.0 #cropLeft: 0.0 #hotspots: [] #marker: [] #thumbnail: null : [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] : null : null : "blog_blocks:5.mainImage" : "mainImage" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:5.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2087 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:5.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "<p>Our implementation was tested and verified on Client project, and resulted with a significant improvement in processing times, which is crucial for maintaining product updates and ensuring consistency across the storefront.</p>" : [ "width" => 800 ] : null : null : "blog_blocks:5.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : "<p>Our implementation was tested and verified on Client project, and resulted with a significant improvement in processing times, which is crucial for maintaining product updates and ensuring consistency across the storefront.</p>" } "blog_blocks:5.title" => Pimcore\Model\Document\Editable\Input {#2088 #dao: null #config: [ "placeholder" => "Enter heading here" "width" => 600 ] #label: null #dialogDescription: null #name: "blog_blocks:5.title" #realName: "title" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null 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Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:6.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2090 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:6.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: """ <div class="OutlineElement Ltr BCX0 SCXP113544990">\u{A0}</div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\u{A0}</div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Our changes to the data processing in\u{A0}</span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Cloud Commerce OS have led </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to a </span></span><strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">big 94% increase in overall performance</span></span></strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">. That’s </span></span><strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">18 times faster</span></span></strong> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">than </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard Implementation. This means businesses can handle more </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">data, update their online stores quicker, and give their customers the most up-</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to-date information.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">By getting rid of the less efficient parts of the </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Implementation we’ve cut down on wasted resources, aligning with </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker’s</span></span> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">commitment to sustainability. 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class="NormalTextRun BCX0 SCXP113544990">It’s</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> designed to support business growth </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">and change, making sure it stays efficient and reliable in the long run. </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Whether </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">we are</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> supporting a small business planning to grow, or a large </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">business looking to optimize, our solution can adapt to their needs.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Furthermore, this mechanism will be further improved and adjusted according </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to specific project needs, ensuring a tailored fit for every unique client and </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">requirement.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">In short, our improved mechanism for </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Cloud Commerce OS is about </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">more than just better data processing. </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">It’s</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> about helping businesses work </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 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That’s </span></span><strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">18 times faster</span></span></strong> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">than </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard Implementation. This means businesses can handle more </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">data, update their online stores quicker, and give their customers the most up-</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to-date information.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">By getting rid of the less efficient parts of the </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Implementation we’ve cut down on wasted resources, aligning with </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker’s</span></span> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">commitment to sustainability. 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class="NormalTextRun BCX0 SCXP113544990">It’s</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> designed to support business growth </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">and change, making sure it stays efficient and reliable in the long run. </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Whether </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">we are</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> supporting a small business planning to grow, or a large </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">business looking to optimize, our solution can adapt to their needs.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div 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Pimcore\Model\Document\Page {#1908} : false : false : null : 44 : "" : Pimcore\Model\Asset\Image {#2134 …} : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "heroSubtitle" => Pimcore\Model\Document\Editable\Wysiwyg {#2094 #dao: null #config: [ "width" => 600 "defaultValue" => "Discover how to turn custom queries into powerful reports—without coding overhead." ] #label: null #dialogDescription: null #name: "heroSubtitle" #realName: "heroSubtitle" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "<p>Spryker Cloud Commerce OS is a robust and highly scalable e-commerce platform favored for its flexibility. 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: false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:1.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2072 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:1.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: """ <p><strong>Client Overview\u{200B}</strong></p>\n <p>\u{A0}</p>\n <p>Client is the leading cross-channel retailer in the "Green Industry," with over 130 brick-and-mortar stores and an extensive online presence.\u{200B}</p>\n <p>\u{A0}</p>\n <p>Spryker Cloud Commerce OS was selected as e-commerce platform to support online business which is currently operating four online stores with approximately 45.000 SKUs per store. \u{200B}</p>\n <p>\u{A0}</p>\n <p>\u{200B}Given the scale of Client’s operations and ambitions for further growth, we needed to develop a solution that addresses their specific integration requirements, ensuring seamless scalability and uninterrupted business operations.</p> """ : [ "width" => 800 ] : null : null : "blog_blocks:1.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p><strong>Client Overview\u{200B}</strong></p>\n <p>\u{A0}</p>\n <p>Client is the leading cross-channel retailer in the "Green Industry," with over 130 brick-and-mortar stores and an extensive online presence.\u{200B}</p>\n <p>\u{A0}</p>\n <p>Spryker Cloud Commerce OS was selected as e-commerce platform to support online business which is currently operating four online stores with approximately 45.000 SKUs per store. \u{200B}</p>\n <p>\u{A0}</p>\n <p>\u{200B}Given the scale of Client’s operations and ambitions for further growth, we needed to develop a solution that addresses their specific integration requirements, ensuring seamless scalability and uninterrupted business operations.</p> """ } "blog_blocks:1.title" => Pimcore\Model\Document\Editable\Input {#2070 #dao: null #config: [ "placeholder" => "Enter heading here" "width" => 600 ] #label: null #dialogDescription: null #name: "blog_blocks:1.title" #realName: "title" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "Client Requirements" : [ "placeholder" => "Enter heading here" "width" => 600 ] : null : null : "blog_blocks:1.title" : "title" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : "Client Requirements" } "blog_blocks:2.mainImage" => Pimcore\Model\Document\Editable\Image {#2074 #dao: null #config: [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] #label: null #dialogDescription: null #name: "blog_blocks:2.mainImage" #realName: "mainImage" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #id: null #alt: "" #image: null #cropPercent: false #cropWidth: 0.0 #cropHeight: 0.0 #cropTop: 0.0 #cropLeft: 0.0 #hotspots: [] #marker: [] #thumbnail: null : [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] : null : null : "blog_blocks:2.mainImage" : "mainImage" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:2.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2071 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:2.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: """ <p>Efficient data processing is crucial for maintaining the integrity and performance of an e-commerce platform. This section outlines the significant challenges faced when processing large datasets within Spryker Cloud Commerce OS.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SpellingErrorZoomed BCX0 SCXP256908461"><span class="BCX0 SCXP256908461">Spryker</span></span><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"> Cloud Commerce OS Performance Degradation</span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">Handling large datasets (50k+ records) using the </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"> Standard Implementation leads to substantial </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance degradation. This issue was notably observed during the project when we first run the integration </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance tests using </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Standars</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Implemention</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">.</span></span></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"><span class="TextRun SCXP250441612 BCX0"><span class="NormalTextRun SCXP250441612 BCX0">Key challenges and observations:</span></span></span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <ul class="BulletListStyle1 SCXP185022818 BCX0">\n <li class="OutlineElement Ltr SCXP185022818 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP185022818 BCX0"><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">Extended Import Times:</span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">\u{A0}Import times increase significantly as the number of records grows, primarily due to </span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">row-by-row processing</span></span><span class="EOP SCXP185022818 BCX0">\u{200B}</span></p>\n </li>\n </ul>\n <div class="OutlineElement EmptyListItem Ltr SCXP185022818 BCX0">\n <ul class="BulletListStyle1 SCXP34923484 BCX0">\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Processing Bottlenecks:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}The high volume of events </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">created related to the import, sometimes duplicated, acts as </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">a bottleneck, slowing down the entire system. This issue not </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">only impacts import processes but also prevents timely </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">processing of other events</span></span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Rabbit MQ & Jenkins Stability:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}Resource-intensive </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">operations have led to occasional crashes of Rabbit MQ </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">and Jenkins. </span></span><span class="EOP SCXP34923484 BCX0">\u{200B}</span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Publishing Delays:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}There are delays in updating product </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">prices and stock availability on the storefront, resulting in </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">discrepancies where customers may see outdated </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">information.</span></span></p>\n </li>\n </ul>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><img 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" alt /></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296">Business Impact</span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">The repercussions of observed challenges and inefficient data processing extend beyond technical performance </span></span><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">and resource wastage, affecting business operations and customer satisfaction and has following impact:</span></span></span></span></span></span></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><img 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" alt /></span></span></span></span></span></p>\n </div> """ : [ "width" => 800 ] : null : null : "blog_blocks:2.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p>Efficient data processing is crucial for maintaining the integrity and performance of an e-commerce platform. This section outlines the significant challenges faced when processing large datasets within Spryker Cloud Commerce OS.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SpellingErrorZoomed BCX0 SCXP256908461"><span class="BCX0 SCXP256908461">Spryker</span></span><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"> Cloud Commerce OS Performance Degradation</span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">Handling large datasets (50k+ records) using the </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"> Standard Implementation leads to substantial </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance degradation. This issue was notably observed during the project when we first run the integration </span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">performance tests using </span></span><span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Spryker</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Standars</span></span> <span class="TextRun SpellingErrorZoomed SCXP193269390 BCX0"><span class="SCXP193269390 BCX0">Implemention</span></span><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0">.</span></span></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP256908461"><span class="NormalTextRun BCX0 SCXP256908461"><span class="TextRun SCXP193269390 BCX0"><span class="NormalTextRun SCXP193269390 BCX0"><span class="TextRun SCXP250441612 BCX0"><span class="NormalTextRun SCXP250441612 BCX0">Key challenges and observations:</span></span></span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <ul class="BulletListStyle1 SCXP185022818 BCX0">\n <li class="OutlineElement Ltr SCXP185022818 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP185022818 BCX0"><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">Extended Import Times:</span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">\u{A0}Import times increase significantly as the number of records grows, primarily due to </span></span><span class="TextRun SCXP185022818 BCX0"><span class="NormalTextRun SCXP185022818 BCX0">row-by-row processing</span></span><span class="EOP SCXP185022818 BCX0">\u{200B}</span></p>\n </li>\n </ul>\n <div class="OutlineElement EmptyListItem Ltr SCXP185022818 BCX0">\n <ul class="BulletListStyle1 SCXP34923484 BCX0">\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Processing Bottlenecks:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}The high volume of events </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">created related to the import, sometimes duplicated, acts as </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">a bottleneck, slowing down the entire system. This issue not </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">only impacts import processes but also prevents timely </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">processing of other events</span></span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Rabbit MQ & Jenkins Stability:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}Resource-intensive </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">operations have led to occasional crashes of Rabbit MQ </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">and Jenkins. </span></span><span class="EOP SCXP34923484 BCX0">\u{200B}</span></p>\n </li>\n <li class="OutlineElement Ltr SCXP34923484 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP34923484 BCX0"><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">Publishing Delays:</span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">\u{A0}There are delays in updating product </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">prices and stock availability on the storefront, resulting in </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">discrepancies where customers may see outdated </span></span><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0">information.</span></span></p>\n </li>\n </ul>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><img 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" alt /></span></span></p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296">Business Impact</span></span></span></span></strong></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">The repercussions of observed challenges and inefficient data processing extend beyond technical performance </span></span><span class="TextRun SCXP48413859 BCX0"><span class="NormalTextRun SCXP48413859 BCX0">and resource wastage, affecting business operations and customer satisfaction and has following impact:</span></span></span></span></span></span></p>\n <p>\u{A0}</p>\n <p><span class="TextRun SCXP34923484 BCX0"><span class="NormalTextRun SCXP34923484 BCX0"><span class="TextRun BCX0 SCXP152593296"><span class="NormalTextRun BCX0 SCXP152593296"><span class="TextRun SCXP48413859 BCX0"><img 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-editableDefinitionCollector: null #text: """ <p>We have developed a robust mechanism that significantly enhances performance and scalability. This section outlines the details of our improved import and processing</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP84910668"><span class="NormalTextRun BCX0 SCXP84910668">Improved Mechanism</span></span></strong></p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">To address Client’s Integration Requirements and overcome the limitations of the </span></span><span class="TextRun SpellingErrorZoomed SCXP119358470 BCX0"><span class="SCXP119358470 BCX0">Spryker</span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0"> Standard </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">implementation, we have decided to cover the end-to-end process using two key components: the Data </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">Importer and Data Publisher. These components consist of smaller steps to enhance error handling and </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">processing efficiency.</span></span><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">This approach allows us to refine and enhance performance while effectively implementing project-specific </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">adjustments in the future, catering not only to this specific Client but also to any customer with similar </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">requirements.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><strong><span class="TextRun SCXP119358470 BCX0"><span class="TextRun BCX0 SCXP251370233"><span class="NormalTextRun BCX0 SCXP251370233">Data Importer: Price and Stock Overview</span></span></span></strong></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Receive data from SAP via Glue API: </strong></span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">data is received and written into import table</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Batch Size Parameter:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">parameter for defining chunk size, in our case the chunk size is defined to 50k records</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Jenkins Job execution:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The Jenkins job executes a command to start the process. All subsequent steps are </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">executed in a loop until all records in the import table are processed. In case of an error, the loop exits, and the </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">error message is displayed in the Jenkins output console.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Mark the records for processing:</span></span></strong> <span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Assign UUIDs to records in the import table</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">, </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">based on the chunk size. A</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">ll </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">subsequent steps and logic are applied only to that specific record set, i.e., chunk.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Execute Calculations:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">This step prepares the data and updates the import table with information such as </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">availability, offer references, foreign keys, etc. This allows us to leverage only import table in following steps </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">reducing the probability of database deadlocks on </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Import Data into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span></strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong> Tables:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The enriched data is imported into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables. All the necessary data is </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">taken from the import table, ensuring no additional calculations are required during this step.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><img 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alt /></span></span></p>\n </div>\n </div> """ : [ "width" => 800 ] : null : null : "blog_blocks:3.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p>We have developed a robust mechanism that significantly enhances performance and scalability. This section outlines the details of our improved import and processing</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP84910668"><span class="NormalTextRun BCX0 SCXP84910668">Improved Mechanism</span></span></strong></p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">To address Client’s Integration Requirements and overcome the limitations of the </span></span><span class="TextRun SpellingErrorZoomed SCXP119358470 BCX0"><span class="SCXP119358470 BCX0">Spryker</span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0"> Standard </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">implementation, we have decided to cover the end-to-end process using two key components: the Data </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">Importer and Data Publisher. These components consist of smaller steps to enhance error handling and </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">processing efficiency.</span></span><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="EOP SCXP119358470 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP119358470 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">This approach allows us to refine and enhance performance while effectively implementing project-specific </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">adjustments in the future, catering not only to this specific Client but also to any customer with similar </span></span><span class="TextRun SCXP119358470 BCX0"><span class="NormalTextRun SCXP119358470 BCX0">requirements.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0"><strong><span class="TextRun SCXP119358470 BCX0"><span class="TextRun BCX0 SCXP251370233"><span class="NormalTextRun BCX0 SCXP251370233">Data Importer: Price and Stock Overview</span></span></span></strong></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP119358470 BCX0">\u{A0}</p>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Receive data from SAP via Glue API: </strong></span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">data is received and written into import table</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Batch Size Parameter:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">parameter for defining chunk size, in our case the chunk size is defined to 50k records</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Jenkins Job execution:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The Jenkins job executes a command to start the process. All subsequent steps are </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">executed in a loop until all records in the import table are processed. In case of an error, the loop exits, and the </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">error message is displayed in the Jenkins output console.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Mark the records for processing:</span></span></strong> <span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Assign UUIDs to records in the import table</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">, </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">based on the chunk size. A</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">ll </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">subsequent steps and logic are applied only to that specific record set, i.e., chunk.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong>Execute Calculations:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">This step prepares the data and updates the import table with information such as </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">availability, offer references, foreign keys, etc. This allows us to leverage only import table in following steps </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">reducing the probability of database deadlocks on </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables.</span></span><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="EOP SCXP147119558 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP147119558 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">Import Data into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span></strong><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><strong> Tables:</strong> </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">The enriched data is imported into </span></span><span class="TextRun SpellingErrorZoomed SCXP147119558 BCX0"><span class="SCXP147119558 BCX0">Spryker</span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"> tables. All the necessary data is </span></span><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0">taken from the import table, ensuring no additional calculations are required during this step.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP147119558 BCX0"><span class="TextRun SCXP147119558 BCX0"><span class="NormalTextRun SCXP147119558 BCX0"><img 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JOv83doqsN+tv2FFmNczx831HZH9bXM5hoO/KAz0NFnJDEr14im0UVN6SXcs9pvYXoofbEwEOgoxK/M4Mtfi0Pf4qTgxwUcP+XFuetP5OWaWZrZR6Hr97HQ/YMeHAUedNMTyFkUi66xjoJtDv96X3HwwUE3M1brARXH68WdJ+gYAzNWJmGO9lC9z9avC1sAlFhS5xo4vtXl3/an9uJcNpXcB60kjuu6ffH/OJtHZtjYtb7Sn85kTmDpc1bGKUCkzr//mmv43Q/aA28F45wk0rMMaGpqKPh1DU6vSu224xzIWMzSLH/gVP9WZzkk2kDyyiQSY/9K07mr2Mu1pOeEaK1U/BWi+0QB238YSIGIiSX3p7O7BLgD0o9y5ztSQh6AVotxigF9TCzGaKh/6zgH2gPv0UZmfC2BiTFean//IUWnvHC5hr0/qGDiK1P9dxKHqDw6DpzvCCaM92WwdMUYaPiY2tM1lH1k4IvZ/m3q73whmSeQMr0UxykVGmvYvfpd7GumkbvcgrF7C26/9rsTe7mW+GXTSE++hfqDZRQU+lfOeawKZ7Se5AfuIDHOi/2Nv1DuUAEPtj1VuHOtPYOjyw3YvUbSH0vCEtOC7dd/obxKhWYnxzdXMmtziM9cgybrCzyy1crZnx3l/VMAWqxPzSYnWYFoPSYFmnr57MDq2UE6rgdsYOehidmxaPbX4MOLo9AJc2I7AnHQYbS04XSoVBc3QG4cqA3YigNB/ejxJM/obT28VJe6Ol7Fz7Ng7G3WXj5fW65gWjCV9IxR+Mor+WCXP2/cU/gXCsqtLEwOzHq9dbTqomCDfx014wzET4xi3O064jP6UT+KG9LICL5RMJqjAP8VXktj8GWjluSn7yU5ePZkI188VsXOPBVUF5erVUjwp3NMLAs6qY6+lcTpIa6GtbHkbpnfZZJlSir2Pe9RdAWo+5jLTYS8pXs9LGtzWLXaXzWnj3Xzo6cCPdsVPZnP57B4ugJYmdh8lZe3+g9Ap8MNhOicpY0l9z9nB25JW0kZ28JPnvO34tcfq6H+YSOmy+coOhbYh9FxLPz5bDIDrUiZsxQ23V9BvQr1u2zY/yk2KPe2nYJpeRb3P2nBGPRe/PQxGCM75zFOicXSpSXLSdFvAy0RSiw561NJNgPoMT75BexHjlJ0BeqPV1P/mLHnkG5j41i4cTbZycErFMfiN5aQbvsETULcgFppfGereH9bA20NH2M/6sDRfvIZZyF5ZqhaK/R298aTb6OkvZU8aSprNqeFrgwvV1N0PPB7JFhZ9mR7EKRn4ZMNlD9QgVP1cPZIA2TG9fGN/T8WehibwLJNWSTHAFiZ2LqHl7f6jzfnRy5AD6qTsvz2VhYt1qdyWXGfvy0oe9Eoti4rxN7cc9GhxP9TNourjvhbbVUPjreL2bqrjPhFKSx8bGpHipRmnBHLlKDRBbRRmKfHdtmPnnxb592I5Gnc/2IKJsW/Hcmxh9i0oQEfHkredrAwKwmd6qSkvRyixfp0Lqvu60d+auQt+E6X8ObTgdYnrYHsF3O42zqwM9zAyx3oZk5l1Y/SOlPHVCd5v+28CzRj/T2smBsolF82wfKjFF0G3+kPKSqfysLk8JTHlsY2iDOSOD2WxLlJvd496O98nQxkP5dJzbpAK2mjk9JN+ZRuNZC8JpWFX+/fMRlMMzeNNeuT/EHxHIX6LxdiD2x2/MM5rFrjr1/TzR5+sq4SN+Cr+QSnSogObVqSn7qHpQv8K5GeqeHl5SXUquArdnC20dqRJtFvMQYs03VcDqrmYxLisEy/1gcHWM9+6uM6KB2mnWIk9+17u6aTdTfQ81CGmYnaGuxecBZepJ5YTB/V4WgCYkxkr/Cyd0Md7uJL1BOHqbKG6kCqkibDzMRey4cHZ0PHihMT32eTSkiarDQefD5wgbXMjOajPRw4Dahu6qtU6Ljz8SnqaEVP8vocVizpmkJ3rfpR3JhGSPANvj5u7bttDsqO1VFb00JLswoqNJV1fsA34P6VXupP+IezulznxedV8ale6lva31f7XJ8BUQwkZna2iWgmGohR8KdRjI7DGnS70jRZD/iDb1+rio8QP5DZRGLQ+VCfYSZeqcOhAo6Pcapg+sjpv0oGsJqxBo/bmmQmMa6C+hqg6SrVDrB2HzZvrIWF/QxAu2j+mNqqwN9qAweWv+Vv0Qvo+J0ue/zr2a0CsXwjs1vgHRCtJ37mwNOAPKcqyTvVbaLWQPrTqVhDtaYNcLudH3WmcRjnWHqvED9qoKZ92x0V/HK2LejNzrLmvtIS+jcPcr3HgibN3JmSBJgmG2i/2O0oa80fU18XmEEbS2pOUMA61ozVCvbu+7M3WiOZLy5m4v5SDvx3JXaHCqqX2j3FbD3m4O6NOeT2J1cWqD/buZ9NmeYu5caYNQHTzxr8QdBfGqhRk0hsvUptezqFNpbU2f3sGOZrIG+9I9DCriP52VwWZgx8QPcBlztFT/qTaV37bDR33YYpmcFpO3FY0xSKDqqguqku90CybsjKY3yuBdMb/kDJc6KErV+uIH5uEplfm0rqzM50kP7O1ytzAit2jCHltT+T91YN9U1Ak4vyzfnYfm9l1c8zsA4g9Sc+c0Jna/ToWzGNBnvgrp11VmfEq0kwYFTw3+nw9lLxKwYmBpdXs5lES4m/vlM/od4BDGX6RrCB1rODeVwPxIDPQ2asU8B+Gqiqw34FNIWX/GmZU2KxZngxKXXUVzV0vOdfvsLEzPF99Jnp+pteT9ATP2di0J0NPabJWjjt39G+1q6pZNddR89JYdmSa/c3E58NI+R3VnHWdES+xIxrvzL1YNuQx5s7XIPX07e5gbx1R3n/1NCOiNIpipjgE4ai6dzpMVq6pD7352o2Wtu143WMtjM1otWLRwVfc9AwiAZt19QJRYuuvRZRvXhC3deMu3XggTdAi5eWLql9aujfTQ11glMw3jbwFol+URR0caMwZ1hI//o0ZiT1sqMHuN0tTZ1bpzP2XvX7moP2gwq+kNuPf2g6ejsoP92xoBsb1XW5oXaBV+38/WKi0EUGvxlFzIBHydMSf18GD9w3g9qDZRzYbMNeo0JjA+8/U8qUt/uX2tXWHLyfI7q+GRPRWb7dXv8dpZag7YjWoutv2sIpB+UdLzzUll7Fs8B8/SMY9bfcMQpT91zo4GMpWtvtt1DQjY6gPajwNXkB3ZCVR11yGg9uvIVdL/4FW/tFVF4Fu/NsvL8gjfuftWLSgqaf8/VJayB5bQ7Ja1yUv1VC3lZ/epTPZmPnz+L47nOWfv4eCjFju5WVzuZDovShpve9vC7lSIno7Kio+vC09mulBsdA69lPfVyHGO1Eo8N6jYuNgZ+H9CRmGuC0C7wuqks9aE75G6OM08djTGph4miov+KkusxDVHEglUQxYs3sq1REEdORZ6LivNLGwIbrClGWQn7809XRMfG3fuZHSxOdRkbwfaWKkoLO4ZYmzgjUBqcr2Ns+NJDWQPr/ySY3x4g+WsX2zC627x94AO18+0+dgbfZwuLn0kidrkdH0JO+BlmvoxRdz62jphZ/q3n7Z5s8dFy2RGvRKaCJ8QdaPgCXlxYI6ojmxdN+B7K9Y9dg0SpEtXdQjLawKm82oRqyw0W/8h6+/1RfaRyfTkR05+Hjcbb1Op8mWun8PTIz+P515Id+2mMhQulHYQv+/Vq8XcsZbbRcd4ChJX5BGg9kxrFzzVF/7mnNJc5WgsV6zQ8TFaOFQFdfd/f93NTSWf71Wn85D96OZi+eZqC/5XysARMu6q+A862T7Eq7j1W5AzslXle56/7z6KO6bkMrEDRKkKexcz9oYvwH2VCWR31WKve/PZXaYx9S8MZZSk558KHiPFjIztvH82igf0p/57umaAPJD8zGmlnMyw8EWtMLaqhRLf0e3aHP0eEGfObz4m6is3Vb9dDS3mFT0fT/Am8wDLSe/dTH9fWNdnI956H47PEYX3HhxEvt2WqizqmAFkuaAZRRWFIUio55qS2vJqp9RKWkOKy9deQFQIc5SQ8F/i+sPXER9/KkAdXB/RppcAjiFfHZdctwrwBNTo7/oBhbewusJYH0jMCwVeeudo4EMmsqC+8zoo8GUHE29nbvJnh8qu4tAiq1HwV1vFieRuZMvf/BOGoLTV0eCDJC1dRjD7pAcJ+4RG37PrLc6r8lf7sRc3tlbKvBdrlzft/ZGuzttyBjxmC+3o5khEgVihlDfPvymuspOzlIlY3XTe0p/3BhI4kpofMWofNYVdce7oCvMdDyc3tsZ4tfuYOzlxmw6zoWBir6VoztMWNzPWeDf7+mS0EdB6+huYHS/XU4u+eRxkRhDGr+6q21rvt0U3Jni5CzoLrzVjbgPFHTUf41t8f6OyJF34qpfTu8DZTkdxujRw0EUt2Ns7Bi+2IeeTYJY6BjYvkLxwMjlYRZ9Bgm3h7429tAWfCzC5rrOjuaocc8xb93hrw8Klri56aw9JWv8MhjnaNF1J+92vU36+98wSodFJwIjGoURBOr69IaOGxjHasu7IVB5ajqIvb2XH4lxJ2LoTTQenawjuuBup7z0BRzR/qV01bjT5fRGpmYrABaJk73X7w5T9dQE/i8cdaEnv2HuomfZ+7oZOk7Xsa7eaFGEFHxNF9/vmlY6ugQ9aO4MYW/5buxgYKtZcSoXpqqr2I/UdcZVGkNZD49o2NUMk2MtvPKubqB6itJWGM8OPb8ieMFoRevG+1v/fIAnvwz7N3WQnxkG85WI19cYyYmpvN2bdPZBpyqHmOTk6JNJR3jg/eHp7Len5MIoHqpL3XiSQrDQ3ZUJ0efOErLsjhivA0UvdE5ZGL83EAv7rEJZOaewb7fA811HPh2Ps6vxmFs9fcybw9ejPclhehs2QdF50+hcfjXo2hjMbrZo/Bd+QTdnDTSrUbSV8Ry/AV/B7jS594j4p+mMSM5iohWL86qOs4ecMCKRaxY0M/mK29d5zjJ0bEsfGM+2Z/igmEw6bItJEbXYGsGKivY9qiX9C8ZiVFbqC12UFZn4ZFtqZjGJTBrTimOPC801bH32/m4H0wi0aylrclNfXkN5Qe8JL+c09EhqbvrORYGTDGSnKWj4C0PtP9+a5KwRLfh2FdBeX8vflqucvIHhez8oQ5ThomJt+vRa1Wcp6opbR9ZYayJxITA36N1xCj4g2hHFe/+bBSpk6HJAVMenool20qqxeEvA+V/YfsTbWTONYCjhoJftw9DpiV5WWBoPCWWlLl6jm9zA15sL+Sx/aPJWM234KlxcjavhpgnlrFqbrcyGDuG+HGgG5fB0pV1bN3hhsY6DjxTxsRfhBiWc0gZSF8WxwfldXjwUv7Ce+ysSmDi6L9Se6CCoo4OqJPIDPTuGqryaN98iLw6EymzYolP0BOj8VJT0xkEtKc09Xe+UHznqjjwtIO9ow1YMkyYLTp0qgfHkSp/fxZANyM26MmQ4aZi35THm3VJJBo82HbaOi/6MhKYEq58bwAGWM8O1nE9UNdzHtIG+jPkqfgK66j2AtZYEgP71zR9DHqcuE/XBfZ/30MMttPM/Dx3z6li9zGv/3kiT+/DkWnBOiUKTauXpisfU1vshGXzWbd2YGOhdHzHUNXR16ofw3nXRQya8Affl+so2FzXc/rYWLKfncPCoI5FmowEksc5KL0MVFWyfUH7mVvBmKRHU+nueRU4M4EUcxVFNfifmrkpMDp9cirpa8zEL5yM8W3/ww7cB0+wIe+EPxZXdJiStNRXXvsK1bFlL6+9EpzX5aH8+Xex7Uvl0VdSrnkV/qmM1aGrqeH4ppoukzXWqXx5efstXS3JT84i86N8CmwqvkoHx1/s2nynm5nCirVxAywAepK/FEveKX9Pe+exCvYeA1CYYZ1BulXBuCyLZaWH2bXfja/RSdGL+RR1W4p1xQC+svEqNe2b2uyi5hwwQoJvxiax8AkH1S/U4FHBfaoyMGRYQEdKhZYZT2dRXd35e+St79acqsTSVwbGdR0LA6aQ+OAXSD5ywj+6SKP/+CkCGBtLotWJ3TaAliGvh/oTDupPdJuu1TPjqdTOE27MBFLnaLHl+Z8E6dhRjH8UvDiMD0zFEh3HwudSqFlXhqNJxXnCxoEuy1Qwrczi3rmddYflgQwyj+dTUKlCswvbthJsQfN3GY0g1H54PIvswkMct4HvdAk7t8Ty6LqBHi+fjn70VP4eAAAgAElEQVRZJl8uDjyArNFJ6RZn1xEnxsax+NlpnR1Qh6o8Nrlx7G/AsT/ESsbE8sWvxg1svr40unDkuehxs2GcmYXrkoYvJ1arQ6+4KH+lOKhfABATS853BpbCMBgGVs8O8nHdb9dzHlJIzIpFk1fX0TdBn2LqHBpwSixmbSW29n4LfQ4xGExP+jOzqX8in+OnvYCKs6CKgm5B8ac5dw9ZHX2t+vFTrLMYPsOXdqIo6Mbqic9KIPvpHNbtms/CrG5Va4yFZS9nkpllQKcNfCYhlvSn7uHRVzJCP/Qi2szijZlkZur9eXiKgs5sxJplJAbQTE/jgRenYrXq/BkqihbjTAu5m+7j0Y7bzX1ruewJeRD5Lrf0uG066CZPZc3GFJID668ZrceyJI0HX07regU82sziV+5l1bokEq06/77QatFb40h/ModHX069ritm48o53P+YhXiz4s8bjNFhyrAwcUJgxyl6Zjy3kEdeSGFGpgF9TGC6VkGfEEvy6jSyMwbQfDXOwqxFBnRaBf3MJNLTBr7OQ8m0LIfvbE4jfY4R4+jAdkVrMWYkkLs2qfOkMdrM4l8t4v51SViT9f7yDGiitRinm0l/bFrfD3G5nmPheoxNYMUrs7l7rsF/y1SrxZhpZcUv7mHF1/oZfI6eyL3rU/z7ZKwSOM78T2ZMXJLCiu2LWDE3+FjXMWN9DguXxPr3oQKasXri545nXKBzmGZ6Kg++kcPClWbizf5Ox5oYHabMBO5+8V4efcrcNQCKMbN463xWPGzBkqTzP/RHUdCNM2BdncYX065RBrWx5P7fztbu+jeOs+tYuHM2/cfSo8+nMCMjcCwpCjqLEevqDB7ZcQ+Z3TpxDkV5HDd3Sufy2n/LcQYs96WwYus9ZCcNbL5QNJnTWPZYEtaZwXWGFn1SLMkPZPLIjpzrH2t9MGhM3PuLLLLbjz+tFlOWlaW/yOHuPrZryAy0nh2M4/p6XMd5SDfLHDRSj4I5LehZFDEmJiZ0ztv3EIPd1yWOha8s5pH1U0nO6FbOEmJJXplK7pcG3Ku805DV0deuH8WN53ONjY1/G+6VENcQ/Gji6ak8uTVlgA8JEEIIMSBBj5dHiWNp3j2kD2YHdSHETWv4O1yKgVGHsdOREEIMAe2Vem7Z8RqRV+pH0LSPg9awjc+9PdLWT6Z1n/a5mgsIcSOQ4FsIIcSw0bR58fzsBdSUVFo2/Qhtq4eIVs/wT3vpbW5pvy/81/P87fMjbP1kWo9pf9PLrQlxYxgZ43wLIYS4KXl/tYXPPfYvfC4uHsabaXn62/C5z3HL938wvNNMkai/D3RxvWUiTEvnc4kjaP1kWo9pGG4d3sIsRD9JzveNIDjnOzmVdduGeEQVIYS42UnOtxBiiEjwLYQQQgghRJhIzrcQQgghhBBhIsG3EEIIIYQQYSLBtxBCCCGEEGEio50MOhdFTx/lwLEWNDM+z+pNqVj6+wQuIYQQQgjxmRbm4FvFeczG8f0O7KUunFe8+FDQxY3ClDye1OWfJz1Df2NfETTVU37MjccLFDs460jFMhyPHxZCCCGEECNO+OJcr5OCZ/I5kOfu9oRGFU+NC0eNC0deJQXLMrn/6QSMStjWbHDFTCB9eSzOfA+a6VZSE4Z7hYQQQgghxEgRpqEGvdie28v2PZ7AawX9dDNTpuvR4aX+1EVs5Z6OuU1r7uHRdXE3dgu4EEIIIYQQ3YQnvrVVcGBfe3CtJfGpe7h/pTHoy1Vqt77HLzc34APqf11CwfL5ZEfa2PrlQuxeIDqOpXvuIX100HIrS9i0uox6FRiXxP27M7Fq/ctznvgLeW+cw17uwt2soBs7CnP2ZLIf+DxWc2ezunPHITZsaICxSTywP5Nxpyt496UPsZW7YeGdfPGjP5JX7l/vGRuWsWJOUJO8WsfeZe9RUAMoerK3LmHhlL4fzOCrrOLoazZKC504G1U0MXpMM8ykr5lG5kwdoFL+9Nu8maf6v3PTMlZkBb4z+GE7KCQ/v5xVCwLvOcp4eXkJtSowPY0nt07F+Gl/NyGEEEIIMajCMtpJ7e/P+wNkgOlTWdol8AZQiF/zBTITAi+9DZQddcPYBNKzA8FlcwPlxzxdPlV/xNGxXGNuQkfg7dj6Hi+vK6G0wIW7CVBVPJdd2HeVsH3Nexy3qfTQWE/5WwW89mgxpaf8OdtRo0czY1Fs+0phy6vpkjLjK3ZQVhN4MSWJ9OS+94OnoJCXHzjB+wcbcF5RQQVfo5vaYzb2fms/2/e4AYXErNjA/vHiOOns+Lzz1KVA4O3fzuriho733IWX/IE3YMoeL4G3EEIIIcQIFIbg20N1ubvjlSnbEjowVGKxZuo6XtaWOfGhJfk+M/6pKvajF+lckpOSw67AZw0kL47z/11eyq4tDXgAzGYWbrqXJ/cs5oGnLf488sYG8n5sozOkDVBdFGyopN4LmnEGLBlxJN6uw5ibQGJ0YEtOOPyt8IH1qT5S3bE+lkWT+n7ke3MNB35go74Z0BqYsf4e1u1ZwrpNqVjHAaoH28ZCShtBN8tMfOCaw3mqjnoAvNgL/dtrTNAD4C69FHhPxV7QHojrsWZK6C2EEEIIMRKFIfj20hQU6RrNul7nNE6I6vjb19iCB9BkJ5EyLjCtsIqzjYEZKqsprwz8PWUy6Vb/n/Y95wKt4QrWtVlkZxkxmg0kLs8kN5Ay4jvtwHYlxAooepKfWcz6/Yt5ZMs9LL1P7299b0/7aKyh5GSgeVltoPRIoCU+Oo7UXH2fe8F3opKSy/6/9Yu+wLJlcZjMekxZKSz+x0DrelMdZYUqjJvAlPYRUj66hP0K4G3AXqoCOhK/NskfnFc1+N9T67AXB9ZrXBzWa7TACyGEEEKI4RH+Po2+a8/ShdZMeq6eoh3ujtST9CU6an/v6AiyO1ud3dR+1J6aomL74S5+8MOgr1bbczY8OK8AY7t+lWZOCsuWGLrtFC3J91nQ5VXhaU89mWOB4irOBoJpXVYSqd2W1V39WWfHprv35PP8vuB31Y7/m660AAYSZ+nB5vYH3cUqmXE1OBqB6DEk5o6H18qoveykulQlM64Oe+CiRJdhZuKNOlKMEEIIIcRnXBhavnXEBGVBOC9/0uuczostHX9rRkfR3kZuWTwJkwKgYs+7iFt1UnYkkHISHUt6R6tzGy1NQQv0qviC/hGc6h3iIiAm/lZCtctrZiV0tL57TjiwNatU57WnwGix3mcJ+blgLU1BX6h2XS+ft/MtX6v///isOPxbpVJb2kD96Xp/qow1DstoI4kpCuDFUdyA81R9RyfMibNklBghhBBCiJEqDHGalonJBijwB8v1x2qof9jYMz9abcBW0NmhMj4lqFOmdTKpU8rIKwffKQdnT7spr/K/pctKIqWj1TmCqOj2v3VkvvJVFs8cjE0wk75QT9E2NzTWUFZYR9SJwLqOs5A+69pNzRHRnbs6/rHFPPqAoc/5NTPMJI6upLQRnJVXsTf6L1qMM0wY0UKaAY44cVZexXYlkNejjcWaKY/TFEIIIYQYqcIy2kn8Qkug5Roor2DvDmePB+04tv6JgqrAS20sKTnBOdQGZiwJjADS3ED5r+sCKSfdW531xE9pf+XBdrhhwFkuvbEsam999+LYb8Ne559uXJhEYj/iXVNy58VE7bHOUVp6pY1jSlr7MIJ12Kq8gBbLdP9tBGOyyd9x9VwN5ecCC5tixnqN9BchhBBCCDF8wpOhkDSVhUvOs32XG/Bi33CIn/w+jinTb0WntlB/ugZbeXvuhYLp618g09x1EcbcJBI3NWBr9mIvCLT0hmh1TvxqEqY9ZdR7wfnWMbZrppE9ZwxRqDTVXMV+rAr72FTWPdXtC665DZNJTS4j7zQ4C+rQqIBiCBqKsG+6LCupZgdFNcDpM2x/2sfdy8YzLgZaGtzUFlZRcjaWFb9IDYx0oiUxMxaO1EFNIKdbMTBxRmB7rbHER9twXmmgOpDvLUMMCiGEEEKMbGFKD9ZifSqHxU1HA4+XV3GfrqHodE23+RRMyzK5f21szxUbbSE1qxhbnhdfk7+lN2Srs3Uaq5508tqLNbhVD/Zthdi3dZ1Ft+x6tsFA+qJYjp5uwNek+lvUkyeTnnStzwVEx7H4+RQuP1GGo1HFeaSM3UfKus6TNKbLS33meOKVOmpVFV8zkGRiYvtDhqJjmZgE5adVfCrIEINCCCGEECNfWNJOANAayHxhEY9uSCNzbiymcVo0CqAo6MYZsORaWbx5EY+uT/CPx91zASQvMXemmPTa6qxgWp7Dd7Zmkr0gFtO4wMLav2fBVBYu619rdXf63KSOMb9BIXFR0oBamjXTU3lkxz0sXmkm3hLYfkAzWk98VgJ3P5jQmZ4DYDZjTeh8qUuJC3pfz8TkoG6eMsSgEEIIIcSI97nGxsa/DfdKCCGEEEIIcTMIX8u3EEIIIYQQNzkJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBMJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBMJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBMJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBMJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBMJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBMJvoUQQgghhAgTCb6FEEIIIYQIEwm+hRBCCCGECBPNYC/w3zJ2DPYiRcD6I8vRxWiHezWEEEIIIcR1kpZvIYQQQgghwmTQW76FuJk5L7rZ8JU9w70aIswidBqe+eAfhns1rknK581ppJbP4r123vm/J4d7NUSYjdTyGE7S8i3EIKoqvjzcqyCGQcIXxg33KvSLlM+b00gtn1V/lvJ4Mxqp5TGcJPgWYhDJyeTmlJBmGu5V6BcpnzenkVo+q4rrh3sVxDAYqeUxnCT4FmIQycnk5nSjtORI+bw5jcTy6bzo5qqjabhXQwyDkVgew02CbyEGiZxMbk4ROg0TU0d+S46Uz5vTSC2fkgJ1cxqp5THcJPgWYpDIyeTmdKO04kj5vDmN1PIpKVA3p5FaHsNNRjsRYpCE42QStXgB67/RwM+/VkSdCky4gxUvzGSyTgXqOfhIPrYZd/KN70wiSoWICxW8sSeaf3h+GhHvHmXLv9txTZjI4n/N4I5xgKLQVnCCX/zoEhmvPMS88/v48b9fpA2F5B8swvq7fewuVP1fHj2Vh16P4eDX/sgFFTBOY+0mhZ33nyN1ew48uYfD9YBiZPH/3MmVR4rQPL+AxTMaOfjP+yib9VW+vQwuXYYIXSvnXstn97uukNtQ4gSs01jzAytjx8QwPrqVS5e8XHrjAG++b2T+C5nMHANtgOu9AnZsuUjLkO/90G6U/MVwlE/DvDtZ/f9NIgqI4BIHH8qnxNWz3EZkZPH4yku89JSdtvYPR8cy+5ks7rJqQKPg2nWEV89P4/G77bz0bDVtQMTiXB5POc3Gn45i1a/Gc/KbJzjXGrQC46fx+DuTKPrKPv7gimP+pmxSxkQxPhGu2FtoK7FRPC6VewNl8vBpA6nfz2FBhoa2Vmi7YGP3s2e40KxwV2/HQ21i6PLq3whS/y2XeUkacNnY8cQZ/3E6jEZq+ZQUqJvTSC2P4SbBtxCDZOhPJpGk3BPJJc94UifBITvELZ1O3O/38eNtzaAAaiSz77+NC+t3sreCjmmF5eOJ2mbHpRiZ90ImMdv3sfFQMwARkdCGAqoLZmWyYPpv2Xt6EFZXbeDkjmoymi+SfwrGzIILr+1jy1utYJrIql/kMO/sHsru7b4Ngc/bzrBt1Rki5ufweOaHvNQeBL2QReL7efx4hxMUA3dtWsDSee/w5uHhiXJulJacIS+fE6ax+p8NFD6yk8JLgKIEfsue5bYnBet355LqOMbGp+v8AbkCEXcPbBXGzp8ElQrJ86L5w1t1HPrWOxyKnsraV6PZ9Y+BwH+WkbRAmTT8/V0sMFaw5asf4kIh7uFFrP52PRt/1NDr8dDzmAtagcjxpFovsfPhM0zenEuK6Qx1lwa2DYNtJJZPSYG6eY3E8jgcJO1EiEEQlpOJYSLJsZc4tNeH9V4jAC0NrdyaMYnbDASCAB8up5aEu+OI6h4YAFjvIFW1sS8QeAO0dbQcNvGn11ykfm8accrQbgr11Rx+T0PyPEOIbehD5ARSrU7+sDvQ1Ki6KPxtPZZ5E4gY4lUO5UbJXwxH+TTMTyTq8Cl/4A2gBn7MEOW2h8jxpP6di5Nb6zpbwgd8LWUgdQ6Ub75IxLxEDNecX8F6t4Fzv7HjCnxh3f9+iCsjidsU6O146LO8+pxcUMdz18qZpEZe4twwN+6O1PIpKVA3p5FaHoeDBN9CDIJwnEyi5iViOGXn3OFqWmYlEqeA6+18dtknsvqdFTy0dgJRqJT8Rz7lU+bwvT2LWDyvawgSMS6aiPomWoCIWemsfXMF67enB4INBd/xP3JMncay5aOGfHtcDa1E36oNsQ19UCKJphlXUNDTdtkLxqFf31ASvnBjnEjCUT4NYyJpqXX2mB6q3PagRGPwNXHl09y8mDAZKxcoKbZjj5xE6vhrfSASg0Hl48tBX9r6Cc2KFoMGejse+i6vKlcuRTPrexOo+nER59Robssw9l2mh9BILZ+S731zklbvTiM+7SQiI4vvbZzIx1XNRIzS4Np9jG3bGmijWx6hJkR+X3EhL/1HHZPX5rBo/ihAIaLyDFv+TyuLgvMFDdNYuzmSnd8s6qj8o+7umjf76sZW5r80m5RPzrDtGSfpz01nvAZQohh/WwM7cz8kec9sLPVNNANXfneEbdt6nojEZ1PVn4c+5WTml8YzNn4Oj2dA9CSFv7MWsbfCRflPD1L+ehyLX57D4lPvsPPkRQ4/sZP8qdN46D/vJPVkfsdS2q42gymaKMB1sogtxU5W/Wo8Ee01geri5E8/5K7/vAtrYY9mva4vNYAKbfj8LYAdQZX/jzb6NjY+kub6ZlCbQ2xDL1GY2oyLaAxBAVzEOC04P7nGtw2NhLQb42Qy9OUTXFdbiYo3AMH1Xuhye7D7h9VWmjVdf1f/dILKVYAvdNkYe+8kbkuIZM2vkoiIj6F5fjT525pDzuvXisulMHmcAvbAMiNHcavajMsHt0Lo40ENdcz53xu7JocFrSf48bpJrH4mi9SXVGb/fT2vFg7PuWCklk/J9745Sb53pxEffAM0n/wjv3jKTptxKg+9OpXJb+Vja+2eRxg6vy/q3lyWpl3k9VVnqGsFIgESr/GNkWT0yJuFwwenE32pCNuHKrZVHwIQ9/ASVo89RUnrKO6o/ZAd3TsAiZvCkLcsGhNJNlTw6gp/Z0fDykU8tCAW7A3QCjgbsFeqpEYHcrhboc1+iUvNE4gOPsrLz1M+ag7zZn3I7pOhC2rbqRL2Fi7noS95yX876I1WJ3U+K5PHw4WLEJU5nqjzNlpo5dKFSDIyImFvK4wfz204OdXXcTDhDubNa6Xk283+Y7LbNvSq9RJltizmLDVQssMFioGMr5hw/Cb/msH+ULhRWnLC0fLtev8ibT9NJfn1o5S3x5q9lNuDH3T7cOtFysuzmL3SSPlWZ8dv2VblpC1pPHGR1VxoVZicZsB1ugm6J5UoBlK/qHLwH3eSfwlITOfxf01k7LYzXOl1jVVs77uY9/eTMJy0+3O+/+EOogoLuKCCpX0duh8PvZZXBUN8JFeK66g7XM2rhgU8sTkW22MFw9cZeASWz5GR760w+eFFrHkkmnM/OciblVP53q8mULIicM4HDKuX8Ow/N7Ntdh6XHgh0Fr+qEO2ys/upImyf9NVZ9xvMH9OIS1XgQgU7X4V560N0Ht/dDEosszd27Zj+5Pzz/HxVERdaIWLpAr41vojDY+awIE3BkBgD9kZcV8+ze90pmhfPZsXXTUS0qtBaT/5zJyi0D0//l2sZieVxuNwQwXcHg5YIVzMf+wjKIzQy/14jhzaHallQSLnXyLltR/yBN/grzchrfZE/bzb17jiibHW09FaOTXew+D4Xh79ZR9s1A3rxWRWefNqJRBUV+UcZAVyH7bRsup071Uxy5kbSpipQdYYdJw3MejGXu+JV2hRw7T/O4bRUHkqOJWJNIif/3c7BZ86w/JklfO+7Km0oRFyu4HCXRu1Wyn/+Zz6cl9o1j1pt4L0t9Xzj5yvIaFWh9RKHn/aPQlH+X0WkvLCEJ76ugqaVsp/mcYFY7lo9gfEzDMyeaacMuO3BRTy+FKI1rZT/9Aj55xUmP7aQFfcEbcPxvk4cKuU/OsFtP8zliS8DGnC9d4Idw9DZ8kbJXwxbsGM/xc7XZ7P69RUsaFXh6nl+fyw2RLlNZMIJiM6+k8d3zgRa+fAnB9j7k3wsP8zliftU2oALrx9g594z7HsvlxVvfhVaoe18BTt/1woaiIi/g9X/M55mwFVQT1Treba155uft2OLzCJ1whkOB58alFgygsrk4d1/4ODts3lo50zw+QOonc/W0bW5Pfh4UJj8cG/lVeXCrgp4ZhFrv/QJRKqUbK1j8gMzmVxcxDnX0O7+7kZq+RwZ+d4q57af4dw948l/2wlp8LEdEhbEQkUDEE1qdiRXL3TeOfF3Fvcx+ftfZdHfV3DJ1Vdn3Ub+8C/vcMgeScamJdx16zshOo+3r0r3jumtuEbdwdKVdl7quHuuUv4f71CuGJj/q9m0PLaPfBeQmMrjX1c59M2d2FyBUYSemYbjoZJhH2Wnu5FaHofLdQff1aUNmD9vRKMd6p5ZED0rnW9tn0l0vILjpwf9LdrzEjGcKuLcYRMtGxKJ21IUorAFcvpqe5bCiPjJrPjVeP8BoNEylg+D3vXnzY59Zg7f29NM0U/y2Xu4e82pYF07nYi38yhxAZHBy/Rx7r/3sXuYRl8Q4RWWVsW3DvJS8IT6Cras8v/5x593nbdu3U7yu05hY9YfO19WVPDmqooe31H3rT2dLy5WsOXOnvO0vP9Htrz/xx7TuWhn5/3dh7Fo5Q/rfs0f2l+eeof/s6XnR89t3sePN/ec3q7t0FE2Hgqa4LzIocfe4VCvnwiPkZpP2134gh2Vut8cZeNvuk49E/wiqNw+n3Wi2+cvsvdbO9nbbeq5Vw6y8ZXuX2VnW07IYVMC7zs5dP++wIvO74SGrmUSFyU/2kdJiG35Q2/HQ2Hv5bWt4gyvrjoT+s0wG6nlMxwpUNel/CItMxO5TWnggikRq3oRe2v323AqFz5yEZEQgzXNwLkd3TrrvprEbUpD5+xKJIZolRbXwGIBxxtniP76ndx16CCFfcxnuHsSEe/lYwuEJ22FZyhTckgZX0LdxQF95ZAbqeVxuFx38F20+yPe/KCGL34jmcwVdwxpEN58ssifdmKYyKr/mc1dx/MgZP5r90+GyOkLaKs9x85uOd9dOLvnzebRZcSoqTOZn3yB3f/hCr1McdMYsScTMaRGaj5td1I+b04jtXyOjJbvEFovUeKcxkyrgittAm3HK2hZau02UzTJs0Zx5XAzhumhOuvG+TvrKjHc9fwSZsbH4Ho9j9cHNHSrQoTrQ/a+O5Vv/HMiZSd7n9MwJpKWC8ENg5/Q5IokzgSMtOB7hJbH4fKpRjtxX/VwYOOf+c/Fv+WD7RW0tQ5xS29rKy2KQtS49jzCd9i46h1+/rNm7lgQG+IDKrbjzVhXJzJ2gNcGEYFY3J83q3TNm8XAXf88ibqXOm+nipvX+ZF6MhFDarjzFz+56qHh/LVzGaR83pyGo3y2uLx9vj8y8r1748P2XjMJC8aTOkvlw/e7tqLdtmYBj2/PJaOqkN3vNuNyKdw6LiiwCOqsi9rEH9bv49XXG4m6Vb2OnH8fF14rwJ52Jwum9Ojq3sF1tZWo2OD+D6OIMbTiGoHX28NdX440g5Lz/clVDwd/VswH28oHY3E9RM+6k29tn0bEqEjaDhfwvzOnkhwij/A2pYEL3T7rejufvUk5PLRzOm0qtBUW8oufXuMLFWOPvNl9MXewfMFoJn+SjtUOs2fFEDHmKzzxz4Cvnvx/udgl7eTKu/ky2skN7sgvTzP3kel9zuO86ObKCDyZxK31dxC64lKI8NVz+OmjFF5KZM3BniPyhHoqYfmkaax6ZipjfSrQyrmtR9h9qLlj9KHmC14iIn3YXspj9/HxrDl4F+MdTbTpNLRV2dj372c451KYvDaXpYGRhloOHWHLlsAt2Ql3sOq/AqMHfauIsRuu8XTNEWYk5C+6r3rYvGo/yfMmMu9b0xmXeGuPecJbPg3MC/Wk04cOYl/Ts8Pax6t7eeIpgBLL4p0LGLPl12w7pGJYmsNDXx9D9PjRRDU3cuWqi8Ln7Ux+qfcRpiIS72DpMzOZPEqFSB/l/7GPsru/wryzv+XV3f5hVKz/9hXSj/+WN892e2rlj5ykfrf/T1f1ZWT12WGvJMx3Q4erfG74yh6+8OVEvnj/VGJMPQdYHLGt3gEtx87T8uBsMi6UsMUJC4Leu7DtoP8BYQHX7qyrcuU3FVz61UwyXs9jwAPeuKrZ98upfO+ZCVz5r15mef88bT+ahnV7fiDnexop6nl2DPODnbobCfXlSBMy+D5XVMe5op4Hyd8tu50YUxTlhx3U/qVnSfrEOfg1TFvhCZ6f3T03sLrX/Feag/P7ANVFyX/s6ZHT9+aqoHxB1xm23B/8GSf5IfJm31zSmRf+49Seea+FfeUgihvSv2XsYN4j03sNwkfyyaT9aZJjH1jCmmWxFP4XtHUfkSfUUwmJY+kzVi499w7bTqtgnMiqV2dzV6k//7D55B/9jwWffiff+24ihuPN/pSrh09wrlXhtocXsfp7Ljb+u4bZ85vZt+ogtla69mG7+GHn6EEuuGuwn645xEZK/uLf/gZl71VTfria5LkW5q2d0SUIH0nls3uHtZ2EfuLpYTtgTSThkyaYN4mIQ3Zcu4+ycSrDsesAACAASURBVLfC5H/9CrOLf8u2d1WITOS23kaYUmKZ+/xMeGkPPz7uL3wRisptvTwxM9RTK0sG8HTVt13X7rAXTsNVPtW2v3Jix18o+F8b0+dP4u6HUoid1NkyO3JSoBQm3z+NyUnRsLSCN88HJruqKam9k4z37bT4Rve5BFd/Ouu67OQfm8mKb8RS+NOG0Avq1gm4rMt3/JFjX1tGSm8rYT/Dzl/PZsWrX2WRj8BoJ2dGXGfLkVJfjiQhg29jvB7Se07XjvLPbpp8KzGxUdTapGVXfPYd/uVpDv/ydMggfOScTHqjEHWrhraPQ98O9j+V8ETXpxJOncTkj21sOR2owZ3VnCzMZF52JIXnOz8bNSYSXM5uQ/ypXNhxhku/TuSOyApcmEieFc2595tp6/OE0MSfXmvl7743jT99c2R0WOvLSMtf/NvfoOywg/IjDqbmWJj3renE3T56BJbP9g5r0RA8NHt9NYffy2DFPAOH7S5uWzAe12+KcP39VJKj7ZQMNIa1JpLSWsGrx9ujcrXP8tfS0Mqt2ZO4bXcFF3rL5Gl/uupzXZ+uOnveBDS76WeHvfAYrvKpRNxCmwdU3185tf8cp/afw5ptZvY3kkn4wrgRlAKlcu6VPfygoyPvCV4K9GwsfOyNQCfHOnavqvNP3PIOPfqKq3111n2n49WFn77DxsDfPTqPA6jdOgGf2sOrHe85ObTitc7O5aorqCOx/7vqfnOUl7p1ch5pRlp9ORKEDL5Hm0cx2tz7E+NMkw3oY3Vdpo0yRpJ9/1QObTo1uGsoxAgRKggfOSeTnm5bs4DHvx7DrZV/5JWnXUBsjxF5CsdE0nKh60V0xLhIIpwNXfIMXZdbiTJGwvnA6ENv3sn4yIvs/PaHtHQfZlP9hBYiifbVcfDZCpb+6xK+9/BFDj7b1/izgacJfvn/sXfvcVFX+ePHXzAzDAMy3G8iclFREMULXhDxgqW1Vprpqllm97bstm6X39rWVt/a3bay+1ZrrUtmtbhqpmuYdxTRQCERDJWLgnIRkUGBYWbg98cAAjMgysAMM+f5ePRI5jOXM3qYeX/O533e79u5c34++0z5F9ED5M4ydn1uuETf+upgyalLBsenLItA6iAhfdNpqsraRpQyRwlxSyMASE7IRlPX9u/K1ceJsXMHoa3XsW9NNlcu1hk8f2MjZO/WB+ER8YGU/GppCyTNG9YqIajtEdUFNU4DHEDixagJarK/LKEiYgJxU+VkbjN+VbWjClP6Tq4Xupxrq1qfzEb/GO7eEEnF+hTWfVps+NhrdVft0oa93mGK/Nq6yxo0tVrqm/7TaRoYEOkJwJnMcnTahjb3d+zngNTBcBtZ7oFz5B44h98QN4tM0RN6nmegi9HPyyEx/gSO8KI4+yK/7jfcIRp1SzCeA104mXKes1mGVw4m/jYMJzc5v/xYwIUz1Si9FUTfObhH3oOpdTvnu5+HI7H3hjPht2HI5BKTBt9t8kulKg6+vJvknKZcvVcXsUC9gzfe1J+ZGs1xLcQgdxAkxKx+kLk1u/nzUyf1H7DyABZsnU3IxkTeWu3eNi922zFKJoww6JyZeDGax+ZDRSWgLSFp2SFcP25XWP/FLIpE5ZMetWd1Fo0NjW1um/7ICPLTyyhILzX6mOmPjGC3kQ8CgOCxvoSM9enwOFwNwmMWD7XoL5OihCQ+zY7i2aflaJvq27evyKMMMuxKqClTo3F3QsrVLpVKHzm12fqlyprUdD57Rcvcf4chM7YiKVGibApSao/l8M3iXDznTuexP4aT+1AWHW4R7LS7puWQOUoZOjmAyvOXDY61vjqocHUwON5cFcp/mDsegf3aHJNIrwYuQVHeBsGN3FnW8hwhY32oLL4CbUqkXhURH8iY20NZu2tv199Yt3Xe6XTA0lksvw1qU9NI3KZD8VjbR7d0PI0YRUSQO0M+mwPOCpR+A1FsO2k0kO6owpSmrAaNu76Ta+srM5r2O9eaurR21rWyRafdVd1p3rA3cZYfVaE6Tr6pxnduJ39dPUTmKKXibDV7vzyOg0KKTCHFQSHFwVHKxEVhKH2c2PvlcU6lnjd47L3vTcPBScqWt9KoKrmCzLHpsQop/TwdW4Lvs8cuYGdv13JM/xqyNnO4NVc/ZwKGe1Jy0vCEVLBuMkcpoeP9cHI3bLDi6qu/MqT0VhAy1vCEsfkz1DOwH1K54dySOep/GX0Hu+HirWDvF8etP/ju56ng1t+PYfz8ni4zqM8vlc6cxpO/CyX1qZNo5H5EBVVTJRlEiLy05YPXIMf1vQsGuYMaAF0lFd5BDFeeJE0FstGh+NaoaI4jDPJivzxp0DnT97Foiv65tdUGDAkx7QvrR+eQ2GnDEKG7Co6UET3v6i+bwuVqwBM81rfDx3V2DMA71JXyvKoOj8c/MqLTq0MW41gWqerZxMfmkGikYKzRroS5heS7TiAuPIftOfqc74nRKrK/1MGApvvUnGHfzlHcfZ8+l/wqCSH3h+N5NJ18tT7PVqPTUfFzOVV3Sdo27TGiw+6aFiR4jHeXrg56hyg7PN5/mEenr3GtzUkhY31xcm0byNjZ0Sbl5OiW3t6D0nmn0/Yb1tpsx2vV8TRkkR8lb24kYYsa5L7MXTui5bO6y/IKyfeIZUp0DltanchVnL6CcoQfsk3FaOTuhIWpKf1c17Uuq510V9U2/WJ0tmGvtwSP8Wb0baGMvq3jxm9THxjO1Ac6zCTmtuejO32N2HvCjd5uL2kbIDl7ODL1geGMv2sIm//yc6fP2WMk7sS9PZ2YIAAtue9s5eCIOQYbgPPD2m8m30127C3E527l0+9qwDucBz/xIvnBYsZ+5kfqshTy5QHM/XgUqjd/onbFPU2Lb8Cvx/jidR1zk2LwO1+LRi6hdvs+vvi0VB+DhEWy9FXjHS8Vt81i5X0X+HCRPtZoXoSsKqhB5ixFtWkfCQkX8HhsHndWXo1BZNGTeP6DgdQU1wNqjv/tR7afb7eR+JFkMnv5YljwGG8USgdCOvnOdfFWGN2g28wj0AWPQJcOj/sO1ufnJ/+7Z4p+9IQbDr5vfiLKlOO4ptrjldTcq1/JIDoU38IMkuWjiBotIb/NCkXbHFfjuYNq8rOdiJgiJ22LlpCblZSmVrfEFd12g4X1hesXPMaHyJsGGtxu7Cz6eo5H3jTQ6Op365STja8duo6RmksNaV+VEPdYOJ5pNUYq8hh2Jdz0VDpbX8tj8ctzeBZAqib/090cLAFZq1+S0nVZVKwdRfQ3efrnXe2FxlGO5nQO614rRuM9hMWfjSJQp6+Ykv3RjqutvgOGEN9cPWhbeqvxdtBd04JYWv6inR3GN1v2er63zninUx109LVr0PG0yJe5o1Rk/6MpSFdfIPOokvh4OWmbDAuudVhhSl1K0munWbByHs+jQ6NVkbZyB8nbDpMaO51nE/Ur4hX/20dScVe7rHbSXbU5Vr2ODXs9xZzzUyLTB99yZxmx94Qz+d5hyBz1YYa5UvRk4yKJ4Rgfzmu6eiIB3xGGG4A/O9Z+M3kQu17JRbpqFCGbDsHScBT/20Gu2qtpS5wT0X8ai+K7HWzK0bVafGt6YXno1SszkoEs/nYEUf8qJU0N5GZ10PFSzvAZckrq/IgKouW5alIP63uduIfz4BfhhHyXjLGloZoDTeNv+tn3CcONxL3N0j4vLUUfaS8vwXPqAGQ5GdQiYcit3lT8lEK2PJT4m/2QpepzhQxyXI3mDuo/wCt2lRAxfyCKn2qIGlBJ5i4XBjSVCu9qp8oBD8zm2bmgKckl8Q853SysL9yIaQ9F9srrGNtsacn53qWtNghpUpN5q6lRg7GugMa6EnJM/+XQniYthVXNK+iqPBLu0D+f0Uo/NSf5Zp7xtAiKT7apHkQXumtaiiBL+TKx058kzvjdyDYVJZqZZX4a7XTadj62vs2w42nN1U1uAOjIf3NDywa0/Dc3kN98SN15l8vajEwSFrTfDlfJwec2tOpw2fS8HXRZ7XJ31bRrbNjrReacnw4KKbFLhjH1wUgUyqtXIc1ZklVTVoNmUABhoXlk5unaBaCtNgC30rKZvPAMybl3EH9vJEy9SPI9+r0zIMHv/umMLTnEZ1tqaFvKyQhnOU5adccpd82UA4nwKmH7Fndm3urO9o/bLVMrHZCpaqjqqPB3O13aSNzDerO+96ynRvfaa3WXxQff+tbykVBSyKbXi9HIBxI10YXQoXNYjgOeSh0h8mKqMJLjOiLMSO5g04f16TwK3EcxPFaNZ14uZ7WjWl6zq50qW8pkASAhtKmwfvrUW1h6Q4X1heu1Z3VWjwbgHZUZtNT63kLPkjlKCRplGWWzfAe5sfCvk40eE/PTNpl7ft7/6Qwc+xleszJrycu8DNZ9PoEFHy4i/lgmia9ltdoH0GoDMMY2k0PmvwuZ9e0ENJ9vIFMFyEHmH8rMJVqK3qu9+lwSN2LensdwNdTuP8AXq5sW8lb7oQjUkr5yh77kaicU8aEoM9LJ3+VN7buh+H6azsXmcX01Cid/CWffS9Knvhp5vNPE8Sz/ZhRoL5L83B7SurKRuAf1dn3v5vSTvsDig++W1vJNP8viQ/Hbu6OlGUfU3+cQFS25Wh2hVY5r2mRjuYNNwbeukowMJ+5b4cTxlaVoB5lqxN0srC9cl4IjPfeh3lmDHUuqnyz0nuDRlhF4X4uYn7bJ3PPTWOAN5i7JqqN0Swofbcsg4o+zWXB/Met0hhuAie5gM3nOCTKyB8CWVtU2LhaS+IdSYt6LIfpAkr5Ua0dpJw+l4/n32YRwreoLckbd7Ien/xSWR4NTkIRxYekk0SoOUg5k8do4Yg5sxdg1n5a0mZZburCRuAf1dn3vzG0FRN0a3KuveaMsPvhuS0LETA+Kfihpmlw6sn+6SPzMAGQtG7ebclx/NwGpg/HcweymxxYllaC5WUrmMaBV8N3VTpXNaSdoS0h6qFX+b1cK6wt9WsFRS6mfLCHkodksfcSJ/HeSSHKfzvOLLvLFrD1kq/XHo1bdx1L3w7y0LIdRq+9jpusFVBI5mkOHSPjbGVQSJVEvTGNWtBSNWt8sYtMrWRTVSIhZ3a6CzxcQv9L4RqHubyKqJPqzObj87eoXmNFNRGashNJXWiSbe34qpo7nsb9EItu2h0/fgrm7b0L5z2/56F9N177DxvL8hmHkP/Qtm7QTjFa1ko0w3mXVsLJVMjVL5jBrtARlqAvkXULVtHchXy0h4o8dHNMaq4Sl//2o0EpxUpew5bkUTgZNYvnCklZBTevfC/Sb6165QFS7TX2bzLDZ3lLnp1lT9OQSZGodGl0N+dkqGOwAVYYbgFtOG1pvJn/vAqBFq9a26fGuUddTW5zDpq9DeXBFKMefK6RjajITmvbdHMi6uu+lPfdQIpQ5fLHgMEU6UC6czYOzvEja3/qp1NRKJCgMC4d08N659kbiHtTb+d6Z2/JF8G0KbfJLAdCR+eKGNkXtr+bknTGa49r6sS25g5ua8kvLD/PW7KbD/01qKoRfaTyPsF3nTKP5ih0U1hesT2EPrrhfHx35X2WRP8OP5PWV8LCaUpUHwydKyN6rA2UQEV7VXGzpNXKJgy9sZnuhOzPXTGdK+Bn2RcQwyz2HT+ed1LdJfmg2dz9Zzqq/XWi1mtNUwcd1QwcbhTDBJqL2nWyb7neg/WqO+VhMvvc1mHt+1u7NJC3bD0VCHipC0RRX4hQbgue/MqkAfG/2g8KrF8ANqlo9q2J2B11W82hf2cqdVW9uIFuiZOaaOGqf2EpyS36rjuyOjoUbq4TV9PuRJyHkhXnMulnOyVwjb7DdKqdsYpzBpj5zsMT5ae4UKNnECSx/OgB0OmR15ex6sRRu7/wxLZvJr3H1umJ9MgfjZzE3voSCVmknmtxjJLx59eRLk5ZFGrP0Vac6OClTzhyIIj2doqbDql151H4QSkCKPp3k0a8ikTnL0ew6xBcloAQGPDybZ+cD2hL2ftQq7QQ1x9/5iZMTbu7CRuKeY4nz0VJYdPAtCJao8pxl59NWpF7EN94P2d5ipLEDcc0poapdQxN0KooKJUT5OBA2VUn+urymzUA6Sv9zEtUXgxggaXXVpjsVfK5jE5Hn9T97r5E5Siwm37szFjk/r5SQqxtAREAmySXuRI28Qm623KCiTUtVqzD3DrusXl0a6bx767Vcq4umwkVHVUnXdrZ1vqmvd1jq/DR3CpRmbwqr2pe7N7IBuKPN5FDDrmWtNoSr8/hmcfMxFcmPJur/uOtLg428be73UKLh2Fpt6NV8l8RHrQ+WX13weyPOcGGi1sgC4JH290szvpG4N5h7/4GlM14RXxCEDlley+7WJPBrHqWhoYTI5YRNlZO3t8ZwJU7px/ChNRT9KkWp1FFV1ipaUF+hRuKAUkpLBZ/nd95O2IED7LyBCj76TUR55O86Q+3EUHybxqLfRDSP578Io2r9SUo7CFj0qznzeParaUT7Xf/rm0pfKZllmfNTTW4qDJ/hhGxQKKHlZ8g3+Pdurmp1AY2PHFlljfEuqzTl625exH1Bx0hcdwNlHJorYe0qITNHSdTUpuv4TfN9eeIiFgQVktpRilPTKuez38zjsSd8keVlsO7zeuI+XMSzf41kgBm6ylvq/LTM+Sj0tN7O9+5rxMq30Kf1VqnB1sy9knNNulIy80YRNXUgCpcSks5LaWly3RRchGnVFH2ZTHKJmmiVhBAfCTS3fpc746qrQaUF125X8LmeTUQ/Gn0Gw01E5mGp+bTtWer8VO0qhD8OIcTDj6pdWTDzaoWp9lWtagMCOu6y6mekstX1iuigEpaumoMrN7M9D3wfuoP7lhe1LTXYrP3mOjDY1Leq/RWeHmap89OSS7IKPcdSTwYthVj5Fvo0c3zhmDuf9tq05G+vZMDTo3A6mt92RbkpuPjo3iQ2bVMBOnL3qgi5Kwh9pWgJvr8dgiKtsCX3sKWCz5RRRLtf51BaNhFtYNXiDXz4fg1DZnm1vc/1biIyk76Sv2ix87PkDLmSMBZMuEJmatt0jprUdD67dzMfPZdJvoqmLquhxIU3XSZp7rLaulLDsSxS1eHEx15/gnXIb/SVsFYt3sCqBTvI9A9ieLtS6bXVOmRO8q6tUMmburc2b+rr53CtR5icJc5Pc+d7C+Zjjvko6nwLQi/p6Trf7VlePq2EkHsjCRnkBHNzSGq6VZNWSIncm4qfrn1JXrXpIEmD43gwcRRo9dVOEl8ppU2uyg1W8LneTUSjmjct6YDTOaxb334TkXmqnVhqPm17ljI/FVOjiI7wQrY0lNS3mm7Uqsg8oCZuaB4nayCisyfQlXbYZfVqfeNW3Vs7qyLRnsSXqA66aGZL3Ij52x2EaaU4SVXsWlmMVjkAp9jxLE/Uz8GT7/xERbvNdet2eXNf+019vchS56elXoURepa58r37Up1vu0uXLjWa8gn/FL3OlE8ntLJy93wcXXp/RcWSrXl8F8s+ie+11zu6JZ8Nf26/rUawdkNi/Fn64XRzD+OaxPy0TZY6Pze+fogj35829zCEXmau+bj9wwxmPjnq2ne0ACLtRBCug8hftE2Wmk/bnpiftslS56fFpkAJPcpc87HkZN/paiiCb0G4Dj3ZUVOwXJaYT2uMmJ+2yRLnp6WkQAm9zxLno6URwbcgdJH4MrFNlppP256Yn7bJUuenKDFomyx1PloaEXwLQheJLxPb1FdKZon5aZssdX6KzZa2yVLno6URwbfQp/VmpRORT2ubLDWftj0xP22Tpc5Pke9tmyx1Ploak5cafCVloamfUhA61Ju/6CKf1jb1lfxFMT9tk6XOz+XfzTb3EAQzkDqYb0136QeWV/GnIyYvNdhXNOgaqThbjXew8tp3FixWb5Ya1Nb3fn1pwfykDtffxMUcxPy0TX1lfgqCcJXNNtmpVdWTvCabeX+eaO6hCH2E+JITLJmYn4Ig2DJR57sPaNA1YC+xM/cwBEEQBEEQhG4Sdb77gAZdowi+BUEQBEEQhF5lw8F3A/ZSm337giAIgiAIghnYbPTZoBUr34IgCIIgCELvstngW6F0ICy2v7mHIXRTb1U6EQRBEARBMAWbLTUoCIIgCIIgCL3NZle+62u0VJ67bO5hCN205vFd5h6CIAiCIAhCl9ls8F1eoOLI5jxzD0MQBEEQBEHopoSndpt7CF1ms8G3vs63zb59QRAEQRAEwQxsNvps0DYgkYpqJ4IgCIIgCELvsd3gW9coVr4FQRAEQRCEXmWz0WeDrhF7sfItCIIgCIIg9CKpuQdgLv3DPfAOUZp7GEI3iTrfgiAIgiD4DXE39xC6TNT5FgTBIh36Ty5XLqkBiLxpID6hruT9XErB0TKD+46/awj9PB05vvMMpaerDI7HPzICgLQNp1BdqG1zzEEhZfK94QDsW5ONtl7X5ribnxNj7hiEpk5LckKOwXP7h7kTPm0AqrIa0jadNjgeGu1L8BgfzudWkrOnyOD48BmB+A5y69PvreTkJbJ3n+3wveWnl5Kfbvjext05GBdvBdm7zlJy6pLB8SnLIpA6SEjfdJqqspo2x2SOEuKWRgCQnJCNpq7te3P1cWLs3EFo63XsW5Nt8Nx+g92IiA+kuryWnzeeMjgeMtaHkLG+lJ6+xPGdhu8tYnogfkPcKDhSRl5aqcHx6LmDUPo4dfje4paGI3OU9un3lrOniPO5lR2+tyObT3OppO17kzpImLJM/972f5VDfa22zXGll4LoeYMB2PX5MYPn9h3kyvAZA7lcUcfh/540OB482ofQcb6U5VWRteOMwfHwaQPwD3OnMKOc04dLDI6PvSMUVz9nTuwr4twJw/c2+Z5wHJykHP0hj8rzV9ock0jtmfrA8A7fm4unI+PuGtLn39uBr0+gvqK5rvfmE+JK5M0DuXKxjkPrDd9b0ChvBo33o7xAxbHthQbHh00JoP8wD878coFTqecNjo+5LRS3/s4Gt1sqmw2+ywtUaOq09B/mYe6hCN2w5vFdYvXbSiU8tZulH0w39zAEQRAEwaRsNue77PQlSoycsQuCIAiCIAhCT7HZ4FtUOxEEy9aX8vcEQRAEoatsNvps0DZiLxHVTgTBUs18cpS5hyAIgiAIJme7wbfocCkIFq3UyCY1QRAEQejrbDb61KediJVvQbBUSR8cNfcQBEEQBMHkbLbOd9jk/khkNnvuYTVEpRNBEARBEPoSmw2+XbwU5h6CIAitlJ66RE2VuuXnWlU9+elXawwrlHL8hriZY2iCIAiCYDI2W+f7+K6zuPs70z9c1Pnuy0Sdb+vx84ZTbH7zcIfHb39xHOPnD+nFEQmCIAiC6dls3sWlc5epu6y59h0FQegVY+cOwtXXyegxV18nxs4Z1MsjEgRBEATTs9ngW2y4FATLYm9vx7SHIo0em/pgpNijIQiCIFgFm/02a9A1Yi+12bcvCBZpzBzD1W9XXyfGzhWr3oIgCIJ1sNnos0HbIFa+BcHC2NvbMf2REW1um/7wCOztxe+qIAiCYB1sN/gWaSdWIXiMj7mHIJjY6NtDW1a/XX2dGH1HqJlHJAiCIAimY7PVTgRBsFxHNuex8bVU7nx5ImNE8C0IgiBYEZtd+RasQ8GRMnMPQegBo24LIWSsL6NuCzH3UARBEATBpGw2+D6ceJKq0hpzD0Popj2rs8w9BMHEGnQN7E/I4e534kSutyAIgmB1bDb4Li+oQlevM/cwBEFopb5WS+LKFHZ8kslXT++lqqQGRGKcYAJnMss5k1FOY4OYUIIgmJfNBt/6DZc2+/YFweLU12pZ+/u9HN91lsaGRs5klrPmiZ1cKrkiAnChW7J3nyXhyd2seWIXx34qFAG4IAhmZbPRp77Ot7ikLQiW4HJFHf+8fzsFaWVtAqMLhdV8fv92Sk5dolHES8INyPhfPokrU1DXaNGodfz35VSObskXAbggCGZjw8F3g1j5FgQLcKGwmn89tpPS05doNBJhV1+oJWH5bgrSSkXAJFyX1O9y2fjaIbStUgwbdA1sfC2VlK9P0KAT80kQhN5ns9Fng1bU+bYGos5331Z6spJ/P7GLsoKqTle2qytqWbtiLycPnhcBuNAlO/+RybZ302nQNhg9/uP7R/npowwRgAuC0OtEnW9BEMziTGY5a5/dS62qvsuPsZfYc9drE4m8KUicPAtGNega2P5hJge/6drK9sSFYcx6ajRSuaQXRicIgmDDK9+CdRClBvum7N1nSXhq93UF3qAPrP77ciop607QoDO+oinYrgZdA+tb5kfX1pVSv8sl8aUUNGptD49OEARBz2aD72+eS26TByj0TaLJTt9zZHMeiS+loL5yY8FOg66B7R8cZddnx9B1kFIg2J76Wi3rnksm6waqmWTvPsu3z++/7pNBQRCEG2GzwbfYcCkIvW//Vzl8/8ZhtOrunfg2NsLefx3nx1VHxIql0FKmMnf/uRveE5B74Bxrf7+XGhGAC4LQw2w2+tRpG0TOqCD0oqSWDW4mWq1uhNT/5LL+pYNo6kQAbquulqnsfjWcMxnlrH5gO5fOi9rygiD0HJvZcHlseyGH159s+bn01CV8B7u1/Dwg0pNZT402x9CEbljz+C6WfRJv7mEInWjQNbDhtUMc21ZAQ09UKrGDkNE+LPp7HE6uctM/v2CxLhZV880fkpvKVJrueb2DlSx6Kw7vEFfsxBqNIAgmZjMr34PG+1GcfZGCI2UUHCmjVlXf8ueCI2UMmehv7iEKgtWpr9Xy3Qv7+aWnAm+ARsg/UsZXT+/h0vkrohmPjbhQWM2Xj+2kxMSBN0B5gYo1j++i9JTx2vOCIAjdYTPBt5ObnPHzhxg9FjTah9Dxfr08IsEUpj0Uae4hCB2oq65n7bN7ydlb3Cu1uYuyKkhYvpvKomoRgFu5M5nlrH7oJ6pKanosPaT6Qi3/+t1O8n8WzZ0EQTAtmwm+AaYsi0AiM3zLtz4r0k36KtFkNta4PgAAIABJREFUxzJdrqjji4d3UJBe1qsrh+WFKlY/soOSk2LF0lrl/VzK2mf2cqWyrsdfq+aSmnV/SBbNnQRBMCmbCr6d3OSMmze4zW1hsf0JiPA004iE7hJ1vi3PhcJqVj/8U4ft4ntadXkt/35CrFhao+zdZ1n7zF5qq3uvIom6RsO6Ffs49lOh6IYpCIJJ2FTwDTDl/uFtVr9vXj7KjKMRukvU+bYs53L07eIrzpo39eNKpZp1zyXza3KxCJisRNrGU2ZrhqPTNrDhlVQOr8/tsF29IAhCV9lc8O3ipWDMHYMAGD5jIH5D3K7xCEEQuuJMZjlrntjJpRLLKNOmvqLh2xf2c2y7WLHs61K+PsEPf/252/Xhu0OnbeB/bx8h5ZtfRQAuCEK32FzwDTD1fn3u94zfjTT3UATBKmTvPsu/Ht9lcR0CddoG/vvKQVK+PiG6YfZRP75/lKQPjlrECVRjYyPbP8hg26oj6DRiPgmCcGOk5h4AgLZeR2FGOWcyyqk8f4VL5y43/f9Kj77uB/O39Mjzuvo54+bn1PL/4DE+DIzyRu4s65HXEwRzOrz+FNtWpZt1VbIzjQ2NbP8og1qVmvhHRxrddC1YngZdA1veSidt4ymLyt1vbGzk0H9yqa/Vctvz0cgcLeJr1CaZK3boDhEfCGDGJjvqKxpSvj5BYUY5hRnlaOst84vblAbH+DNwhBeTlgwTv2gmIprsmNe+Ndns/Mcvputa2YPs7OyInjuIW1eMEQGThWvQNfDfl1M59lOhRQXerdnZ2RExPZC7Xpso5lMvstbYQcQHtsUswXf696dJ+foEZXlVvf3SFsEn1JVJS4Yxds4gcw+lzys4UibKDZpJ0vtHSVl3wiLSAbrKzs6O8OmB3PXqBBwU4gvOEtXXavnmuX2cPmz51Wrs7PTlThf9LQ4nN9FdtafZQuwg4gPb0KvBd0luJUkfZnDq4PneekmLNjjGn+kPj2DgSC9zD0UQuqxB18D6l1M5/lNhz3Wt7EF2dhAY5c3db0/BWQRMFuVyRR3/WXmAgiNlFh94t7CDgVHeLHwzFqW3E4h29CZni7GDiA+sW68F3wVHylj33D5qqyxrQ5a5OSik3P7iOEbNDjH3UPokkXbSu+prtfxn5QFy95/rO8GRMXYQEO7Bwr9Oxs2/H3YiYDK7yxV1rHliJ2WnVX2vQZIdeAcruff9aWI+mZgtxw4iPrBevRJ8Z24rYP2fUnr6Zfq0WU+PZvK94eYeRp9jVcF39Wm+mpWJ4xu3sWC6g/627KN8st6LR14OREo959ensfHrEqp1IHPzYOQTE7lpgmOvDK+mSs23L+zv9a6VPcYOvIOULH57Cl5BLtj1oYjp/Kfb+EEeyyP3KwGo253C5zv688iLOhJnp3Gmn0y/m95tIAu+iqb/seMk/uVXzlUDTh5M/ts0Yi3oqvaFwmrWPrOHi0XmrQ/fXe79+7H47Sn4DXHtU/OpNe2hQ3zynTsPvBtGP4CyXL56spLYr4Zz/tGt7DknQyoBpP2Y+PZMprqd5cdXj5KZrwUcCF0+jQW/6WeSsYjYQU/EB9anx3eJ7P8qh6T3j/b0y/R5Se8fxcVLQdStweYeimBOvlLOfvoLebHRhDq0PVS3+xDfbO3H3NXzCPUEbUEuiX/Yx4FVM4kN7NlhXa6o499P7KL0dJV1BN4Ajfp29Gse38k9q6bhN8QNO/u+ETD5LwhD8XgWuQsnEeak4tDXVUQ8PwlHToP/IJauiyZQ0nxvFTvezcf7pTncO0KC9tJl6pzMOfq2yvKqSHhqN1WlNRZRH747Ks9d5qund7Pknan0H+beZ+ZTa9IJ4Yz95z72Zw/ilgg4++1ptPPiCHWA83J3Jq+eydRWnzd5fz/KmQnTWPGxEml9HZdrTLMYIGKHq0R8YH16tOZWxtZ88ctzHdb/KUV0bLR1/YOYOrqEH7+ubHegnuM/VBL48EhCPfW3SIPDuOkOHelb29/XtC4UVvP5A+ZrF9+jGkFVVsuax3eR93Np39k86hnMtNiL7PnhMnUpOWS6hzExrIP76nSglaBw0UfjUrd+9HPo4L697ExmOasf+skqAu9m1eW1rHl8p34+9cnULCVjl3qQm3CWyxUF7D/gQeztnaxk60Dm4qBfyXNwpJ8J+taJ2MGQiA+sS48F32d+ucAPf/25p57eaq17bh8luT0bTAkWTC1l4MORuG8+wqFzrW7XqSgvdqT/YEmbu3sPdqW2oIqearhddLyCNU/spPJc304HuBZ9Sk0yOXuK+kgALiFwURiyDWls/LKcsKXBtIRH5wtYN38z7965mQ9WnuayxJ2JD7iS+dQ2EhPOUl5jxmG3cmJvEWuf2atvzNQX/sqvQ91lTR+bT205xoYTUZrDD3/PpXp2OGHNV0rUlex/Qj+33l14iOwaCF00DGnCdj7/aw6557pf9k/EDh0T8YH16LG0k93/PEZ9bU+FBNartqqepA8zuO/D6eYeikXKTysl/0gZxVkVVJ67QsVZFf83JRGljxPu/Z0JiPQkZIwPIdG+5h7qjfMM5pZFufzr07MMX2C+YeT9XMq3zydTW20bG53qLmtIfCmFOSvHE3VLEPZSC2/G4zOIqaOz+OpcJCtGtDop8w/m7jZpJ8BNk3h8ZCnpa7P4amkBN30Qx8j+vT7iFtm7z5K4MsVqajQbU3dZQ+LKFO58ZQIjbg7CXtKHUlAk7kxe1I933oU7Vyqv3i53Z/LHbdNOCA7j3q/9yP0hhz2PbSP7DzOZO+XGL62I2KFjIj6wHj0SfKd/f9qmSgKZ2qmD50n//rSo89nKyZRz/PTxL9RWqRk6KZDhU4MJGOaJf5gnEpk9RcfLKf61gnMnLrLhz6koXOXc/MRIhkwyY4TRDe53jiHi+1T2HPPT3yBR4h1Qx9lTOvC5GlVVnqpCERhu8l/k7N1nSXwpxWK7VvYUnUbHptdSuXKxjpjFQy28G6aE/hEeuDt50JXtbVIfXyb83pdQ921sTFIx8n7ltR/UA1K/y2XbqiM0aC2/MVN36TQ6NrxykOryWv18svQTulYcIzzwDgF/ly7c2UlJ2MIJhA5N45OEAuqmhHEjmd8idrg2ER9YB5MH383dp4TuSfn6BJE3DbT5TleNDY1s/zCDlHUnmLZsJLOfGW+0m1zYpAGETRoAgKZOy//e/5m1z+4ldkk4Ny+P6nsbnxy8mPaYB5+8UQCxvoADw3/jzt4vf+FsxGgC3UB79jQ/bpYw9m13k7506ne5JH2Q0cuBt4SY1fcx0/UCFVopTuoStjyXQna5/ljYq4tYoN7BG2+Wopw7jQeXeODk54ai5hIVF1WkvbKD5CIv4l6eREyYFKQSVBt3s1E+hTsrt/Lpd2r98/xpDmMPfc832zt+bw0Njfz0cQbVFbXc/EQUUgdJh/ftG+q5XCahn48EqKeyVIdsqHmSvvetOd7UEbV7qRiy6Die/8SdfQs2k1wIeEex/P/q+ezRXKJX38dMj0uodMCvx9mtHs7ItO9J2KZDsXA2f55bxFuLM6mQeDH327GUPpjEQRV0OgclXtyWOAuPT78lYbuuwzmYqh3C3JdHEeKsA7mW7Dd/pOL+2+DvG9lbq2Xq/SNxcnOiseYK9X0vG8Woy2V1OPo4IgXqztWi7ed7Q4GFiB26TsQHfZ/Jg29r7z7VW8ryqkj5+gTTHxlh7qGYTWNDI9+9eIDqslqe2zifgPCuNRuQOUqZ80IM0XcM4Zs/7uG7Fw+w8K+xfS4Ad5wyhqmbzvFj0xVYx5smsOBSGj/cv0FfarCfByN/P4XYYNO95p7VWez+Z5Z52sXrLnHwhc1sz5MQ8sI8Zt0sJ3udGuR+RAVVUyUZRIi8lPxNe1i1SULIH+cQd1QfVOkD6+lEnd3HqhdL0QBIwPfhGxtKg66Rg9/8Sl11PbP/MBYHpz70JXf+NAm3n7laanBNMHl/TCH9nBaZVEq/CcO5c3bvlKdszbQdUXVUlTsxZcUQMp86iarNoUsc/MMGtufpf5TNDWb6SC/YdoGw0XJUzn6EuWdyUOqHX90FDl5p91hjczAslOAr1RAfhGx7Hipjc1Dixcy1o+Cjzbx1QH+yJ5NA9P36z7K9q7OovSxj7ktj+m4fHnUl+x/aQGpLqcFp+H+/g42765FJpUgD+3PLysAbCixE7NB1Ij7o+0wefBcdrzD1U9qs3JRzNv3L9f2bh9HVN/L79fOwl1z/5dqAcC9+v34enz60lS1vpXH7i+N6YJQm5DKIe1e3vsGRse/OZ2zLzw4Ezp/E4/NN/9INuga2f5TJQQtpF69w0VFVoj/rkEWH4luYQbJ8FFGjJeSnGlm1lvsRNU5F6qKmwBugmwv3jQ2NHN2Sj/qyljkvjUehtJASIa043jGNp1rf4DKIe/cZXo4OXX0HN/XaqNpq0DWw4dVUjiUVmnRuadOyyIwYy+z4M3xzrOP7aX4uQTPXD6UcQgIucvCAkuBxEtLwQpF7kosdzJPWc3DALD9U/01HdVc4EU55ZBrbtBoWynB1Dl8cUDfdoEOju3rVpKGhkUOJBQy9L5QwJztQWPgJXeBwHvm09Q39iP3XQmLb3++523jhue6/nIgdro+txwd9nUmDb52mgby0UlM+pU0ryqqgPL8K7xBXcw+l1x3feYbzJy6xYv1dNxR4N7OX2PPwp7/hnbvWc3znGYbPGGjCUVoHi2kXL3Eh5o07CJO64Fl3goQ0/Yr2kFu9qfgphWx5KPE3+yFLLb4aYLc81gmltpoKI4HUgAdm8+xc/Z9l/gpKDnV9SI0NjWTvPsvlyjoWvTWZfm6Oon34daiv1bLp/w6T9VOhyTuiSlGx871ifv/CWMKebLV8LXEj5u15DFdD7f4DfLG6hCL5CMJCpQyoLCYhVcfSKX4MqPGg4mhJ27lkbA5KvBg1QU32lyVUREwgbqqczG3q9sNB5uOErPwCte0PtBoPSFC613DklWMMWTEOZze5Sf9O+ioRO1w/W44PrIFJg++i4xU2t0Grp/26/5zN/XKpazRseSudh/9xKzJ59/NtZXIJC1+fxurHtzFkUn8cFB1P+/O/VuIV5GI0r9wa1ddq+e6F/ZxMPW/+dvG6ag6u3Mz2PPB96A7uW17EW+/IiZroQujQOSzHAU+ljhB5MbntYx+dmhqpE0oj06Xoy3Y539c5rMbGRs5klJGwfA+L/jYZ9wDnPtu9sDfV12pZ++xeCo6U9djc0h5IJ6ngTmYvyqeWpqo87dJOQEJ+kZKw+XK0R3NQ/Qyq+4OI0qop+rbd95WxOfjDICKC3Bny2RxwVqD0G4hi20mDIFtTVoPG3QkFtA3oW49H4s7MtZOo3neWtJI6Fr81GWf33k8BsjQidrgxthgfWAuTbr3OO1xiyqcTgNz9xeYegknVdaFs3Ym9xQyI8CJktOnKBYaM9iUg3IucPUVGjxdnXyThqd18smQbmjrb+BK4XFHH2mf3cvKgBQTe7dRW65A5yVHEhuK3dwdvLdjAqgWJJP7iTVS0kQhbXUx2thdxC93piYv5jY1QknuRr5/dQ+mpKov7++ppe788zt4vj3e5BFxzR9SC9J4LvPVqSHsvC+ZEEtLhebqO/GNaImZIKEqtgZpi8tUhRMkrye/kK6t5Dg75jR8lb25k1eINrFqwg0z/IIYbKxSTV0i+RxhTjM3P9ppO6NY+s4fK4stWXUP/7C8XrllSUsQON8ba4gNbYtLlvcrzV659py5xIn7NTbByM8dvn8eT86GiEtCWkLTsEK4fP0h84Vbeer0YDRIiXp1N2A9b2XQsiMVr/EhdlkK+PIC5H49CtfoUvitiGX4li4QnLzBxcxy8/i0J29T6HexfRHL20T3kThzPfU8HodCBrCiHL/6Q1XIJe8CKecwq+J4v/gu+d8WxYIk3MrUO1OUkv5ZCWp4O38fm8eSdUFIGTo5qMt7ZwfZUw0uT16uu2uACe5+2/aNMqkqucNPjUfgPNV6lI2dPEePu6Khd340bd0cYR3482aZFb3H2RX76OIPTh2zrw/9yRR1rnthFmSW1i5e4EfO3OwjTSnGSqti1soSwB6Ip+qE5NUBH9k8XiZ8ZgOxA+y8dHZnvJBP4fzfx7G90aICif//IPhMOr7ERygtUfPX0Hpa8OxX/sL7Tjr67alX1HFibw4G1OUxaMoyYxUORd7AJVVVWQ8JTu5vmVi8MLi+LrVvCeTS06edWaR6a3GMkvHIS1dELaHEgNw+ghtxfapkVXEJR+5iw/Rx8Wcvwl1Vk/6Pps1x9gcyjSuLj5aRtancioi4l6bXTLFg5j+fRodGqSFu5u8MGWI2N+s+ftc/sYcmqabgH9MMaL6ikbz7NiT8UM/necCb8Nszo1UzTxQ7XTxY9iec/GEhNcT2g5vjffiQzeg6/n1nIh4vTKVKDbO4sHvU7zEf/cmdpUgx+Z6vROErRFOSy9fUs8lXXfJkeYW3xgS0xafB96dxlUz5di6J/Nl82BpAQo1PBxAnMGvE9W4xutHEi+k9jUXy3g017a/CNHI5TSTq51UGMLVETunw8EXuTyW6JjeVE3zuAopWJbMkBJBjfrBUayYIlOrYvSyRXpf+lXf5yJGcfzNSPs+nytix+Gs/eFcDu1DzD3NTrVHvZ+hqc5B44R+6BcwyZ5M+Mx6IIiPBoc/xczkXu+qOfyV83eLQvW1bpE37PHrvAjn/8YpMrLhcKq1nzxC5UpVcsaMVNx8GHvuRg+5tf3EBmqx812/ewarv+z/lvbiC/9X3Li9nyaCJb2jzBBq7uGdOR+/oGcrsxysZGUJXXsOZ3O1n4l1hCxvn1reYp3VSrqmfnP34h5esTxCwexqQlbYPw3ppbmrQUPkpr/klH7pvfsqLpJ6Pz6FgKb0y7+mPpxxt4yeBZO5iDi9u0miX/zQ180fRT+zlYm5FJwoLWMxZ4dEOrh1eyffHWlh+bT+i+fHQHd79jvSd0Vy7WkfT+UfYnZBN7bzgTFw5tE4T3VOzQVTUHDvPRc1e/r32j1aichzB3YR4fJbTtKKk5n0/iQynkqyUMeGg2dz+vYtVLZ7r9XX8jrDE+sBUWuvJ9LdX8/KWacc9H8vOyrHbHJPjdP52xJYf4bIuRLekX89hVGMRtT/py8u3mCFuLqtKBqKm+KHJLqe3gCplyahCyncnkNp3latKyOC6ZxnC/TI63up/CXY7mwhWT/DJa85ntyZTznEw5z+CJ/tz0+NUg/HJFLR4BXWkbcn08AlxQldXw7yd3X7ORQ+npSxzfedbg9ojpgfgNcaPgSJnRDULRcweh9HEiZ08R5420AY5bGo7MUcqRzae5VNJ2frp4OjLuriEA7Prc8KzSd5Arw2cM5HJFHYf/e9LgePBoH0LH+VKWV0XWjjMGx8OnDcA/zJ3tHxylqsR8K019XiPUVtez+a8/E3lzEBKZPePuHIyLt4LsXWcpOXXJ4CFTlkUgdZCQvuk0VWVt/91ljhLilkYAkJyQbZD25OrjxNi5g9DW69i3JrvNsYEjvAgY7olC6UDFmWpURnrHB47wQuogoeTkJWpVba/G2dnZETzGB9Bv4NKo267TyhylDBjuafCctap6dn32CwfW5hCzeCixS4Zx4Uw1376QTFVpjdW1i+9JjY1QVVbD17/fy/zXYwga5WO1J3RXKtVs/yCD/Qk5xN4TzsSFYTgopGZd+e7I2a+zcFoynpjtSaQZvYeOonVZlHwbyhD5mVaLeb3HmuMDa2file+e+QVqrlagKckl8Q/6pWntgcPsu/127pyf3+bSssw/lJlLtBS9V2s8+JXC2X9mULI2lumbmx+pI/PNZDxfnsLzm2tIfyeZLbsMryMpPeTUFrW+/QrVKjm+3k3jXDqL5bfJ8fRRseuZCyZ573XV9eSnl5KfXmZwrDe+8K9crKMs37D2qneIK/08HLl0/gqVRlYt+g/zQO4so7xAxeWKq1uTLl8wqAXAqdTznEo9z9DJ/Zly/3DsJfZo1DrkTqbtBmdnp/+im/ZgpP51OwnA+7k7EjLWx/B2T/3mKDd/Z6PHm5seeAUrcXQxvCzfvJHTf6gH7u1OMBxalR4z9tzNG7McFFKjx938nVvuZ+y4i6cCgFnPjEZdq7XJVX9T8RvixrQHI1G4ybGzAwdn/b+rd4grClfDkoTNjXr8h7njEdj2371118OgKG907To/Ns8pqYOkzb9rRWE1Z45dwHOgiz74PltttFybf5g7UgcJpScvUVFU3eZY6+D7bNYFalVtV9Kc3eRGg+9m6isaUtadQO4ko+BomQi8b1TTFZV9a7KZdLeOs8cM/x3NdYIH4DfYjYj4QKrLa/l54ymD4yFjfQgZ62t00eL8CcNFiJpLan76KIPkNceZ9fToHosduspp4niWfzMKtBdJfm4PZ5EgU51ky7Zw7nsmlOOpHTxQd4Va5DiZqQ9XV/ZQCZbJpMG3q59zj6yoXa1WACAhFECnIvW9k8S8HUNYWqsPkouFJP6hlJj3Yog+kESasfii/CRJX4fz2IowspsXeiqL2fVsIsnhkTz49niiUncY1HJVXVSj8FICzR8mzrgo1ajKm8aZkKRPOxkxnuUvjyL3nnRKu7l3z7GfDHf/fhgr0dAbX/iXK+uMBv4Kpbwl+DZ23DPQBbmzjAsFqjYrwMZW5ppVV9Sh0zbg4q1AVV6Dd5Bpd3FfLL6MR0A/gkZ5c9+H0zl77AI7//ELp40Eoc4ejoR4dFyFwM3fuSXYNcY7WIl3cMftuzvKd28WMrbjzaYOTtJOjzu7yzs97hnown0fTGPbqiOkftedJIyuuto5UCWRozl0iIS/nUHRtE+iQiVBpi1n14t7SCuUdLivAuSEPTaN2TOdAQmy01l8+pKauUlxBJZXUwNU/LCbhJ1eLPjrKEIcdUA5SY8kkzuy3Z6OlTXM/l/bx32THc7zqwZSVVCDzFGKas8hEj8upv1p+NC4AOb9eSJOSrlB2UHvECXeIR3/u/cf5tHhMYCBUd6dHm/979r+3zgstj9hsf07fGzUb4I7fe6YRUM7Pd6eo4sDMYuHMunuYTj2kzFu/hA2vHKQ7N2GV4zMySCn992jODw1mqoXt5JcKCHkhdnE5x0hN24qt428RNIzWzno2na+fJfsxbzF7TpavpYOj0wnJghAS+47W9l04MY/8IdOHsDcP41HW6sz2lXVHCd4zfp5KFrGYOy4u7/+9YwtWpzLuQhGGlc69pMRt2w4I28JZs8Xx816Na4mtV3aCQBair48RF7iJGZVVqI11v9HokRJjb6bqhk49rPwWvFCh0wafLv5OfXqL5AmI5MtafN58OZ6ktc33aaup7Y4h01fh/LgilCOP5dn9LGl6w6ROX82Mc5nyAVkctCoQZNXQklNAE5G/mZUewvR/C2SsK+Sm3K+IxmuK2Rdu9hNc0UHcolJqi7I+zng1t8Zt/6dBHo9+IXvO8gN30FuHR4PHuPTsnJmTPi0AYRPG9Dy8+WKOoqzL7a5j98QN2b8LophUwL04w33oCCj1OTBd/7REvq3yi8PHOHFsk/iKc6+yI5PMjmV2nkqijWxl9pz67NjUHor2P5R5rUf0F3NnQML3Zm5ZjpTws/wM1dPrD3vv4Old3qRtjmgw30VqplxzB1dzL8XZ1GqBuQAoWjOn2TdshTym87PfZ+Yju9PW3kroaZp/4acuPZ7OqSGj5NF67+EP3suD41EScyqWSyYu5UvNl09YYyeN5iZy6NQuBgG3rZCoXQwmu8td5Ky4I1JbHztEL/8WGC+ARrRPqdX4RLGY78LJe1zF2YNKWbj20VcPHuG6JpikjPkTFxtuAdo1Ya2HS1lE+N4lmN8OK+p7GA3Vj8jZwzkjpXj9PPKA9wCzPN5D52f+MudZJ2f+BtZtMjcVtD2Pu5yYu/Rb75sLvva27FDl6nOsPXzcJ5/OYCKf7Q/KCHk/nA8j6a3fIb0Nnk/y2v8JXSNyVe+obz7TyRxwkmpo6rpO6+lSYa2hKSHWnfIUJP94RFOxkcZBLoV65M5GD+LuQscYZYbIVfGErarVSqIupSk988Q/WdA4s7Ev95EjL8OjQRU/zvA1pblLglKdwmabCAvi8Rv41jwxTxma2lalcuiVKc/Ux7wwGyW3wYyZy1FX+4x3El/A6z5zNYz0IX4R0cwYlZwm13+w6YEkLY5l3FzTFvxJG1zLiNuMWyyExDhwX0fTac4+yI7P+2FQNRC2Evtib03Asd+Dmz5e3rvtJTXqSgqlBDl0zpSkaBwlaKpqu9kX0UWqlvdyU/YrQ+8AVoC8LZqL6hxjQ1iwKYc9FliRvZ0XOuTT6cibV0JcfcGINt0Eg0w+d5wpj88AgdjZ+Y2QKF00OfpLgrrsNKJ1EGivyrg6tBLV1VuTO32I6TNuYkHX9VS9PFWSnW0+g7p2h4gTVkNmkEBhIXmkZmnu+GOquPmDWbW06NbVp+tlbOHI5PvCWfCQsOKJyaLHW5QS9oJao6/82ObTd6qTYfZt+hOhjf9LPMPYcFqLzSOcjSnc1j3mpGmX73EmuMDa2fyle9uC4tk6athOO1LY18lqD7dwEuftrvPo5uv/rk4h0/H5zT9kMc3i5tXulUkP5qo/2Pi1Ry23GVXV8Jrt+/gpabKCTyVSHL7sch9mfluLGG6XLbu1X+ylv53Dx/913DYpcbGaQLW+Mul9HFi+kORjJkzyOjGovBpgWz/MIOCjFKCR5mm1ndhZinnci/y278aNEduERDhwdIPppvk9foKe4kdY+cNRu4iY9Nrh9D0dKMLpR/Dh9ZQ9JEOwpv2SSxxwfX0YVa/qEK5vKN9FXJQ6qg6bzg+mX8IC9b4oUFL/j+3sml9Mhv9Y7h7QyQV61NY92mx4Z6OA4aP29ouv0RTVoPG2QlniT1jH4kkdskwm2m+1F7kzQOJf3REpw2qmkmarqooXOXsNrJx2Bza5/SmlajI3KfmtodVbD/afk51bQ8QeRkaF7lxAAATkUlEQVSs+3wCCz5cRPyxTBJfy6Ko46w6o6Ysi2Dqg5Fd+nvtq/p5OHLLM6OZ8Nswo+k0YKLY4QZp0lJ4Iy6l7Y1pm1sq2qCrZPuCL9GHCpUkTDN+Nd0crDE+sBUm/Y0PHuNjdLPGdcnNImFx+womZqIuZfsTG9h+7Xv2mOBOLvH1RaNvC+GO/zeu0/tIHey59fdj+O5Pe/n9+ru63eVSo9bx7Ut7+c2KMUgdTLuJ0xrY29sx4uYgXDwUrF2xl/qarjVSuS7Nbbu1aoq+TCa5RH+1qCghiU+zo3j2aTlaNdR2uK9CjUolIcRHAnltgyXN+XwSW6WPgIrs95LI/rcvt30yhdsyNpCY2m5Px9E8g8fJotsOWebvhKy6lPg/jmPELcFITdBtta/qbNOlMfZSe6Y9GIlcIeXH94/20Ki6rn1OL3Jf4m9Vk3zAm/i7lOSuaxdcd2EPEOgo3ZLCR9syiPjjbBbcX8yqjw03F3Zkxu9G2sQJ3U2PR13zPiaJHWyQtcUHtsSkkci1csmE69c6X9oaBI7w6tL9IqYH0j/CnX8+9r9upUM06Br452P/w2+YGxHTA2/4eaydnb0dwdE+PPCPGbh4KUz/Ak1tuz+6N4lN29oFOseySFWHEx8r0e+rmBZJWFNKa/O+iuMlOnIP1BB2dyie14qBm1NRKi+Qd1qH1Em/pwOa93RIrl2dQO7O5PsH4Ojpz8jfhNh04H2j7CV2xNw9jAVvTMJeYlknvb53R+O3P50t7x2j5s4xRLRLoTaYL8bi4+Z9Pboa8rNV0MX8W3uJPXe+PIHJ94RbfeDdVSJ2uDHWFh/YEpP+5sudZQyO8b9mDWWha/oP8yAgvPPNM9bs9hfH8d3/O8Df567n7r9MJzDy+j6gz2aVs+6Pe3Dzd2LOH8f30Cith52dHf0jPFj60XS+fS6ZirPV136QSdSQ9lUJcY+F47ms430VrE9my6BpPJg4Ao0ONGlpfPZe2/SRim0pJLtMYMEMO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-editableDefinitionCollector: null #text: """ <p>Our innovative implementation has demonstrated a substantial enhancement in processing times. This acceleration is not only important for maintaining timely product updates but also ensures uniformity across the storefront.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP207314348"><span class="NormalTextRun BCX0 SCXP207314348">Comparative Analysis</span></span></strong></p>\n <p>\u{A0}</p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">In test case, we evaluated the system’s performance with a substantial data set of 758k records. The </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">results were impressive. </span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">If we extrapolate from our test case, to achieve Client’s goal of importing 6 million records, using the </span></span><span class="TextRun SpellingErrorZoomed SCXP215157867 BCX0"><span class="SCXP215157867 BCX0">Spryker</span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0"> Standard Implementation it would approximately take a full day (24 hours). However, with our </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">Improved Implementation, the same task could be accomplished in a mere 80 minutes.</span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">This contrast underscores the efficiency and effectiveness of our Improved Implementation, making it a </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">powerful tool for large-scale data processing. Notably, we are further looking into optimizing the overall </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">process thus potentially making the overall time even shorter.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><img 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" 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" alt /></span></p>\n </div> """ : [ "width" => 800 ] : null : null : "blog_blocks:4.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : """ <p>Our innovative implementation has demonstrated a substantial enhancement in processing times. This acceleration is not only important for maintaining timely product updates but also ensures uniformity across the storefront.\u{200B}</p>\n <p>\u{A0}</p>\n <p><strong><span class="TextRun BCX0 SCXP207314348"><span class="NormalTextRun BCX0 SCXP207314348">Comparative Analysis</span></span></strong></p>\n <p>\u{A0}</p>\n <p>\u{A0}</p>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">In test case, we evaluated the system’s performance with a substantial data set of 758k records. The </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">results were impressive. </span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">If we extrapolate from our test case, to achieve Client’s goal of importing 6 million records, using the </span></span><span class="TextRun SpellingErrorZoomed SCXP215157867 BCX0"><span class="SCXP215157867 BCX0">Spryker</span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0"> Standard Implementation it would approximately take a full day (24 hours). However, with our </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">Improved Implementation, the same task could be accomplished in a mere 80 minutes.</span></span><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="EOP SCXP215157867 BCX0">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr SCXP215157867 BCX0">\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">This contrast underscores the efficiency and effectiveness of our Improved Implementation, making it a </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">powerful tool for large-scale data processing. Notably, we are further looking into optimizing the overall </span></span><span class="TextRun SCXP215157867 BCX0"><span class="NormalTextRun SCXP215157867 BCX0">process thus potentially making the overall time even shorter.</span></span></p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0">\u{A0}</p>\n <p class="Paragraph WhiteSpaceCollapse SCXP215157867 BCX0"><span class="TextRun SCXP215157867 BCX0"><img 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" 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" 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#document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #id: null #alt: "" #image: null #cropPercent: false #cropWidth: 0.0 #cropHeight: 0.0 #cropTop: 0.0 #cropLeft: 0.0 #hotspots: [] #marker: [] #thumbnail: null : [ "imgAttributes" => [ "width" => 900 "alt" => "Custom blog image" "class" => "blog-image" ] ] : null : null : "blog_blocks:5.mainImage" : "mainImage" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:5.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2087 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:5.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "<p>Our implementation was tested and verified on Client project, and resulted with a significant improvement in processing times, which is crucial for maintaining product updates and ensuring consistency across the storefront.</p>" : [ "width" => 800 ] : null : null : "blog_blocks:5.paragraph1" : "paragraph1" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : "<p>Our implementation was tested and verified on Client project, and resulted with a significant improvement in processing times, which is crucial for maintaining product updates and ensuring consistency across the storefront.</p>" } "blog_blocks:5.title" => Pimcore\Model\Document\Editable\Input {#2088 #dao: null #config: [ "placeholder" => "Enter heading here" "width" => 600 ] #label: null #dialogDescription: null #name: "blog_blocks:5.title" #realName: "title" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null 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Pimcore\Model\Document\Page {#1908} : false : false : null : null : "" : null : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "blog_blocks:6.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2090 #dao: null #config: [ "width" => 800 ] #label: null #dialogDescription: null #name: "blog_blocks:6.paragraph1" #realName: "paragraph1" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: """ <div class="OutlineElement Ltr BCX0 SCXP113544990">\u{A0}</div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\u{A0}</div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Our changes to the data processing in\u{A0}</span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Cloud Commerce OS have led </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to a </span></span><strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">big 94% increase in overall performance</span></span></strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">. That’s </span></span><strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">18 times faster</span></span></strong> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">than </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard Implementation. This means businesses can handle more </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">data, update their online stores quicker, and give their customers the most up-</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to-date information.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">By getting rid of the less efficient parts of the </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Implementation we’ve cut down on wasted resources, aligning with </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker’s</span></span> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">commitment to sustainability. 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class="NormalTextRun BCX0 SCXP113544990">It’s</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> designed to support business growth </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">and change, making sure it stays efficient and reliable in the long run. </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Whether </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">we are</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> supporting a small business planning to grow, or a large </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">business looking to optimize, our solution can adapt to their needs.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Furthermore, this mechanism will be further improved and adjusted according </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to specific project needs, ensuring a tailored fit for every unique client and </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">requirement.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">In short, our improved mechanism for </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Cloud Commerce OS is about </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">more than just better data processing. </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">It’s</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> about helping businesses work </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 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That’s </span></span><strong><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">18 times faster</span></span></strong> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">than </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard Implementation. This means businesses can handle more </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">data, update their online stores quicker, and give their customers the most up-</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">to-date information.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement EmptyListItem Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div class="OutlineElement Ltr BCX0 SCXP113544990">\n <p class="Paragraph WhiteSpaceCollapse BCX0 SCXP113544990"><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">By getting rid of the less efficient parts of the </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> Standard </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Implementation we’ve cut down on wasted resources, aligning with </span></span><span class="TextRun SpellingErrorZoomed BCX0 SCXP113544990"><span class="BCX0 SCXP113544990">Spryker’s</span></span> <span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">commitment to sustainability. 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class="NormalTextRun BCX0 SCXP113544990">It’s</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> designed to support business growth </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">and change, making sure it stays efficient and reliable in the long run. </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">Whether </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">we are</span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990"> supporting a small business planning to grow, or a large </span></span><span class="TextRun BCX0 SCXP113544990"><span class="NormalTextRun BCX0 SCXP113544990">business looking to optimize, our solution can adapt to their needs.</span></span><span class="EOP BCX0 SCXP113544990">\u{200B}</span></p>\n </div>\n <div 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Pimcore\Model\Document\Page {#1908} : false : false : null : 44 : "" : Pimcore\Model\Asset\Image {#2134 …} : false : 0.0 : 0.0 : 0.0 : 0.0 : [] : [] : null } "heroSubtitle" => Pimcore\Model\Document\Editable\Wysiwyg {#2094 #dao: null #config: [ "width" => 600 "defaultValue" => "Discover how to turn custom queries into powerful reports—without coding overhead." ] #label: null #dialogDescription: null #name: "heroSubtitle" #realName: "heroSubtitle" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "<p>Spryker Cloud Commerce OS is a robust and highly scalable e-commerce platform favored for its flexibility. 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"width" => 600 ] #label: null #dialogDescription: null #name: "highlight_blocks:1.highlight_title" #realName: "highlight_title" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #text: "" : [ "placeholder" => "Enter title here" "width" => 600 ] : null : null : "highlight_blocks:1.highlight_title" : "highlight_title" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : "" } "video_demo_blocks" => Pimcore\Model\Document\Editable\Block {#2100 #dao: null #config: [ "limit" => 1000000 ] #label: null #dialogDescription: null #name: "video_demo_blocks" #realName: "video_demo_blocks" -parentBlockNames: [] #documentId: 100 #document: Pimcore\Model\Document\Page {#1908} #editmode: false #inherited: false #inDialogBox: null -editableDefinitionCollector: null #indices: [] #current: 0 : [ "limit" => 1000000 ] : null : null : "video_demo_blocks" : "video_demo_blocks" : 100 : Pimcore\Model\Document\Page {#1908} : false : false : null : [] : 0 } ] #versions: null #contentMainDocumentId: &43 null #contentMasterDocumentId: &43 null #supportsContentMain: true #missingRequiredEditable: null #staticGeneratorEnabled: false #staticGeneratorLifetime: null #inheritedEditables: [] #scheduledTasks: null #title: "Enhancing Data Imports and Storefront Publishing in Spryker Cloud Commerce OS" #description: "" #prettyUrl: "/Blog/enhancing-data-imports-and-storefront-publishing-in-spryker-cloud-commerce-os" : null : 1770199975 : "/Blog/" : [ "image" => Pimcore\Model\Property {#1878} "navigation_accesskey" => Pimcore\Model\Property {#1873} "navigation_anchor" => Pimcore\Model\Property {#1872} "navigation_class" => Pimcore\Model\Property {#1871} "navigation_exclude" => Pimcore\Model\Property {#1870} "navigation_name" => Pimcore\Model\Property {#1869} "navigation_parameters" => Pimcore\Model\Property {#1868} "navigation_relation" => Pimcore\Model\Property {#1867} "navigation_tabindex" => Pimcore\Model\Property {#1866} "navigation_target" => Pimcore\Model\Property {#1865} "navigation_title" => Pimcore\Model\Property {#1864} "tag" => Pimcore\Model\Property {#1863} ] : 100 : 1760595583 : 1770199975 : 12 : 2 : null : 5 : 97 : null : false : [] : "/Blog/Enhancing Data Imports and Storefront Publishing in Spryker Cloud Commerce OS" : "page" : "Enhancing Data Imports and Storefront Publishing in Spryker Cloud Commerce OS" : 3 : true : [] : [] : "App\Controller\Xiphias\BlogPostController::defaultAction" : null : [ "blog_blocks" => Pimcore\Model\Document\Editable\Block {#2079} "blog_blocks:1.mainImage" => Pimcore\Model\Document\Editable\Image {#2077} "blog_blocks:1.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2072} "blog_blocks:1.title" => Pimcore\Model\Document\Editable\Input {#2070} "blog_blocks:2.mainImage" => Pimcore\Model\Document\Editable\Image {#2074} "blog_blocks:2.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2071} "blog_blocks:2.title" => Pimcore\Model\Document\Editable\Input {#2073} "blog_blocks:3.mainImage" => Pimcore\Model\Document\Editable\Image {#2080} "blog_blocks:3.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2081} "blog_blocks:3.title" => Pimcore\Model\Document\Editable\Input {#2082} "blog_blocks:4.mainImage" => Pimcore\Model\Document\Editable\Image {#2083} "blog_blocks:4.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2084} "blog_blocks:4.title" => Pimcore\Model\Document\Editable\Input {#2085} "blog_blocks:5.mainImage" => Pimcore\Model\Document\Editable\Image {#2086} "blog_blocks:5.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2087} "blog_blocks:5.title" => Pimcore\Model\Document\Editable\Input {#2088} "blog_blocks:6.mainImage" => Pimcore\Model\Document\Editable\Image {#2089} "blog_blocks:6.paragraph1" => Pimcore\Model\Document\Editable\Wysiwyg {#2090} "blog_blocks:6.title" => Pimcore\Model\Document\Editable\Input {#2091} "color_picker" => App\Model\Document\Editable\ColorPicker {#2092} "heroImage" => Pimcore\Model\Document\Editable\Image {#2093} "heroSubtitle" => Pimcore\Model\Document\Editable\Wysiwyg {#2094} "heroTitle" => Pimcore\Model\Document\Editable\Input {#2095} "highlight_blocks" => Pimcore\Model\Document\Editable\Block {#2096} "highlight_blocks:1.highlight_button_text" => Pimcore\Model\Document\Editable\Input {#2097} "highlight_blocks:1.highlight_content" => Pimcore\Model\Document\Editable\Wysiwyg {#2098} "highlight_blocks:1.highlight_title" => Pimcore\Model\Document\Editable\Input {#2099} "video_demo_blocks" => Pimcore\Model\Document\Editable\Block {#2100} ] : null : null : null : true : null : false : null : [] : null : "Enhancing Data Imports and Storefront Publishing in Spryker Cloud Commerce OS" : "" : "/Blog/enhancing-data-imports-and-storefront-publishing-in-spryker-cloud-commerce-os" } } |
Request Headers
| Header | Value |
|---|---|
| accept | "*/*" |
| accept-encoding | "gzip, br, zstd, deflate" |
| connection | "close" |
| host | "xiphias.xiphias-digital.com" |
| user-agent | "Mozilla/5.0 AppleWebKit/537.36 (KHTML, like Gecko; compatible; ClaudeBot/1.0; +claudebot@anthropic.com)" |
| x-forwarded-for | "192.168.117.5" |
| x-forwarded-proto | "https" |
| x-php-ob-level | "0" |
| x-real-ip | "192.168.117.5" |
Request Content
Request content not available (it was retrieved as a resource).
Response
Response Headers
| Header | Value |
|---|---|
| cache-control | "private, must-revalidate" |
| content-language | "en" |
| content-type | "text/html; charset=UTF-8" |
| date | "Tue, 03 Mar 2026 05:38:30 GMT" |
| expires | "-1" |
| pragma | "no-cache" |
| x-debug-token | "ab28c0" |
| x-powered-by | "pimcore" |
Cookies
Request Cookies
No request cookies
Response Cookies
No response cookies
Session
Session Metadata
No session metadata
Session Attributes
No session attributes
Session Usage
0
Usages
Stateless check enabled
Session not used.
Flashes
Flashes
No flash messages were created.
Server Parameters
Server Parameters
Defined in .env
| Key | Value |
|---|---|
| APP_DEBUG | "1" |
| APP_ENV | "dev" |
| BLADE_FX_COOKIE_CONSENT_ID | "Xbwi0RePM1IVL1" |
| BLADE_FX_FROM_EMAIL | "x@xiphias.hr" |
| BLADE_FX_HOST | "https://www.blade-fx.com" |
| BLADE_FX_MAILER_API_KEY | "xsmtpsib-6bc5ab2650aa7b1ca9a9e47600dfad1710f38c26a92a7f1c2e1b9cfad2ff8e60-DMDQZB7qYxoPRzN1" |
| BLADE_FX_PARTNER_FROM_EMAIL | "x@xiphias.hr" |
| CMS_VIDEO_BASE_URL | "https://fsn1.your-objectstorage.com/xiphias-images/cms-srv-images/video/" |
| GIFT_CARD_BASE_URL | "https://fsn1.your-objectstorage.com/xiphias-images/bm-s3-images/" |
| MAILER_DSN | "smtp://mail.t-com.hr:25" |
| MAILER_HOST | "smtp-relay.brevo.com" |
| MAILER_PORT | "587" |
| MAILER_TO_EMAIL_BLADE_FX | "drazen.vincek@xiphias.hr" |
| MAILER_TO_EMAIL_BLADE_FX_PARTNER | "drazen.vincek@xiphias.hr" |
| MAILER_TO_EMAIL_PANDA_RING_RING | "drazen.vincek@xiphias.hr" |
| MAILER_TO_EMAIL_REQUESTADOR | "drazen.vincek@xiphias.hr" |
| MAILER_TO_EMAIL_SABOLIC | "drazen.vincek@xiphias.hr" |
| MAILER_TO_EMAIL_XIPHIAS | "drazen.vincek@xiphias.hr" |
| MAILER_USERNAME | "7cc02e003@smtp-brevo.com" |
| MYSQL_PASSWORD | "pimcore" |
| MYSQL_ROOT_PASSWORD | "pimcore" |
| MYSQL_USER | "pimcore" |
| PANDA_FROM_EMAIL | "x@xiphias.hr" |
| PANDA_HOST | "http://xiphias.xiphias-digital.com/PandaRingRing" |
| PANDA_HOST_HR | "http://xiphias.xiphias-digital.com/PandaRingRing/hr" |
| PANDA_RING_RING_MAILER_API_KEY | "xsmtpsib-6bc5ab2650aa7b1ca9a9e47600dfad1710f38c26a92a7f1c2e1b9cfad2ff8e60-eYUynvVtMeTj8D4j" |
| PIMCORE_DEV_MODE | "true" |
| PIMCORE_ENCRYPTION_SECRET | "2l7oF+E4FVoVxkyWE3N1LBUneBoOrkcMbtaLV9+i94I=" |
| RABBITMQ_DEFAULT_PASS | "sDpE8DeyuYLfLskMmpgd" |
| RABBITMQ_DEFAULT_USER | "admin" |
| RECAPTCHA_SECRET_KEY_BLADE_FX | "6LfgaG0sAAAAAK9TR6fKrrK74BFrUTCvQ-1S2qre" |
| RECAPTCHA_SECRET_KEY_PANDA | "6LcMam0sAAAAAJJ6jW8yHpCQX1UpEyIV40fMsRxO" |
| RECAPTCHA_SECRET_KEY_REQUESTADOR | "6Le77XQsAAAAACiIsDaaNTLGmP2yKX7jYr5kKTw_" |
| RECAPTCHA_SECRET_KEY_XIPHIAS | "6LfQT20sAAAAAMRvTUyH_xwl9lNfqAbNqhY0D-An" |
| RECAPTCHA_SITE_KEY_BLADE_FX | "6LfgaG0sAAAAABi7zR7O9_vqf0hsdFDEQ5nynaNk" |
| RECAPTCHA_SITE_KEY_PANDA | "6LcMam0sAAAAALsPDfd9_JcNSG9p8Pjzf6TciwlU" |
| RECAPTCHA_SITE_KEY_REQUESTADOR | "6Le77XQsAAAAAOtrjoflQvDQS3km5LD2ICXDYquW" |
| RECAPTCHA_SITE_KEY_XIPHIAS | "6LfQT20sAAAAAPlM1sLXb6AEVyUZDFCIGSv_jmqJ" |
| REQUESTADOR_FROM_EMAIL | "x@xiphias.hr" |
| S3_CMS_STORAGE_PREFIX | "cms-srv-images" |
| S3_CMS_STORAGE_THUMBNAIL_PREFIX | "cms-srv-images/thumbnail" |
| S3_STORAGE_BUCKET | "xiphias-images" |
| S3_STORAGE_KEY | "FENDJ8I86DUWNIDQXFBI" |
| S3_STORAGE_REGION | "eu-central-1" |
| S3_STORAGE_SECRET | "dUoUgG6ZhsKyjpAQUkqlxIiop4yck1lQmC4fM7GR" |
| S3_STORAGE_URL | "https://fsn1.your-objectstorage.com" |
| SABOLIC_FROM_EMAIL | "x@xiphias.hr" |
| SABOLIC_HOST | "https://xiphias.hr/SabolicBalent" |
| SABOLIC_HOST_EN | "https://xiphias.hr/SabolicBalent" |
| SEND_CONTENT_TO_API_ENDPOINT | "https://fusion.blade-fx.com/api/Content/ReceiveContent" |
| SEND_CONTENT_TO_API_ENDPOINT_TEST | "https://fusiontest.blade-fx.com/api/Content/ReceiveContent" |
| XIPHIAS_COOKIE_CONSENT_ID | "x5Wj9OvCHb9u9U" |
| XIPHIAS_FROM_EMAIL | "x@xiphias.hr" |
| XIPHIAS_HOST | "http://xiphias.xiphias-digital.com" |
| XIPHIAS_MAILER_API_KEY | "xsmtpsib-6bc5ab2650aa7b1ca9a9e47600dfad1710f38c26a92a7f1c2e1b9cfad2ff8e60-rPoPf3fiFohKXMg8" |
Defined as regular env variables
| Key | Value |
|---|---|
| COMPOSER_ALLOW_SUPERUSER | "1" |
| COMPOSER_HOME | "/var/www/html" |
| COMPOSER_MEMORY_LIMIT | "-1" |
| CONTENT_LENGTH | "" |
| CONTENT_TYPE | "" |
| DOCTRINE_DEPRECATIONS | "trigger" |
| DOCUMENT_ROOT | "/var/www/html/public" |
| DOCUMENT_URI | "/index.php" |
| FCGI_ROLE | "RESPONDER" |
| GATEWAY_INTERFACE | "CGI/1.1" |
| GPG_KEYS | "1198C0117593497A5EC5C199286AF1F9897469DC C28D937575603EB4ABB725861C0779DC5C0A9DE4 AFD8691FDAEDF03BDF6E460563F15A9B715376CA" |
| HOME | "/" |
| HOSTNAME | "a0fa265ab3c2" |
| HTTP_ACCEPT | "*/*" |
| HTTP_ACCEPT_ENCODING | "gzip, br, zstd, deflate" |
| HTTP_CONNECTION | "close" |
| HTTP_HOST | "xiphias.xiphias-digital.com" |
| HTTP_USER_AGENT | "Mozilla/5.0 AppleWebKit/537.36 (KHTML, like Gecko; compatible; ClaudeBot/1.0; +claudebot@anthropic.com)" |
| HTTP_X_FORWARDED_FOR | "192.168.117.5" |
| HTTP_X_FORWARDED_PROTO | "https" |
| HTTP_X_REAL_IP | "192.168.117.5" |
| OPCACHE_CONSISTENCY_CHECKS | "0" |
| OPCACHE_ENABLE | "1" |
| OPCACHE_ENABLE_CLI | "0" |
| OPCACHE_MAX_ACCELERATED_FILES | "10000" |
| OPCACHE_MEMORY_CONSUMPTION | "128" |
| OPCACHE_VALIDATE_TIMESTAMPS | "1" |
| PATH | "/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin" |
| PATH_INFO | "" |
| PHPIZE_DEPS | "autoconf \t\tdpkg-dev \t\tfile \t\tg++ \t\tgcc \t\tlibc-dev \t\tmake \t\tpkg-config \t\tre2c" |
| PHP_ASC_URL | "https://www.php.net/distributions/php-8.3.20.tar.xz.asc" |
| PHP_CFLAGS | "-fstack-protector-strong -fpic -fpie -O2 -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64" |
| PHP_CPPFLAGS | "-fstack-protector-strong -fpic -fpie -O2 -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64" |
| PHP_DISPLAY_STARTUP_ERRORS | "1" |
| PHP_ERROR_REPORTING | "E_ALL" |
| PHP_FPM_LISTEN | "0.0.0.0:9000" |
| PHP_FPM_PM | "dynamic" |
| PHP_FPM_PM_MAX_CHILDREN | "5" |
| PHP_FPM_PM_MAX_REQUESTS | "10000" |
| PHP_FPM_PM_MAX_SPARE_SERVERS | "3" |
| PHP_FPM_PM_MIN_SPARE_SERVERS | "1" |
| PHP_FPM_PM_START_SERVERS | "2" |
| PHP_IDE_CONFIG | "serverName=localhost" |
| PHP_INI_DIR | "/usr/local/etc/php" |
| PHP_LDFLAGS | "-Wl,-O1 -pie" |
| PHP_MAX_EXECUTION_TIME | "30" |
| PHP_MEMORY_LIMIT | "256M" |
| PHP_POST_MAX_SIZE | "100M" |
| PHP_SELF | "/index.php" |
| PHP_SHA256 | "f15914e071b5bddaf1475b5f2ba68107e8b8846655f9e89690fb7cd410b0db6c" |
| PHP_UPLOAD_MAX_FILESIZE | "100M" |
| PHP_URL | "https://www.php.net/distributions/php-8.3.20.tar.xz" |
| PHP_VERSION | "8.3.20" |
| PIMCORE_INSTALL_MYSQL_DATABASE | "pimcore" |
| PIMCORE_INSTALL_MYSQL_HOST_SOCKET | "db" |
| PIMCORE_INSTALL_MYSQL_PASSWORD | "pimcore" |
| PIMCORE_INSTALL_MYSQL_PORT | "3306" |
| PIMCORE_INSTALL_MYSQL_USERNAME | "pimcore" |
| PWD | "/var/www/html" |
| QUERY_STRING | "" |
| REDIRECT_STATUS | "200" |
| REMOTE_ADDR | "192.168.117.107" |
| REMOTE_PORT | "46640" |
| REQUEST_METHOD | "GET" |
| REQUEST_SCHEME | "http" |
| REQUEST_TIME | 1772516310 |
| REQUEST_TIME_FLOAT | 1772516310.0763 |
| REQUEST_URI | "/Blog/enhancing-data-imports-and-storefront-publishing-in-spryker-cloud-commerce-os" |
| SCRIPT_FILENAME | "/var/www/html/public/index.php" |
| SCRIPT_NAME | "/index.php" |
| SERVER_ADDR | "172.18.0.4" |
| SERVER_NAME | "xiphias.xiphias-digital.com" |
| SERVER_PORT | "80" |
| SERVER_PROTOCOL | "HTTP/1.0" |
| SERVER_SOFTWARE | "nginx/1.26.3" |
| SHELL_VERBOSITY | 3 |
| SHLVL | "0" |
| SYMFONY_DOTENV_VARS | "APP_ENV,APP_DEBUG,PIMCORE_DEV_MODE,MYSQL_USER,MYSQL_PASSWORD,MYSQL_ROOT_PASSWORD,RABBITMQ_DEFAULT_USER,RABBITMQ_DEFAULT_PASS,MAILER_HOST,MAILER_PORT,MAILER_USERNAME,XIPHIAS_FROM_EMAIL,MAILER_TO_EMAIL_XIPHIAS,XIPHIAS_MAILER_API_KEY,BLADE_FX_FROM_EMAIL,MAILER_TO_EMAIL_BLADE_FX,BLADE_FX_MAILER_API_KEY,BLADE_FX_PARTNER_FROM_EMAIL,MAILER_TO_EMAIL_BLADE_FX_PARTNER,PANDA_FROM_EMAIL,MAILER_TO_EMAIL_PANDA_RING_RING,PANDA_RING_RING_MAILER_API_KEY,REQUESTADOR_FROM_EMAIL,MAILER_TO_EMAIL_REQUESTADOR,PIMCORE_ENCRYPTION_SECRET,BLADE_FX_HOST,BLADE_FX_COOKIE_CONSENT_ID,XIPHIAS_COOKIE_CONSENT_ID,SABOLIC_HOST,SABOLIC_HOST_EN,XIPHIAS_HOST,SABOLIC_FROM_EMAIL,MAILER_TO_EMAIL_SABOLIC,GIFT_CARD_BASE_URL,SEND_CONTENT_TO_API_ENDPOINT,SEND_CONTENT_TO_API_ENDPOINT_TEST,CMS_VIDEO_BASE_URL,PANDA_HOST,PANDA_HOST_HR,S3_STORAGE_REGION,S3_STORAGE_URL,S3_STORAGE_KEY,S3_STORAGE_SECRET,S3_STORAGE_BUCKET,S3_CMS_STORAGE_PREFIX,S3_CMS_STORAGE_THUMBNAIL_PREFIX,RECAPTCHA_SITE_KEY_XIPHIAS,RECAPTCHA_SECRET_KEY_XIPHIAS,RECAPTCHA_SITE_KEY_BLADE_FX,RECAPTCHA_SECRET_KEY_BLADE_FX,RECAPTCHA_SITE_KEY_PANDA,RECAPTCHA_SECRET_KEY_PANDA,RECAPTCHA_SITE_KEY_REQUESTADOR,RECAPTCHA_SECRET_KEY_REQUESTADOR,MAILER_DSN" |
| argc | 0 |
| argv | [] |