{"id":1821,"date":"2022-09-20T09:08:40","date_gmt":"2022-09-20T09:08:40","guid":{"rendered":"https:\/\/wordpress.peters-research.com\/?page_id=1821"},"modified":"2022-09-20T11:13:39","modified_gmt":"2022-09-20T11:13:39","slug":"dynamic-extension-for-ideal-lift-kinematics","status":"publish","type":"page","link":"https:\/\/wordpress.peters-research.com\/index.php\/papers\/dynamic-extension-for-ideal-lift-kinematics\/","title":{"rendered":"Dynamic extension for Ideal Lift Kinematics"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"1821\" class=\"elementor elementor-1821\">\n\t\t\t\t\t\t<section class=\"has_eae_slider elementor-section elementor-top-section elementor-element elementor-element-2bd44fca elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-eae-slider=\"20321\" data-id=\"2bd44fca\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container 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class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-624c56e elementor-widget elementor-widget-heading\" data-id=\"624c56e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Dynamic extension for Ideal Kinematics<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-550f1783 elementor-widget elementor-widget-text-editor\" data-id=\"550f1783\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><\/p>\n<p>Matthew Appleby<br \/>Richard Peters<\/p>\n<p><\/p>\n<p><\/p>\n<p>Peters Research Ltd, UK<\/p>\n<p style=\"line-height: normal; margin: 6.0pt 0cm 10.0pt 0cm;\"><b><span style=\"font-size: 11.0pt; font-family: 'Arial',sans-serif;\">Keywords:<\/span> <\/b>kinematics, lift, elevator, dynamic profile, ideal lift kinematics, twin lift system, 2 cars per shaft, multi, multi-dimensional lift system, simulation<\/p>\n<p><\/p>\n<p><\/p>\n<p><strong>Abstract. <\/strong>This paper presents a new set of equations for modelling kinematic profiles using a combination of mathematical and computational techniques. The implementation of these equations will extend the capabilities of the kinematic model to produce asymmetric and dynamic profiles. This will provide a more accurate model for standard lift systems as well as enable the modelling of more complex systems.<\/p>\n<h1>1\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Introduction<\/h1>\n<p>Lift kinematics is the study of a lift car in a shaft without reference to mass or force. Variable speed drives can be programmed to match reference velocity profiles. This paper will show a set of equations which can be used to model a lift and produce a kinematic profile which can be used as a reference for lift simulations and physical lifts.<\/p>\n<p>In previous papers regarding lift kinematics, equations have been produced which model symmetric profiles [1] and asymmetric profiles [2]. This paper will show a new set of equations which will model dynamic profiles.<\/p>\n<h2><!-- [if !supportLists]-->1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Symbols<\/h2>\n<table style=\"width: 417.95pt; border: none;\" border=\"1\" width=\"557\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr style=\"mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-width: 1pt; border-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">d<\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top-width: 1pt; border-right-width: 1pt; border-bottom-width: 1pt; border-top-color: #bfbfbf; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Lift journey distance (m)<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 1; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">v<sub>phase<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Velocity at end of given phase (m\/s)\u00a0<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 2; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\"><sub>final_phase<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Final phase\u00a0in car journey<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 3; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">a<sub>phase<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Maximum acceleration (m\/s<sup><span style=\"font-size: 8.0pt; mso-fareast-language: EN-GB;\">2<\/span><\/sup>)<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 4; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">j<sub>phase,0<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Maximum jerk0 in given phase (rate of<br \/>change of acceleration) (m\/s<sup><span style=\"font-size: 8.0pt; mso-fareast-language: EN-GB;\">3<\/span><\/sup>)<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 5; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">j<sub>phase,1<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Maximum jerk1 in given phase (rate of<br \/>change of acceleration) (m\/s<sup><span style=\"font-size: 8.0pt; mso-fareast-language: EN-GB;\">3<\/span><\/sup>)<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 6; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">p<sub>phase,0<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Phase start time\/period 0 start time<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 7; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">p<sub>phase,1<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Period 1 start time<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 8; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">p<sub>phase,2<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Period 2 start time<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 9; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">p<sub>phase,3<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Period 3 start time<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 10; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">D(t)\u00a0<\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Distance travelled at time t (m)\u00a0<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 11; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">V(t)\u00a0<\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Velocity at time t (m\/s)<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 12; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">A(t)\u00a0<\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Acceleration at time t (m\/s<sup><span style=\"font-size: 8.0pt; mso-fareast-language: EN-GB;\">2<\/span><\/sup>)\u00a0<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 13; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">J(t)\u00a0<\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Jerk at time t (m\/s<sup><span style=\"font-size: 8.0pt; mso-fareast-language: EN-GB;\">3<\/span><\/sup>)\u00a0<\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 14; mso-yfti-lastrow: yes; height: 19.85pt;\">\n<td style=\"width: 59.7pt; border-right-width: 1pt; border-bottom-width: 1pt; border-left-width: 1pt; border-right-color: #bfbfbf; border-bottom-color: #bfbfbf; border-left-color: #bfbfbf; border-top: none; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"80\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">d<sub>min<\/sub><\/p>\n<\/td>\n<td style=\"width: 358.25pt; border-top: none; border-left: none; border-bottom-width: 1pt; border-bottom-color: #bfbfbf; border-right-width: 1pt; border-right-color: #bfbfbf; padding: 0cm 5.4pt; height: 19.85pt;\" valign=\"top\" width=\"478\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">Minimum displacement<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2><a><!-- [if !supportLists]-->1.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Definitions<\/a><\/h2>\n<p><i>symmetric profile<\/i><b><br \/><\/b>the profile of a journey with one target velocity, the same acceleration as<br \/>deceleration and four identical jerk values. See <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60910797 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 1<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003900310030003700390037000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><\/p>\n<p><i>asymmetric profile<\/i><b><br \/><\/b>the profile of a journey with one target velocity but different target<br \/>acceleration and deceleration or differing jerk values. See <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60670377 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 2<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370030003300370037000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><\/p>\n<p><i>dynamic profile<\/i><b><br \/><\/b>the profile of a journey with multiple target velocity values. Acceleration<br \/>and jerk can also vary. See <!-- [if supportFields]><span style='mso-element: field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60670390 \\h <span style='mso-element:field-separator'><\/span><![endif]-->Fig. 3<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370030003300390030000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><\/p>\n<p><i>period<\/i><b><br \/><\/b>a section of time where the lift is at constant jerk. See <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063045 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 4<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600370030003000360033003000340035000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><br \/>&amp; <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063565 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 5<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600370030003000360033003500360035000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><\/p>\n<p><i>phase<\/i><b><br \/><\/b>a section of time where the lift is changing from one speed to another<br \/>including the time it remains at its final speed. A period starts and finishes<br \/>with acceleration of 0 and contains a maximum of four periods. See <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063045 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 4<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600370030003000360033003000340035000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><br \/>&amp; <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063726 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 6<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600370030003000360033003700320036000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><\/p>\n<p><i>journey<\/i><b><br \/><\/b>a section of time where the lift is changing displacement from when the<br \/>lift begins to move, to when it reaches its destination. Contains a minimum of<br \/>two phases. See <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063045 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 4<\/p>\n<h2><!-- [if !supportLists]-->1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Three types of profile<\/h2>\n<p style=\"page-break-after: avoid;\">There are three types of<br \/>kinematic profile that will be referred to in this paper:<\/p>\n<h3><!-- [if !supportLists]-->1.1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Symmetric Profile<\/h3>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref60910797'><span style='mso-bookmark:_Ref60910842'><\/span><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref60910797'><span style='mso-bookmark:_Ref60910842'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><\/span><![endif]-->1<!-- [if supportFields]><span style='mso-bookmark:_Ref60910797'><span style='mso-bookmark:_Ref60910842'><\/span><\/span><span style='mso-element:field-end'><\/span><![endif]--> Symmetric Profile<\/p>\n<p>\u00a0<\/p>\n<p><!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60910797 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 1 shows a profile produced when a symmetric model has been used to plot the<br \/>kinematic profile of a lift. This assumes that there will only be one target<br \/>velocity and thus the lift is unable to reduce or increase velocity even as the<br \/>surrounding environment changes. It also makes some assumptions about the<br \/>kinematic parameters:<\/p>\n<table style=\"border: none;\" border=\"0\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td style=\"width: 16.0cm; padding: 0cm 5.4pt 0cm 5.4pt;\" valign=\"top\" width=\"605\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">abs(j<sub>0,0<\/sub>) = abs(j<sub>0,1<\/sub>) = abs(j<sub>1,0<\/sub>) = abs(j<sub>1,1<\/sub>)<\/p>\n<\/td>\n<td style=\"width: 27.8pt; padding: 0cm 5.4pt 0cm 5.4pt;\" valign=\"top\" width=\"37\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">(1)<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width: 16.0cm; padding: 0cm 5.4pt 0cm 5.4pt;\" valign=\"top\" width=\"605\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">abs(a<sub>0<\/sub>) = abs(a<sub>1<\/sub>)<\/p>\n<\/td>\n<td style=\"width: 27.8pt; padding: 0cm 5.4pt 0cm 5.4pt;\" valign=\"top\" width=\"37\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">(2)<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width: 16.0cm; padding: 0cm 5.4pt 0cm 5.4pt;\" valign=\"top\" width=\"605\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">v<sub>0,0<\/sub> = v<sub>1,1 <\/sub>= v<sub>final_phase,1 \u00a0<\/sub>= 0<\/p>\n<\/td>\n<td style=\"width: 27.8pt; padding: 0cm 5.4pt 0cm 5.4pt;\" valign=\"top\" width=\"37\">\n<p style=\"margin-bottom: 0cm; line-height: normal;\">(3)<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div>\u00a0<span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">This is the most used profile model and the equations for it<br \/>can be found in \u2018Ideal Lift Kinematics\u2019 by Peters<\/span>\u00a0[1]<span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\"> as well as CIBSE<br \/>Guide D Annex 2<\/span>\u00a0[3]<span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">. Most lift systems<br \/>aim for a symmetric profile to produce a smooth ride quality.<\/span><\/div>\n<p>\u00a0<\/p>\n<h3><!-- [if !supportLists]-->1.1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Asymmetric Profile<\/h3>\n<div><img decoding=\"async\" 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\" alt=\"\" \/><\/div>\n<div>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref60670377'><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref60670377'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><![endif]-->2<!-- [if supportFields]><span style='mso-bookmark:_Ref60670377'><\/span><span style='mso-element:field-end'><\/span><![endif]--> Asymmetric Profile<\/p>\n<p><!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60670377 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 2 shows a profile when an asymmetric model has been used to plot the kinematic<br \/>profile of a lift. Like the symmetric profile, this model assumes that there<br \/>will only be one target velocity, however, it allows for different acceleration<br \/>and deceleration values as well as differing jerk values.<\/p>\n<p>These profiles can be produced using the equations given in<br \/>\u2018Quality and quantity of service in lift groups\u2019 by Gerstenmeyer<!-- [if supportFields]><span style='mso-element: field-begin'><\/span> CITATION Ste18 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->. The equations are<br \/>an extension to the previous ideal lift kinematic equations meaning they can<br \/>model symmetric and asymmetric equations.<\/p>\n<p>Applications include the modelling of lift cars which have a<br \/>different acceleration to deceleration, often due to poor motor control. Asymmetric<br \/>profiles can also be applied to improve lift system performance where there are<br \/>two cars per shaft as cars sharing a shaft impose additional safety constraints.<br \/>For example, a lower deceleration may be used when the lower and upper cars<br \/>need to be moved closer than allowed by the preferred safety distance.<\/p>\n<h3><!-- [if !supportLists]-->1.1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Dynamic Profile<\/h3>\n<div><img decoding=\"async\" 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p7NhvTR5kBauf1h5CXEwF1LRcTwvC89Ecxss8xswcZ\/dh3uJW4mBPRhtuuukmNdpQoUIFbN26Ve0e\/cMPP6hiaunz1v8xJg6+U9gH9pPFezBixh9YuflIvilJNSLLottNNdWTxH531rUkBlGq6LFalTIoW7oESpSw3SpIu7rlS06+zDq0qGpJJGqhepWyaq7uIT1ykXP8PBauOojcE+dxQ5NIvx7i5AXRPMbMnECN12sfbMkrhpbdkF95IkHNzfe2UP18lS5VQhVOy+VybdYx1Xfi9EXMX3EAVSqULnDJW56P5jBe5jFm5gRs4mCQBKFJkya4\/fbb0bJlSzXqIDf1MpQifZ4ky7FOnjxZ\/feFTDP69NNPER0d7fZIBxMHcxx9YGX4+405GZj38z6cv2BLGBpZbv4H3BuLYb0aqqeJ7hQ5yxQm+UK7+8ZoVCpfWhVNX7xo\/Tu27DqB3zOO4PrGEagQ7v0bDnfwgmgeY2ZOIMZr5rc78c1v+3ULaqShaTHt1RDqn69WcVXQoFYFrNycm3e9Xr4pF7nHzzvcmZvnozmMl3mMmTm+ShzcqnEwQ+bdBsKcNdY4mHPl3LovlmbjX2nb840w1I0uj963xahVPTzt4JGz+Pf\/dqidUQ2ySsj\/PRKPZvVtyw\/6AznFOF\/fHMbMnECM12\/pufjbv211Df261sUjXYqnbknixfnUVvLAR+oepP7BkFC\/El7o3RB1aliL0xkvcxgv8xgz83xV41CkDeBcwQ9BcLtw8TLGvr8ZUz\/fli9peLRLXfz7z629kjQImcb0Ut94DHnQtizw\/tyzGDZ1g5qvS0T+69yFS5iWtlW3gA4toootaaD86tQoh4mDW6pppIZ0SxIxaNI6XkuJ6CpFShxkedb+\/fsjKSnpqmP48OH6XRSs9hw6g+enrMu37np8nYqYMKgFHutaPDcB91i+7F59MkGtxCQkeRkza3O+kQgi8i\/Tv9iGbMv1Q1SuUBqD7\/f9vkCh7rkH4zDIbiWrU2cuqmup7LFDRGRwO3GQYfHU1FS1EVxycjJSUlLyHffff79+JwWjP3adw5B\/rsMmvamQkClCU59rheYNineqULumkSpZkalRhr\/P3oJf03N1i4j8xU9rD+OrX\/bpFpDSs0HAbu4YbHp2rIVxKS3yrVQnm3JKAnH63CXdQ0ShzO3EYf9+a0HbU089hS5duqBjx475jtatW6vfU\/D5dvl+TPn6KI6etO21MLRXQ0wc3EK3il9c7QoYldwYsZafhjH\/3YQN26yrhhCR7x2zXDOmfWGboiRTGe+4vvj2\/iHnWsZVxuQhrdRy2AbZxf8fn+ZiI6+nRCHP7cShcePGCA8PV8UZFDpkBZRxqZm6BURWKo03\/tQMd7WL1j2+I4V8I\/s1VkXSQuZRS\/Kwbd8p1SYi35o+bzsOH7Mupyx1Sin3em+TN3Jf5fKlMPrxJkjqbJtyuv\/oRTw3ZX2+0SIiCj1uJw6yQ3TPnj0xY8YMtW+D7OJsf6xevVq\/k4LF\/37dj\/Ef2ZIGWR5Viuqui4\/QPb5Xu1o5jOjXRG0aJ2SvB0keTp7JvwEdERWvn9YdxsKVB3QLlqShQd55Sv7p8bvq4q+PNEbZMrZbhUmfZGHK57ZRIyIKLW4nDiI7OxtnzpzBzJkzMW3atHzHZ599pt9FwUCeMk382JY0xNYsjbFPNkXtqv63a7MUaEvyYJDlBuXLjoh84\/Jl4D\/\/265bwD3ta6JjC67XHghua10Nk59tifo1SuseIG3pXrwwbQP2HrYWuBNR6HA7cZDi6CVLlqBNmzZXFUbL8dhjj+l3UqCT6Un2N97NGlTGgDurqNVQ\/JWMgrz8aGPdAhatPoiPFu3RLSIqTjO+3oHdehWlKhVLo\/9d9dRrCgz1a5bHn++PxJ032Kakrs06isGT1uGXjTm6h4hCgduJg1Ec\/fzzz19VGC0H928IDsv\/yM03PalFbGW8+mRTlC8bpnv8V6drq6HXbTG6Bbz71XaszjiiW0RUHGRn99QfdusWLElDXVQq7587vFPhhvVuiGd6NNAtqAUyRsz4A3O\/t\/37ElFwcztxkOSgXLlyWLBgge6hYJOx+wRefX+zbgGN61TEmCcTUDE8cL70n7qnPq5rVEW3gIkfZ+H4qQu6RUTeJqMNxtaQbRpH4O4bbRuNUeB54Nba+PufmqFaFdsSuvJv\/NoHW3D2PJdsJQp2bicOBw8eROfOnfHhhx9i+vTpqs7B\/pCCaQpcOcfOqR2hT5+1FhXLCih\/fbQxKuiN1gLJkIcaonI5a7KTffgMJrLegahYSG3Uqi22Ub4nutXXryiQXR8fofbsadvEtjCGTAeVqUubd9n29iGi4ON24rB582Z8+eWXqjhaah0kUbA\/pI8Cl4w0yM7QolTJMFUv4I+F0K6Q\/91DHrLtTPvT2kOYv8K2ugsRed6Zcxcx61vbrsOytGfDGNs+KxTYoiqXwWtPNcs3HXTb3pMqefhuuXUqMxEFnyJNVZozZ06Bx5gxY\/Q7KdBM+DgL67faNvqRpKFZ\/Uq6FZhuaVUND9xSW7es9Q6yGRUReccHC3Yh94T1HIupVg7Jd9VVrym4yHTQP\/dphJIlrHVvly9fxlupmXh73jbVJqLg4nbi4Gnjx49HUlJS3iF7QRRm+PDhpt5PrpFl9r7+1bbBz6D7Y4Nm2cQnLV9wtatZR02OWG5o3vvfDvWaiDxLlkBO\/cG2itkjidfA\/5dTIHcltqmhdpuOsxtR+uTHbLz0zkYcPGrd8I+IgoPLiYMsvzp37lxV22CG3NCnpaXplmOSNGRlZeWNVnTp0kXtBVHQrtSSNAjj\/b179y70\/eQaGWWw39ine\/ua6Nmhlm4FPplyJU\/HDLLM7M8buJQgkafNXrBLvwKubVgFd1huLCm4NbqmAqZYkoc7rq+ue4BVm49g8MS1WLEpV\/cQUaAzNeIgScCQIUMwduxYVQAtbUkoDJJUGImCJAMDBw5UN\/S5uYVfNFauXKmSBUNycjLCwsLw888\/6578cnJyEBdnm7OekJCgX5G7Tp25iAl2G7wl1K+EZx+wxThYyOhJl7a2m5j3\/rcdl2R3KiLyCFny+PvfbQ+YkhLrcLQhRMjDmZeS4vGkXRH84WPn8Nd30\/HxYu6jQxQMXE4cZF+GqVOnqs3dZBnWFStWqKRg5MiRedOFJKmQvtTUVOzZs0fVQYwePVolAgUxphhdefMviYEkCI7I7+xXbZIibenj3hHuG29JGmR6gQgvUwLDegdvLGXUwdi8Tv4\/v\/cVpywReYrUNhg6X18drRvalkOm0ND79hi8+kQCIivZNgl958vtePPDDFziiq1EAa3kKAv92iV169bFTTfdhG7duqFly5bqhj82NhYxMTHo2rUr2rZtqzaFk9ctWrRA1aqFz4\/fuXOnSkJuu+22fO9dtGgRwsPD1d91JenbsWMHJk+ejE8\/\/VQlMq+88ooapXDX9u3bUa9eaO5m+sXSvfhkcbZuAX9+uBFaxVXWLcckqYuKitKtwCKJkWxA9Wu6dSQsfftx3NA0ElUr29Yl9yQpFgzkePkCY2aOv8RLViv7fMle3QL+9lhjVPbDzd4kXjISzs+Xa9yJV0z1cLUoxfZ9p7Av56zqy8o+id\/+yEWTuhXzJRXBhp8v8xgz8+Sa7+we2xvCLP9YPp2nISMOMkohIxP2IwYjRoxAREQEhg4dqnvykxGOyMhI9SGT+giZ6lTYyIYzixcvVslPqNmbcwFjP87Nm67TILo0XrwvUr0ujHxsipKo+YNpXx\/Bhp3Wwr2mdcpgcDfbmuSeZJxigR6v4sSYmecP5+SoD3Nw4Ih1g8WurcujZ7uK6rU\/CoZrWHEqSrw+XnYCi9af0i2gZAngkU6V0C6+nO4JPvx8mceYmSPxio+P163iE5CJgyQN9omC8d+QIumePXuqPrMkcejUqZNuhY6X3t6Yt0FTk7qVMHlIS\/XaGSlE98UH1pPk6dcz49boFjCsd0PceUO0bnmOnGJSCxTo8SpOjJk5\/hCv1B92561UJk+TP\/hbG5Qp5TcL9+Uj8crMzOT0Vhd5Il6yGMX4j2x1dEKmNNnXQwQLfr7MY8zM89V9mM+v6tHR1hu19PR09dMgowj2BdAGoyaiQ4cO6qeQWgoZeXBWhE35zf1+d75dXQf0bKBfhYa42hXw8O3X6Bbwn2924qTeKZuIXHfs1IV8Kyn17VzHb5MG8o272kXjn8+2RL3o8rpHks09+Nt76Wp5bCIKDD6\/skt2eWWxs6zYJNlnjx49VNvY40EYicayZcvUTyHJhMz1kqlL5Jo\/dhzHf762FQU\/flc9tZJSqHn8rrqopXfEzjl2Dv+1JA9EZI4kDafPWateYy0Jec+OwbOMM3lO03qVMOW5Vrj12mq6B6rmYdDEtViTeVT3EJE\/K1LiYHZPh4IYu0wbqzNJEjF79myHc90k0ZBpTfIe4\/1FnaYUiqanbYMxR+3aRhFI6mx78h5KSpQIU8mD4fMl2Vi\/zbZrNhEVTopfP\/vJtrhC3xC9lpBrZHGKvz3aGP3utF139+eexYvTN+QrrCci\/+R2jYNRV9CmTRs0b9483z4MgSiUahw+WrQH7361XbeAt19ojdhatuFjVwRDjYO9UTM3Ydn6w+q1PBWTIXVPkVOM8\/XNYczM8WW8XvtgCxattj5EatskEq895f\/76ki8OJ\/add6Kl1xzx6Vm4vhpa0G9uPvGmnj+ocDeQ4ifL\/MYM\/MCrsahcePG6in\/6dOn1dSi\/v37qylFq1ev1u8gf5R9+Axm2E1RevKeeqaThmDU\/+56eZtUyTSu\/37HKUtEzvy+5Uhe0iBCdeSS3NOhRVW1IEeLWNvy31\/\/ug9DJq\/Dzv3WfYWIyL+4nThUr15dTQ16+eWXMWnSJCQmJqpN39588021Y\/T06dPVEzDyL5I0XLxkHWSSVZR63cYvelG3Rjn8ya44\/IP5u9T+DkRUsNkLd+tXUDuyN29Q+P4vRFeKqV4O4we2QPf2NXWPdW+dwZPW4qe11lFgIvIfHimOliSiT58+eOaZZ3DzzTer1Y2WLFmidpUeNmxYvsJn8p3Faw7hR8thePzuunlP2Ql44JbaaNvYtpfD9LSt+hURXWnBygNYl2UraO2bWEe\/IjLv2QfiMPj+WN0CTp29iDGzNnH0l8jPFDlxkALptLQ0jB07ViUKsgu01D28+OKLap8FWSZVkgiZv0a+c+Hi5XxTlHp0qIXrGnlnw7NAJqMOJXQ2tWnnCX5pERVgzgLbaEOfO65Bbb06GZG75Htp3MDmqF3N9lmS0d9RM\/\/A8dNcKpvIH7idOMg0JEkWhgwZgtTUVNUnNQ8zZsxQm7a1bt1aFUzLVCZZNYm7AfqWJA17D59Rr2VzpifurqdeU36yxvjT3W0bEsmX1rqtXGWJyJ7sAbP7kHUOulxPuJISeUrL2CqYMqQVOjSP0j1SRJ2DwRPX8FpM5AfcThz279+v9k7o3r27Wh5VEgQuh+qftu89iY8X79EtqJ06y4eX1C260gO3xqjVYQyTPsnEWb1GPVGoO5B7Fu\/bjcTJZm9ly\/B6Qp5TqXwpjHq8ab6EdM+hMxg2dT2+\/JlLthL5ktuJg+zWLDUNUttw5fJZMhrhqT0eqOg+sCtgvD4+QhUxUuFkF+1wfTMkq3tM\/CRLvSYKdbPm78T5i9app43rVuRmb+Q1yXfVw98ea6z2fjD889OtmPwpr8dEvuJ24iD7OMyaNcth7cLChQvx\/vvv6xb50opNR\/IVRD\/axbbpDhWsTo1yeO5B21riC1cd4OZEFPJWbj6C75Yf0C3gsa68npB33dqqGqY8dy2aWJJUw7yf92Ho1PXIPmSdfktExcftxKEwMoVJVlYi3\/tgvm1KwV3totGsQSXdImfuuL467ru5tm4B077Yio1copVC2NvztulXwO3XVccNdlP6iLylXnQ5TB7SCndavsMM67cew6BJa7FsA5dsJSpOphMHGWlISkpSu0ZnZWWhb9++qm1\/bNy4EXFxgb3zYzD4+tf9SN9hvdEtUSIMj3ThcolmpdzbwJJs2damn\/RJFs6eZ70DhR7ZbX77vlPqdbmyJdWmiUTFaVivhmoaqeH4qQsY9Z9NmL1gl+4hIm8znTjIjtGyWpIsuRoZGale2x9SLG0sxUq+I8uvvm832vBIYh3UiCirW2SGTFkqVdK6Kti2vSfx+gdbwMWFKZSsyTyKjxbZFliQlceiI3k9oeJ3\/y218Y9nmuf7Ppv57U6MfX8zzpzjkq1E3mY6cZDN3iQpuO2229C8eXP12v6QYmlZipV8a\/bCXTh09Jx6LV\/wfRO5XKK76tcsj+d7NdQtqKHx6Wm2KRtEwe4duylK7ZtHodtNtl1+iYpb60ZVMOW5VrihqW2qnGxwOnjSOmzayemkRN7kdo2DJAcDBgzQLfInR0+exyd2TwdlilIJ7qNRJF3a1EA\/u0LQz3\/Kxic\/ZusWUfCSp7kZe06q16VKlsDT3Rtwx3nyOdk\/ZOyTCeh9u+2hmEylk+Thm9\/26x4i8rSwyya3dJ45c6b62aFDB7WqUkGkxkFGIFw1fvx4rFy5UreAlJQUteRrYQYOHJivCHvUqFGIj4\/XLXMWL16MTp066VZge++rHUhdZF2CNb5ORUx9rpV67UlbtmxxO9aBbFxqBr61W1VmeL8muKVlVd1yTE4xWaI4FOPlLsbMHG\/Fa\/kfuXj5vXTdslxz74vFvUGw\/KrEKzMz86qlxMkxf4\/X96sO4i3LtVmm6BpkSpN9PURx4ufLPMbMPF\/dh5kecZAVk+Q4ceKE7nHs9GnrrqKukKRBCq3nzJmjDqmVkOJrCUpBpAi7bdu2eX9GDt5kAAePnMVHOmkQvTrF6FfkCcN6N8J18RG6Bbw6axNWbT6iW0TBQ64l4z7K1C2gbZOIoEgaKPjICngydalhTAXdA3z2Uzb+8vZGtWEhEXmO6REHb5AkoHfv3vl2npbVmhITEx2OWsiohyQaY8aM0T1FFywjDlM\/34ovllr3G2jeoDImDGqhXntaqI44iNzj5zB0ynrs1muIlyldQg2ZX9uwimpfSU4xPj03hzEzxxvxeumdjXlJcVTlMpgypCWqB8kCCxIvPt10XaDE6+Kly6pIesk62xKtUZXKYFjvhvnqIbyNny\/zGDPzAmbEwZ7sDi3Ls9pbvXr1VX2FMd6bkJCgfhpkqpOMbDiyYsUKLvfqgGzJn6aTBtH7No42eEOk5YtIpihVtdxMiXPnL2HkjD+wYdsx1SYKdG9\/uT3fSJosgxksSQMFr5IlwjDCcm1+6p76ugfIOX5OTbdLtav7IyL3FSlxeOONN7B8+XLdsqpYsSJmzJhhKnkwS+oaZMTBfu8Ime5UVJLxBvKR+sPuvGVCr4+PQLuESIfv88QhHPWHytGgVnm80r8JqlQorWJx6uxFjLAkD3\/sOO7w\/cJRP4+CD8bM3OGpeH23fD8+WWy7yXri7npqmpKj9wbyIRz183B8BFK8HupUG68+2VSNlBne+2o73piTgfMXLjn8M54+hKN+HgUfjJm5w1fcnqokIwtvvvkmJk6ciBo1auheq+nTp6vRgpdffln3FEwSDKlnGD16dL4hqhEjRiAiIgJDhw7VPTaSKMg+EsbvZIh+5MiRV013MkOmKsXEBO4T+j2HL2Dsx7YRmme7R6JJjPWm1hvkYxPGlZqwbf95TP36iCVxsJ5GZUuH4YnEKmhe1\/aFZZxijJfrGDPzPHFOrtt+Fv\/69qhuATc0CkfyHbYNEIMJr2HmBGK8ck9cxAeLj+OP3dalyUWdaqXwSKfK6qc38fNlHmNmjsTLF1OV3E4cjBv+ghKH7Oxsl2oQ3E0crkwSCnu\/KwK9xuGtDzPw3Qrraj83NYvC6P5NvbpkYijXOFxp\/dZj+Ou7G3HmnG1HaZnacWe7aPVaTjHO1zeHMTPHE\/H6PeMoXvrXhrxRy9jaFTD52ZaqhifYSLw4n9p1gR6vf83bhk\/tls+WDT1loYvO11fXPZ7Fz5d5jJl5AVfjIEullitXDh988IGqdTBIImCmBiE62npzlZ5uW\/JPyFSkgv4b0m+\/DKuQEY6oqCjdCi27D57OSxrEA7fW5jrrxahFbGW88afm+XbSldVoZi\/YpVtE\/m3jtmMYNeOPvKShdtVwjExuEpRJA4WeZ3o0UAXSBlm29Y05W9TS5URkTpG+FeSp\/4YNGzBkyJC8WgMZPYiMjES3bt30uwon2aUkAvPnz9c91lWTJPvs0aOHakv9gvy3DVe+Py0tTSUO7du31z2h5YsltoLotk0i0TLO8eo+5D0J9SthXEoLNKlbUfdYN86SObWnzlzUPUT+54ffD2K4JWk4fc76OZV54aMeb6KSB6JgcecN0Zg8pCXq1yyve6D2O5LC6Zzj53UPETlTpMRB9luQAmlJIOS1HLJ86rhx41C9uutDgMaUJiP5kKRg9uzZBc51k79DahyM96empqoN40JxWoOstZ62zJY43HtzLY42+Eh0VFmMG9gCHZrbNoRbuOoABkxYi407bXNsifzFj2sOqdGx46cuqHbFcqXwyuNN0aCWbT18omDRpG4ltaxwp9bVdI91k8PBk9aqqXpE5Jxf7OPgDwK1xuGdL7fjY70CSqu4KngzpXmxJA6scSjctC+24nO7kSDRN7EOku+sq1tUGLksscbBde7Ea+73uzHja9tUDZn3\/fqfmuHaEBixlHhxPrXrgjFecxbuwn++2albVrLTtOw4XVT8fJnHmJkXkPs4CKlpkKlEw4cPx9ixY9W0ISoeR0+ez3dzytEG\/5FybyxefrRx3nKtQmoekv\/+OxaustUEERW3s+cv4dVZm\/MlDddUL6c2iwyFpIFIJHWug9GPN0Vlu2v09LRtGJeaoVtE5EiREgepRZCaBilkFmfOnFHThoYNG5avYJq8Q2obLly0ruQjQ7AdW9imyJDvdbq2GqYPu1atcmXYc\/C0Ksp7YdoGrMnk0DgVr29+249+r63Cj2sP6R6gXdNITHq2pbqGEIWS9s2jVN2DfV3gt8sPYNCktdi+75TuISJ7bicOkhgsWLAAN998M6ZOnarqFOR48cUX1YpHCxcu1O8kb5CnhvajDffdXEu\/In9SvUoZjH68CXp1rIjISrYnW2uzjuLF6RuQMmEtvliarTaQI\/IWqbV5wfJ5G\/9RJg4fs9XbyHXj1ScTULm8d9e0J\/JXsgjAuJTm6NHB9h26eecJDJ60DovX2BJsIrJyO3HYvHmzmpP2wAMP6B6r1q1bo23btlctr0qe9eWyvTh5xlrQKOut336dd9ajJs+4tVk5vP9yG\/S54xrdY5Wx+wSmfr4NDwz\/DWNmbbYkg9nIyj6pf0vkvh37T+P9+bvw5Jur1epea+1GuORm6S9JjdSUOiICBt8fiyEP2paAP3PuIsa+v1mtjkdENl7ZAE6mMMn0JVc2gPMXgVYc3e\/1Vcg+dEa9fu6hhuh2o3U\/jOLC4mjXySlmX7gq\/26f\/LgH81ccUCNHjkRULI1qVcqoUYrISmXyzcMNFTJyKUs7kwssn7GcnFxcCKuAA0fP4kDuWeTYjSzYe6RLHfTrGtpF+izENCeU4rVh2zGMS81U+yMZZKU82Qeikosjc\/x8mceYmeer+7Airar0xBNPqGVRBwwYoHugbpAkmWjevHm+fn8XSImDrLv++uwt6nWU5aYydVRb9bo4MXFwnZxijla8kaRBkof5K\/Zj084TupfI8yqEl8Itraqi120xqhA61PEmxZxQi9eJ0xdU8rB0\/WHdA9SuVk4lDy1jK+uegvHzZR5jZp6v7sNKjrLQr93y9ddf44cffsCvv\/6KRYsW4bPPPlP9\/fr1Q9WqgVOsu337dtSvX1+3\/Nvkz7aqJ4riIcuNgCzDWtwOHz4cUP++viYbFF4ZL1n+snGdirj7xpq4pWU1tXZ+ufCS6kuLNQ9UVPL5uqVVNTzata6aliRF+qE4clUQR+ckFSyU4iU7psviFvJUdV3WMdUne53Ig56ISmXUddsZfr7MY8zM8dV9WJH3cZApS8uXL1fTCkRCQgI6d+5sagM4fxAoIw6yEo8U1Ro+GnVDvqLb4sIRB9fJKWZ2jf1DR88h97gc55Fj+XlCb9BlKGhzxGAhMTt06FDAXUd8xYhXk4YxqBFZVhXlV48oq39LV5J48emm60I5Xj+tPYS3UjNx2u5hzj031cxXD3Elfr7MY8zMC8ipSsEkUBKHV9\/frHZ7Fc4uXt7ExMF1coqZTRxCHWNmDuNljsSLNymuC\/V47dx\/Sk1dSt9xXPcAzRtUVlOXHE394+fLPMbMPF\/dh5laVUlGF1w95EuMPGvXgdN5SYOQxIGIiIi8p250ebXXyd12i5BIEfXgSWvz1UEQhQKXRxwkGZBVlFwVFxfHVZU8bNoXW\/P2bpD5yq\/0b6pe+wJHHFwnpxifBpvDmJnDeJkj8eLTTdcxXjZfLN2LqZ9v1S0rWaVMViszMF7mMWbm+f1UJdnwTfZucFWFChXUng6Bwt8Th1NnLuLBEb\/h\/EXrP9fYpxJwQxPfLVXJxMF1corxps4cxswcxssciRdvUlzHeOUntYZvpWZgf451kRIhCxHI1KXyZUsyXm5gzMzz+6lKUqTYsWNHl49AShoCwTe\/7c9LGuLrVPRp0kBERBSqrm1YBf98tiVuTIjSPdYiapm6lL7dVgdBFIzc3jnaIE+50tLS1FSmohg\/fjySkpLyDlf\/eyNGjFDvl\/8NwezrX\/fpV8g3z5KIiIiKl+yhNOaJpnj49mt0jxRRn8aQyess39f7dQ9R8ClS4iA36yNHjkRqaiq+++471SeJxMCBA9VPV0nSIDtNz5kzRx1dunRR9RQyDFMY+ftlHdtgt2xDDnYesO5iKTtX3tWOiQMREZGvPdGtHl7qG4\/SpWy3UxM\/ycLHy7ipJwUntxMHqXmQG\/fevXsjJSVF90LNT2vbti0WLlyoe5xbuXKlShYMycnJap36n3\/+Wfc4Nn\/+fPTp00e3gte3v9meXshmYSWCfA1\/IiKiQHHHddUxeUhLNLrGtjHcovWn8OK\/NmBfzhndQxQc3E4cpFA6JiYGPXr00D02DRs2RHZ2tm4VzpiSJBvH2ZNVmWQXwYLMnDkTUVFR6NChg8c2w5LiHH87srJP4Ld0WxzuuqGGw\/cV9yEc9fNwfDBe5g\/GzNzBeJk7GC9zB+NV+BFbqzwmP9sCXdrUULESazKOYvCkdfhl42GHf4ZH\/kM46ufh+PAVtzeAkxv+zz\/\/HG+99RaWLVumpioZy6\/KSISMIriyHKuxzOvo0aPzVdNL7UJERASGDh2qe\/KTugYZ6ZBC7L59+6JXr17o2bOn\/q15sqqSJEL+5qOlx7F4g3Wa0nVx4XgysbJ67WvysQn23Ys9xTjFGC\/XMWbm8Zw0h\/Eyh\/Fy3cK1p\/DZL\/mnKvW8oQK6XldBt8gRfsbMkXj5YlWlIu0cPWjQIPXEv06dOnmJg0wf+vDDD5GYmOjSNCJ3EgepiRDG7zyVOPjbcqyyxf1DI5fj7PlLqv36083QpnGEeu1rXI7VdXKKcalMcxgzcxgvcyReXPrRdYyXORKveYvSMXfJKRw+dk73Wqc0yZKt9vUQZMXPmHl+vxyrI0888QQWLFigbvyluFlGAWQKkTy591btgXw5ymhG9+7ddU\/wkiVYjaRB5k5e7ydJAxERERUsoU4ZTHmuFdo0ti2d\/v3vBzFo0jpk7GbhNAWuIiUOslfDG2+8oYqZpbhZjhdffNHUjtHR0dYVgtLT09VPgyQiUudwJeN9spqTsXSrZKqyspOs5hRM8i3B2i4aHMAjIiIKDNWqlMHrTyfgwU62adBbs0+q5GH+igO6hyiwmEocZCWl1atX65aVbAwnCYMkD3KY3fhNhqUkQZApTgYZtZBkwCi8NvZ4EDIdyVi21ThkTpys7jR16lT1nmAgm8ns2G9bgvVOLsFKREQUcP7UvT5efLhR3vz9S5cu480PM\/DOl9tVmyiQmEocZCWlN998Uz3Znz59+lVJhLuMEQpjBEGSiNmzZ4d0kcyXP9tGG7q3r4VSJTneQEREFIi6tK2BKUNaIra2rUD648V78Nd30\/PVQRD5O9PF0XJTv2HDBjWVKDc3F7Vq1UKbNm3UEchFLf5UHL1+6zEMnbpet4DZw9uiRkQZ3fIPLI52nZxiLFw1hzEzh\/EyR+LFQkzXMV7mFBavcxcuYVxqJn74\/aDuAapHlMWwXg1Duo6RnzHzAqY4WqYlyWpGMi1I6hlkzwZZGUlqDoYNG4a5c+eqLzBy35c\/79WvoHaJ9rekgYiIiMwrU6oE\/q9vPPrfXU\/3AAePnMVL72zEJz+6tv8VkS8VuTh6wIABDpMIY8lUMmf3wdNYtPqQbgH33FRTvyIiIqJg0OeOa\/BK\/6aoUrG07gHenrcNb6Vm4rLbi+QTeV+REgd7kkRIkbMc4eHhahoTmffVL7bahnZNIxFfx7aFPREREQWHm5pFqbqHaxtW0T3Ad8v3Y9Cktdi295TuIfIvRU4cpOZBRhf69++vVkPas2eP2vztscce0+8gV506cxFf2RVF39Oeow1ERETBqmZUON4c0Bz3dqyle4Atu05g0MS1WLTaVgdB5C\/cShyuTBakUFqSBdn9edy4cWrzNxa4mCe1DcaGbzLScGNClHpNREREwWvgfbF47qGGumUton7tgy2Y8fUO3UPkH0wlDrL8qn2y0LZtW1XbIDUOTBaKRtZ1\/uwnW2EUaxuIiIhCR7cbozFpcEvUqVFO9wBzv9+NETP+wNGT53UPkW+ZHnGwTxakMNrshm\/k2Mc\/7kHOceuFoXa1cLWaEhEREYWOhPqVMGVIK9zSqpruAX7ZmIPBk9ZhbdZR3UPkO6YSB2MVJSYLnnXx0mV8arcM20N229MTERFR6CgfXhLDH2uMx7rW1T3A3sNn8MK0DUhbaluuncgXilwcTUX3yeI9yNWjDTHVwjlNiYiIKMQ92qUORvRrggqWRMIw5fOtmPRJlm4RFT8mDj524eLlfJu+cLSBiIiIxM0tq2LykFZo1qCy7rEu2\/7clPXYefC07iEqPkwcfExGG46csI42XFO9HLpxtIGIiIg0KZaeOKhFvvuDjduO4dmJ6\/DTusO6h6h4MHHwIRlt+NRuJaUHOdpAREREDjz3YBwG3RerW8DJMxcw5r+bMOu7nbqHyPuYOPjQhz\/szhttqCOjDTdyJSUiIiJyrGfHWnhrQHPUqhque4D35+\/CK5YE4uTpC7qHyHv8JnGQDeWSkpLyjqVLl+rfXC0jIyPfewcOHIjLly\/r3waGg0fOYbblZDdwtIGIiIicadWwCiYPaYmbmtk2iV2y7rBaslWmMBF5k18kDpI0yIZyc+bMUUeXLl0wbdo0bNmyRb8jv1mzZiElJSXv\/UeOHMGECRP0bwPDrPk7ceGSNdlpWq8S7uZoAxEREbmgSoXSeKV\/U\/S54xrdA+w6eFoVTUvxNJG3+EXisHLlSpUsGJKTkxEWFoaff\/5Z9+Q3ZswYdOzYUbeAxMRElXgEyqjDhm3H8N1v+3ULeKRLHf2KiIiIyDX9766Hvz4Sj7KlbbdzslzrlM+26haRZ\/k8cTCmJCUkJKifhri4OOTk5OhW4eR9UVG2ITt3SeJRHMcH83fBSHFubVUNbRtHOHyfPx\/CUT8PxwfjZf5gzMwdjJe5g\/EydzBe5o7ijFena6vhn8+2QOM6FdXfK9KW7cUL09arjeMc\/Rl\/PISjfh6OD18Js\/zlvvvbLSRxkGlJo0ePRqNGjXQvMGLECERERGDo0KG6p2B9+\/ZVow4yUuGuxYsXIybG+3UGyzPOYOb3tjmIL\/eKQkxUKd0KHPKxkVEhcs44xRgv1zFm5vGcNIfxMofxMscX8ZLL5gc\/HsMvm87oHqBieBgeva0yWtQrq3v8Fz9j5ki84uPjdav4BHziYNRHTJkypUgfOEkcOnXqpFve8\/jff8duvWlLr9ti8NQ99dXrQCP1J774wAYiOcWkoJ\/xch1jZg7jZY7EKzMzM993DhWM8TLH1\/GSTWXfnrdNt6xkSpN9PYS\/4WfMPF\/dh\/nNqkrumDlzpqqPKGrSUFxmfL0jL2moUrE0+nZmbQMRERF5zoO31sbfn26GalXK6B7r\/cfrs7fg3IVLuofIPT5PHKKjrasJpaenq58GGUWQOoeCSNIwf\/58jBo1KiCShvVbj2Hu97t1C3i0Sx2UDy+pW0RERESecX3jCEwZ0gptm0ToHuCH3w9i0MS12LzzuO4hMs\/niYMMS0mCIEmAQZICGbbq0aOHaht7PBiMpEGmNwXK0Pw7X27Xr4B2TSPRo0Mt3SIiIiLyrKpVyuC1p5rhIbt9orbtPaX2e\/huuW1lRyIz\/GKqkiyvKowN3SQpmD17doEjCUaSMXLkyLw\/I0daWprq9zeyHfwmneHL\/6WnezSA\/4+REBERUaB7unt9vPhwI5TQNx5S2PpWauZVdRBErvB5cbS\/8FZx9KYdxzH4n+t0C3jGkjQ8cGtt3QpcLI52nZxiLFw1hzEzh\/EyR+LFQkzXMV7m+Gu8MvacxLjUDGRZfhpkStOwXg1RPcK3qy7xM2Yei6OD1Dtf2aYoXR8fERRJAxEREQWWRjEVVN1D5+tr6B5g1eYjaurSik25uoeocEwcvGjaF9tUUbTh6R6BufQqERERBb5SJcPwl6RGeLKb7X7k8LFz+Ou76fh48R7dQ1QwJg5e8s1v+\/H5kmzdAv7UvT5ia1XQLSIiIiLf6H17DF59MgGRlUrrHusiLm\/OzcClS5zBTgVj4uAFm3aewPiPMnUL6NKmBh60W9WAiIiIyJdkhcfJQ1qhdSPbkq3zVx7AoEnrkJVtq4MgssfEwcPOnr+kio8Mja6piGG9WexDRERE\/iU6siz+8Uwz3Hezrf4yY\/cJVfewcNUB3UNkw8TBw96yJA3b951Sr2Uu4bDeDVGCUSYiIiI\/lXJvAwzt1VC3gPMXLuGNORl47387dA+RFW9pPWhcaiYWrz6kW1AnYVxt1jUQERGRf7urXTT++WxL1K9ZXvcAqT\/sxsvvpWPv4TO6h0IdEwcPmfxZFr6124kxqfM1SGxjW\/KMiIiIyJ81rVcJk4e0xG2tq+seYPkfufjTuDX4bjmnLhETB49496vtmLdsn24BD95aG4\/fVU+3iIiIiAJDeJmS+Osj8Zb7mLq6Bzh99qKaii2rLp06c0H3Uihi4lBEsnzZR4tsax93b18Lf+rRQLeIiIiIAk9S5zqqcLpedDndY111qf8bq9WS8xSamDi46fS5Sxg1c1O+DVNk2dVnH4jVLSIiIqLAJUu1vv1Ca3RvX1P3WDeMkyXnX5y+ARu22Ta5pdDAxMENWXtO4rnJ67Bs\/WHdA3S+vjpe7MNlV4mIiCh4lCwRhmcfiMPLj8ajZlRZ3QusyTyK56esx5sfZqglXCk0BGziMHz4cCQlJeUdW7Zs0b\/xrrSle5EyYQ222m2O0q9rXfwlKV63iIiIiIJLp2urY9Zf26jFX+zNX3HAcl+0Fq++vxkbOQIR9AIycZCkQcyZM0cdbdq0wahRo3D5sve2SV+1+Qie\/ec6TPl8K4zd2EtYsvCX+sbjkS51rB1EREREQSosDGrxl\/f+3Bq3tKyqe61+XHMIz01ZjyGWe6Uvlu7F0ZMsog5GAZc4ZGRkICsrC127dtU9QPfu3dXPefPmqZ+e9POGHPx99ha89M5G\/LHjuO4F6tUsj0mDW+KO62xLlhEREREFu3rR5TG8XxNMtNwH3dIqfwKRbrlXmvr5Vjw44je88t9NmLdsb97GuBT4Ai5xSE9PVz87duyofopGjRohKioKubm5usc8GUTIOX4eGXtOYrEla57wUablQ78cI\/\/zB77\/\/aD1TRayG3T\/uy3Z9out0aRuRd1LREREFFqa1a+E4Y81wbTnr0Vim6sfpC5ZdxiTP9uKp95cjb5jVmLMrE2Y+e1OLFx5AJt2nsC+nLPIPX5OLffqxUkj5EFhl705v8cL0tLSkJqaqqYo2Rs0aJCaspScnKx7zEkctky\/KljXG6LxWJc6qBFpKw4KVVJTEh\/Pug5XyCkmI2WMl+sYM3MYL3MkXpmZmeqhEznHeJkTyvE6cfqCevj6w+8HsX6r+XqHbjfVxHMPxukWFcZX92FMHLSCEoeqFS+jSa1LSKh9GTUqMx0mIiIicubQiTDsOBSG7ZZjx+ESOH1O\/6IQJcKA\/7vnvG5RYWrUqIGEhATdKj5MHLR7\/u8XlCtTEhEVSyOmejlcUy0cNzaLQvMGlfU7iIiIiMgdMjVp98HT6th14JTl5xm1C\/WZc5fUcf7CJdzZLpojDn4u4BKHpUuXYtq0aUhJScmrc5Ah+pEjR+brIyIiIiIizwm44mhJDCIjI\/Hdd9\/pHuDLL79UfR06dNA9RERERETkSQE34mCQTd8MkjRMmTIFYbLAMBEREREReVzAJg5ERERERFR8AnLnaCIiIiIiKl5MHIiIiIiIyCkmDkRERERE5BQTByIiIiIicoqJAxEREREROcXEgYiIiIiInGLiQERERERETjFxICIiIiIip5g4EBERERGRU0wciIiIiIjIqbDLFvp1SEpLS0NqaqpuAV26dEFycrJu0ZXGjx+PlStX6hbQu3dv9OzZU7eoMH379oWcbqNHj0ajRo10LzkycOBA5Obm6hYwatQoxMfH6xbZ4znpGjn\/YmNj8corryAsLEz3AhkZGRg5cqRuAXFxcVe9JxTJOSimTJmSLxYzZ87E\/PnzdYvfmQbjPCzs+m5c11JSUtCxY0fdG5qMe6+CrlcjRoxAZmambiHkY2Zcp9q0aYOhQ4fqXqsr72MdvceTQnrEwQi2nOhz5sxRH0y5IEo\/XW3p0qXqojd79mwVL\/nCkPjJB5oKJ18qERERukWFSUpKQtu2bdVnzDiYNDgmn6usrKy8OMk1TM5JOVfJSmIhnylHz8iML2O5eTFiuHXrVkyYMEG\/I\/RITCRe9om7QX63YsWKvFhJ3OQ7M9Q\/b5IQ2CfvjkjCRVZy3bK\/0b3SoEGD1Pel8TmTI5STBrkntX+4Ye\/K+1g5Vq1a5dXPW0gnDnKiS2ZmPB2QD6Y8bXJ2AQhVEp8xY8bkPX0ynjKlp6ern+SYfNnKZ6pPnz66hwoiFzs5B\/kE0zVycyfxMoT6U0xHpk2bph5yyLX+SsuWLUNkZGS+J56JiYnqfA3VwfiJEyeqWEnMriTflVOnTtUtqLhJ\/OyfDIcauQkWkrQXZsGCBfwOsJAbXTm\/5EbXEfm9nHvPP\/+87gltcv8giYEk6fbXeoN8B8g5aD\/K5eh9nhTSiYM8qbsywNLOycnRLSqMfKBF1apV1U9y7P3333f4JUxXk6eZ3r7oBROJlXwJG+eiJF7yJcIEwkaewBWUiDr6DmjYsKH6acQ01EhiYGaag3HjEqokVvbJlCOSXFx\/\/fWIjo7WPaFLkk05JwuaziXXMzknQ32qoEHiJPGSuDmKiVyv5Bw0ZsrI6J8k8u3bt1dtb2BxNLlNntYJ3qQUzDiJ+\/Xrp3uoMHIBlJs5mSphHMYTPbqa3BBLUirD2BIrSbyc3cQQeYpxs5KQkKB+0tWMEed77rlH91Bh5MGtfA\/YfwcMHz5c\/5auJPdfxhRViZWMsHq7JpCJA7lFLoYyt1WGz6hgc+fOVTHi0xPXydNLY66mDGfLl65xg0JXk2RByPQS+cJlokXFRW5WJHEt6Okx2UacWadljlFLKYc8TGKNSMGWL1+ufhrTMSdNmuTVqZZMHMgt8oRTLoaOVkMgK+Nmt0ePHuonucZ+6ojckMhQrHxx0NWkKFPiJV+uMmXCSLT4JUveJp89uVFhPVLBOOLsniunKsnnjN8BjsmDIomN8R0gPyV2siqVt5KHkE4c5MnmlR9GaV8555Xyk2UN+YXhnHyW5AmwxMsYQhSSdPGpsGNy7knM7MnQdVRUlG6RQUb9JFY33HCD7rEmWhJD1mm5xtF3gNzoST+fohdMkgY5J7255GMwMIrGje8AY2Uc+S7g9BvHHF2\/5DoXynU0hZHrl6xCaE\/uz7z5HRDSiYME276wUJ4OyD+C\/Rcx5ScXQCny4heGc0b2bxzGqhvyVJjxc0y+NOzXiJdRG7kAerPQK1AZN7bGMLWQa5lcw5houUau9XJTYj8VTla\/ke8GTi90zEgaZIU9Kpw8XLP\/DjBWEpLvAsbPMfkOkPuyLVu2qDbvywon56IxXdUg8fPmd0DIbwAnT34lyAY5oVns65hMf7C\/qTPIkwAWZDonF0B50iRfHnyaWTCek+bIk0x7MoWQo4E2V8ZH2F+zJGmwX1M+1OMnicGVo35C5pzPmzcvX6zsyY1xKLryemVwdN2SxF5GHUL5mnbl+WawP++uvNeQOsFQnRZtfGauJAmWkXzK6JX9yKn8zpubWIZ84kBERERERM6xOJqIiIiIiJxi4kBERERERE4xcSAiIiIiIqeYOBARERERkVNMHIiIiIiIyCkmDkRERERE5BQTByIiIiIicoqJAxEREREROcXEgYiIiIiInGLiQERERERETjFxICIiIiIip5g4EBERERGRU0wciIiIiIjIKSYORETkVzIyMpCUlKR+OjN+\/Hh1EBGR94VdttCviYgoyMlN9sqVK3Xrar1790ZCQgJGjhyJLl26IDk5Wf+m+MycORNZWVkYM2aM7inY0qVLMW3aNIwePRqNGjXSvURE5A0ccSAiCiFDhw7FnDlz1CFJghg1alReX8+ePVWfiIyM1K+KlyQ2bdq00a3CdezYEVFRUVi2bJnuISIib2HiQERE+ciT+yuTiOIiIwg5OTlo2rSp7nEuNjZWjVAQEZF3MXEgIqKrSI1BWlqablnbclM\/cOBA9dr+90ZbDkd1CX379s37vfz5whw+fFj9vHLakaO\/1xAXF8fEgYioGDBxICIil0gtQZ8+fdRohNQ\/pKamqht5qS+QPrmBnzhxon63lSQNiYmJeVOh5D2FJQ+SAMh77EldhkxHMv4bMpXJvjyvatWq6qcrxdREROQ+Jg5EROQSqYmQmgLRoUMH9TMlJSVvdEDqEnJzc9VrISMDERER6Nevn+4Bunfvrt4joxeOHDlyRL+ykffb11tI0XRYWJhuAdHR0ern\/v371U8iIvIOJg5ERORRxpN\/GT2Qm377qUqyWpNZXbt2VaMMjqYp2TOmORERkXcwcSAiIq+RaUezZ8\/Om2ZkHMbIhSvkvfJn7KdHOVpJ3JiyRERE3sHEgYiIvELqEswWLcvUpoLInhKSQIh58+apn8KYomRMWSIiIu9g4kBERF4hN\/pSizBhwgTdY53GVFhxtKNkQ0YYDEZthP3oQkErMRERkWcxcSAiIq+RaUqrVq3KV+MwdepU\/durNWzYUP20XyFJCrCNPy8rO9kXaQtHKzEREZHnhV12NFGUiIjIRwYNGqRWaJIRC1eYfT8REbmHIw5ERORXJAlwtTbC2GnaWB6WiIi8h4kDERH5FUkCJHFwZUO35cuXq0SD9Q1ERN7HqUpEREREROQURxyIiIiIiMgpJg5EREREROQUEwciIiIiInKKiQMRERERETnFxIGIiIiIiJxi4kBERERERE4xcSAiIiIiIqeYOBARERERkVNMHIiIiIiIyCkmDkRERERE5BQTByIiIiIicoqJAxEREREROcXEgYiIiIiInAD+HxKb5Ji2M078AAAAAElFTkSuQmCC\" alt=\"\" \/><\/div>\n<div>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref60670390'><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref60670390'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><![endif]-->3<!-- [if supportFields]><span style='mso-bookmark:_Ref60670390'><\/span><span style='mso-element:field-end'><\/span><![endif]--> Dynamic Profile<\/p>\n<p><!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60670390 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 3 shows a profile when a dynamic model has been used to plot the kinematic<br \/>profile of the lift. This level of complexity is achieved when the lift changes<br \/>its target velocity mid journey to slow down or speed up the car based on the<br \/>location of the other cars in the shaft. Each update contains a target<br \/>velocity, jerk0, jerk1, acceleration and a displacement. These update<br \/>parameters either replace current\/future parameters or create a new phase.<\/p>\n<p>This model provides more flexibility than the asymmetric<br \/>profile, giving more control of the location and motion of the lift car to<br \/>improve the performance of the system. For example, if a higher car traveling<br \/>up has been delayed longer than expected, a lower car might need to reduce its<br \/>velocity until the path is clear for it to accelerate back up to speed. This slow<br \/>down option makes it more acceptable to start the lower car before the upper<br \/>car is guaranteed to be moving out of the way. The increase in performance is<br \/>particularly valuable to multi-dimensional lift systems with more than two lift<br \/>cars per shaft.<!-- [if supportFields]><span style='mso-element:field-begin'><\/span> CITATION Ste18 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<h2><!-- [if !supportLists]-->1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Three segments of a profile<\/h2>\n<\/div>\n<div><img decoding=\"async\" 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\" alt=\"\" \/><\/div>\n<div>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref70063045'><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref70063045'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><![endif]-->4<!-- [if supportFields]><span style='mso-bookmark:_Ref70063045'><\/span><span style='mso-element:field-end'><\/span><![endif]--> <a>Period, Phase<br \/>and Profile labelled profile<\/a><\/p>\n<p><!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063045 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 4 shows the kinematic profile of one symmetric journey. The first period and<br \/>phase, and the journey are labelled.<\/p>\n<p>\u00a0<img decoding=\"async\" style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\" 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\" alt=\"\" \/><\/p>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref70063565'><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref70063565'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><![endif]-->5<!-- [if supportFields]><span style='mso-bookmark:_Ref70063565'><\/span><span style='mso-element:field-end'><\/span><![endif]--> period labelled profile<\/p>\n<p>\u00a0<\/p>\n<p><!-- [if supportFields]><span style='mso-no-proof:yes'><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063565 \\h <span style='mso-element: field-separator'><\/span><\/span><![endif]-->Fig. 5<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600370030003000360033003500360035000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-no-proof:yes'><span style='mso-element:field-end'><\/span><\/span><![endif]--> shows the jerk profile of one symmetric journey. Each period has a different jerk value and the period count resets to 0 when the car enters a new<br \/>phase.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref70063726'><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref70063726'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><![endif]-->6<!-- [if supportFields]><span style='mso-bookmark:_Ref70063726'><\/span><span style='mso-element:field-end'><\/span><![endif]--> phase labelled profile<\/p>\n<p>\u00a0<\/p>\n<p><!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70063726 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 6 shows the velocity profile of a dynamic profile. The phases have been labelled to demonstrate where phases start and stop on dynamic profiles.<\/p>\n<h1><!-- [if !supportLists]-->1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Overview of previous research<\/h1>\n<h2><!-- [if !supportLists]-->1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Previous Work<\/h2>\n<h3><!-- [if !supportLists]-->1.1.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Analytical Method<\/h3>\n<p>Peters provided a set of equations which model the kinematic<br \/>profile of a symmetric journey<!-- [if supportFields]><span style='mso-element:field-begin'><\/span>CITATION Ric95 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[1]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->. Each journey is<br \/>divided into seven periods, each with their own set of equations. Each equation<br \/>does the entire integration including the addition of the starting value at the<br \/>previous period. This model provides a straightforward set of individual<br \/>equations which do not approximate each integration. These equations are<br \/>transparent and functional but very long and lack flexibility. This is also the<br \/>method described in Annex 2 of Guide D <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>CITATION CIB20 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->[3]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<p>Gerstenmeyer provided a set of equations which model the kinematic profile\u00a0<br \/><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">of an asymmetric journey<\/span>\u00a0[2]<span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">. This uses similar<br \/><\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">logic to the symmetric model however allows four different jerk inputs and two<br \/><\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">different acceleration values for the two phases involved. Whilst this improves<br \/><\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">the flexibility of the model, it also makes the equations even longer and harder<br \/><\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">to implement.<\/span><\/p>\n<p>\u00a0<\/p>\n<p>In the cases where a lift cannot reach the inputted velocity<br \/>or acceleration, Peters proposed alternative models called \u2018case B\u2019 and \u2018case<br \/>C\u2019<!-- [if supportFields]><span style='mso-element:field-begin'><\/span>CITATION Ric95 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[1]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->, Gerstenmeyer however proposed using the same<br \/>equations by first reducing the velocity and acceleration to the maximum<br \/>possible values that can be reached<!-- [if supportFields]><span style='mso-element:field-begin'><\/span> CITATION Ste18 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<h3><!-- [if !supportLists]-->1.1.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Computational Method<\/h3>\n<p>Computational integration methods include quadrature rule,<br \/>generalised midpoint rule, adaptive algorithms and extrapolation. These methods<br \/>use calculations which approximate integration to find the profile values<br \/>without long equations. This method is far more flexible than the analytical<br \/>method as it does not rely on period separations. However, the approximation<br \/>required in the computational method decreases the accuracy of the profile. <!-- [if supportFields]><span style='mso-element: field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>CITATION Cro15 \\l<br \/> 2057 <span style='mso-element:field-separator'><\/span><![endif]-->[4]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><\/p>\n<h2><!-- [if !supportLists]-->1.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Authors\u2019 contribution<\/h2>\n<p>The authors have derived an alternative set of equations<br \/>which map onto the existing equations but allow for more flexible input<br \/>parameters thus allowing the controller to have more flexibility over the shape<br \/>of a lift\u2019s kinematic profile. The new equations use a combination of analytical<br \/>and computational techniques and use the Gerstenmeyer method for dealing with<br \/>invalid input parameters<!-- [if supportFields]><span style='mso-element:field-begin'><\/span> CITATION Ste18 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<p>\u00a0<\/p>\n<h1><!-- [if !supportLists]-->2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Functional Method<\/h1>\n<div><img decoding=\"async\" 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p\/ZSaCcUOipmRhwoFbyVFHHZVWfUdcRQ33IcLm8ccfN6EoUoNrEKvByy+\/LFFTiOQkag4++GB30kkn2aIG4Aq24447muXkuuuuM1FDmm8Wy1g081AAFmsgZRaqVatmcVuIGoQ8eFFDWvhnnnnGXCL5XhL7kNnPx\/WQiW3\/\/fd3p5xyisXE1q9f39ozDQQNgu7LL780116EnBBxQqImj+DLSwfKClHFihXDVpEK+CYzgNx8881m4o4bEjUiJ+IqaliZZrWbeD9cQ7VQkxqcMxIdsJqPVSCOxEnUsKjosxwiQvbZZx+zzkRFDW24k3n+97\/\/mXsjMTjbb7+9WWqwQmxM1OBNwDZxO\/MJSHBTI5aHTH781tRwIqMfwfWZwsSJE80ND48U3PCI\/aVOlRBxQqImj5BmElGD2TqnGgti0zABIFXmLbfcYikk44ZEjciJuIqawYMH26r2hRdeKPezfMBwx+T4iy++cNOmTQtb40WcRA2Z8UgwAYgQ3NCwnERFDcWvGV88WFWYc2B5QNDUqlXLLC4IFA\/po3E\/86IGEXT99dfb9ybHgVIXiwk\/20VAkWKcunRxZ9KkSTYJPO6449wRRxxhmSX32GMPiRoROwpT1NDJb5KRI0cGiQ4hWLNmTdgSD8aPHx8kOv5g3rx5YYtIlenTpwedO3cOxo4dG7bEi8TEJejUqVP4TIi1tGvXLkhMgMJn8WHQoEFBYvIYu744nbj11luDhg0bhs\/iR2JCH4wePTp8lh6wPxUrVgyefPJJe\/7nn38Ge+65ZzBgwAB7DgkREjRq1ChIiA97vmjRIruWa9euHXz66afBsmXLggkTJgTbbbddkJikB6tXr7b3Mf7stddewYwZM4KEMAoSQiaoVq1a0LVr12DlypX2nsceeyzYaqutgm+++ca+Z9WqVfZe7nH+537p2bNn0KZNm2D+\/Pn2mTgzZcoUO\/5hw4aFLUHQt2\/fIDE5DJ9lDgnxGySEafhMZCJDhgwJEqI8fFYwlNJZCFFk4AKCtU8UHrjfsOot8gfphkXhkphL2DXJ\/e6fY0nhWvXQRsazaIFM2sqXL28eFV26dDFrT9WqVS2Zg4+NoXgsFhjcx4jRwdLCe5YvX26vQ8uWLV29evVsG7i34ZaF9YhCslgx+CzeJliR4l4AllghrDJYZDi2TIbrB6sk1j1ipkge8dNPP1l8lhA5IVEjhChSmISMGjUqfCaEyDQaNWpkmbcOOOAAe457F+5ghx56qD0H4piIzSRpiIdENGRCI\/sZcTPE3wwbNmw9V2cECXVmcCNme4899pj1KcSW+YKT1JOjjZgZsqfhsoZb29VXX23b7dSpk7m4EHsSZxBrZHNFuGW6oAFipIiN5jcl9IGYQhJPcPwUHcUlMbmukchuJGqEEEUGq62sqvXr188K5AkhMo+aNWta7OVOO+1kz7G+EE9DjIeH2BcSBzRr1ixsWZuNjtV4LC3UsKJmTU4pl7G4YLHhdZJkHHjgga5jx47rxfiSBpr4Haw+WGOIo2WVn+2STr558+axiglOZsqUKWbBoo4Pk\/xsgHTfZK3jN2UMIT04md5IFMH1RLpu4rIQu7xOoVYKrFK\/SGQnEjVJsHJE4S9fkVgIkX9wL2Fy0a5dO8tQJGEjhADvjqYJ6KYhqQXuVwiaI488MmzNfKg1hKD1YAHEKoeoQ8RgfcOyh+hZtGiRWbFwYSSRxG233ebef\/99c9djXieyA4maJCjQRcdBZiQhRMEhhoHCelT3pkaIhI0QAnc0LDdYXETukOXs2muvtRiabBI0jBvffPONWfFyg\/TdtWvXtlgqskJSmxD3RAq\/4pZGGxY+RA4Z9siCOnPmzPDTIhORqEkC8zSpUr2vrhCi4OCChnsIhfUQNqTUFcUDAdO4aHzwwQdhixAlD+Ms7mQSNbkzefJkS3PL\/ZsNMTRRiKXBikdx1lTYbbfd3Omnn271jp566imzcHXu3Nm8bxA8pMBGBGHJIdW3EodkFhI1SUjMCFH4eF92XAmoF3HPPfe4r776ytpE0YLrCrVZ8MkXQsQD7lvq+SBooskVsgUs+sRoFaSmELFVxHCRPe3OO++0mBySDXBOycpJDBaxVlhyEEHff\/+9iR+5RMYXiZoEZBQZNGiQe+KJJ8z\/0lckFkIUPhTS6927t7kGyBWt6GGhhoQNWrARIh5E0zZno6ABiq+SBY+EAIUBC2tbb721JR7A7ZGCrZ999pnN+\/AiwHuAZBckISCL3oMPPuhGjx5tIQkiPmS9qCHnObnvybIxe\/ZsW0GePn26JgBCFCH4SeOKhrBh8BJFh6\/3IYRIf4ihIeA9G+rQ5AYZzLBURTPlFRW4tyFmBg8e7EaOHGnWG7L2MS7dddddlkEPdzYS3Xz++eey4qQ5WT3akX2FFIkNGza0PPmkfiT\/OUXD4pz6UYg4gCsaK2IMHHJFKzzI9ENtD9Le4loxfvz4QlvtFEIUHbiIZmsMTRTOAwvLFFQtTsjUSVIbPAmoe3T\/\/ffbHBHvgh9\/\/NEED7WYyLaGhQcBSgY\/5pIiPchqUeOza5Apw4sYJgGIHKlxIYoeLDbeFY17URQMqrqT0pQMP6Q6ZUDGtVbBsEKkN1gmKBaarTE0UViIqVixotU\/KimwcJNZDWsRlpwHHnjAvfXWW1ZktnHjxu711183Lx8SD1A0llid7777zs2dOzfcgigJst4vATETtcqsWbNG7hpCFCOsfJ1\/\/vlK91wIvPvuu+Y2QeV2Vh1ZsEE0in9J7vOFKGl82mYmydkuaCjGiuWeeBoy5KULzAsrVKhgIoc00ZT9QORceOGFrlq1am7o0KEmSrHikAwHS863336rBaViJqtn76VKlTK3DILyvPkQlU1gGK8JIYoHLDZe2CjGJv\/MmTPH3CFYSfRQgV2T+MyC8UqPknsUJsw\/WIQgzXA2u5x5cP+nxsxee+0VtuSdxYsXWygBrmMLFy4MW4uObbfd1h1yyCHuyiuvdEOGDLHkA9Rjq1OnjqXQx13t4IMPtvjR559\/3o5LFC2bJW7QTd6hmNlQpHfffXesBseff\/7ZVPNrr71mq5Y58fjjj7v+\/fu7AQMGmKkRpf3222+bibFnz57hu7IX0h5ieqVwFSsncYNOhN+Rolui+KF7ufHGG13Tpk3zNGBTQRo\/ZgaDvffeO2wtfNq3b28rbQxKcYLVP6pov\/TSS+aekQyuZmeddZZl9fFBts8884zr1q2bfZasP9kOMQtPPvmkrY7HEWq7MLaRxQnPAlG8MAdi4t22bdsCW0EZn8hyRsHvo48+OmzNH2yHAHcSDMQZRF7Xrl3dyy+\/bHOyVMD9iwKlLO4wl+OclBTLly93f\/31l7nSffrpp5ZdjWND8DAeElPKnIq56VZbbRV+KjthTCNmib65oGS9qAGyXowYMcJMnXRSZEKjgBMKO9uRqBEFIVVRAxREo2bA5ZdfXmTCJlNFDe4O9FsM7CzYEFtz\/PHHm8hhIi9RE39RQ8pZgpmZFOGqI4oXvDio+wQkF8ovTHBxOTvhhBPsfi0omSJqmI\/hyoWoSRU+i2tYrVq1rMbNK6+8kuOcFfFDe5MmTYrVK4caOPTFZFEjhvSff\/6xMYg4bsa6nXfe2TVq1CjrErsUpqhh0rFJRo4cGfTp0ydYs2ZN2BIPEgo5aNWqVTBv3rywRaTK9OnTg86dOwdjx44NW+LFtGnTgk6dOoXPRHFDn3HDDTcEw4YNC1vyxqeffhqcfPLJwRdffBG2FC7t2rUL5syZEz6LD4MGDQo6duwYLF68OGzZkBEjRgQVKlQITj\/99CAxUAYXXnghC1dBQuSE78huEiI72HHHHcNn8aNHjx7BJ598Ej4TJcGzzz4bDBgwIHyWOglBbffna6+9FrYUnL59+waJyWH4LL707t07X+d21apVQc+ePYMOHTrYPbLffvsFS5cuDV\/9F+azdevWDRo0aBC89dZbYWvxs3r16mDcuHHBiy++GCQEaXDSSSfZXIX51hVXXBEkhHMwc+bM8N2ZzZAhQ+wcFAaKiBdCpB2k0CTdM9ZhJQ9IjcSgaHFJWCjxLydlNqtg+OyLzEAWmpKlIG5\/ZDnDeo27WbYnBUgmMSe1vosYy1QhngYrP263xOMsW7bMLVq0KHx1LRMmTLBMZdWrVzdLWUl6HpF4gNhHsqdhoaCvJiYH91KsR1jaDz30UHf44Yfb6++\/\/77V7yFlv8gdiRohRFrCwEbQJfFuuFWJvLPrrruaMPRxNbjTUk1bCFFy4A7dt29fW2AoaAxNJoJbGC5Z++yzT9iSdyieTvwKn8WtDJFDm4fnuNJvv\/32JiZ33HFHc1FLF4irYX9YlELE4Dr35ptvWuFPElhdc8015sJNSAVx4O+9954JM5UfWR+JGpHxxCkOLNPg3Bfk\/JPumfSYCBtZbIQQceWXX36xiSkxNBI0OUO8CfGXZcuWDVvyDrHQBOETl4IlBhEza9Ysew3LJkJg+vTp64o9I358HRwsRAiHBQsW2POc+OmnnzbIqIZIffTRR928efPClsKD4qPEBhETiccCVihq5bRr186O484777T4oVNPPdUsPMRPiixJFDB8+HBXuXLlsFWkAumtyaYU10QBJDpgEHn44YeVL74EwE0DM3qnTp0KFAxL9pj77rvPsqLlZxUvmUxNFCA2TdwTBfznP\/9xZ5xxhmvVqlXYIoobMgoyNtIf5QUq5N9www1mISgqN9BMSBSAVWK\/\/fbLV1Y5Jvf8JsxXSWuPwHnwwQct8yOFiLlneM5vgFjgfOGKhlAhJTPZyZjfkgKf35X98JDtjgQsWHrYRw+JCZgf0ZfssMMOYWvxgJCaOnWqiZ177rnHEisgCOOIsp\/lkXHjxlmmGNKckv0sD4cqIvBbo\/7JQsVK+Z577hm+Eh\/++OMPt++++5pJF7O2KF6453gwELRp0yZszR903qRav+yyywrceUvUZC8SNaKgpCJqWFVn0kzsRFFaaOIuarCUIDjo41Oda2CJQYxwju+44w4TNbhyEZ\/So0cPyyxG2myyajKOICzp\/xkHEDUULd5yyy1tO0899ZT76KOPbN7LfuDmxQMrCYujbAcY1y6++GKrR8M2+XxJQCY1ri+EW1zHBImaPEKnc8wxx9jEpaQuuDjDb02gHWZchCE+qHED8zCrK1zDIv4w2DDokUo1P8XZPHEVNdyHrMiRgl7kDxZoKM43ceLEsCVeSNSUPHkVNcQ8XH\/99TYRLuqkAHEXNaNHjzaXKoQD7mOpgGsy3gB8FsFCMH2HDh3MIsMchqQBpIneZptt3BVXXOFGjhzp3nnnHVejRo1wC\/\/C78r4wLyBopksJHFuic858MADzSWa8Yf5ESIV4cN+lxR40bB4G7f5eRSJmhSgmB8XNP6JInWwbiAIsXbE8RyqTk3mgSsaK26skvlA+FSJq6h5+umnzXLKBCnbahkUFvjeM3HBNTWOSNSUPHkRNZMnT7ZJGm63xZF5MO6ihqLL33\/\/vS1apTrXYHy\/7bbbbNGnXr16ZnFh3Mf1ebvttjMR493nsdrQhshhPksSGizfZCOjoC3zHcYW9sMLUX5DLElYfbC8EctCgU+SsfC9LPji3s48KZVQB+ZXzFEYh\/JbgNPHaJ1yyilhS\/yQqBEij0jUZCYsVjAIMqnIT4HOuIoaBB2DFyuMqiafOoxfDHkUu2MgjSMSNSXPpkQN4w4V7Zls4i1SHMRZ1DC5xzLCIhV\/UwV3M+JeqlWrtm6OSmIArGRYZYm3AX4XhMiFF15obsxjx44113SE0EEHHWRCBVczLB\/0taRcxgWf95x88snrFVulqDu\/LYIGIcT3k2ESyw7ZJvMCxTi96M1PIVfiathvrPf0aXGlMEUNHfwmiWvxTSFUfDNz+eijj6xg2TfffBO25J24Ft8E9cPZDYUFR48eHT4TJcHTTz+da4FIxpzEJDp45ZVXwpbiIc7FN2fNmhUkJvbWpxcWFF3\/7LPPgpUrV4YtgZ0fChOPGTPGnl988cVBnTp17Ps95513nhXwXLRokT2nmHG5cuWC5IK3CRESVK9e3YpnUviTQpoU9e3Vq1f4jiCYO3du8MYbbwRDhw61cSq57\/76668xKuS7MDL7xr7GfUxQ8U0hRNaDf\/P5559vMRKJASNszXxkLRciPSFt87XXXmsxNMXhcpYpYA1ZunRpocbtkhyqefPm67np4l5GTI13RcO6gZWHgp9YPYjrwTOJDJuVKlWy9+CeRgA+qaI91IbBfe2kk06y3xp3ObbNeyjwmZhbWwIC3NiwPGG9wcJKBs8oWIPI0pYfbwPAlRaXN\/EvEjVCiNhCgU7Sf95+++1ZJWyEEOkF6XVvuukmcycqyixnmQiigpiUMmXKWDxMUUGaZmoF+cRRZOXs3r27JQQ45JBDzP0J1zOC\/1k8IuEA9WlatGixXqwMCSBwZfPvA8QRSZV8GymiKaBJNjVcnYkDxc0OweOhLg+FkvMj5nA\/5rzhTqeFrn+RqBFCxBqy0ZC6E4sNFamFEKI4IXicyTKCprhiaDKJ2rVrm0WFwpJYPoiFIY6bZAsIhaICccO48eGHH5r4IG0z8Tfe+oHQwuJCrA1WOF98k5jOqlWrrpeoBlGLlQYPAqBuDbGPZOwEFuCI5fECBGsP2yGLpxdZqcD+IKTiWpumqJCoEULEHoKme\/XqZcGhZNARQojigFV7gvSpkSKXs\/xBlrFRo0ZZQh+KZTJZp\/L\/eeedZ+5b1113nXv11VfXuXYVJmQ9Q4BgMcEd7aGHHlpnOcEFjQUzLCzsF0kEgP0kXfQuu+xizwE3NQQYyRqA16gfg8sZReARvnyXZ\/z48W758uWWtCY\/kOSALG4kJxD\/IlEjhMgIEDYMgggb6hYIIURRgasUq\/O4LOFuVtR1aLIBLDZYukiTTDFJrCicWywmuHDRvx9++OFmFSNNM2mWixqsb7iRsU+tW7e2NlzRDjvsMLsGANFDfAteA9EaO8TRPPvssyZ4iOWJWp1wl65QoYK5q+UHtokIYxviXyRqhBAZg3dFoxganb4QQhQ2pUqVctOmTXM33HCDTbLlclb4IBiaNGnijj\/+eCsw+eCDD9oDqwdxN8SokM6Yc89CFlX9ETnEwRQ2WHLatm27rgQA4wspoT2kcyb2BtczrDu4zvkCybjUEbfz7rvvbiBqEDRYfFLlr7\/+cpMmTTI3uaj1R0jUCCEyDCw2uCww0CnGRghR2BCkTeYqrDMSNMUD1hEsE5zzm2++2bKUYc3B7Q\/XLly9qNHDohaJY95\/\/303ZcqUIqnnRaHMqIWE548++qg788wz7Tk1jPr06WNFOqmT89hjj5mbmS+wiQtd165dXb9+\/ex5qrB9XNd22mmnsEV4JGqEKAZYtcFXN46MGzfOBhFWo+ICwoZ0z7gMKCuaEKIwwd2ob9++ynJWghBwX7duXStGjNXmnXfesf4eaz1i5t5777WsZgT+046lhLTNRQHWEgpu4j4HfCfWHMbMt99+2yxKWPVIDQ3MBwYOHLjueapMnDjR0khTNFSsj0SNyGpYxSHTChPg5BUdUjtiNmY1qKB4\/+C8wkoOJvaCBEWyUsXknuDKZJYtW2YVjLFmbOo7MKsTCOszv8QFBjeSB9xxxx0lLmw4x1xf6fhg37R\/BXuwfyJ76NSpkzviiCPCZyIdKFu2rNWXIY7l\/vvvdw8\/\/LAlGOC3mjVrlo0D\/H\/yySeb4GFMYBwsinsXwYHgxUrzzDPPmMCJWlVwjR48eHC+x1RSOZOIQPE0G7JZ4gfd5C+KmQ8fwbvvvlv5sEWsIJd8z549LVtJTuB\/i\/ka\/2g6OTojD0GgHTt2tDSMmLQLAqZoMqf8+OOPYcvGQQRdfvnldt+xGpUfyI7Spk0bWyHi+6OQeYXX8FVmENgYr732mq2G4cNLobC4QUpNVsUQcaTPBFwBCDz1PtJFyfz5882XOl19n714jl776QT7xsp4tIheusE+komoOH5j7tczzjjDFiyE8LDwROYtXLDE+rDwQEa1GTNmmNsgqZR\/+OEHE0LE7VD8EkGEpYU0zEU9zyXxAUKLPiPVfpfPIsxwX8sU18fnnnvO5kYk3SgwiJpNMXLkyCAxKQoSF0bYIkQ8SIiVoFOnTuGzDVm+fHnQpUuXINGhBatWrQpb15IQNcHuu+8ePPTQQ2FL\/jn\/\/POD3XbbLXy2aV599dUgMeEO5syZE7akzrJly4KTTjop2G+\/\/YLEpDBsXcugQYNs+xMnTgxbcod9KV++fJAYEMKW+DF69OggMRAE3377rT1v27Ztgc5tKiQGryAhnsNn6ceiRYuCuXPnhs\/Sj4ToCn777bfwWXrCvZHcfxQVPXr0sOtZiCh9+\/YNEpPD8JnYFIz9CYET3H333cGpp54aHHLIITYXOPvss4MHHngg+Oijj4L58+eH704fZs6cGey7777BlClTwpb4M2TIkCAhysNnBUPuZ0KkAO5aWE8w\/xKMfsIJJ9gqA4W0PIn7ytJNJgSF+dbiy0tbdPWHlXvMz4kJimV3ufXWW63AFzz++OP2nPdQ8ZhtsLLkefnll62dzxEQuWDBgvCV9SlXrpxlbGFFKlq7hX3F+oKfL1ldWPl56aWXzNWObWLZYRUpNyhURkAkq16eREdrbVFXN\/b\/ySeftG2yqoQpPlotmuPlfPI6q8\/4HhcVrGrjioZvNe50nJvihN9f5A+dOyFEYYOVhmr8xN1QeHPQoEHmhr777rub1wZjE+mcGRdxZcurl0VR8\/nnn1vhz\/x6cGQ6EjVCpAAFwhAzuKPhDkMgIJN5fHj95IuJ\/GmnnWYTeLKdEFBKrvqoqMHMiiChkjAmbybbl1xyibnD1a9f31WrVs3ej7sXhcDYDiZ0sqmwPQIMeQ23KtzjcgviJ50kefNxtfKQ9hKXLPLs07Gzjauvvtom+ogcqipTD2DRokXhJ9YHgcQAQMyRB99gMrzg7uef4\/aHOGP\/y5cvb7FL1157rb3O\/iLo8DfmeDlXuNwV5QSWdJv8dhRD+\/nnn9PW3UoIIUTxwjjMeMnYR+IBFuEYK6jYj8sai4stW7Y0EcR4jss6Y2RxL7qwLy1atChyF7nYkvhBNoncz0RcKWz3s44dOwYJMRFMmDDBnuMac\/TRRwfNmjULZs+eHSxevDho3rx5kBA161yOEhPoYJdddgkaN25sz+Grr74KVq5cGT5ba37dfvvtg59++smeP\/\/880FC2KzndoOpPCFQ7DXcyfjud955J0gIo+Dtt98O37Uhxx57rLm+\/f333\/ac42F\/pk+fbs\/5zoQIsf9h+PDhQULgBD\/88IM9T3Y\/S3T4QaVKlewYPOPGjbP3vPvuu\/Z88ODBQY0aNYKPP\/7Y9pMHJn1c3vheTOcc7xNPPGHvL05eeeUVO7e4XRUHuJ9xnaUr6e5+xrUu97N\/kfuZyAm5nxUt9OEffPBBcMsttwSHH364jfOMrRdddFHwwgsvBN98802wYMGC8N1FA31MmzZtNjrexxG5nwlRgmCybtSokf1PYHCiY7OkAriB8aCaPUH4vtrwzjvvbIHp0ZUVghJx2aJSMRYO0iZTUIsHYJUBLBgeVmiwcOCexneS4OCmm25yS5cutRSWuYGL3J9\/\/mkVjwH3NYIjfdD\/rrvuat+bEC8uITLcF198Yd9PYGWq+GPkHODmRipov69Yd9h\/0lHy3R06dDDLDckKcsrQVhRgpeL4KJ4nhBBC5AW8GhjXr7jiCjd8+HD34osvmmtalSpVzH0bt22sOXhOPP3005aMp7AhWU9CXJn1SOSMRI3IanBB4sEkPnmii6CgA0nGCw4PFYTJzkQ7E3k+l5ypCYETFTV33XWXO\/jgg91ZZ51l5mzSTSa\/J9m8jGBCRDVv3tzM5MSJUIiMKsuIptw49NBDbf9I8UzRLlyv6Hz99ontIb4GNzqypLEvxNnkNvEPQnN7dP+SXbnYV4qlIQCJ62FfiavBtQ2Rx\/nB\/Y6CaWRXxBUOFzy\/7aIA4YaIaty4se0Dv5UQQgiRKttvv73r3LmzuW7jcs54hqAhexrZVhE8jH1kMSWGlYXFgo45LBZSgJSxVeSMRI3Iapi400kQPD579uywdS2stBAjwiQ4CvEi0ck3FhQ6MuJeiJGhw4luC4Hw66+\/rhNDVD8m1gRrDfEpbI+Vn2QBxeeiYoFOlLgXLC8IIeJr+EvsysaKcCG6yJmPpYaAR+JbsJIA34EPMcdIh0lxMpIc8J6olSgKx8l+RV\/3SQP8ealVq5bl0Gff\/L4imBA23kLEChcxLsT3YMnhnOCnXBQgshhcSHnarVs32\/+iFFBCCCGyA8ZlYkcZV1mowyuBApuk2WYcZOHR18ghthTRg8dCbrGwuYGXAWNY8iKi+BeJGpH1MNEmkwgdDrVksGTgFsaqPpPtqKkXSwnvoeYJGdDouBAKWEoI7kfQ0HnRqZHN67PPPrOMKiQY8JYP\/mLl2GabbWyy\/fHHH1tAIuZtP9GmfgodHmIH4YNowLKDaLr44ostAxn7iQChE508ebJ9Ljeoa4GL20MPPeQOP\/xw246HThfhw76wv7jDUZQsWnMjKgAQYxwDCQbYtyFDhliSg6hQ4BzgXkdSA8QSmWNwe0PY8B5ew92N16ingwsd54P9KGzIssZvye+IiIJka5sQQghRGOB1wRjOmI2IefPNN228o4YQYx1jJ+M4nhqMTcw3cC3bGCx+\/vLLL27fffcNW0ROSNSIrIf4EibyrLawik8aRzoaKtKT1pFMY1GY1BPDguDBZQsrCFYAOjK2QSfWoEEDE0m4eeFqxTZ5DbBiUOmYVM9Upb7ssstMEGFt8S5dFIlEbPEaWcKwYLBNYl6wrrCffJaYFawqWIo2xm677WYWEtzP2BcP+0ZRXcQF7VhU2E+qH\/uJP395nxc5xOBcc801Jug49kcffdSOlc954UamMdq\/++47ew\/WJb4HixDHSGwLbm68xoOU1ZjvSVVZmDAQ9OvXz\/YZq5EQovChwKyPBxRCbAgLp5QvGDBggGUjJZaUeFNc0niOwMGdjbkBIohFxijMOVg4JFuoyJ3NgugSbC7g805tDiYlUT96IdId3MeYzGLu3RQExrOqT\/wJlgxSIUetFYAFApFDXntSGjOJr1mz5rqkAB62hQsa9wtVg0nVzAoN2\/TwXUwEvCihE8O1y2+LbeCHyzZIN+njdLDg4CbGfmLZ8OmfNwa3OdtnH9iWFx8eRAb7grWIfSRVpd8XrDZ8ln2Mfo7j9xYWXMkQTPxlGx62w74CViwvWnBdY5t+IhR9rbDgPF166aVuzz33tGsg+ltiWWMgYTWtqMnpvKQT\/AYMrIV9\/gsLrhXqJuF+ma5geeT+KA63EGo6YXklTi0dwAqLpbl3797mGiNKBlydOP9YA0S8oA9mPKQ+DnVovvrqK5sf7LLLLq5Zs2YW84oXBYt\/LBYyZ8gkqPVHP0Kpi4IiS40QIbhhsZpCjA1CJVnQeBATdCqsmFDXJVnQANvidawvTHS8SIqCGOG7vMhggh3dFtvg8+yTFzSAqPL7yTbzstDAe5hYMzFMFjTAd2MJwprDd0X3hWPNSQhxjtgHtgtYoJIn7ogVtssjOmn2x5vTa4UBAwLWMyxe1BTK7bcUQuQfXGDJBkX2wjysjwohcoAFRMb0Ll26WGzpO++8Y+7aeGNgocGDgnbq02SaoClsNNILkQJYXDRBTm+wDN144422auljaIQQhQsxerjKEBzNZIvFHiFE4UDiAdzXib\/BW4q4G9zVxMbR7EyIFCDQnlgQkZ4sXrzYUmwSu3P22WeHrUKIwsQLGmIAiCsUQhQdeHrghobHhNg4EjVCpABFNxWol54QrIzLGTE0cjkTomgg1T0LB7jGkLAEC41cz4QQ6YBGfSFE7CGGhqxzCBq5nAlRNGChITMkGQsRNCBBI4RIFyRqhBCxhgxrN9xwg7mcKW2zEEVD1OXMCxohhEgnJGqEELGFtM0UH\/V1aPKSCU4IkRpkOaM2FYKGdNJCCJGOSNQIIWIJtXVIJ7v77ru7Xr16KYYmn1Qou7krn3ikK6T\/Ll9Gv21J4WNoKM4rQSOESGdUfFNkNKkU3xTxgaQAuJxRnIykAKlS3MU3qcOTUz2j4uTPBSvcmHHz3e9zl7vVa\/7t9leuWunWrF7jypUrF7akFwxRS5YucXs2quk67FPNld4i\/QROphbfxOWMWLXDDjssV0FD0UBqaJxwwglun332CVtFcaPimyKuFGbxTYkakdFI1GQeuJyR5axJkyaWFCA\/FpriFDV\/\/PGHW758eY5FT4uDLRJf+9Wk5e75jxa5uYtWmqBZr9enS0\/zWG+GKcRMk3oV3EmtK7vaVUqvJ8xKmpUrV1qh3OL4jYtL1GChISkAgqZ79+5h64ZI1KQHEjUirkjUCJFHEDW4Jo0YMSJsEXEGC40fvPNjofEUt6Vm6623dmXLlg1bio\/NN9\/Mjf5urrv12UmuZtXy7uSD6rgWu1ZxZUqvFYL053\/99ZdNyjkXeRgOip3Vq\/9xv\/w60437o4x7\/r0ZrlL5zd0N3Ru7+rW3dGvSRNjMmjXL1axZM2MsNcTQ9O3b1x111FHu9NNPD1tzRqImPZCoEXFFokaIPIJbyKGHHuouvfRSpR4tATjnTOabN2\/uGjRoELbmD9I20+nl1+UsSnGLmipVqpSIqJk4Y4m78uFxruY2Zd2VpzZy21UrH77yL4sTombVqlWuStWqYUt6sWbNavd7QjTU2W579+2kRe7\/Bv9sgqZv4niqVCpZlz5PJrmfeQvN4YcfvklBAxI16YFEjYgrhSlqFH0pMhpEOKvQS5cutVV+PYr3MW\/ePBMPY8eODX+R\/LF48WKLodl5551VhyaPEENz\/6tTTFhefMKOOQoaQOqns9xnLcIbZJruVNmde3R9EzdPvPGbW7lqzdoXRKEQdTnLi6ARQoh0QpYakdFEY2pkqSl+OOc33nij23vvva0CeX5A0PgYGlwJC6MPynRLzZJl\/7h7X5rsRn01x11z+s7uoL2rha9sCO5nWGpIZpCOrF692ty7tt9+e3vOXfzo8Klu8KjfXK+jG7iTD9rO2kuSTLDU4HLGaj\/3aW5JAXJClpr0QJYaEVdkqREiHzAZ1qN4HwTx8ze\/kLaZOjSkbe7du3eBtpVNDH7rN\/fWl3Ncj8N2cO2aFr1wK064Ak5KCJkOzaq7QW9Mc5+PX7D2BZFvEDSkbU5V0AghRDohUSOEKDIKYh1jBZiVGwprYqEReeOLnxe6Nz6f7To2r+6ObVPHbZ6BQrBShS3cOUfUd3VrbOkeHDbFTZv9d\/iKSBVczq677joV1hRCxB6JGiFE2kEMFCvHO+20k2JoUuCXmUvN7WzriqXdfw6r67YsVzJppIuDGlXKut5H13cz\/vzbPTh0ilu0ZFX4isgrWGiIoenYseNG0zZvCrn2CiHSAcXUiIxGdWpKFh9T07Rp0zzH1JBgAEGz2267mctZUZCJMTULEpP6fk\/87H7+bbG7tedubs+GlcNXNk7cYmqSGfrxLHfXi5Pd0a1quz7HNHT5KFtUYOIYUzNhwgRL20yWs4IImkWLFpmLaKVKlVzDhg3t9xLFS\/ny5d1TTz3lzjvvPNelS5ewVYh4oJgaIURGQra0fv36WVKAohI0mcpTb01346Yudn2ObZhnQZMJHNq8pjux\/XZu5Jg\/3Ftfzg5bxcbA5eyaa66xhYaCCBrYcsst3bHHHmvFR9esWbMunk6P4nuQ4ZO\/QmQ7stSIjEaWmpIlFUvNkiVLbMXX16EhyUBRkWmWGmJo7nz+F3dc29ruzMPruVKb572fjrulBsj2dsOgn90vs5ZaYc49Gm4VvlI8xMlS42NoOnXq5Hr06BG2irjjU96fdNJJYYsQ8UCWGiFERsHE+r\/\/\/a8JGpICFKWgyTRGfZkQNC\/84natX8md1GH7lARNplCx\/Baud5e1xV3veXmymz5nmf0v1geXM1w7KUgsQZNZyFojhESNEKKEIW0zNRbIcqa0zakxc+4yN+TdmW7bymXcRcfv6CpXKHpLQbpSr1YFd\/nJO7kZc\/52jwyb6lb8o8KcUaJpmwvqciaEEOmIRI0QosRYuHChmZyx0CiGJjWopv\/oiGlu3qKV7uITd3L1alYIX8le9t+tivtP53ru05\/muYeHTQlbBYIGlzMsNErbLITIVCRqhBAlAmmbsdDsuOOOStucD+556Rf34fdzXbdO27t9d946bBVdWtV27feu5l7+cJZ779s5YWv2gssZSQEOOeQQuZwJITIaiRohRLFD2mZiaBo3bmxpSEuVytx6KkXBm5\/PdiM\/m+0OblbdHdGyVtgqoHSpzSxZwk7bV3T\/e+VX99PUv8JXsg8EDQsHWGhIMCCEEJmMRI0QolghbTMZ0XA5Q9CI1Jjw22L38IgpbvcGlW3yXra0uvFkqm9d1l164o5u8802cw8Om+r++vuf8JXswRfWPOyww2ShEUJkBRoNhRDFBi5n119\/vWvQoIGlbRapsWDxysQkfYortfnm7tKTdnLVKpcJXxHJ7Lx9JdfnuAZu0vQl7tERU102Fb33MTQHH3ywBI0QImuQqBFCFDmlS5d2ixcvdpdddpnVUpDLWeqs+idwDwyb6n74dbE796gGrm6N8uErIjda77Gt69Kqlnvt49\/d8+\/PdNmgayZOnGguZ9ShOfPMM8NWIYTIfCRqhBBFCgUJ\/\/zzT3M5I20zgibb0jYXRt2d59+b4UZ9+ac79ZAdXLumhVc0lN8inX+Pgp67rofUdW2bVnOD3pjmPv1hXthauKTL+fMxNJ07d1baZiFE1rFZQMnvTfD666+7t956y9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alt=\"\" \/><\/div>\n<div>\n<p><a>Fig. <\/a><!-- [if supportFields]><span style='mso-bookmark:_Ref70416863'><\/span><span style='mso-element:field-begin'><\/span><span style='mso-bookmark:_Ref70416863'><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ<br \/>Figure \\* ARABIC <span style='mso-element:field-separator'><\/span><\/span><![endif]-->7<!-- [if supportFields]><span style='mso-bookmark:_Ref70416863'><\/span><span style='mso-element:field-end'><\/span><![endif]--> <a>Logic diagram instantiation<\/a><\/p>\n<p>The three boxes in <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70416863 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 7 represent the three coded classes. The first box represents the Simulator or<br \/>Lift System and will be the calling code. The Profile Generator is a class<br \/>which takes some parameters upon instantiation of an object. The resulting<br \/>object contains a set of public arrays which plot the profile and can be used<br \/>by the calling code. The Profile Generator uses the static functions from the<br \/>Kinematic Equations class to produce the profile. This Kinematic Equations<br \/>class can be used by other coded classes to perform all the calculations our<br \/>previous symmetric Kinematic Equations class could do and more.<\/p>\n<p><img decoding=\"async\" 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IzFiqwQThBB+GkF2yyySbB8ccfv3zc4HnjGZswYYK9B9YLFfblYxRwvzMmhROEvR8xYkQQKgvB888\/b+8hnMCCjTbaaPnxhEJ+0KxZM3sewkkwWH311YNQGA6++uorezZCRTqoU6dOEArjtn4sTz\/9NNp4EE6g9j6cCINQ0Q9CgT7Yfffd7VhC4d8+a9SoURBOWEE4wQbhRGvb5nPGAQgVIdv3Sy+9ZO8hVF6CzTfffPlzuNNOOwXHHXecnSfb4HgZ6\/zY8corr9j7cFK09xA7xgLXK3Z8YduM7c8995y9h7feesvGWeYFD+MUY1E4gdt7xhfG0tjxJ98IFU2bB8u6N0XhEgqnwVFHHfWfed\/DeMMcGyrNNmeXJFOEgmtw4IEH2jaQsRi3eEb9PcU8zTMZKhP2nrGJ9y+88II9v4wzF154YbDFFlvYsxgK8zbWXXnllbY+INuFwrc9855jjz02CIVi2w\/7jb+Hua9DJcOWMwbwPhR6VzjXnj172rPP9xnfkB2QkWLxY3As3377rckxHFMoiNvxMjaMGTPGPmf8O\/jgg1f4biiU2zqhMG9jLbJgqAytsA5yEDIjx+zlEw\/nwLh1ww032DkgD9WvXz8Ila8VzolryXzDskGDBtmY+sknn0SfBkGoZJlcyX5Y5\/333w\/WXHPN4LPPPovWCGwfjN+zZ8+2369JkyYmX8YfUybhulR0bKqwxwHwEGDdxrX+2GOPmZbo3ULxhBfUhQ+KJQ8Df9E+wxt+uVWJ+Pzw5FbQGJMFFxBaHm573O5Yyvz20Uw5Nv56CAkKhQxzOXl4j4citvIR3gSs9fFgySccAC9FKvhjQhP1lHScJYG1E0sDGjoaLN6Vp556yq2xxhpmKcDVyDZCxcc0ZSwVgJaNZh8+dC5UAszSCiUdCxZZtG1+VyyIuE3xbhBqgEUB+A6\/pY9r5Lj4LfFkePCgsP3YbQuRKbCoEYIYTgI2LmG9xnLmvYLcs1ituC89rM9zzHIPViHuYz8W+Gcy0fuYUE3GNKxjWPV5YXnDyhgO4NFa\/8Kzw7jqQwEZM7E2YqHkGec5888orm+sXFj+eTb5y\/mwDWA9rkPs+YQTuV0Djon9sw08qxwX22Ds5Nn122AsZp98z8N4StloLHeMsXhxuHZ+3C5pHMHTwbjEuOHhPW56ri3rA8cbb4EVolDgPufZY97mmWM+xSJfFjynsRZp5BOek1DotPdUMGN+J1KB5xeLOVZ0xjKs5Tyv7BcvoIftMbbwrHt4772ZjEGMm4wJhA8iHzHWxMpSPO8ljWHAeoxhjAHee+rxY3A8bIuwZ6zzhIcS\/kNkC9sgjHGjjTay4\/Igj+FN8fgxpDRYF9mFcRL5jrELOciPUyWNW\/GwPtc1VhZkHCO00kfHcO7sC9nWw\/+cH9eX3w+PkS\/gcf3115fosc5F0qI4eLhIxHAhmOKuLg1utFilgB8p9sbjvb8xgZsk9saA2BsnHm42wgp4kIhfJvyHEBy\/T39jxW4TYRcB2AvBwA1ELF\/shAvxDwkuOR4mlKeyjitZSjrOsuDGJfyKwYAbG0Lt25ZT7YlytYQ71atXzz5joqf8KzcsYQIMYCgHnAP7jt0vYRnc9JTXJeSLF9\/lofbbg9jf1RP7API5v23s7ytEpuB5Jk4YFzchSbilffKhh3s99r5lLIgNEQBClZh848eCRGD7hA+wX8KUeGb8M0QOVfyECkyUJHUT3hf\/TMU+l35yQnjnefTb5HkmBDSW2HHLb9M\/i2yDcKH4baBoeTiP2G1gKOI7XGMMFIz9CCV+2yWNXwg6XEcfhgqsj8DDtY0dF+LHWSEKCT\/uEP5DnD1zd0lhi7GU9Ez4Z8YbNclX8GMMzzPvyUX1xo7YbXAM8c817\/2YQJjQcccdZ4aF5s2bW9gO+4gdk1g\/9hmPx8sThEklCvIGRgteGJe9DEhBCC\/Ye5AvYsczxhh\/\/J7Y\/zGgMlYh4DM3EF6EUSSW0s7J75fjY46IDcHnGAiTQiEAv25J8o8H+QwlhnuA8C+Uvdhrm6uU\/msnCPGyWNu5gJwwPwZCK5pXuuBG5WITT8aPgJD+0ksvlaqxsh43D3G\/5EogEHPz+R8QQZrJCws7DwzLSSRiezxkaPAs5wZD4EAhKAseTr4TW03Jw83jX1wfXv6GKg9uTtbFWskxxt6AgMWCZEVuPH\/MPOAkNnlrHVox2izxc3hhmOi5lhwHyU0IM0z6XCOuBxM4ghPXiBwG9smDijeFuEG8GlgkeIB5sBhYYgcdIXKN+OemPBDkGcd4rv39\/9xzz9nzUV45vtKebeKA2Q4GFWKDeX54vnl+vHUvFgwdWCHxHOKlQDjnmeU5ZwJm\/GJfPIPkEpGgyBjMdnk+iR\/Gi1oesdvAspjMNtgnEy7x1igYGGi8kAD0qeF48UL4cRaFiLGYOcOPWSSio4QgmEBp11CIQoP7n+cEbyK5iOQFxZLMs0B0BV47Xn6OZq7nuY4VVuMp6zMvT5DXgAyB5wHZwB8XchbPPEZaP1bGwvkx9vHME+vPM896nCvyRTx+u3zPy0v+f8Yp5BDkGMZitsN4Sn4B8F2OhzwFto+8wv6QFck14Dx58T\/CPbkJyIfkczEWsx9gP\/HyTzwkM5Mrx7jF56yHXEpkC\/0r2E95vx37Qwbjt0KRQUFDvuJcc50KKw5YxUgmIWuciYOqOVx0kma5eFxQrEv+5kTY9W4z4OL6SdHDd7igfhkeDFzZLVq0MI0X9w7CLTeFhwnP\/8BM\/LjquSH4Mdq0aWPCt98nVjFfJpbEYpQDfmySgwjFQVHAY8HETQIxPyrwQ8eeC7BPbswmTZqs4AL0cJxM\/lgE0Ww5Hp9szTH7m4ttch38zQsIDyhgVDAhgYks\/ViwYqLskKSD5uq1Z95zXsBDwHXgQeJ3YXABBgOOhUoArEvCMt\/Fe8BARrITyZJUI\/BVFdCGCWkicZvfGkWJB4d9AL9r7G\/C78f1in2A+JzzLO+hEiIdMN6UNPB74scjYIxhHOP55x5n\/CEJkOcBJdzDvR07bnFvsz0PCgEvnmmqlVB0gQmY8QUFnvEMoTt23x4mYyo2IZCzb8IJ\/XHxrJJQjDWO75LQyPPMs8xzydjFWIb3EDjG+GeOa8L44\/fNuMdE67fBmECJSG8BZX2uUywcCxMu14cxEqGCbfj94EEgvAFhCOMEYwXjLuMZkzb74nucFyEbjJHgx1khChU\/3\/tnhdA9PP+ED+PVB8aO2LErVsbxxMoMzNGE3xCmhDzAc8xc7Rvjsi+2gXzliZfPgOfcP+skUfPMetmCsQWjit8G8s2BBx5oTWgZKwm\/BMZCjp+\/GC8Zj\/iM42FsoRpRSYoDgj\/niDKA3OZlJsKvGcfwGDOu+O3gpSGRme\/5a8lyjg+ZlOPG8MJxsox1kPUwmJJgzfmwD47VyzGMq8g\/jLvIP8hvwDqM7xwH1wSlAxmS8Y\/tMH5R7ILjBfbHdfTHBf66ILtxHRlD2QfXjnBaKjcx9uc6q1xDiY5yIPSHE0Y4jocJkYnQW6m4YcnixzUGCLasg6bIxULzRAnAws\/Nyo+FkM8E4+OMY7\/DxIRVi5uA2DbijBHmudi498hkZzvcPEyuaJv8zzF5rZuHiRuB+Dx\/XNw8bIuwHkqSsQ+sbkzIWAQRoLkpEbq9Z4ObD++HPy5Au2di5CaKjXcDzg3FinPl3Dh+tou2yn79OSKosw+Oh2PxccQ8DBwPx8z3CDPybjAPShIvjpnv8UAygceGY7BvHh4eIq4D14v9cTw8JOyXiRtBiX1y3PxGXEuOk5AmYiC5pigyfIewJbbH97guwDXkHuG8gG2xbX5bf9ycK78b18B\/ryJgzcT64K2VonjAO4ZLnvswduKLhfsPL4F\/7uNBmSbOlfvdTxw8G0wGTHg8V\/ylkgdjm4exjGeb55VxBtgW9zUv8GMdFjeOj2edcYflPJNsjwmV56kkOB62z8TM8fMMcayMf7zYDmCwYFv+eWb\/COc+X4uJiBwNxgn\/HcYvzosJkOeUbTCm8lyzDY6bXAq\/Dc4XbwHr+\/GQMYnz4fz5n3NhQkcI8mM5++QzP84yNjOOMU5wPhwz4xUCgR9TOR7GHsYNrmk+gtDgDUal3ZuicEEYHzRokAnvJf3+PEM8F8gcPr+AZw15hjGHZ43ngzGD\/4HnDHkAg6KH54z5mb\/Mp4x1PKM8rzzz7J95nbGE4+D59oZV4DjYPgZF\/1yzfwwkzOMI6Ty3rI8sxXyPos8czjMKPO+853NkMJ5p5A9kBT5j3yxnXGLbyEnIKZxbvJDMcTPWcUyMSV5m4roQRcH4gcGFv6zHGMVx4xlB0WAMYTnyItcP2Yvql4w3nCOfcQ0wWjC2MD8wbnnjNJ+VJP9w\/oyLKFIcB+swjnFeHDPrMiYzjnm5huNijOU3Yx1gnxwT14XtcX4s47dC1sSgxLYzCYomymlFxqaVQm3oX3WoFND+eBBIWBErgvUPqyHuQG7mXARPBQ87Jb8KTcAmjpNYbKy5orgglAYBmdjQTA+2QiQDlkaMNIxPujeLD5JcMVgSjSDFMbMgg6GkUaghPldB\/BecABiaKjI2aUSrAOhcWPCwRuaq0gAkWKJJYzkQQgghhCgECB8iBEsKevbQla4AWBKIAyb2P5fBXUnTEe+KFEIIIYTId8gPINcgX8Ma8xEpDkUAD1ZJXaeFEEIIIfIVcidIMiY3SmQHKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcpHiIIQQQgghhCgXKQ5CCCGEEEKIcilYxWH+\/Plu3rx5eiXxWrx4cXT1hBBCCCGEWJGVgpDo\/1K577773B9\/\/OE6deoULcltnn76aXfddde56tWruwROr+hZaaWV3LJly+xvnz593B577BF9kvu88cYb7t1333W33nprtERkEpTLatWqRe8ql59++sldfPHF7tlnn3Urr5w\/NpClS5dqXEoSrteqq64avcsejIup3FuLFi1yLVu2tPEpn+5NkR5+\/vln16FDB\/fSSy\/ZvCpErvDXX3+5I444okJjU0EqDq+++qrr16+fe+yxx9ySJUuipaI0GNh++eUX17lzZ9ezZ0\/XsGHD6JPcR4pDdhk8eLD7888\/XatWraIllUc+Kg4ff\/yxe+CBB8zDJ4EiMVC0qlat6urXr2\/\/ZxMUgGuvvdbVqVMnWpIYUhyKGykOIleR4lAKr732mnvwwQfdc889Fy0R5TF79mx35plnuhtvvNE1aNAgWpr7SHHILkOGDHGXXHKJ3SeHHnpotLRyyEfF4cQTT3RffPGFHbcEisT47bff3MCBA915553n1lxzzWhp5mGCveuuu2w+2X777aOliSHFobiR4iByFSkOpSDFIXnwOJx11llSHESZvPXWW+711183i3nr1q1tAKos8lFxOPfcc92kSZPsGkqgTAzutaOOOsq9+eabbrXVVouWZocDDjjA3XPPPW6rrbaKliSGFIfiRoqDyFXSoThoRBNCJAwx3xtttJG76qqrbFIkdEkkDnaabIfb5DsLFiywa8bfbEJInn4rIYRYESkOQoikwGKx2WabuSuvvNI988wzZrkQQgghROEjxUEIkRIkq1K9DOVh0KBB0VIhhBBCFCpSHIQQKVOvXj13xRVXWNiSPA9CCCFEYVOUisN3333n2rZt6z777LNoSeIQ433zzTe7W265JaVSr8OGDXNt2rRxP\/zwQ7QkcdjfBRdcYBVGhMgVNt98c8t5eOqpp5TzIIQQQhQwRak40MSKiiwLFy6MliQOyY0zZ850s2bNSqmJE\/tk38SJp8LUqVPdnDlzondC5AabbLKJhS1R4YiKQSI1eLa\/\/vrrlJ5xjBp8d8qUKdGS5KCyGt9PZVzjO3yXbaTC9OnT3bhx41LaN0nMo0ePtrKtQgghMktRKg6UGx06dKiV2kuWVVZZxd1xxx3u9ttvT6mT6YEHHug++ugjt+2220ZLEqdKlSoWEnLZZZdFS4TIHVAeLr\/8ciuDTOlMkTxPPvmk22mnncx7kyxUHdp5551d9+7dTYlIlvvvv9\/2jSCeLBhC+C7N7VIBL26zZs1S2vfEiRPdbrvtJoVVCCGyQFEqDtRYbteunfv000+jJclx5513Wr+DVEKVsIydeuqpKYUqYY1DMKMrthC5yBZbbOGuueYaE4CV85A89Mb48MMP3bHHHhstSZw11ljDffDBB9bpOJX63IxLGDWqVasWLUkcjCgcN9tIBfpxvPLKKyntm1C5999\/3x188MHREiGEEJmiKBUHwoXeeecdUyBS4ZtvvnHDhw9Pyar366+\/WvddmholC4oDyg7KhxC5Cp4HlAeqLSnnITkQ\/qtXr27exWSh0VTNmjVTEr7B7zsV2Pc666yTkhcW1lprLdt\/Ks2yOF++n8o1E0IIkRxFqTgwOdGBlLCjVKhataq9UgFLIPtOtWMfk2Sqk7MQ2WLTTTc17xg5D3SbFomBQWP33Xe365YshPnsu+++1l8jFaPGyy+\/7Jo0aWI5YMlCo7SDDjrIPfTQQ9GS5Ljvvvvc4YcfntK+yavYb7\/9FB4nhBBZoCgVh3iw5DP54A1IBUKWUu1q+vvvv9u+U0mWRjiYPXu2mzt3brREiNzBhy098cQT8jwkCMaM1VdfPWXrOd9N1ajBPvl+qlTkuDGGYFBJBQxB7DtVQ5AQQojEKXrFAUsZws0pp5xiyXlY3RIFr8HkyZPNstq0adNoaWIw2VEF5KKLLrK44LPPPtv98ccf0aflg9JAEupJJ51kcdEvvvhi9IkQuYMPW+JelfIghBBC5DdFrThgoZo0aZL7\/vvvzc1NVZFevXq5v\/\/+2xL9brvtNvMIlAVlExs2bLhCbDD5CzfccIP7\/PPPoyX\/BcVh0aJFFlZAEilKBOUM4YUXXnC33nqr\/V8aeEm22WYb9\/bbb7uuXbtaUmMqpQyFyDSELVEJjPAb7leROITwdOzY0XXp0iWlikNcc3rOpALjH\/tOpVrRV199Zd+99NJLzSuaCozHKJwYSRgvEw3v9MdNwvXYsWOjpUIIIdJBUSsOuNVRHBDAYfvttzcPBC+qk\/Tt27fUECQmMia0XXbZxR155JErxBSjbNx0001u5MiR0ZL\/gpC\/wQYbWEUQQpXYHsmFQMlVKjeVpgiwLkoPx0klkQEDBrgOHTrY8mKkWM+7Mkg1N8eHLT322GOKRU8AcpnIDaH089FHH21jCV5JxgTGl7KKK\/A8sB4C9N13320VrvxYwphBSGZZoZGEDSH4YwzBC3vPPfcsrwLHvsvyjPpnkeaaJ5xwgoUf+bwHDDIYSBKpRkeuB\/ulbLYfWzlnjC1lwXlSnYnjptEmY6wQQoj0UZSKA8IPSkOtWrVsAo2dVBHIec\/EhzC+\/vrr22exMDkyqfok5XhLIJP8dttt54444ohoyb+wb16xHgqEg0MPPdR6O8yfP9\/9+OOPpniUJhBTOQVQWgitwrpG7fZULJL5DteIhEoECoQavTL3QolGaPTPS7IQtnT11Ve7p59+WqVay4FxCOMFSb\/777+\/O+OMM8wjyf1OWCVJzKX9DoxjrEcY5FlnnbVC7gChlRgoXnvttWjJirBNBPxGjRqZooJRhG15Awr7PvHEE0vcN8u8kN+8eXM3bdo0e09vCaCaHD10UEpKgu9z3nhxUXbwVqBAsYyxjbBM7p9YI00s\/pg4fhpl0qSTMV4IIUT6WCkcbMuVAnCXIzB06tQpWpLbMCk++OCD5uYuiS+++MImPyYyrP30ZGDdYcOGuXvvvdcmKIR5yknWqFEj+tY\/cLmOOuooa3ZEp1wmVVzxWAUJF2JSo8nbueeeaxa3eAhDYkL88ssvTXkhpAmB6swzz7QJsn\/\/\/u7dd991jz\/++H+SHLHUITAgRPAi7INKJLjjCVfiHFJNbuQ6IGRwLZjc8wUskihOhxxySMrduEVioPAiDG699dZ276fqfSA0kPv+5JNPNstwqtCBnXAUwnFSPZZsc8455ywPjSzpmDEEnH766eaZ4flGYMZrwP8IzSgTVC9CGWAbjD8eykxvueWWrn379nZ9+QwBvHfv3mYI4T3XiuecMXLvvfeOvvkP7POqq66y8cQrG4wpfJfljE88Z7yuuOIK+9yDsL7jjjva74HCwTaw\/FO4ASMKfXMGDhxoXgRCn9Zbb73om\/9AaCZjI+dHn5pdd93Vjpdll1xyiZ0zBgIaxR133HHRt\/6Bstp77rmnXafDDjvMPfroo9aJGq8F42RJ43AicO3x6BIytdVWW0VLEwNDRsuWLU1Bzpd7U6QP7kkMj0QPxD6jQlQ2yEkYtSsyNhWd4kCFF5QC3NgInFjnrr\/+epuwsKrSsRWLPgpA3bp1o2\/9A9Y6vsMEhoKx8cYb2+TE97FwkevAhI3AT2hG\/I\/Sp08fc9szEaKcoCAgJPh1+R\/rIt\/3YUueESNGWJw4Xg6EAWqeI7yRi8HARNOneEEgGfJVcSCcAws2HheRWRgqEB7xlq277rrR0tTgWUIQ5jlAEE2FQlQcELZPO+00+5znHA8kgivjxiOPPOLOO+88e07Jn0KBi6d27dquW7du9gKfL0X\/FyYMnm0mjR49evyn3wOKA\/kQjDWMQePHjzdBnfGSMRFjBsfBGBk\/PgEKAgoFYyv7Yvv8zn6sw3vSuXNnd\/zxx0ff+Bf2yzqcM\/MMvy1zDuMS494FF1xgTfHYf3z1JQw3lLB9+OGHrRytB6MC147rlsr9IcVBpIoUB5GrpENxQBgol1BIDnr37h29y30GDRoUtG7dOnq3IqGiYK94\/v777xKXxxIqE7ZeLLHL+Mv70ojft193yZIl5e6\/pH1Ded9LlFmzZgXhRBeMHj06WpIfDB48OAiFpOidyCe+++67oH379kEoJEdLkiMUSoNjjjkmLfd\/tgiFiaBZs2b\/OWbeh0pwcNhhhwW77rqrPe+vv\/56UL9+\/WDgwIFB48aNg1C4DkIhNrj77rujb\/0Lz22fPn2CUMAPwgnBvv\/+++8H7dq1C0IlLwgFblt+0UUX2bMeC+u++uqrwUEHHRRccskltuzjjz8OQuUguOmmm4L77rsvGDNmTNC3b98gFO7t81i+\/fbb4Prrrw922223YOLEicHixYttP\/fcc08QKgFBqHwsX6ckOLYDDjjAtu9hTHzttdfsek2ZMiXYcMMNgw8\/\/DD69F+++uqroGPHjkGofAahkhHMmTPHrhH7Pvvss4NQcIvWTJ5Q+A+aNm0aTJgwIVqSOAsXLgyaN2+eV\/emSB8zZswIjjrqqOVzvBC5AuNzRcemgjWFlKblo2GVpGURNlSe9sU24+uUxy7jb1nWhfh9+3Wx4pa3\/5L2DeV9L1HSsY3KIhyco\/9EPoGnjVLGeAEJGyx2sHBjCSLUhuedvCe8lFivsV4SjohXEq9DPD7hGC+r9+D8\/fffZonHi8i2Ca9keyV5i\/gcTwAhSYCHAa8EHZmx\/POMXXjhhS4U8O3zWNg3IZ2EGBEqhbeCcCJCp\/Bw4GGlAEV8eJPHnx+eFA9jIsdL2BWw3R122MH+j4Vz5DOKSdSpU8eOk+2xb8KWsPoLIYRIHwUZqkQMLbG0TMAiMXD3E4ZFyADVpfIF3G2EOJRXvlbkLhQDoOJSsmFLhRiqJP4L+QooNeR\/lBQilSkUqiRSRaFKIldRjkMpoDgQE0u8q6zR5cPARn4HpWmJIaaiSr4gxaEw+O6776ySGMoDFXkSIV8VBxQlxigJlIlBCVcKUnDN8IBkC6ZGPCzks0lxEMkgxUHkKlIcSuHVV1+1GualucbFf2FyJtSAREgpDqIyoFcASf50Uk+k2lI+Kg6+ohGhPAkMvSIEowbFK84\/\/3wrCpGN64awxwTLmIjCQr+dZJDiUNygOGAkePHFF6U4iJxCikMpMDFTSYNqOyIxmJzbtm1rFaLyqaqSFIfCAq8XygOVeQgTKYt8VBwoD8q4RLlRKQ6JQcgQZYBbtWplFZWyqThQ5YrqTJtttln0SWJIcShupDiIXCUdigODcLkUUlUlUTL5XFWpa9eu0TtRCFDFhmpAQ4YMiZaUTL5WVQoVIlXbSQLGpn322Sf47bffoiXZgYp1++67r6oqiaShqhLzqaoqiVxDVZWEEAUH8eRU98FrWIjVlpR3lRxUTgrnquWVo7IF+2O\/Qggh\/kWKgxAi5yA0BOWBpmM0+RNCCCFE5SPFQQiRk9Dn4dJLL7VuwuSxCCGEEKJykeIgipKlS5daCEQysH553yG8geSjRKE5Fj1H4uH4SAotDfZRXujGvHnzrGkXSVD5ytZbb+2uvPJK9\/DDD6tJnBBCCFHJSHEQRQnddGk2NmvWrGhJ2fhKBFSe8nHPY8eOtRKisWAhp1svQnsifPTRR+6LL774T9w7lVzq1q3rhg8fHi35lxEjRridd97ZffLJJ9GSklm8eLH7+OOP3YQJE6Il+QmlMAlbUodpIYQQonKR4iCKEgT7uXPnJux1WGWVVay\/wLHHHru8vB7l9uLLwFJC9LzzzrOykYlQrVo1V7Vq1ejdv2y33XauXr16Vlo4HjwIKAUoD2XBcbJtjj3fIWype\/fu7rHHHjOlSgghhBDZR4qDKEoQqmNrGKNA+NAgelrQEC\/WC4Dwfcopp7hjjjnGls+fP99ChQgp+vXXX+07QNdjOoaiEHgQ8lkHZSXRKi0bbrih23\/\/\/S2+PzYkiX4q7733njvwwAOXd9GlZnzsMZQG21mwYMEKx8B5L1y48D\/HxX7YJp\/Fw\/lzfZJRvNIBYUt4Hh588EFTHmgGJoQQQojsUbSKA0Lc888\/by+6klaEKVOm2HZeeOEF99VXX0VLRT7x3HPPWSjSzTff7PbZZx+37bbbmqIwefLkaA3n2rdvb14HhGb+J2SI7+25557uoosusnVoltikSRNbB2EcC\/nhhx9u6zRs2NCdfvrpbvbs2bZuWaDYHHbYYRZKFWthHz9+vBs9erQdBwrJwIEDTYnYa6+93Pbbb+8uu+yyUhUIlJBtttlmhfAqqhbtsccepggBisUtt9zi9t13Xztmwq44BxQk4HpwXXbbbTd7nXbaaQkrQ+mAsCVyHjhuOsSruZYQAhhXszkWCVGsFOWsO27cOHf77be7UaNG2euEE04w4SgViDPv3bu3befDDz80wVChFPnJl19+6d5\/\/33Xo0cPUwDefvtt98ADDyyfjLCuY2WvWbOmCdcoF+RJPPPMMybMAtZ4PACsy2vMmDF2f7FOnz59rLToo48+auuWB4L7+uuv715++eXlx4C3YaONNrLOw3PmzHE\/\/vijO\/fcc01xpes3+ygpvAnwHvCKTbrmeFE0vHelV69eZtG\/5pprTBFu166du\/rqq93nn39un\/PcfP\/995aszHkceuihpuRkE\/o8ELaE4lBegng+wn1HUjsvFNmKQFgb20GxJUckVbj\/HnroIdtWx44d3TvvvBN9IkRuwPjds2fP6J0QIlMUpeKAMHbGGWeYcMTr\/PPPN0EIgS9ZqDffrVs32w4KxI477mjCpsg\/vHDUokUL8z60adPGDRs2bPl9gYDsXwivtWrVsnupUaNGZgn38DnbWnXVVU3wO+uss1yDBg3M84A3A+UkEWrXrm3HQoIzSgJW\/1deecWWkUPBvtk+Vn88CXgCOI7SvF6xxx8L7wnFIjQJJQUPBPvGgsd5cv7+mFdffXULY1pnnXXMy8G+K4Mtt9zSjqHQPA54he644w7LpTnuuOPcbbfdZkqpVxyT4emnn7Z7h+2ghN50003u2WefjT5NDhRK7j+2temmm7ozzzzTff3119GnQlQ+jInc33fddVdKz4sQIjGKUnFA4KtSpYqFO2A1nThxollhEYiSZYMNNjChDo8Fr6lTp7rp06dHn4p8gnuCe8NTp04dE5a8NT4elvsQnpJAIKdqEsnSKBeEKuENYD+Jgrdi0qRJbuTIkW7atGl2rx500EEmMDM5YlFmHRRWEqoJYyqNsiZTFIeff\/7ZQpYQNrHoUyGK5G8ERX9dOBeSslu2bGnCbaJKUDohRAuPTyGGKSGYc4\/st99+Fi7WrFkz80Cg1CVL69atzQvFdk466SS7BwcNGpSSUNWpUycztrCtiy++2NWoUcNC9YTIFRiPMaowXkp5ECJzFKXiQIlLymryFyGffAdvdUV5uPzyy81KnIh1Dpc9ll5KXrItYsRjBRrCA\/BAlCZ8itwiVhHgN4u3zsfCxFSa8Mq9RD7AiSeeaMI89xPhIjvssENS4TU77bSTKacI6E899ZR5Fho3bmyfoZSgNHAcZ599tgl3eMBKmzDxgPj73OP\/5ztY7HhPcjcKyeDBg+3vm2++aSF4sMkmm5iyjdJNcjK5FmUpK+mG48T6zW9DPkehKQ8olfT14PfkniFEDKNGeYnvJcG2CDtjO7w+\/fTTlLyqHpQQtoOXCQNJKoYWITIFYwMeUTx03J\/9+vWLPhFCpJOiVByIB2fSI16bMCMEMQQRBp57773XKuIwcZN4StwkoBTEV5hhfYQoLMnXXXedNfNCsPOCIeFPdLwl+Tqb1WdE+fDbxVPSsnhi18HqinKAshh\/byCg\/\/TTTybwIeAi1GP1ZWJLRomknCpCO1ZohEAsar6a0HfffWfWd3pSsP0jjzzS3pd2HoT38Bl9I1jvm2++MSGV+517FqWAErAkfPP52muvbcInAqfvd4Hlm\/MlMZrcCu7rRHthVBSOkXAb9tmlSxc7tkJTyBmTODeqc3F9CRXjXuI+wOvEdW\/atKl5g8pSQPmd2Ra\/L\/cd26IqlVeM8S5h8MBzUx5cYzwhhMChOBCmtO6669pnHAOKHAn6KLEUBRCisuD+JgeNvCyKQNx9990FN0YIUdkUpeLAxDtz5kybVJn0SALFqkeTL6ynCGpUkyGGm6RnJuGNN97YFIFYmNDZFgMU2yLeHEXDD1RYY5lkY0tzityA34jf3HsUEEZjk4YB4Zl7wq+DtTZWWDv++OPNE4CQR0I1sB2vROBdIImZZFLyGwjtwRIW2+OBbZanVBKuQkI\/FZVQDjxUbyJs6KijjrIKTAiCWOA5N+5ZXgj5\/n4kd4FjJcH16KOPdp07dzaBlHNkHQRxBHO2QS4G67Rq1cqUYo6T7TEhEy\/PcRC6csABB9izkmk4RhIfEQwoycpxlxUmlq\/QVJCwMO4VDBKEjvHbcK54gm644QYzVuB9IlEegwZ5ESiRsfBbcW8yhiHUE8bmK2dxP\/N9kuz5vr8\/SLRHaeSeiYXnAmUT7xlGFkoFoxDjnWKbHCeeKap6VSQBW4h0wL2PcQWDCmFLKA8sE0Kkh6JUHKgE079\/f5sQEeoJu8ANj4UVi6qfSJnAEaIot0q4CIJgPFSdwWvBtogFJ7kW4Qr4rgas3IRwCwRRkoABQRnFMFbJw8qKkOoFfUKNsPR6RQLhjnuHe4BkakDIRxnlXuL+IUGVewtBG+XixRdfNO+A59prrzXvVlkhNwh9CHQIe1Ry8nA\/IqhxTPSXIK73pZdeMgWCY6xevbopAtzvwLnhRcOrhkLA+ePFoBKT7wmBEsAxclwoIxwbFaHwVrBNLNccP4oQijIKM+eaabimKFhdu3Zdfv0LEZQDxh\/uT7xLKEjcGwj1XGeqePmcE3JeCLckif\/111+PtvAPfAfvwGeffWYGDO5drhseL8YkfkN+69hriWcUZRijSiwIYSi\/3Mds64orrrDEfJQ5nh+aHnKcKNprrrlm9C0hKhfGbcKW8Pwy3wsh0kQ4iZRLKGgEvXv3jt7lPoMGDQpat24dvUucJUuWBKGAF3z\/\/ff2vnv37sGrr74anH\/++UGoHAThhG7Lk2HkyJH2\/VS+m01mzZoVtGzZMhg9enS0JD8YPHhwEAqT0TtRaITCaXDjjTcGoTIehMp5tPQfJk+eHIQKU7B06dJoSe4TKgZBqFyWeczTp08PRo0aFYwdOzaYN2+evf\/888+Dvfbaa\/k40rhx4+DZZ58NQsEo2GqrrYJQsbDl8UyZMsW2xedz584NZs+eHX0SBE8++WQQKhTLj4Xn6Oijj7ZrXhLjx4+3bYWCmG3rt99+iz755zk855xzgoULF0ZL0keoIAV77733CseeDRYtWhQ0bdo0mDBhQrQkcbgOzZs3z6t7M98ZMmRIcN111\/1nruW3uPjii4O77rora7\/HjBkzbD7N9XlfFB+LFy+u8NhUlB6H0sD1TsUaPAiURMRSQYwx3gbijpO1dFKdhn4A9Hro27dvmTHJQogVwaJNOVI8DVgOiyXkz3s38TThNeI94UF4Qwm9wLuJdZ\/rgkeLHJr69etH314RQizZFp8T+00JWw\/eB58wT4hUKHhZeAfLSoIcCbZFHgzbIscnFIysNwkJ9FTgYptC5BLck4T44bVTwrQQFUeKQxznnHOOhXEQukHIEcnOVFmiNGeyIOjssssu7n\/\/+59NtEKIxCE8CeWB8KTYSlDFCPkI5JzwIqeFPBPyW0huJlQuWVDICDWjbwehR4x3hKyhrCQD4VJUqCNxm7A2wuVQJoTIJQi34z6X8iBExZHiEAfCPjHDJDVjYasIVEBp3769xZwzuZJ8KoQoG5QFhFqs6uRv+CpSxQ7eALplk6dCs0nyXTBypAJjEt4Kqr7Rm4OKWhR6SNarSq4DeRbkymDVJUeirHwdISoLPGQ8QxQSULUlIVKnIEd4Jr9it1AmC+5cJvxkBQch0okv74nygKePpFvxDzyfhBzRqyO2MlcqIPCzLcKO8GakCmFNhFGRsL3FFlu4unXrRp8IkXtgGKRKHGW0BwwYEC0VQiTDSiQ6RP+XCnH69D2IrQaTy\/i4X\/IVRGJQgvHrr792999\/v5XtzBcoA4nVlPhqkf94TwPhSeVV6CEHiS7GNGrMFys3Vako30xzPVnmE2P27NlWNYzKUb76VzZgaqTcMFXIyHVLBsoX012d8Um\/c3agGSv5hIQklWcAo+krCgTV4ngm0w19Ugh7pkKdjHEil8AoRxXIioxNBak40CyLQYEShEsLsNZ7umFgo3ETjfGIUS6p7GyuIsWhMGAwo2EZAleinoZ8VBzofUHjPUKNJFAkxpw5c0wYRKkk3CRbcE\/S6wRDVLJhq1Icsk8yigP4UEg8ZYTrpfN5lOIgchUpDqWA4kA\/BQQKkRhz5861xnfEKTdo0CBamvtIcch\/UO5J1kXY6t69e8JhOPmoOJDrhDBB0QXFWJcPQhcCHo3qSAhHoUxgykoLhM3R+I5GevxeySDFIfskqzgAjQwxMm6++eZp9TxIcRC5ihSHUkBxIFmPplkiMX755RdrGEXymBQHkU2oDISgdckllyTVQCwfFQcsm3Snp6meBIrEQAhDqGM8p5xsNhQHfhvuSSZYjFCEtCSDFIfsk4riAHQ\/9xUUEfbTgRQHkaukQ3HQiCaEqBQYwLzSQIfuYug6jJcBjwpJxOutt55eCbzoY0GxCwo4kNzK9cv0i\/1QzYuJNVVFRQJjdkm1IAq9UhiHxo8fb6Vas+XREiJfkcdBGPnscSCUgPhnkT8gQPfs2dOUhmTCk2LJR48DVsjvv\/\/eGqbJEp0YhClR5pWeE7EN7DINjfYOPvhgKxiRSnL0oYce6h599NFoicgkKA14nim1SrPIVJQIPA+ELZHzUNGwJXkcRK6iUKVSkOKQPPmqOLz33nuWBN+8eXMlwmcBuhXTeIw+J6nilQYqeaE0pNqnQYpDcZCPigPPCUUm9t13X1mwswDCOYI\/cxfey1RJV9iSFAeRq0hxKAUpDsmTr4rD22+\/bTHIlO8kiVJkDhoY4t2hAtc111yT0qDDoEX1pIULF6a8DY8Uh+IgXz0ORx55pHvllVf0O2cJBHTGqIr2cOJ3p5y7L9WaiuAvxUHkKulQHLCGlMu9994b9O7dO3qX+wwaNCho3bp19E4kwqxZs4KWLVsGo0ePjpbkB4MHDw66desWvROZJhR4gxtuuCF6lzw9evQIrr766iBUHKIlqTN58uTgmGOOCZYuXRotyX06dOgQNGvWLK+OubKZNm1asPfeewezZ8+OlmSHUPgPmjZtGkyYMCFakjjc382bN9fvnKf89ttvQefOnYMBAwZES5JjxowZNp8uW7YsWiJEbrB48eIKj00yhYi8R2Uts0eq15owMipfUf6Q6kkkuorSCQUP6247c+bMvA91ISSNc8FDhLVLiFyHfiF4RMeNG+cGDhwYLRVCgBQHIURGId67V69eFu7IZJxqTkMxwLWi4Vjjxo3d\/\/73P8snIWYbhSsfQfA6+eST7VzOPvtsK1E6a9as6FMhche6lFN049tvv3X9+\/ePlgohik5x+PXXX93111\/vRowYES35ZxmTM7HHQoj0QpdkrM54Gioaf1zoEBNPd2n6PNDJvW\/fvq5Hjx7u448\/jtbIH1CCyIvbfvvtLd+MmFqUR7rT57sXRRQHeEaRDSZOnOjuueeeaKkQxU3RKQ5YEZiEn3zyyWiJc0OGDHEvvfRSSiUhhRAlExue1K1bN3v2RNlQUrJevXquSZMm9r5FixZuo402sgRwBPGS4DoT0jRnzpxoyT8hZYQ7IagnA6FEJCPH7ov\/2Rb7SQaMMxMmTLAkUZ8gSjWuxx57zBLshcgHatWqZcbGsWPHWtiSlF5R7BSd4lC1alV36qmnmrLgJ1UsYYcddpjbcMMN7b0QomIgbBKehNKAxU7hSeXDeEQd+q233jpa8k99ekpDIoCXlh9ABR86UlP60+egsK1NN910BQNJIlANBqWFqk8eQqdQYJINl5o0aZKNtyg+HhrfUbWGqlpC5As0p6TiIE3iBgwYEC0VojgpyhyHww8\/3Cbh4cOH26T79ddfu9atW6tsmhBp4o477jDhlT4Nq666arRUlAXhXNSRjy05iuJQu3btMscmPDn0MZk6dar78ccfbdlHH31k29lpp53sfaLg7WjatKmV3fWWVUoeH3LIIdZhNxlQNOK9TCiQLJPVVuQbKA80l0OJV9iSKGaKUnGoWbOmO\/DAA93gwYPdsGHDzNOw66672mckQp1wwgmyKgiRAkuWLLHwpHnz5lktdCZbkRxcw1jw3lBvuyzlgbrcderUsZ47COV33nmn22OPPdwuu+wSrZEY7OPEE090b731loUT4YEYPXq0O+mkk1Kq+c2xxx6394jISCPyEcKWbrrpJoUtiaKmKBUHQDn45ptvrHnYcccdZ5Mig8Bnn31mEzCeCCFE4hADTyK0D09SzlByVKtWzV6E+HgI6\/nhhx+sARmflcbGG29sxo8vvvjCchQofXrUUUctT0bHg0DIUSLlUKnohHeBikhsj0ZYvgEazTX5jcnFKA+Ol8aSsWFJ5GGwXOV4Rb7CvUvOgzwPolgpWsWBModYvZhQDzjgAFvG+7Zt27qGDRuqN4AQSUJHaEJtSIQmtl0kB8I6XdsRSDyEL2Hxx3tQXkUqrvu0adNcnz597P2xxx5rf3lPpabrrrsuoTyF9dZbz5QHvA54ZPmf8CIUiZEjR9pvi8A0ZsyY6BslgyJDaFLsep988olr1KiRW3vttaMlQuQf3L9XXHGFPRN4+YQoJopWcSCE4oknnnBffvmlxfXGkmz1ECGKGcJRbrvtNgtPYjJV9aTUwOt5+umnm7BNAYdPP\/3U3pP0fOihh9p1Puuss9y2225r1zoeBHLySXr27Gk5Cf53IMyI3yU2Qf29996zpGXKvZYEXlg\/PlI4AjbbbDPLWTn\/\/PPd+uuvb54Q6Nq1q2vVqpUdXywoQUcffbTr0qWLncurr75qHgsSuZX3kj3wnpPUu3jxYntPBS6fCyNSh7Al+jwQuYAirbAlUSwUreIAdIckLCkeLGqymApRPnjmsGgjyJI4WFY4jSgfrPSEFDE2PfLII27HHXe0UqwI+YT8YL1HaC9pfKpSpYq79tpr3UUXXWTeB59HQCUjEqxjvagIjvxm8UYTD8fRpk0bKySx3Xbb2TJCz\/B6jBo1yo6F\/AmMLCgQJGKXlAOBQnnkkUfauVC9DmVkr732ij4V6YLfgLyWzz\/\/PFryL\/xeVMpCeQAKF+CNKsmrTigb5XIJ2RXlQ9jSDTfcYLmR9957b7RUiMKmqBWHksCdf\/fdd9sgwOQrhCgdwpNIouVZkdKQHggNYgyiWy3N3yjmAAj7KA4oaKXlCGDhR5Ej3CgWBH4UCf8b0WiOAhEoBiWBR4Au3yghscydO9eS3y+88EJTZhBKEVovvvjiEkOp2CeN\/zgXzskXoRDphXAZfivul3jPDwodL68ooGDyf0kWchRCfi8aEJakWGQS7g\/uuXyDEENyung2fdiSV9qFKESkOMSBG57YXvo84IIXQqwIAqIPT0KQvPrqqxWelAUeffRRC\/s56KCDoiWJgUCDBZkmbuQYkNhMqVwqxyXjWaV7Lt6C3Xbbzbrto8jQTPPss8+2sCRROZCA\/sEHH5gSSE4KoTPlUZZgi1JaGaFk3KPcn\/kY8oNyf8stt5gijdGR61eSB06IQkB3dhy43HHt8yopjEmIYgaBg\/AUH55E7Lzi1bMDihrehmShgzOWZPImyG3YfPPNzTiSbMNLYuSp1DRlyhTrtI8igaHl3HPPjdYQlQH5I1SrwhOEAk\/Bj3TAs85vTujS999\/b00BCYV78MEHTVnxUMELpZZ7jDA71iG8LrYy4csvv2zf86Ac4PV65513LDyKEDYUHiqK8X3CrjxDhw61cCAasH344YfR0twDhYtjJyQM74lyJUWhUpCKAwOetP3kwH3NNZOLVZQF9wmTPeFJhDSUFjIjcgcUBpQOLKLUoKejdCrssMMOFgrDtijJStM5UfmQcL733ntbyVxyF5566imrxpUOUBz4rUmw90Jxx44dTYFFUQCEfTxhxx9\/vJU3R1ElqZ+wXy88493CyODDn1AcUDbIfQEUH7xYbJPtUR2Mde6\/\/37bFtW88KZw7+WyRwLPAx5YwvdU0l0UKiuFD2G5TyFxe7i2O3XqFC3JbZ5\/\/nkbtNq1a\/efZkriv6AsUKaRhnjEIudTHDIJl4ReYG0TmWfQoEFWaefyyy+vdE8Dlk5i67Fu5ouh4JxzzjHBiGdNxo3EQKgkd4N7j6TxbIHQSx4I85\/vY5EoCI0tW7a08SmTvzMVkuj0jXBPqBLhPi1atDCP0u67727r8LxSZQuFn07iCP2vv\/66JVLH56VgEGD8p6oWFYOY9w8++GA7B54zvFRPPvmka9++vQnybI9wNX4fSv6So0ASPQI+ob6UFubacS0I4\/nuu+9sWygQzM+MIVxf5qDTTjvNPBkcmzdg8T28KHg9WMZ1zXVjBdeMfBM6ueOlkTFO5BJ4+GgYWpGxqSAVBwYZ3JrHHHNMXsZLZhtuHn5fBHC6Ye65557RJ7mPFIfswsRPUmwuTN75qDgQ2oOgheVeY1NioDj06tXLwj8ogZmt64a1nfK3CMo0wUuGbCkOzHUoAhQpoNoWDQOZp\/fff3+rnoTQmg7FgYapfv5nDKCiFuFH9EAifAglgPd4peDrr782BYYypVTV4lrQj4TwtmQUB\/IFSDw+5ZRTzJtCP5NchvBNwqpQdvC8ENInxUHkElIcSgFr3sMPP2wuW5EYTHQMznTE3H777aOluY8Uh+IlHxUHwoY4XpQvKQ6JgdcYgYzStCRzZ+u64XEYO3asCd7169ePliZGthQHhHNyHFAaACF11qxZVn73q6++skZl6VAcWrdubeFI4JPkuY9RULzigJBM81TA08Cx4XnAgEduDEn6XnEAvBb87xUHng2UREKvvLCNkPP2229bCBRdzLmmKN252JUepe3SSy+18sVcL5ROoh+kOIhcIh2KA4NwuYRaf9C7d+\/oXe4zaNCgIHxwo3ciEcLJJggH5WD06NHRkvwgVBKDrl27Ru9EMTF58uQgFEqCUMCLluQ+Z599dnDggQcGCxYsCELhUq8EXj\/88EOw5557BlOnTg0WLlyYtdfcuXODvffeOwiF4OjXSxy+37x584zem6NGjQo23XTT4OWXX17huEeMGBHUrVs3CAV7Wy8UuINQkQhCRcLeX3HFFcEuu+wShAqZvY+Fc958882Dbt26BcuWLQvmz58fNGnSJOjZs2e0RmDXY5111gmGDh1q70PFIdh4442DUBmx9xAqEUEoMAfDhw+396FiEWyxxRbLr0eooAShMhOceeaZth847bTTglBJWf4+nqeeesrO6+OPP46W5A5ct44dOwYDBw609zNnzrT5tLRzEaKyWLx4cYXHpvww0wkhRAGA9RErDxZTvRJ\/cc0Ij8v2K2WLXBZ44YUXzHqI1T\/2mPEqhIK8der24D0J53v7nzAh3pcGn7GOh\/9j30Ps9rinsbbj\/XvggQfMY0CC8D777GNdzoFEejwhJOdj6SRkD09FbJ4U6xLORIUlvAyEipFATagYlaJCJcRCgLx3JVcIlSvz1HP8lCaG+OuVz\/Bb4znhd+U3FEKKgxAiYT766COLcRYiW3gB1f\/NFtneXzIgzFEilZCY+B4qCPInnniiJedSqQjFiw7h\/AXWR7EoKYSG0CXWJdTJf06J8tjS5ChTrLPGGmvYe64TSet0GiengapLhOsQLuzXIT\/BKxbkLBB2dvLJJ6+Q7E6o0s4772zVl1588UXbD1WcunfvbkUFSPy+6667rJxwroDCROgXCeAdOnSIlhYWnCPFZsijIQme6lk9e\/a0XK3Zs2eb8iqKjPChLxeFKhU+ClUSifDmm28G++yzTzBx4sRoSeWRj6FKoXARNGvWLK+OubKZNm2ahQyFQkq0JDsQJtW0adOcDVVaVk4YDJ+Xt046+OCDD4LNNtss+Oabb2x\/JYVAebgeZX0OfB573Lz\/+++\/o3e5A+FJnTp1Wh6eFMuMGTMKJlSJ3\/eggw4KQgUimD59evDcc88FXbp0sfu7RYsWQfv27YPbbrsteOedd4Kffvop+pbIVRSqJITIKlghsTYSckACpBCicijJYxALn5e3TjoI5QhLYKebPPuLT7iOBS9CWZ8Dn8ceN+\/pH5NLkDRO9aStt956eXhSoYKnhypaFCbYYIMNzMuFx4HQJXrDEIZGV3oqMuJ1oecHVdAIRQuV72gropCQ4hDCzU2FB7rhCiFKZ+nSpRZOwOSA8kC4hBCieCEEapNNNrEKTsWAD0+iRC8hVIUO\/Too0R6vhJKf0qhRI5sLqJ6F4oAM1apVK1MkyPs46KCD3Jlnnun69etnncEJbVpWQPkfxYoUhxAsJpMnT7bEH\/4XQpQOMa1Ymai7Tuyrch4yB1ZcSmdSFlSIXKRx48aW+5Rsk7x8hHK1l112mdtmm21MaciGR6cymT59uikB\/MblQdds7gFyIFAkaEL44IMPWoNClAZyXPDOnHvuuaZkkCNBDo7IP6Q4hHhXaHkuVCHEv9BVF+WBZosKW8oMeEPpwEuyqBCi8li4cKFZ0YvF0wA08qPnzLrrrhstSQ4UrLZt27oBAwZYZaZu3bq5Jk2a2HZJtiZp\/vTTT7ekejqLi\/ygqBUHGtLQJIe2\/bkWQylEPoArmmoqKA8\/\/PBDtFSkCyyaVKYhvlgIUTmgNFx++eWmNGAxLxYogUuZ2diyuamCR4LO34SF0wUeZYEQJpoJIofRMI\/SwjQafvzxx80YJY9EblKUigNx2iQ24VK78847reY0XWjjk7KEEOVD2BJWJYUtpR8pDEJULoQnkdOA9RyloVhkBEJS6aux++67p\/2c2R5lflFKyIHo37+\/JVPTFXyLLbawxOsLL7zQPDuU933kkUfciBEjrLeHqHyKUnF47733TNPl5qSuNELPtGnTFKokRIoQtnTKKaeY50HKQ8XAZX\/MMceYG\/+xxx7L6SZkQhQyhAoSnoQwWyzhSR5kIgT1bOWu4NXAI4HCQBNA8iNoFEjfDpQKlLfDDjvMFImnnnrKTZkyRYnWlURRzkjvvvuuVQPYdNNN7T2usl133dU0bCVHC5EazZo1swobTLSTJk2KlopkmDhxoilg++23n5U8JKkQS5uMGkJkF0qukgiN4FxM4UkeQk8xWtAssDLYcMMNbRxEUcDQi9fh5ptvdptttpl1RcewQkM6QsheeeUVC236\/fffo2+LTFK0oUqxIQC8V46DEBXn4IMPVthSBXjyySetS+9FF11kE+S1117r1ltvPRk0hMgi8+bNs2ePPg3FUD2pJCjDSgfwNddcM1pSeeCNILSJ6k4+B2Lw4ME2TnJ8jz76qOvcubPlSaDsPfPMM2aEEZmhKBUHbsBvv\/02eufc\/PnzTbtWjoMQFYewJTwPhC2pz0Ny\/Pzzz9ZkyYNBg4Z7csnnHyh7hHrolZ0XpYvT8ZywLQwfRCQUW3iSh3t33Lhx1vgtWZno\/ffft7E\/01WSateubV5uFIWnn37aekhQoWmttdayMHSa0RHadMUVV5iSQQ8JjMSi4qwU3iDlmrLuu+8+c9uh6eUD3DTExz333HPRkhUhNu6EE05we++9tzvkkENMe33ppZcsno4wi2JUHn755RfT1nngGzRoEC3Nfd544w0LPbv11lujJSKTcL2ptIF7uDzefvtti9G\/5pprzHqebihoQG3wZ599Nm\/yABBEUKbefPPNEo+Z+F7GJ8qvMg4RPkkYJV6cLl26RGsVF9SSp5DFyy+\/bEafbEGjLzxo999\/f9Jx3gixjKOEWshblHl4VjAA7rDDDhYLnyqEulAshepJ5513XrQ0eTAA8Kz75zjfICH80EMPtVyC+vXrR0sT49RTT7UcBSokEVJEVbhsg\/LH\/UDZVzwndL+mQhPn0rBhQ0v4JneCMKxiK0DBnHLEEUfYXJ7qvFmUigP8+OOPVhIMDZRERM4PjwMVYooRKQ4iEZJRHOCdd94x5cHHCqeTQlQcmKi7d+9u142ETKxonCMNlf73v\/9FaxUX+ag4kFSL4EVctsg8PEsUPSE85aqrrkopJwhBE8MhngaMiBUh3xUHLPTIRwj+yRw\/15BwIrqIY+FnrsAzEM+QIUPMm0pzuGzlbyHzUfb1iy++cOPHjzfZD6Vm++23dzvvvLPbbbfdLCy00EmH4oA1pFzuvffeoHfv3tG73GfQoEFB69ato3ciEWbNmhW0bNkyGD16dLQkPwgHuKBr167RO5FpuN433HBD9C4xQiE5aN++fRAKzNGS9DB58uQgVPqDcAKIluQ+HTp0CJo1a1bqMYfCatCjR49gp512Clq0aBFcccUVwZFHHhn06tUrWqP4mDZtWrD33nsHoSASLckOofAfhIJNMGHChGhJ4ixcuDAIlY68ujfznaFDhwbXXXddsGzZsmhJ4vDchQp6cNddd6XlN5sxY4bNp6kcSy4QKl\/BtddeG71LHH6DLbfcMrjxxhuD+vXrB6GgHn3yL48\/\/ngQKhP2ev\/996Ol2eWPP\/4Ixo4dG7z88ss2xh533HHBnnvuafPJrbfeGnz88cfBvHnzgiVLlkTfKBwWL14cNG\/evEL3eX6Y6YQQeQtW2xNPPNGSDbH6iNKpVq2au+SSS8x6SgglsdZYLQlhEvlFOL9G\/4lsEApC0X\/JgZUcjyjhSXga8sV7mSnIEyG8h1DuZCG\/gURmGoOuvvrqburUqSs8B1j7CSWj7CpN9VLtSF1RSKgm8fuoo44yLxPJ1USonHzyydYQmLwIKjaRJ4HX96OPPrJzEf8gxUEIkXFQHoh9VbWlxKhRo4a5+AkTwJWfjs6tQogVIUSZZrDEu1ckp6GQoFAM4SyUrE8GFDcUA0IsCf8hDIheEB5ClwjfQqkgNIjX+uuvH31auWCwofwrYeuEhRL+3LdvXwul4nr07t3b7o\/TTjvN3X777dZXAsWnWJHiIITIClTAoCgBeTTq8yCEqEwQjkmE3mSTTYqyT0Np0DuGSm7Vq1ePliQGuUiTJ0+2cR6LPooDnae9xwFPA4nIFMtA8KZ\/FgYSFA5yDt566y3LQShJIKeXDXlhsd4L9oUxKlPVm0i0pygFHgfyfFEwyVtCGbrpppvcAQccYOdSjBXvCjY5+uGHH7ZaviIxqCaBNs3DkU\/J0VgGCIHBxUgyo8gcWL6ZCGrWrGnCf6oufSYIH4aTbMWOWAoxOVr8l3xNjm7ZsmXFEhBFUlBQ4JNPPrEwk\/ISeglPYvyh2ltFE6FLIp+To7t162YCPeFbyUAVPZ5TwnqQIbj\/mTMIAXrooYdc165d7RmmqhHj\/j333GPrjx071j6j6hHPDdZ\/BHM8EygVCxYssB4NM2bMWCFZm2cLD8GXX35pHo5ssmTJErtOHB8eiHx6xlVVqRSoCEDcGlVIilEbTBYeRMqvUULtzjvvNE07X2CywLWI0pPArSzSAJPtnnvuGb1LDSYZmp352OJUyFfFAde3BMrEIeaYLrF0h61Vq1a0NPMwwWI9leKQHySqOCCIojRgVb\/ggguipeklXxUHrk379u3dmWeeaUpzMtDp\/t5777VKSlRVouMzZVCRKRBUEbSRyVAkqBxHCXxkDWRLXngpUOioivX555+bV4JGfIQI4YkgbAgLP6FQeC74DZH1Xn\/99ayOC4Di0K5dO9e6dWvLhcin31iKQylg0cSKQCMqKQ7lw02PxwF3IWVsk41trEwYOLBwYAEX+QUDF417mAxS8Tzko+JAyWOeM445nyabygQhjOuGlwqPQzYMBPw2eBwQDPBeS3HIfRJRHBCaMFYw3mQyETpfFQfyz7DuE9NP3kei0LekTZs25qnAk8B17d+\/v0UDoESQDM1zhAeCJm0TJkww4xEJ1MhoGC65TjRvw0BAgYihQ4da8jTKCD1sSGZmHaIiEHxRbPBe3HLLLbac8q7ZgrmHrtV4RrLt7agoUhxKIZE+DmJF1MdBVAYo+Xi6UB6on54M+ag4EEvNxMqEmA0BuBBAKEEw2HfffU3wyJbigFURi+mnn36a9L0pxSH7lKc4+D4NKA2Z8jR48lVxIBSIsCK8wck0RkMYJTQcb7SvxoQC0KpVK\/MqIJPRbI31SIomPwBPBOFJKCqEG6Gc4zkgdIkQIJ49nh162+CFwEiIokHuBMoG6+MRRDFBPkWROOmkk2ydRODZpMofnoPVVlstWpoYKDX9+vUzb2SyuSCVjRSHUpDikDxSHERlgfKA5wFLIG7oRMlHxYFEOyYdwgHySaCoTBAiUBgQPLLpQcbjQLgFAlEy9yVIccg+ZSkO\/B4kQnMPYSnONPmqOCCgk2OQaIPPspg1a5YZhMhjoIs00Mn5yCOPtPBilqPIDRgwwIwpeDi+\/fZbC2ci\/IfcAa4dCdDInygzXsCn7Cs5ECgg5DmQB4Ugz4vtJnLNOQ7mEAwDyXa3JiyL8+vRo0fePd\/pUByw3pSLGsAVPmoAJyqT119\/PWjXrl0wadKkaEn55GMDuLvvvjsIFSQ1BssD+I323XfflBvAVbTJkkiOIUOGlNgALlQaglAYDfr27Zu13yNfG8C1atUqeOutt6J3FSf+eiObNWrUyMZuOOmkk6zxGk3JIFQsgs022yx47bXX7NqFQm6w\/vrrB6HSt8K1DBUb2w7XGWjUFiondvysx\/tQgbR12D7\/z50719YF\/t9mm22Cjh07Jv0bcU5t27YNnnrqqbz7fUEN4IQQBQFl7nAzExNbyKVawzHXQm9E7oNljt9L5C8+2ZYQGpooyvtTOlOmTLHQHUKJ0kX89T788MMt8ZkSuECYEvmVeBiorMRvRL+H3XbbzbwGVPED3nsIISRsaZdddnF169a1ZXgH8UqS8A6ESREpw3yCd4PzIjLBP8\/jxo2zRPBkE8CBhG3mqJ122imvvEnpRE+RECInYBCnzwPJb1QeEkKIVFm8eLGNJYQnZaLkaqFBuVMEYcIoL730Ugv5njNnTvRp+ojNndh1110tFJCxn1Al8pgwIpEkDZSuXrp0qeUxeCEdoR3hnXX9MkLD6OxMEjbLCE1jPxR6oV\/EAw884Pbbb7\/l65NHgWGA6oB+WaIQbkUeRTLJ44WGFAchRM7QokULq2RDqT0a\/AghRDJ4wZE4fV9yNVnhsBjB04AlnxwDBHcSfxHiKYVM9aD33nvPcgLS3S+Jaknkz1I4gjwUqij5nIPGjRu7DTbYwPJSmBMAjwWeJPIm\/O9KEzgUiiZNmtj7o446ypKySc6mehOd92N7wAwbNszWpSdRsnz88cfmAclmFadcQ4qDECKnOOyww6y0X6GHLQkh0gvhKlijGTuonqTwpMRBuCb0h4RjlK4XXnjBGraRnEw4EcnKKGFnn322KRL0TyC8KZ0gjMdWKSKkiWaZ\/I54DoCkZMqw+nAnICl+9913d3Xq1LH3KD6PPfaYeSUo\/xrbdZrSryRhU64\/WdjGF198UeE+RvmOnighRM6B6xpLF6EGUh6EEOWB9XnhwoVWqWfDDTdUeFIawNpPdbCbb77ZqlTSM4F8BK4zgnnbtm2tqhHLadhG9aN0s\/7661tDOkqvArlwvlcE4AGhlxMN4lAYPvjgAwt1pbQrVeyoiEbJb684EJJFaBPejGQ9UYRDUUKW\/Ipi9mIVreKAm0vlWoXIXfA8ELaE9TDdli0hRGGBIInQKE9DZiBngGZnKAoYdAgpoucDfRCw4qOwEdqEhb9v374WDkSZ1GVpLqGMIhFbHpnjoiwq5eT5zUmCxuhEXsOjjz5qSkSsoE8PHcq3p1J2ng7WhL\/Fhj0VI0X3ZNGv4K677rJsfW4qbna6JQqRCtw7DKAk4uULDOYDBw60wT7XQXnAwkTsazEkTJOw98gjj7iJEydGS4QQiUBeA2E1KA3FbA3OFmuuuaaFC5FPgMeBfjwI64QAkdRMOBOhTXgL6ERNjgTW+nSDsoC3wScrk6OBMkMzO\/oD8T\/KDPcEidYoDVS2I+E6WUaMGOG22WYbC+sqZopOcaC5CTcYWfG44bgJeABEYTJy5EhrCEMVhVhwtdLWnoGlIrB9BkdKuyUCAxevVCF5jZJ2lKyLh7hNXMdjxoyJlpQMAjjHjLs2HzjkkEOWJ+gVcsI0ljl+1yuvvNLc\/sQVV+ReEaKYIGEVAVFUHnRzPuWUUyxECMMszfho1EaIzx133GFhTqeddprr37+\/VSdKd6I1kCNBMjWNQYkqIanaKwmUcuU4SJhOttQyiun48eNXKA1brBSd4sBNhRWT+DeSbRAqUSBEYUKIC90744VkLA7ERTIQVAQsD4m2uAc6HZP4myo1atQwdzzWm3hIZuOc1ltvvWhJyZCARtWKfLLK+bAlPA9MQpDswJ\/roNBhLcUqh6uf841XeIUQJUMICsnRIjdgriJE6OSTT3a9evWynAg8Es2bN3fffPONjXV0b+YvFZyw5hMRki6Y53ynaQ+G42nTppkRKtlQNmQIlIctt9yy6D1aRRsEiHWPsABR2DA4INjHDxI8+AwiFXU5Jjv4UEYuUe9ESVAyb++993aPP\/74CoIzHpQhQ4ZY7k6hxl8SP3viiSea8kBDn\/hJId9hQiKJj2ZV11xzjbn+qR4ihBD5DonLjHGEk+FxwOqPAE\/eBPkQeAao2NShQwdLfv7yyy8zIqOhYPJKlgkTJpi84JvMFTNFqzggdCUr9InCBm8AcZEI5VhF6ClAaFAshAPhakVAR7gjXyDW+kDDHMrWYUmh4QyNdLCi4CKlM+Ybb7zhPv30U\/v+eeedZxYMoDY1Ll6WIxxjfSkJlCBcv5999tkK1YbohIn3hHwA7m1CXXDbU1oP9zCDdGngzqXxWmz4E27mc845x47bw7Efd9xxdowM8LFx+FhjOFc+49y5jpmA34TkPCYcLPSZtDBiXPChZel4sT1e\/D4lfc4LBZDPyZlJ9\/7T\/cr144t9caxCiNwBwx0lVOnfQJ7ggAEDXPfu3S0UiDAm5hMqKRFWi7cCY5GfLysD5mh6ThSawSoVilZyZjLJp4RWkXkQ6KnMgCBNCToGNoR4hHBAASARjPAnlvOX6hIMZl4JffDBB81STIIYzWdIdCXOE8GF3AQqfhAah\/sWCzqKAO3xeU+1CJQShGGUCAbPkjjiiCNse7FKDaFLtWvXtrrVJGyTAMa2SQzDSkLuA8pGSaB0UIkCb4gHpWTo0KHLBS4GdZQFmupwjOQasG0UBqxClD4kTIrrwsCfyeReriPKAyUCCTnLBGyXkChfui8dL+4frjElC\/k\/\/vOZM2dajXKUNRLX+T9+nVx6MZGn8\/pk6sUxxt7bQojcg\/mPzs\/MwXfeead76aWXLGRz2223tbkOoxivLl26WLdpwp3o2ZEtKKiDoiNCggQItcGgd+\/e0bvcZ9CgQUHr1q2jdyVz\/fXXB6H2GHTq1CkIJ8BoafESCilBKCwH4cMRLckPwgEl6Nq1a\/Tuv3AvrL322kEoBEdL\/iEccIL9998\/uOmmm6IlQRAOWkGLFi2ChQsX2vtQuAt23nnnoEOHDkEoQAd33313EAr9wQ8\/\/GCfw+WXXx6Egn4wd+5cex8Km\/bXEyoSwVZbbWXXF0IBPggFf\/sfQqXDrnsocNs67DMUyoNNNtkkuOaaa6K1VoRjad68eXD00UcHf\/75px1vs2bNgiuvvNI+D4Wk5ccDoSAabLTRRnb8ECpIQfXq1YNvv\/3W3t944432eex5sSxUEuy7bKthw4ZBOGAHv\/76azBnzpxg2LBhdi1CJSsIBeGgcePGwVVXXRV9OztccMEFQahABEuXLo2WpA+uayhwRu\/SB7\/BJZdcUuox89s1aNAgeOGFF6Ilucu0adOCUMGK3hUePJtNmzYNJkyYEC1JHJ5JntFM3Jsi92HsYFxnrBbpgbnnnXfeCXr27Bm0adPG5r+jjjoquPjii4Mnnnhi+XyWCWbOnBk0adIkmDJlSrQkf1m8eHGFx6ai9TjgBsM9RlgFidKiMAnvcQslKimZiWV87sFrgCvSJzvThZIYc289x2LP+ptuuqm9BzpIUpXLW+ZDAdxyDQhLwspPyA+VI3ysJuv5dYFEWCz+WOtpeoZrFq8GFlKsKbHH5+G4SbAePny4++mnn8xSjXeCsCSgggRWbRLSKIWHZ4AQKsJgkoVrQmk9jvP55583TwqhUmeccYZ5WrDmcv6ENRGXijcES1GmPAEevDR4fGKvZT7A71nSb+rhWuLpwvtFGFxsqFguUta5CCFEukBOY\/7B48C8SuUm5lnmXDpDMycRYnzZZZdZx2s8tukKbWLup6kg+xJFHKpEOAhJptyIsS3ORWGB8I\/gHi9gIpAhcHsloSQQihCAaTADhPyUpIAAywl\/69Spk4XREA9JmATCP\/ea\/x7bjM+tQamg3ChhTlSX4PX+++\/bAFja\/ihROnfuXEsqQ1BHwfFuVJah0BAmhWLBAEqFidJyetgHr9jPOVcvFPKXz3Ehc4z33XefbRtlhxAraN++vYU2NWrUyGJSiVvNVCgg1aNwXRMCxnkVEvwGXF+qKaGM8dsJIYT4F8ZJekjss88+rnPnzlatyc8JGM6Yp5hTUSYobz1o0CDLAUw12RpDjsKU\/qVoFQdRHGy99dZWnpSazrHWUfIWUBxoO+9BuaAvg4+bROhGAaCkHBDfj3Lgk5IZhLB8Y91HgOV7r7\/+ugnY5BxgBaGedGytatZjvx6UVipNYD1H6N51113txaBYlrUZhYgcCoTop556yrwNVK0APB54LBhIybfgGGvWrFmqdR5LCvvCqwB4J1AKUJg4X\/Iy+B8hdqeddrLj45owQGMd9xCLeuONN9pATjK2v47pBEsS54VStfHGG+edxyERqJzFRMfvxm8jhBCidFAkmI98QRKMaRi3yLnDCEbBE\/o2UX7\/qquusrEVw14iMM\/TMRpjXGmGvGJDioMoaHBvUoGHMBtCgHr27GnW8I4dO1r96CZNmkRr\/mNlxyWJx4CSn4QaMWgQ6sOAgQWjbt26NviQFO2rFfEZAixKAA1wEGzpSM722U5sKBNWC0KTqODUr18\/+4zjQZEhzIfjY4DjGEaNGmXfKQmOlfNhgKThGwnDHgR4BH0GyGuvvda2S9gLSgDwFxeuV6QIj2J7JD9zXlRjohQe63HclK7jej388MOWtE3iNe+5HigbKD18l+OmpB4DNoMsydrphHNlwOcYKYmn4gZCJE6s4USIQoeQYuZI5kG8+DR+o4gHxjtCnSiA4otsYOjDMFbSnEKoLnMhZWPFP0hxEAUNQj3CLuVBETYJ42ECRWhnQIkt54mQTOgNpUkR2nfccUfzGqAMABZuLPwoG1ggsPhTJg7Bn8GIFwMUigU5BzRZI+6fMB4UBGD7uFOpSsRx8GLwwpJOR3OOjz4PWNQJoysLQu0IC8LDwbF6aBxG\/g6eEGpP8znxoH4dvBUoQ3ghgLhN9k+4E+eNwsT1QTHy4Ut4TqhkgYcB5QpFg21yTWj006BBA6vmRKULzp\/z5nqkC5QGFDIUE9\/gTtYfIcoHIwHjWEnd5oUoBpiL6Y9DDgTzPnMZcx5zHd75Hj162P8YwPgfgyBV44AQJ+ZIhbT\/y0qh4FKuGYKYW4QQ4rfzgddee8099NBDFp4iEoN4eSzNWHMRAvMFegtQShQreEWhkzilRCkBJ3IHvAwofsSqEsLlIZQMzw3PeWx+RjrA8sQzQYnAdHL33Xeb0njLLbek\/ZizDV4svFEokYUIIYYULMAY4I0HiYKwjkWT8akyf2eMIVhUyT9iHo8t7CAyB2Ew5Ci9+OKLMnDkAXgUiAQgtwxvO3MLobYY2ejdhDGRENxC+C2JoiAKoSJjU0EqDoSlYDGlO6Ee2sQgrp3mK71797YY63whnYoD5403gftG5AZ4GlAaUGjpfxGLFIfKhYpaKA7p9CzlEtwDWCjzVXFAGCI8g3wlnh0q0GB1FZlHikN+g9KAh46cR54fogZivfr5jBSHUnjnnXfMHUV4SAKnJ0JIjkW7JiY+n2L50qk4kNi7zTbbWOy+qHxQGkg2x9NQUpv\/fFQcaKSHCxwrcL4LFDSxQ3EoVBC8CRdEcaCAQTJUtuKAcEAHe\/KPmLepMkOFmS222CJaQ2QSKQ4iV5HiUAY8uGoNnji4tClNWlZ50lwknYqDyB2oKoTiQHJ5SUoD5KPiQH4LVbCooOUT5vMRhCGEY3JeClEw4pwwplCGkcTJZMM3K1NxYEqnyAJJnRhDOBfGR+K3pThkBykOIleR4iCKHikOhYcPT6IyVVnlSPNRcaAKFVWwYkv05iuEN5IYX6ihSl45IlwpWSNUZSkOKDuEm1IU4bbbbrPfh\/LPeB+kOGQPKQ4iV5HiIIoeKQ6FBYnQeBsuv\/xy6x9RFvmoOBQSlC8kVEmC0X+pDMWBZpUoDT\/88IOVoPblkKU4ZB8pDiJXSYfikD1TiBBClAEKAyXyyGkoT2kQlQ\/WbV6i8sH+RyI04UkUEkh3DxUhhPBIcRBCVDooDIQo0aehtJwGIcR\/QXkjLIl689Sgp8iFEEJkCikOQohKhXwGeq+QOEyjHSFEYqA0EIZE80WUBt\/UUQghMoUUByFEpUF4EnHAlE9WcyohEseHJ02cONHCk9ZZZ53oEyGEyBxSHERew+RZqJ1rCx0fnkT1pI033jhaKoQoDx+eRFdbCkMUcj8NIURuoapKIq+h2R9deE866SQ1+8swXF8qhNAMa7\/99ouWpoZPhKZ6UqqeBlVVqlymT5\/u6tatW7DlWCtCJqsq0ZiO8CQSockJ4jcoC1VVyj6qqiRyFZVjFUUPigOlB9u2bVsQtfFzGQREWvCvtdZaFhqR6qBDTsMLL7xg26hITkMmFQcGV7ruptpEcuVQVli6zLmvfljkPhq3yP25OHB7brea23ObNVzVKiu5ZQWg4\/K8Va1aNe3XPt0wxXHPZjP+P1OKA00DUQLwNGAwSSQRWopD9pHiIHIVKQ6i6OHmHzp0qCUGiszz5ptvui+\/\/NI8BalAnwZeZXWETpRMexxo1rbeeutFSxIHMWHBn0vcfa9Ndq988rOrv96aobKwsvth+h9u\/53ruP8dv6WrtmpuC9uJMGPGDBNc8yFUEOEtmwJcJhQH+jT06dPHlAbClBJVhKQ4ZB8pDiJXUR8HIUIS0H1FmqjItX799ddNaaB6Uj6UXGXCZ2BN9vXXUucefXtqqDTMdCc328TdfkFD17fjjq7dYfXdu1\/NcYOGzSrxe\/n2SvX6VMYr34U3PA0oDVRPwsOq6klCiMpCioMQIuOQ0\/Dcc8+5a6+9tuCrJ33w9Wz37NBprs1BG7v2h23iaq21qnkYTjxwY9ds1zrumaFT3XczFkRrC1E2KOt0hB43bpy78cYby81pKA0UKJEddK1FIaO7WwiRUchpIBGa8KRC79MwZeZC98DrP7ndt6vtTjlkE7dyjKV7lZVXcic3r+f+WrzMvTFspltaCIkOIqMQntSrVy9TGghPSrXkKlWYCDdesGCB\/dUrs6\/ff\/89uvJCFB7KcRB5DXF67777rpUkFJmH6z18+PCEcxwGDx5sngbCkzbbbLNoaXrIxapKdzz7nRsy4hd3\/enbu523qhEtXZE7n\/\/efTDqV3f7BTu4enVWj5bmH1RVogyoyiH\/l3TkOBCehKeBjtCULE4l3wa4jy+77DJLZifEie2KzEFYHNd89uzZ5mlVjoPIJZQcLYoeKQ7ZJRnFgUnz+eefz1ifhlxTHKbOWuQ63z3K7b59bUuAprJSSfww7Q93Yd9Rru2hm7jj989fD4wUh9KpqOLgw5NGjx5tnobatWtHnyQPisIvv\/zi5s2bFy0RmWbWrFk2J+FpleIgcgkpDqLokeKQXRJVHFAaaO525ZVXuvr160dL00suKQ6Moo+8+ZN77r1p7o4Ld3RbbLRm9Ml\/WfzXMnfjY+PdlFDRuKfLTm7VKuk99mwhxaF0KqI4xFZPYlyriNIgKge8DWeeeaaqKomcQ1WVhBA5B+FJTJiEJ2VKacg1fp2\/2H00ao5rtFUNt3kZSgNUq7qy23Hz6u7HGQvd+Cl\/REuF+MfTcOedd1p4EonQUhryE3JKhChUpDgIIdIGnoZnnnmmKKonxfLND\/Pdtz\/94Y7ca0Pr41Aejbev5TZYp5obMvyXaIkodggpuuOOOyw8ieZuqeY0CCFEJpHiIIRIC6+99pqFJ1E9KRM5DbnKsmWBeydUABpuXt1tt+la0dKy2aTuGm7remu5ryb85ubM\/ytaKooVLNQoDWPGjLHwpFSrJwkhRKaR4iCEqDDES\/rqScXkaYCZv\/7pvhw\/1+3VoJZbe\/Uq0dLyabZbXTfrt8Xu6+\/nR0tEsUJ40tixY90NN9xg3biFECJXkeIghKgQeBoIT7ruuuuKTmmAT0b\/6mjJsOkGayYUpuTZY7vabt2a1dwHI39xf\/2tEpnFyNKlS83T8M0335inIdnyv0IIkW2kOAghUiY2EbpevXrR0uJhydLAffTNHNdg0+pul61rRUsTY9UqK7lW+2zgho351U2YqiTpYoPwJKonkdOg6klCiHxBioMQIil8eUHCk\/A0UHJ18803t2XFxk8\/L3RT5\/zpGm1Zw61RLfnhtEmD2q5m9apu0Cc\/R0tEsUB4EjkNVE+irK0QQuQDUhyEEElB3X5fPemaa64pmpKrJTFq0ny3YNES12T71KzFG6yzmjtk97runRG\/WGUmUfgQnkRzN8KTevbsqepJQoi8QoqDECJhVlllFff5558XXZ+Gkvh7yTI3OlQc1qlR1W1VL7FqSiVxeJP13cbrru6eHDLFlBBRuKA09O3b1xKhKbmq8CQhRL4hxUEIkTDEZVepUsVKrhZreJLn1\/l\/WQO3PRrUdqtUoDls3VrV3PEHbuSGjZnrnvtgerRUFCJ33XWXGzVqlIUn5ZungeZ0dJ1duHChW7Bggf2fLuhhQehWs2bN3KWXXmr7YPssh6lTp7rTTz\/djRw50t4LISoPKQ5CiISpWbOmu+2229wmm2wSLSleps\/5002eudDtlmRSdEkQrnT4Xuu7h9\/4yZSH+Qty3\/OwetWV3aqrrhK9E2Xhw5MQfHl+6tatG32SPzz55JOm7DRq1MjttNNObueddzavCUpERXnsscesaWTTpk2tB8zkyZPdmmuu6R5\/\/HH7\/Pfff3dDhgxxU6ZMsfdCiMpjpQAzQjncd9997o8\/\/nCdOnWKlgiRG5Cg++6771pVElFc\/PTTT+7iiy92zz77rFt55fTaQBYvXuzmzp1bZnnMB16b7N764hd3R6eGbv2a1aKlqTP3979djycnWJWmxtvVcjttWdOWR7noOQfC3BprrGHha0Y4lay08kquapWV3TabrOW22mgtt8ZqxalYLFq0yLVs2dLGJyA8iUTo66+\/Pm9LrpKPcckll7i3337bhPqPP\/7YXX755RayiJcAT2SqnHfeee6zzz5zX375pRVfwOPAmH7MMce4HXfc0Y0fP94deeSRpnwdfvjh0bdyl59\/\/tmdc845FtLpi0kIkQvgyTviiCNsbEp13pTiIPIaKQ7FSyYVBwZXrJurrbZatGRF6Ntw3RMzXK01V3bnHL6uq7Zqxfcfytxu3oK\/3bsj57lPvv3TzfxtCbJ4HsHB\/iMk1VxrVWuGt3391VzT7Vd39dZd1VVZZWUrX5ttmOLWWmst85Z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\" alt=\"\" \/><\/p>\n<p>Fig. <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>SEQ Figure \\* ARABIC <span style='mso-element: field-separator'><\/span><![endif]-->8<!-- [if supportFields]><span style='mso-no-proof:yes'><span style='mso-element:field-end'><\/span><\/span><![endif]--><br \/>Logic diagram update<\/p>\n<p>\u00a0<\/p>\n<p>For dynamic profiles, the calling code can invoke an update<br \/>method on the profile object with a new set of inputs including the time at<br \/>which the update was sent. This will modify the input parameters and then<br \/>modify the profile arrays.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div>\n<div>\n<div>\n<p><!-- [if !supportAnnotations]--><\/p>\n<\/div>\n<p><!--[endif]--><\/p>\n<p>\u00a0<\/p>\n<\/div>\n<\/div>\n<p><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"has_eae_slider elementor-section elementor-top-section elementor-element elementor-element-b98710c elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-eae-slider=\"18115\" data-id=\"b98710c\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"has_eae_slider elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d351746\" data-eae-slider=\"27180\" data-id=\"d351746\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e487ad3 elementor-widget elementor-widget-text-editor\" data-id=\"e487ad3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>4\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Mathematical Method<\/p>\n<h2>4.1\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Phase start times<\/h2>\n<div><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/div>\n<div>\n<p style=\"page-break-after: avoid;\">p<sub>0<\/sub> will only equal<br \/>0 in the first phase. For all the middle phases in a dynamic profile, p<sub>0<\/sub><br \/>will be determined by the time at which the update is sent. For the final phase<br \/>p<sub>0<\/sub> is calculated by finding the difference between the target<br \/>displacement and the minimum displacement and then calculating how long the<br \/>lift must travel at its final velocity (v<sub>final_phase<\/sub>) to reach the<br \/>target displacement.<\/p>\n<p style=\"page-break-after: avoid;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>The period start times p<sub>1-3<\/sub> are calculated using the<br \/>following equations which can be derived from equations (8-1\/2\/3) in <!-- [if supportFields]><span style='mso-element: field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>CITATION Ste18 \\l<br \/> 2057 <span style='mso-element:field-separator'><\/span><![endif]-->[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<h2>4.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Kinematic equations<\/h2>\n<div><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/div>\n<div>\n<p style=\"mso-pagination: widow-orphan lines-together; page-break-after: avoid;\">Starting with a constant jerk, acceleration can be<br \/>found by integrating the jerk value with respect to time and adding the<br \/>starting acceleration at the beginning of the current period (p<sub>this<\/sub>)<\/p>\n<p style=\"mso-pagination: widow-orphan lines-together; page-break-after: avoid;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>Velocity can be calculated two ways, by either adding the<br \/>velocity change onto the starting velocity (V at p<sub>this<\/sub>), or by<br \/>removing the velocity change from the target velocity (V at p<sub>next<\/sub>).<\/p>\n<p><img decoding=\"async\" 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BFgVgylB6VulpZaaepKmRmWWIXlSfhpTeVRYozAlEx+xXWK3MTvDvf\/+707Rp9OYyq1FaT\/4LL7xgswuVuqaKEFmD92PTpk228GIl1jmpJv5erly5Uh4SIYQQoorIKKkQhID84Ac\/sGnW7rvvPktD+SJMpK2trSM8BSWHNT5YSyFqlDAFKtPwVswFJsqCaYyZKhYwRruikFK\/GzduLHuhPiGEEEKInk7Vx5T0FpJWMGeNhMbGxg6DhPEl69evt0UC+\/bt28nbQhr4Im7R9UHwwJAWnXeaRQIHDhxo6ZwjKgtrYjQ3N9+ywnwcPFhJXjOP44yvUi6EEEIIIW5FRkmFYOEYnE54TNgwQE6ePNlpwUlCs1By9+\/fb3k9zMsVWAYlYdxgyPhK5rB582YzPqIhYKxo\/Z\/\/\/Me8MJQpqkN08HQc6nnPnj3BqFGjwpSbYJxSx1kPTxJCCCGEyAIySiqEr1JOCBezjV2+fDk4dOhQJ88JxgTx6fEVx48fP27nrlu3zrwqKLt33XVXeDQILl682Ek5pkxmMlq6dKkdO3XqVHhElAPeKWZjcu8TBsfkyZPDo50h7\/jx423lcAxEziEED\/CcRD\/D9u3bzbPFrGxAGB95SGMmKQxU95K1tLRYHgd5wDPmx9lzjhBCCCFET0FGSQVAaWQQ+s6dO6133L0gUYMEMD6i4VwOxkpTU5P972URsuUwUH7KlCnhpxsw4J0eepRm97SIrkN9zZo1K1ixYoXV35YtW2wsyYgRI8IcnSG8649\/\/KMZCXirOMcnIaAsjEyvMw+727dvn9UtBglTLHMeRip1f+XKFTNwMFpef\/11Kw+QB4wbxiph+HIO17V37147LoQQQgjRE5BRUgF8PMnw4cNtnwaKJ6Bo0nPuoGxOnDjR\/mctBhRa5n328C48IXhOOIdzfQzJk08+aXl9\/QbRNXimeJ02bNgQLFq0yNL69+9v+3zhV4TsjR49OnGNDQwHH09CGUxggFcLMEii5eIFi05wgDGDsQM7duwwwwVZuHbtmn0GZnATQgghhOgpyCipAEePHrWebUK3vIc7iZEjR9qAdsJ+PIQLhRgFdtiwYfa5X79+Fvo1f\/78YOrUqZaG4cEYFQwVN2wIEWOjZ93zia6B1wHF\/9e\/\/nWYEtjsaHi18hFfsM\/xSQriBg0eL8LuPN2N2eXLl9seWcCT8sADD9hnwFBCPjBSHn300eDChQu2iKWmpxVCCCFET0JTAoteD+M1GBdy\/fp1U\/4xDhhbwgreadP5kgcj9J\/\/\/KetRROF8CwMlvhYH8r8zW9+01FmPB\/ekHnz5gX\/+9\/\/Ojwl7FtbWy1czGE8iYwSIYQQQvQk5CkRIgRDA4V\/zZo1YcoNQ8HD6KJ4yNzVq1ftnOi0wKxDgweLsT4YHtj95ImGdEHc08Lsa4SDcR2cBz5bG\/j3eAiXEEIIIUSPAU+JEL2Ztra29iFDhuAxbF+8eLF9Zs\/n5ubmMFdnyDNt2jTL09jY2H727NnwSLud4+nkg5aWlvY+fcwxaZBOHtKd1tZWy8N5Z86csTSODx482PKOGTPG8gghhBBC9DQUviWEEEIIIYSoKQrfEkIIIYQQQtQUGSVCCCGEEEKImiKjRAghhBBCCFFTZJQIIYQQQgghaoqMEiGEEEIIIURNkVEihBBCCCGEqCkySoQQQgghhBA1RUaJEEIIIYQQoqbIKBFCCCGEEELUFBklQgghhBBCiJoio0QIIYQQQghRU2SUCCGEEEIIIWqKjBIhhBBCCCFETZFRIoQQQgghhKgpMkqEEEIIIYQQNUVGiRBCCCGEEKKmyCgRQgghhBBC1BQZJUIIIYQQQoiaIqOkm\/j222+DadOmBX369AlaW1uDTz\/9NBg3bpx9XrJkSZhLCCGEEEKI3kef9hzh\/6KKbN++PZg6daoZIAMGDAgGDx4cLF++PNi7d2+waNGi4OzZs8G9994b5hZCCCGEEKL3IE9JN7Fw4cLgnnvuMY8JrF27Nrj99tuDESNG2Odr167ZvtrMnTs3eOutt8JPQgghhBBC1B4ZJRUGhX\/IkCEWljV27Ngw9QYYJB9\/\/HGwatUqOw4XL160\/fDhw21fTfj+PXv2BHfeeWeYIoQQQgghRO2pmVGC8o7S\/tFHH4Up+SE\/vfzF5q8FXOOmTZuCEydOBNu2bQtTb0I6RMO0du3aFTQ2NprXhPMHDhxo98mYEzduGIMShWfAs+MYeb766itLf\/fdd60cQsSIyvPyyE95Q4cOtXwPPfSQnUvIWDUptY6zQj3IWm+jXmUJJE9CCCFEETCmpDtpa2trzynh7WPGjGn\/8ssvw9TiOHLkSPvgwYPbFy9eHKZki5wB0L579+7w0600Nzczfqf90qVL9hy4j4aGhvaccWDHN27c2HGP5CVPThGzdCdnoNg57IHnyDmQM4TsmeYMjvb9+\/db+Zzr5XOc\/NWG6542bVqX6jgrZF3Wegs9QZZA8iSEEKK7Qe9zHbHSVKPskowSFFyUat8wLq5fvx4ebbfP0eNRZdpBuWBD2egKnJfFxp2KwRg4fPhwmHIr3DfX7s+nqampw2BwqGTyOEOGDDEDw+EYz5Xn0NLSYuXElTUMmaTnw\/dh7HQVN3io53zw\/dwrxldX8PviWdSSrMpavVDo9wBZih5P+nErV5ayhORJCCFEd0B7k6RjOuhZtEdpOiv6Hud7+0x7npQXPY2yKkXJnhK\/SG4mrih4o8vxJOUXpYRe\/nw9nq74RhXxOCgvfId7C7KAG2xnzpwJUzrDs+F4IauS5+vKmz+L6HOmDDaeI3nj5SGAeGziCiBwTqHvzwc91nx3PqPE6\/j8+fNhyq240cEzSQKljeNpL1N3kkVZqxeivwfIahzql2Npz7cYWao3JE9CCCGqzdy5cxPbGdpdDAnaVtqiJEODttt1TNph1\/vZknRzjlfKMCnZKHGFcsOGDWFKZ1BCkpRWbhJluVAvIQ8LRbyQIuJeh6inppa4wp52PQgHx9MUcSdqOPCseZY8C69wynBlnWflxh970nm+5HVvVNTbwLmU7VspcP14bSiXLQkXZK4hX70gwNRdveCy1ltBbpKM3GJwAzNJ3jC608qO\/l5k5R2vFL1dnoQQQlQP9L5CbQztLu1vklHCsbiR4bp5kt7tbXklOpJLHuieb+YmBnTmLi547bXXwpSbsB7Hd999F8ybNy9MuRUGgq5evdoGaTN9bj6eeuop+y4GcGcBn+o3jaNHj9p+0KBBdn9JcC88I5+Ji2d96tSpYOnSpcFPf\/pTS8sJS3DffffZAPYrV64E69ats\/TTp0\/bM3nxxRdtPRQGv99\/\/\/3BY489ZschpwzZIPcDBw4EDz74YJhaHL\/73e+sbAbSM4NYEl7Hjz\/+eMfsYnFYr4UZwBigXy9kTdbqibvvvjv871aYFCL3Axc8++yzYcpNipGlekXyJIQQohqgizY3NwcrV64MU0rntttus8lZorCsBe01bVcc9PXGxsbgueeeC1PKwEyTEqDHk9OSejCxoNJ6VHEl5fs6PAIcj29p1p6HfqR5bLobLEiup6f16gJ16taxe4SScBdf2jPgWNLmsuSWO1tUjqhrlw\/25M29GB3fh3cm6j3iWknneNq1uDfJvy9fj7zLWpps93TKuXev03ivC\/XHO5PmscsnS3F5gKg8UP8uD1mkt8uTEEKI6uAejXzjm8Hb5kL5oqD\/oW8ltcteHm1xOXTZKHHl0OGCUAbSwpMIxUgL+3G8sS7W0Ei6jiT8YZWylVJR0FONEgQMIfTnkc8oIR91nO8Z8MJwfpoyShha9DjyhLLJdfgxxu1wHaS5zCAHGBaUD66gxuuR8sjLtbqi7PKRb+Y0\/47eCPfOM+oK\/mzj51N\/1FEaabKUJA9upBDmSDq\/NWmdGVnB5amn\/V4IIYSoHa6jFasXl6Lr+iRKSWX7EAXXwbpKyeFbSWE\/hArlDIlgy5YtFt6TBKEYacec48eP237kyJG2L4acIhL+lw7hIbl7LWkjzEkE5gYcN27cLfXua6NEKaaODx06ZPtCi0X6ccojLBD3IC5FQNbeeOMNS\/M1X06ePGmhQrgYYdSoUbaPQyjc+++\/H+zbt6\/DPTlhwgQLEfr666\/tcxrFyJroDM82DuvpUF8eephEmiwlycNLL70UvPnmm+ZaJh15zRknBUMqa43kSQghRCVBv6kG6HyE7q9YsSIxpLp\/\/\/62f+edd0yH7ioVWTwRxfXhhx8OZsyYEaZ0DY+xZixEsaB8iOrAGB\/Gf7zwwgsdQjhgwADbf\/PNN7YvFYSasS1pxssHH3yQevzDDz+0PYYFY3PAjSPG2ETHJly4cMH2d9xxh+3B7ydn6Xcyso4dO2YvUWNjY5iSjGStfDAUGJ+0fv16MyLKweXhmWeeSZSXixcvhv9lE8mTEEKISoMOVWmef\/75YOvWrantdlTXKoeyjRIUPRRJlIxyoRxuOE1hFd3LsmXLTFGPKvA\/\/vGPw\/9KBwMCRWzs2LFhSmdQWDFa0o7TA8DLFr2eL774wvZr1661veOyRM+5s3v3btvPmjXL9sguq98zOAvDOrrSfm\/k5ZdfNuMzvgHPKOkYz7AUduzYYYbt008\/HaZ0nSR5APeQ9Pb6FEII0Xvw9rjSOjTRCQ0NDXnb7aiuVQ5lGyXLly8PVq1aVfYFoUigsOJxKYVielvTlK1825EjR8KzC5MUylTvMEsWBgKKX\/S5lDO7ghsQkyZNsn2cEydO2D7puHvRmE2M63B8VjNCdhw3fuKyxExmMHPmTCvDDRnqmlCiaLlJlNuzn3XSwhxh48aNicfiBkE+qBfK2bx5c8FnXQiXh9mzZ9veccO2Gj1FxUBoGg0Cz6YQPV2ehBBCdB\/eHlcyNJi2dteuXcGrr75adrtdDF0ySug9p\/H\/y1\/+Ely+fDlxSs84WFneg5mEK6SMCyjlxouZWrbaY0q6GsqUVagnpmZuamq65bmgVMK5c+dsH6VQHbsBkTatNGFUkDTeJG28EVMh871Ro9iNH+owKksoqyiCfi\/vvfeeTV9drGJdT9MYZwV\/tkxfjTcKmSrmeReSJZeH+JiVgwcP2p5pd2sBY53SPH1xJE9CCCEqTaVCgzFI6IhmzGYhvbzUqIk0uuwpQcFDcd25c2eYkh96sjknjc8++8z2USWDNQrS8AcwevRo22eBWvXOVhp6sgHLOA2UzDiF6hgDAlwppeecOEUMBPDjSWE33jM+bNgw2zt4cqJeEnBZihs31A\/Kbhw8afRwp5FFWas3iEUlpI61borpdCgkSz5hQhSMmDVr1piB6uvzUHco\/4w5Qt5wQ\/OZa2htbbU8DucjC36cvXtB2Q8dOtTKcXmgLD5zDscxRkhDJvv27Zt6n5InIYQQ1aDQ2NhiiRok8XAwImnSmDJlSlFtfBplhW8RHlNsL\/PPf\/5zu9A05c9n0qG3HOWAWP+f\/OQnlpaE99QTvlHOA6gkPWEsDAoT44NQCpPu58yZM7b3geRRHnnkEdun1bEPkuc7UOKo42nTpiXWH4oeCp6TNEbElTtegih+bf369bMyMHwAWUHR9fP8Gt5+++1bDJsoLmtz5syxvSgdZtNiliyfoKAQyFK+3ws3WNy7Rl1Onz7dfjtYeBHZ5X8WCsULy\/e\/8sorZkzj2saA+NOf\/tRhEJMXWfzkk09M1tra2qy3ibLg\/\/7v\/8w7wyQcjE3iug4fPmyetrvuusvkEs8b17x\/\/\/4Ob1wSUXnKym+XEEKI+ueJJ56wdsX1nDRo6yAp6gWDZPLkydZxxjhQ9DHfaCddX4\/ibXF0we4ukWs4S4b59RsaGmxdgGJhfYGBAwfaHMdJ+PoRXFJO+WzPNezhkWTGjBlj+bIwzz9rauSEwNZNqOd1B5hnmnqlDtjHF7zz+a99ix+nDjkvbR5r1pOgzjiXuuZzFMrjGHmi61pQLumsTxEt19c84bqjUB9cBxvlcL5DHfk9xr8nDZe13grPqpjnlAbn8wxLIfp7EZelnLHQIQ\/+m8FGXo7F8fzRexgyZEinz\/zvdYxc8plz4uUho+RL+h1DDvkduHTpUpiSTG+XJyGEENXB2860Nhv9yNvM6ObtLG2e60hpW1Ib5+1xuXTJKOkqaQ19qfhDjSujtcKNkq1bt4YpN0EJprJ6C17HpRisWSZrslYLuP+0H7hqkiZLbrwWWyee341Tfn94X6OLRkV\/hN3oiBvN4PKQdIx3HYMjX8eE5EkIIUQ1ocO2Ozu+vOM4qV0slW41SoBGmy3ae10KnIcCkdRTWSu8hzSuPHGtCEYtFLpaMnbsWKvjQj3GWSeLstbbSJIllH9+AIv9DaH+oj04\/GDzvkaNhyRDId55wvfhLeSdjnsJgevM965LnoQQQnQHS5YsKXt19WKhTa7Ud5U9JXCpEHdNvDdxaT54uViIkWOwKStxE8udFRhYTUx5dLwDMefEn+cUm441Hrjn3gBx\/IwdIMY\/ZzmHqfVFV2SNsSvUMwOkuwoDpHOKbfhJRGXJfy8Y8wHFjuEif3TcEeUwHo5xKD7eKGcs2FgQIJ16J5YWiKPlfZ4\/f76Ni+FcpkhkHIqfD4xzYcyKj4mjHCerv11CCCF6HkxU9PXXX5esZ5cK43YZY7Jw4cIwpUxC46TboaeRnkXCGYqB\/IRBFZu\/2vDosAzdG5I0BoaeV\/IV26Pb0yi1jrNCObLG\/RYK10sL6cP1GQ8rEjdwWeI9451iK8bjgLeDvFEviHs28Z64d5PyeY\/Jy\/dE8+MdwcNx5swZ++whWOSPelPcgxP\/Pcjab5cQQojeAe1Ptdoe2sloW1kJ+vAn15CKEqE3HC9ITgGxRfjoAY1DLyq9tL5on+j5MKsTa2Sk9RrQi44HjZVRi1nfRwghhBCiN9Dt4Vs9hfPnz9uUn+yTDBLAICl1hXpRXxDaw1oVHp5HCM\/48ePDo53JF9KHDPln7ydgLnDKxtABDw8jjdAg3Ka+pkZLS4vlcTB+uDY\/7ka0EEIIIUQWkVFSJVAKUVCJhRc9k6VLlwYbNmwI9u3bZ4aEL4aXtPgjzJgxI9iyZYv939bWZucwxgowMPC6+cJDPsc4ZSNHGCTIEuex5kZTU1OnNTdef\/11yw\/IHsZNdM0NjBhfc0MIIYQQImvIKKkSn3\/+ue2vXr3aMXBW9BwwGlil\/O9\/\/3vHAqIM9mossJrq0aNHbWX5pEHaeDIeeOAB+58yCQG7ePGifcYgiS5UigeOEDAnOpCbAdoYLhg6165ds88YQGUvaiSEEEIIUSVklFSJ4cOHm4I6c+ZMm4ln9erV4RHRE2BmCzwjUUOBleGjxkESaSF9vnJ5tDxg1XCMGE9ndXJYvny5eVTcI+fGDOC9wcDh+KOPPmor3DMLGp4YIYQQQogsIqOkStATTmiOh+ikhfSI+uT777\/v5O3Ac4JxMGHChDDlVvKF9LkHJQ5GzOzZs8NPt3paDh48aPuoMYOXpLW11WSP8C6moO3Xr194VAghhBAie8goEaKLYGQABsmf\/\/xn+x\/ia1Q4+UL6Tp8+bWND\/vWvf9n4EQwK8uDxiBo6cU8L85DjseFafM2MtDU3KFMIIYQQIovIKBGiC2AAoPDjsTh27FjHQPWf\/exnwaRJkzotpOnkC+nDsGCMCrNyLVu2zEKvTp48acfcC+Kelh\/96Ef2GUaOHGkGzYIFC4I5c+ZYGp4RjBfKYED8L37xi2DdunX2WQghhBAii2idEiGEEEIIIURNkadECCGEEEIIUVNklAghhBBCCCFqiowSIYQQQgghRE2RUSKEEEIIIYSoIUHw\/2dczmTD1kYQAAAAAElFTkSuQmCC\" alt=\"\" \/><\/p>\n<p>Displacement is the integration of velocity plus the<br \/>displacement at the beginning of the current period.<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>See <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref70077354 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Appendix A<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600370030003000370037003300350034000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><br \/>for the full equations for each period.<\/p>\n<div>\n<h2>4.3<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Allowed Updates<\/h2>\n<h2><img decoding=\"async\" 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\" alt=\"\" \/><\/h2>\n<\/div>\n<div>\u00a0<span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">If the car is in period 0 or 1, a command to increase the<br \/>velocity can be accepted. The lift will continue accelerating to the higher<br \/>speed. For example, in <\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">Fig. <\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">9<\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\"><br \/>the initial profile was set to reach a velocity of 2m\/s. Because the target velocity<br \/>was changed to 2.5m\/s before the end of period 1, the new speed profile is the<br \/>same as if the higher speed had been commanded at the beginning of the trip,<br \/>see <\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">Fig. <\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">10<\/span><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight ); font-size: 1rem;\">.<\/span><\/div>\n<div>\n<p>\u00a0<\/p>\n<p>If, however, the lift has entered period 2 and the same<br \/>command is sent to increase the velocity to 2.5m\/s, the lift must finish its<br \/>current phase before starting to accelerate again up to a higher velocity thus<br \/>creating a new phase, see <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60671324 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 11<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370031003300320034000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<br \/>The reason for completing the period is to avoid the added complexities required<br \/>in changing the jerk mid-period whilst acceleration is not constant.<\/p>\n<p>If the update is sent when the lift is no longer<br \/>accelerating but is moving at a constant speed in period 3, a new phase is<br \/>created. The new phase starts at the time the update was sent as seen in <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60671348 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 12<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370031003300340038000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<p>If a valid update is sent in period 0 to increase<br \/>acceleration, the car will continue to jerk up to a higher acceleration. For<br \/>example, in <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60671505 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 13<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370031003500300035000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--><br \/>the initial profile was set to reach an acceleration of 0.5m\/s<sup>2<\/sup>.<br \/>Because the acceleration was changed to 0.75m\/s<sup>2<\/sup> before the end of<br \/>period 0, the new acceleration profile will be the same as if the higher<br \/>acceleration has been commanded at the beginning of the trip, see <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60671510 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 14<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370031003500310030000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<p>If a valid update is sent to change the deceleration at any<br \/>time before the final phase, the working parameters will be updated, see <!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>REF _Ref60671540 \\h <span style='mso-element: field-separator'><\/span><![endif]-->Fig. 15<!-- [if gte mso 9]><xml><br \/> <w:data>08D0C9EA79F9BACE118C8200AA004BA90B02000000080000000D0000005F00520065006600360030003600370031003500340030000000<\/w:data><br \/><\/xml><![endif]--><!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<br \/>This update must arrive before the car enters period 3 and, if the deceleration<br \/>is decreased, before the car would have needed to enter period 3 with the new<br \/>deceleration.<\/p>\n<p>If an update is sent to increase the displacement and the<br \/>lift has not entered its final phase, this will always be valid, and the<br \/>profile should be adjusted accordingly. If the update requests a decreased displacement,<br \/>it must first be calculated if the lift can stop before the requested<br \/>displacement in the given jerk, acceleration and velocity.\u00a0<\/p>\n<h2>4.4<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Adaptions and rejections<\/h2>\n<h3>4.4.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<br \/><\/span><!--[endif]-->High acceleration<\/h3>\n<p>\u00a0<\/p>\n<p>When the car cannot reach the input acceleration and then<br \/>return to constant velocity without surpassing the target velocity, the<br \/>acceleration is too high and must be reduced. This is done using equation 8-12 <!-- [if supportFields]><span style='mso-element: field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>CITATION Ste18 \\l<br \/> 2057 <span style='mso-element:field-separator'><\/span><![endif]-->[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<h3><!-- [if !supportLists]-->4.4.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<br \/><\/span><!--[endif]-->High velocity<\/h3>\n<p>When the car cannot reach the input velocity and then slow<br \/>down again without surpassing the destination displacement, the velocity is too<br \/>high and must be reduced.<\/p>\n<p>Due to the use of computational techniques in this method, an<br \/>analytical equation has not been produced to solve for the maximum possible<br \/>velocity. Instead, a computational method is used which implements trial and<br \/>improvement to find the new velocity value.<\/p>\n<h3><span style=\"font-size: 1.75rem;\">4.4.3<\/span><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Low displacement<\/h3>\n<p>When the car is mid journey and is sent an update to stop at<br \/>a displacement lower than the minimum stopping distance, this kinematic update<br \/>must be rejected.<\/p>\n<h3><span style=\"font-size: 1.75rem;\">4.4.4<\/span><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Late update<\/h3>\n<p>When the car is mid journey and is sent an update to change<br \/>a parameter that has already been used or is impossible to implement, this<br \/>kinematic update must be rejected. One example of this kind of update is when a<br \/>command is sent in the final phase of a lift\u2019s journey.<\/p>\n<h1><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; line-height: normal;\">5<\/span><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><!--[endif]-->Application<\/h1>\n<h2>5.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<br \/><\/span><!--[endif]-->More accurate lift traffic analysis<\/h2>\n<p>When modelling lift kinematics, it is currently assumed that<br \/>the acceleration is the same as the deceleration and that all four jerk values<br \/>are the same. In a real lift system, acceleration and deceleration can vary in<br \/>a single journey as seen by accelerometer data. As more data is analysed, more<br \/>accurate models can be produced when calculating lift system performance.<\/p>\n<h2>5.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<br \/><\/span><!--[endif]-->Lift systems with two cars per shaft<\/h2>\n<p>When two cars share a shaft, the system performance can be<br \/>improved by giving each car the option to follow a deliberate asymmetric<br \/>profile thus improving the performance of the system<!-- [if supportFields]><span style='mso-element:field-begin'><\/span><br \/> CITATION Ste18 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[2]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]-->.<\/p>\n<h2>5.3<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<br \/><\/span><!--[endif]-->Multi-dimensional lift system<\/h2>\n<p>For multi-dimensional systems, cars can be given the option to<br \/>change velocity based on the location of other cars in the system. This can<br \/>prevent unnecessary stops, improving user experience, and can reduce waiting<br \/>times, improving performance.<\/p>\n<h2>5.4<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<br \/><\/span><!--[endif]-->Improvements to monitoring<\/h2>\n<p>Lift performance measurement tools<!-- [if supportFields]><span style='mso-element:field-begin'><\/span>CITATION<br \/> Ric12 \\l 2057 <span style='mso-element:field-separator'><\/span><![endif]-->\u00a0[5]<!-- [if supportFields]><span style='mso-element:field-end'><\/span><![endif]--> currently try to map<br \/>the lift\u2019s motion to a symmetric profile. Not only will this new model allow<br \/>monitoring of deliberately asymmetric lifts, data from which will improve<br \/>simulation inputs, it will also allow for the monitoring of poorly adjusted<br \/>symmetric lifts thus enhancing maintenance.<\/p>\n<h1><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; line-height: normal;\">6<\/span><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><!--[endif]-->Conclusion<\/h1>\n<p>This paper provides a set of equations which accurately<br \/>model a lift\u2019s kinematic profile for symmetric, asymmetric and dynamic<br \/>journeys. This will enable simulations to model lift motion more accurately as<br \/>well as improve the performance of lift dispatchers. These improvements will be<br \/>most noticeable in lift systems with two lift cars per shaft and with multi-dimensional<br \/>lifts. The equations will also enable improvements in surveying, maintenance<br \/>and many more technologies.<\/p>\n<p>Currently the solution uses a computational brute force<br \/>technique to find the maximum velocity and quickest stop floor at any given<br \/>time slice. There are improvements which can be made to these solutions which<br \/>will save time and processing power. Although time is less of a concern when<br \/>simulating a lift system, the need for efficient algorithms becomes more<br \/>crucial for dispatching and monitoring technologies.<\/p>\n<h1><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; line-height: normal;\">7<\/span><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><!--[endif]-->ACKNOWLEDGEMENTS<\/h1>\n<p>The authors acknowledge the work of Gabrielle Anderson and<br \/>her research into the field of lift kinematics with multiple maximum velocities<br \/>and with separate acceleration and deceleration. The authors would like to<br \/>thank Nishad Deokar for checking the maths presented in this paper and continuing<br \/>the research surrounding dynamic kinematics.<\/p>\n<h1><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; line-height: normal;\">8<\/span><span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><!--[endif]-->BIOGRAPHY<\/h1>\n<p>Matthew Appleby is a Software Engineer with Peters Research<br \/>Ltd. He is part of the team working on enhancements to Elevate, elevator<br \/>traffic analysis and simulation software, and related software projects. He<br \/>joined Peters Research in 2019 and is studying part-time for a Digital Degree<br \/>Apprenticeship.<\/p>\n<p>Richard Peters has a degree in Electrical Engineering and a<br \/>Doctorate for research in Vertical Transportation. He is a director of Peters<br \/>Research Ltd and a Visiting Professor at the University of Northampton. He has<br \/>been awarded Fellowship of the Institution of Engineering and Technology, and<br \/>of the Chartered Institution of Building Services Engineers. Dr Peters is the<br \/>principal author of Elevate, elevator traffic analysis and simulation software.<\/p>\n<h1 style=\"mso-list: l0 level1 lfo1;\"><span style=\"mso-fareast-font-family: 'Times New Roman'; mso-bidi-font-family: 'Times New Roman';\"><span style=\"mso-list: Ignore;\"><span style=\"font-style: normal; font-variant: normal; font-stretch: normal; line-height: normal;\">9<\/span><span style=\"font: 7.0pt 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><\/span><\/span><!--[endif]-->References<\/h1>\n<p><!-- [if supportFields]><span style='mso-element:field-begin'><\/span><span style='mso-spacerun:yes'>\u00a0<\/span>BIBLIOGRAPHY <span style='mso-element:field-separator'><\/span><![endif]--><\/p>\n<table style=\"width: 100.0%; mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;\" border=\"0\" width=\"100%\" cellpadding=\"0\">\n<tbody>\n<tr style=\"mso-yfti-irow: 0; mso-yfti-firstrow: yes;\">\n<td style=\"width: 1.0%; padding: .75pt .75pt .75pt .75pt;\" valign=\"top\" width=\"1%\">\n<p><span style=\"mso-no-proof: yes;\">[1] <\/span><\/p>\n<\/td>\n<td style=\"padding: .75pt .75pt .75pt .75pt;\" valign=\"top\">\n<p><span style=\"mso-no-proof: yes;\">R. Peters, \u201cIdeal<br \/>Lift Kinematics,\u201d in <i>Proceedings of ELEVCON \u201995<\/i>, Hong Kong, 1995. <\/span><\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 1;\">\n<td style=\"width: 1.0%; padding: .75pt .75pt .75pt .75pt;\" valign=\"top\" width=\"1%\">\n<p><span style=\"mso-no-proof: yes;\">[2] <\/span><\/p>\n<\/td>\n<td style=\"padding: .75pt .75pt .75pt .75pt;\" valign=\"top\">\n<p><span style=\"mso-no-proof: yes;\">S. Gerstenmeyer,<br \/>Quality and quantity of service in lift groups, University of Northampton,<br \/>2018. <\/span><\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 2;\">\n<td style=\"width: 1.0%; padding: .75pt .75pt .75pt .75pt;\" valign=\"top\" width=\"1%\">\n<p><span style=\"mso-no-proof: yes;\">[3] <\/span><\/p>\n<\/td>\n<td style=\"padding: .75pt .75pt .75pt .75pt;\" valign=\"top\">\n<p><span style=\"mso-no-proof: yes;\">CIBSE, CIBSE Guide<br \/>D: Transportation systems in buildings, 2020. <\/span><\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 3;\">\n<td style=\"width: 1.0%; padding: .75pt .75pt .75pt .75pt;\" valign=\"top\" width=\"1%\">\n<p><span style=\"mso-no-proof: yes;\">[4] <\/span><\/p>\n<\/td>\n<td style=\"padding: .75pt .75pt .75pt .75pt;\" valign=\"top\">\n<p><span style=\"mso-no-proof: yes;\">T. Croft,<br \/>Mathematics for engineers, Pearson Prentice Hall, 2015. <\/span><\/p>\n<\/td>\n<\/tr>\n<tr style=\"mso-yfti-irow: 4; mso-yfti-lastrow: yes;\">\n<td style=\"width: 1.0%; padding: .75pt .75pt .75pt .75pt;\" valign=\"top\" width=\"1%\">\n<p><span style=\"mso-no-proof: yes;\">[5] <\/span><\/p>\n<\/td>\n<td style=\"padding: .75pt .75pt .75pt .75pt;\" valign=\"top\">\n<p><span style=\"mso-no-proof: yes;\">R. Peters, \u201cLift<br \/>Performance Time,\u201d in <i>Proceedings of the 2nd Symposium on Lift and<br \/>Escalator Technologies<\/i>, Northampton, 2012. <\/span><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><span style=\"mso-fareast-font-family: 'Times New Roman'; mso-no-proof: yes;\">\u00a0<\/span><\/p>\n<h1><!-- [if !supportLists]-->10<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Appendix<\/h1>\n<h2><a><!-- [if !supportLists]-->10.1<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Appendix A<\/a><\/h2>\n<div><a><img decoding=\"async\" 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\" alt=\"\" \/><br \/><\/a><\/div>\n<div>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<p>\u00a0<\/p>\n<h2><!-- [if !supportLists]-->10.2<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/span>Appendix B<\/h2>\n<div><img decoding=\"async\" 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\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\" alt=\"\" \/><\/div>\n<div>\n<h2><!-- [if !supportLists]-->10.3<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Appendix C<\/h2>\n<\/div>\n<div><img decoding=\"async\" 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\" alt=\"\" \/><\/div>\n<div>\n<h2><!-- [if !supportLists]-->10.4<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><!--[endif]-->Appendix D<\/h2>\n<div>\n<p class=\"MsoNormal\">The following appendix contains examples of input parameters<br \/>and resulting profiles. They attempt to demonstrate all categories of profile<br \/>and can be used as test cases for any future developments.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"has_eae_slider elementor-section elementor-top-section elementor-element elementor-element-3c617b4 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-eae-slider=\"6615\" data-id=\"3c617b4\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"has_eae_slider elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5d10406\" data-eae-slider=\"20199\" data-id=\"5d10406\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-419de40 elementor-widget elementor-widget-text-editor\" data-id=\"419de40\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><img decoding=\"async\" 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\" 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This paper presents a new set of equations for modelling kinematic profiles using a combination of mathematical and computational techniques. The [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"parent":860,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_canvas","meta":{"footnotes":""},"class_list":["post-1821","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Dynamic extension for Ideal Lift Kinematics - Peters Research<\/title>\n<meta name=\"robots\" content=\"noindex, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<meta property=\"og:locale\" content=\"en_GB\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Dynamic extension for Ideal Lift Kinematics - Peters Research\" \/>\n<meta property=\"og:description\" content=\"Dynamic extension for Ideal Kinematics Matthew ApplebyRichard Peters Peters Research Ltd, UK Keywords: kinematics, lift, elevator, dynamic profile, ideal lift kinematics, twin lift system, 2 cars per shaft, multi, multi-dimensional lift system, simulation Abstract. This paper presents a new set of equations for modelling kinematic profiles using a combination of mathematical and computational techniques. 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This paper presents a new set of equations for modelling kinematic profiles using a combination of mathematical and computational techniques. 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