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AlienVault OTX
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No
DNS Resolutions
Date
IP Address
2022-01-31
50.57.205.7
(
ClassC
)
2024-09-11
164.90.158.112
(
ClassC
)
Port 80
HTTP/1.1 301 Moved PermanentlyServer: nginxDate: Wed, 11 Sep 2024 06:05:29 GMTContent-Type: text/htmlContent-Length: 162Connection: keep-aliveLocation: https://aviatorhomeloans.com/ html>head>title>301 Moved Permanently/title>/head>body>center>h1>301 Moved Permanently/h1>/center>hr>center>nginx/center>/body>/html>
Port 443
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.bricks-buttonclass*primary:not(.outline) {background-color: var(--action)} :root .bricks-buttonclass*secondary:not(.outline) {background-color: transparent} :root .bricks-buttonclass*secondary {border: 1.5px solid var(--action); border-radius: 8px; color: var(--action); font-size: var(--text-14); font-weight: 600; font-family: Nourd; line-height: 1} .bricks-button.sm {padding-top: 16px; padding-right: 32px; padding-bottom: 16px; padding-left: 32px; font-size: var(--text-14); line-height: 1} :root .bricks-buttonclass*light:not(.outline):not(.bricks-lightbox) {background-color: #ffffff} :root .bricks-buttonclass*light {color: var(--base)} .brxe-container {width: 1280px} .woocommerce main.site-main {width: 1280px} #brx-content.wordpress {width: 1280px}.tac.brxe-block {align-items: center; text-align: center}.tac.brxe-text-basic {align-items: center; text-align: center}.tac.brxe-heading {align-items: center; text-align: center}.tac.brxe-div {align-items: center; text-align: center}.mauto.brxe-block {margin-right: auto; margin-left: auto}.mauto.brxe-div {margin-right: auto; margin-left: auto}.mauto.brxe-heading {margin-right: auto; margin-left: auto}#brxe-jmlxwi {color: #ffffff; font-size: var(--text-14); line-height: 1; padding-top: 16px; padding-bottom: 16px}#brxe-jiagph {align-items: center}#brxe-ndsswr {padding-top: 5px; padding-bottom: 5px; background-color: #098D2E}@media (max-width: 1024px) {#brxe-lkmftd .bricks-nav-menu-wrapper { display: none; }#brxe-lkmftd .bricks-mobile-menu-toggle { display: block; }}#brxe-lkmftd .bricks-nav-menu > li > a {font-size: var(--text-14); color: var(--primary); line-height: 1}#brxe-lkmftd .bricks-nav-menu > li > .brx-submenu-toggle > * {font-size: var(--text-14); color: var(--primary); line-height: 1}#brxe-lkmftd .bricks-nav-menu .sub-menu > li > a {font-size: var(--text-14); font-weight: 500; line-height: 1.5}#brxe-lkmftd .bricks-nav-menu .sub-menu > li > .brx-submenu-toggle > * {font-size: var(--text-14); font-weight: 500; line-height: 1.5}#brxe-lkmftd .bricks-nav-menu .sub-menu {background-color: var(--primary); border-radius: 4px}#brxe-lkmftd .bricks-nav-menu > li > .sub-menu {transform: translateY(10px)}#brxe-lkmftd .bricks-nav-menu > li > .brx-megamenu {transform: translateY(10px)}#brxe-lkmftd .bricks-nav-menu .sub-menu a {padding-top: 12px; padding-right: 24px; padding-bottom: 12px; padding-left: 24px}#brxe-lkmftd .bricks-nav-menu .sub-menu button {padding-top: 12px; padding-right: 24px; padding-bottom: 12px; padding-left: 24px}#brxe-lkmftd .bricks-mobile-menu-wrapper:before {background-color: #ffffff}#brxe-lkmftd .bricks-mobile-menu-wrapper {align-items: center}#brxe-lkmftd .bricks-mobile-menu-wrapper .brx-submenu-toggle {justify-content: center}#brxe-lkmftd .bricks-mobile-menu-wrapper a {width: auto}#brxe-lkmftd .bricks-mobile-menu > li > a {color: var(--primary); font-size: var(--text-16); font-weight: 500; line-height: 1.5; padding-top: 12px; padding-bottom: 12px}#brxe-lkmftd .bricks-mobile-menu > li > .brx-submenu-toggle > * {color: var(--primary); font-size: var(--text-16); font-weight: 500; line-height: 1.5; padding-top: 12px; padding-bottom: 12px}#brxe-lkmftd .bricks-mobile-menu .sub-menu > li > a {font-size: var(--text-14); font-weight: 500; line-height: 1.5; color: var(--primary-ultra-dark)}#brxe-lkmftd .bricks-mobile-menu .sub-menu > li > .brx-submenu-toggle > * {font-size: var(--text-14); font-weight: 500; line-height: 1.5; color: var(--primary-ultra-dark)}#brxe-lkmftd .bricks-mobile-menu .sub-menu > .menu-item > a {padding-top: 12px; padding-bottom: 12px; padding-left: 48px}#brxe-lkmftd .bricks-mobile-menu .sub-menu > .menu-item > .brx-submenu-toggle > * {padding-top: 12px; padding-bottom: 12px; padding-left: 48px}#brxe-lkmftd .bricks-nav-menu > li > .sub-menu.caret::before {border-width: 6px; top: 0; right: 24px; bottom: 0; left: 24px}#brxe-lkmftd .bricks-nav-menu > li {margin-right: clamp(1rem, calc(1rem + ((1vw - 0.36rem) * 1.506)), 2rem); margin-left: 0}#brxe-lkmftd {align-self: center}#brxe-lkmftd ul li:last-child{margin-right: 0;}#brxe-lkmftd .show-1024 {display: none;}@media(max-width: 1024px) {#brxe-lkmftd .show-1024 {display: flex;}}@media (max-width: 1024px) {#brxe-lkmftd .bricks-mobile-menu > li > a {padding-top: 12px; padding-right: 0; padding-bottom: 12px; padding-left: 24px; font-size: 14px; font-family: Nourd; font-weight: 500; color: var(--primary)}#brxe-lkmftd .bricks-mobile-menu > li > .brx-submenu-toggle > * {padding-top: 12px; padding-right: 0; padding-bottom: 12px; padding-left: 24px; font-size: 14px; font-family: Nourd; font-weight: 500; color: var(--primary)}#brxe-lkmftd .bricks-mobile-menu .sub-menu > .menu-item > a {padding-right: 0}#brxe-lkmftd .bricks-mobile-menu .sub-menu > .menu-item > .brx-submenu-toggle > * {padding-right: 0}#brxe-lkmftd .bricks-mobile-menu-wrapper {width: 300px; top: 0px}#brxe-lkmftd .bricks-mobile-menu-wrapper .bricks-mobile-menu { width: 100%; top: 25%;}#brxe-lkmftd .bricks-mobile-menu-wrapper .bricks-mobile-menu .header-btn {margin-left: 24px; margin-top: 12px; }#brxe-lkmftd .bricks-mobile-menu-wrapper .bricks-mobile-menu .header-btn a {padding-right: 24px; }#brxe-lkmftd .bricks-mobile-menu-wrapper .brx-submenu-toggle { justify-content: flex-start;}#brxe-lkmftd .bricks-mobile-menu .sub-menu > li > a {font-size: 14px; font-family: Nourd; font-weight: 400}#brxe-lkmftd .bricks-mobile-menu .sub-menu > li > .brx-submenu-toggle > * {font-size: 14px; font-family: Nourd; font-weight: 400}}#brxe-xsrxbv {justify-content: center; align-items: center}#brxe-xsrxbv {justify-content: center;}#brxe-wloind .bricks-nav-menu > li > a {font-size: var(--text-14); color: var(--primary); line-height: 1}#brxe-wloind .bricks-nav-menu > li > .brx-submenu-toggle > * {font-size: var(--text-14); color: var(--primary); line-height: 1}#brxe-wloind .bricks-mobile-menu-wrapper:before {background-color: #ffffff}#brxe-wloind .bricks-mobile-menu-wrapper {align-items: center}#brxe-wloind .bricks-mobile-menu-wrapper .brx-submenu-toggle {justify-content: center}#brxe-wloind .bricks-mobile-menu-wrapper a {width: auto}#brxe-wloind .bricks-mobile-menu > li > a {color: var(--primary); font-size: var(--text-16); font-weight: 500; line-height: 1.5; padding-top: 12px; padding-bottom: 12px; padding-left: 24px}#brxe-wloind .bricks-mobile-menu > li > .brx-submenu-toggle > * {color: var(--primary); font-size: var(--text-16); font-weight: 500; line-height: 1.5; padding-top: 12px; padding-bottom: 12px; padding-left: 24px}#brxe-wloind .bricks-mobile-menu .sub-menu > li > a {font-size: var(--text-14); font-weight: 500; line-height: 1.5; color: var(--primary-ultra-dark)}#brxe-wloind .bricks-mobile-menu .sub-menu > li > .brx-submenu-toggle > * {font-size: var(--text-14); font-weight: 500; line-height: 1.5; color: var(--primary-ultra-dark)}#brxe-wloind .bricks-mobile-menu .sub-menu > .menu-item > a {padding-top: 12px; padding-bottom: 12px; padding-left: 48px}#brxe-wloind .bricks-mobile-menu .sub-menu > .menu-item > .brx-submenu-toggle > * {padding-top: 12px; padding-bottom: 12px; padding-left: 48px}#brxe-wloind .bricks-nav-menu > li {margin-right: 20px; margin-left: 0}#brxe-wloind {display: flex; align-self: center}#brxe-wloind {justify-self: flex-end;}#brxe-wloind ul li:last-child{margin-right: 0;}@media (max-width: 1024px) {#brxe-wloind .bricks-mobile-menu > li > a {padding-top: 12px; padding-right: 0; padding-bottom: 12px; padding-left: 0}#brxe-wloind .bricks-mobile-menu > li > .brx-submenu-toggle > * {padding-top: 12px; padding-right: 0; padding-bottom: 12px; padding-left: 0}#brxe-wloind .bricks-mobile-menu .sub-menu > .menu-item > a {padding-right: 0; padding-left: 0}#brxe-wloind .bricks-mobile-menu .sub-menu > .menu-item > .brx-submenu-toggle > * {padding-right: 0; padding-left: 0}#brxe-wloind {display: none}}#brxe-cqqtae {align-items: center; display: grid; align-items: initial; flex-direction: row; justify-content: center; align-self: center !important; grid-template-columns: repeat(3, 1fr); justify-items: center; align-content: center}@media(max-width: 1280px) { #brxe-cqqtae { display: flex; justify-content: space-between; }}@media (max-width: 1024px) {#brxe-cqqtae {display: flex; flex-direction: row-reverse}}#brxe-bqemku {padding-top: 16px; padding-bottom: 16px}#brxe-wgpijh {font-size: var(--text-20); max-width: 488px}@media (max-width: 767px) {#brxe-wgpijh {width: 100%}}#brxe-uvpfic {margin-top: 43px}#brxe-rprxqu {margin-bottom: clamp(4.5rem, calc(4.5rem + ((1vw - 0.36rem) * 7.6807)), 9.6rem); max-width: 816px}@media (max-width: 478px) {#brxe-rprxqu {padding-top: 0; padding-right: 0; padding-bottom: 0; padding-left: 0}}#brxe-tutezt {position: relative; padding-top: clamp(14rem, calc(14rem + ((1vw - 0.36rem) * 19.5783)), 27rem); padding-bottom: 0; overflow: hidden}.brxe-mkpwsv .brxe-fiuvqn.brxe-text-basic {text-align: center; font-size: var(--text-16)}.brxe-mkpwsv .brxe-fgvxvg.brxe-image {width: 32px; height: 32px}.brxe-mkpwsv .brxe-dxgeag.brxe-text-basic {font-size: var(--text-14)}.brxe-mkpwsv .brxe-czwhtq.brxe-div {display: flex; column-gap: 8px; align-items: center; justify-content: center}#brxe-ldjooc {display: grid; align-items: initial; grid-template-columns: repeat(3, 1fr); grid-gap: 36px 96px; max-width: 930px; margin-bottom: 32px}@media (max-width: 767px) {#brxe-ldjooc {grid-template-columns: 100%; max-width: 246px}}@media (max-width: 478px) {#brxe-ldjooc {grid-template-columns: 100%}}#brxe-jliwiq {text-align: center; font-size: 12px; line-height: 1; margin-right: auto; margin-left: auto}#brxe-mifqhz {height: 640px; border-radius: 12px}#brxe-mifqhz:not(.tag), #brxe-mifqhz img {object-fit: cover}@media (max-width: 478px) {#brxe-mifqhz:not(.tag), #brxe-mifqhz img {object-position: center left}}#brxe-fkvqke {position: relative; top: 24px}#brxe-uvcatb {font-size: 12px; font-weight: 600; line-height: 1; color: var(--action); margin-bottom: 10px}#brxe-fichjf {font-size: 16px; line-height: 24px}#brxe-taeqjs {padding-top: 24px; padding-right: 24px; padding-bottom: 24px; padding-left: 24px; background-color: #fcfcfc; border-radius: 12px 12px 12px 0; max-width: 228px}@media (max-width: 767px) {#brxe-taeqjs {border: 1px solid var(--bricks-border-color)}}@media (max-width: 478px) {#brxe-taeqjs {max-width: 232px}}#brxe-kgkdhk {position: absolute; top: 61px; left: 52px; z-index: 1; display: flex; align-items: flex-end; column-gap: 12px}@media (max-width: 767px) {#brxe-kgkdhk {margin-top: 32px; margin-bottom: 48px; left: 50%; top: 40px; transform: translateX(-50%)}}@media (max-width: 478px) {#brxe-kgkdhk {max-width: 300px; margin-top: 0; width: 100%}}#brxe-gymlcn {position: absolute; bottom: 52px; right: 52px; color: #fcfcfc}@media (max-width: 767px) {#brxe-gymlcn {bottom: 65px; left: 50%; transform: translateX(-50%)}}@media (max-width: 478px) {#brxe-gymlcn {width: 100%; text-align: center}}#brxe-ipxpqf {display: flex; position: relative; margin-top: clamp(4rem, calc(4rem + ((1vw - 0.36rem) * 5.2711)), 7.5rem)}@media (max-width: 767px) {#brxe-ipxpqf {flex-direction: column}}#brxe-fifomh {padding-top: 0; padding-bottom: 0}@media (max-width: 478px) {#brxe-fifomh {padding-right: 0; padding-left: 0}}#brxe-whyqxd {margin-bottom: 19px; font-weight: 600}#brxe-xliulx {font-size: 14px; font-weight: 500; text-align: right; line-height: 1; color: #000000}@media (max-width: 767px) {#brxe-xliulx {text-align: left}}#brxe-udkoho {max-width: 616px}#brxe-izhojv {padding-bottom: 0}#brxe-zkbtel {margin-bottom: 32px}#brxe-injrxc {margin-top: 32px; margin-right: auto; margin-left: auto; font-size: 14px; line-height: 1}#brxe-injrxc a {font-size: 14px; line-height: 1; font-size: inherit}#brxe-injrxc p {margin-bottom: 16px;}#todays-rates {padding-bottom: 0}#brxe-ukocmt {margin-bottom: 52px; max-width: 618px}#brxe-gkzdir {margin-bottom: 16px; font-weight: 600}#brxe-cbywot {font-size: var(--text-16); margin-bottom: 32px}#brxe-rubzlh {border-radius: 8px}#brxe-wueogw {padding-top: 32px; padding-right: 32px; padding-bottom: 32px; padding-left: 32px; border: 1px solid rgba(0, 17, 41, .1); border-radius: 12px}@media (max-width: 1024px) {#brxe-wueogw {padding-top: 24px; padding-right: 24px; padding-bottom: 24px; padding-left: 24px}}@media (max-width: 767px) {#brxe-wueogw {max-width: 50%}}@media (max-width: 478px) {#brxe-wueogw {padding-top: 24px; padding-right: 24px; padding-bottom: 24px; padding-left: 24px; max-width: 100%}}#brxe-yjxofi {margin-bottom: 16px; font-weight: 600}#brxe-vsjdos {font-size: var(--text-16); margin-bottom: 32px}#brxe-ntdnye {border-radius: 8px}#brxe-dxjpsy {padding-top: 32px; padding-right: 32px; padding-bottom: 32px; padding-left: 32px; border: 1px solid rgba(0, 17, 41, .1); border-radius: 12px}@media (max-width: 1024px) {#brxe-dxjpsy {padding-top: 24px; padding-right: 24px; padding-bottom: 24px; padding-left: 24px}}@media (max-width: 767px) {#brxe-dxjpsy {max-width: 50%}}@media (max-width: 478px) {#brxe-dxjpsy {padding-top: 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pilots, active duty military and veterans achieve home ownership./p>a idbrxe-uvpfic classbrxe-button get-a-quote-bb bricks-button bricks-background-primary href#>Get a quote with no obligations/a>/div>/div>svg classbrxe-svg cloud cloud-left idbrxe-potsqa xmlnshttp://www.w3.org/2000/svg xmlns:xlinkhttp://www.w3.org/1999/xlink width432 height205 viewBox0 0 432 205 fillnone>rect opacity0.5 x-187 width619 height205 fillurl(#pattern0)>/rect>defs>pattern idpattern0 patternContentUnitsobjectBoundingBox width1 height1>use xlink:href#image0_680_950 transformscale(0.0013354 0.00403226)>/use>/pattern>image idimage0_680_950 width749 height248 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/CAWz62zsycQpyWMR31YLCMGWLvf4XVjBGRuFM2J1CWXrZAPO4G5jdCuVANU3eL5IeyNxwzgcazr3QmUCcYJ5AncqRym43U5E0/bYTooyJe9AYlRgPRsHsBU1iVzPJXO0H66+IipnF6V2g4SXHDcPgQYOJBTzXq9hizPQbmSRrPitiT0x33eR7yJIegFcPe55zguORy7EC0iuJgsoMwLmF2sYTmN2Rd+g+fA83BHsguzxRLOlyuMK1qoGwm/9523racXyzd/6Ze/fu9iOodBx4sDx83OnjyEompgsojhK198wwC8kYF2IyMjIyMjoz+/0iyyW8t6Hix56rih1e16wnZsUFUB+NVarVcwmc5ghXBL2iQRNLvxpAjjvr/LiCNfFwUnwBVDu9DJeZuA3YVBP8RlbZjNtJUjZcB1El1BnhcaBqQGeP5+m41XuaKE+YfAIDvgez4kKR2Pr2EeD8HH7aSJC1mccZnNsNtjRxmJD7KVpCP0HJf94WmI0gKhu8Dny6YEmVFWXSGwj8G3FUS46xJ/djGoIK/3s8kUzqdTkEJCQCX1MoYpno85wnxZC9jEChZRDOd/+La1buIXXnrpTvPC6VHzlS988V2oq+X0cgZZUbQPHz4Ut2/fNiUzRgbajYyMjIyMjP7sqlUuq7p8pSjSsZCWsGwHQd238izWLi4E71sg74VdsIUNo94YQTeHOE858921EXR9gNkqgvU6gkFXD0bSWE816Iqz7PRRT3aORZlDB7dFWXYCcsqwkzsMlb70+31cRoM+DWGir/tDH1bx+qokR3GBumTnmYLcapTNIP7ha6qpnxVcInlJ5S8ZHksDPoJ8EAbguRIhO4PZ5ZyB3kUQ55J3PE4bg4s8oWIem4GeS35qCfECgXxyCV7gQX8YQF1OYV1WkJU1pBVAlKW4fIV7aeAMAX2+WIm3fU/EafX6czdupEmarCvVPO2u1uqdb75b/fLXXzMZdyMD7UZGRkZGRkZ/FmAvyBDmOsLt2OscWL7v8PAhAAL2hOvLKQuelkugpDhNK7XtHMJOH9Ik11heU02KxxCNSE6oe4XroBrOXhPoeyHVlvtczqKBPUQ4zxFuFzCdzDQI+PY2Qx9zSQ1l5zthB5/X2wepg4e6Vtt6eluXyFDF/DarXyLYS7aKLDnLTutlBb4eUUNv0MXXICEMQ25EzRC0dUOt5O1MZ3Pe/n7f5/KePK/ZQnK5WiGcFyCkgCIuoPL6sMhyDgzqUsKTswtYrZeI6zXD//RyAdKhcbEtrv9NGfaGvbsv3Alu37w2e3KxLOrGI2A3w5mMPrEy7jFGRkZGRkZ/VVKlUzf13Ua1x7YTCNcVlgLHIshenD+GJM24VKUsK1jOFzAaj+DatRPwPB+yPGWoJUhGjoWWc8aW/jCnmvaqAYHPC+EgyLbg07TSvT22YbSFC9SoWSKwnyHsPnt6Butow+u2TQ1xkiJMF7BOYsjwe3KKwY1A07S8T9/DbTYWw7eqLcgqym6X0KqWgwA67romHq7BDRxAlIeyKiDEgGQ46IGuuMH1shLW8QZPQwkubtNxXDxecrGpqXUVGkvgcQf4WktYLjZAk14J7mPcfpaWMFtGQLy/RvC///AxLGZL/LULdKdCCQuqvIJK1aAsl3sBzudrId3OyPb8VZVnzr/942fqK28+Z8pkjD6RstrW3CkyMjIyMjL6sfN6ldFn7h1E4RNHkIk6G7Bbs2cX8PTpDAp5AQeH+1yqQpnxskgh9ELY3x9ADgWscoCSmkbLAsZhDyHcBxXrmpYu2LCCdJv1FhCvG3zGhZunp+APCXxzyGOFoPsUNtESpPQ4c76T52qnGKo51+4wkhtPx6MRHw8NWvL8Pvu156WGfcpwC1yuxGCCSmdWq5i910k0YfUAj1vgsaUYBGw2MbK19nVfrzMufQmCLts6UuqcsvChTKGhEhwpISkymEymsEjwVaUbyOIEpssOxCWGIw3Vsifw+OkDPhcgKbOeQVN620ADgwwbtxn0IatLsKQFf/Nv/63ooHfyNK8z3IOz/Mf/xd9V5oo0MtBuZGRkZGRk9ENqIbfaun2urtsjR1gusrqgz+Bn9ycwnU6gQLg8uB5yuUi4bRzV5S4I5L7HJTMrhOOIoB1he4wwb/s+2NuOU2oezVXMpeA0dJSgvWuHbKlI0K7yGN5//yFCfYnb7zPUUj17nmiQpkFM09mE4RcIxaWNkC3hYLTH0K4l+IhyhOhG1ZBT8+vW/pH+fz5ZwHAwYJtGysiXpZ6YSoFAmqXQG+qsOQE87YagPQy7+DI9vlPgY9ARpTHXtK/THGbzOSTJBl9vw8FAvLJhHq2gLhVsigrmsxnCPTnKYOzTKlBNH6QQ4EgBFh5rUzX4+xh6oyFYtgc/+9WvR6NR57yVbibt/vK/+0//ugEgo0+UTE27kZGRkZHRj1lK1Z7dyrFl1Q4SNlEmQmgM08U5gnANvb4LnuvCMl7x8t3uMTeZEmSr3Yf11tVFG7807L9OTaO6Hl0/pxBWNUfr6abbFSGOUwRkH8gdktLxtE1X4A48Dd/T2YotJAmOhZRgC23PKHm2KejsP2+2YWCnfaZcElNzRTk1n9L6lGGnrDntt2xSPC4Phhh0DPE/EAVnwmsuStfrFtRsS04yMQYT3Rrm5PMeR5BuSj7mrGjw+BpaBBIMMho8viRN8TmkfgxSmizh113j+bT8DpRtATJAeMegJFErPNwaFqsFBgwj+PY7b/W++tXPLb2mbds68v7n/+13yn/w975qSmWMDLQbGRkZGRkZabWtJS1KiNecFoY8Tqx1NOWBSGHowvjwBCaLRwjVKbjssV6Spwt/TGvE9sHH5xL62KayFqktGZWtP8jJHYYHHyl7147KPunUhLoTOclQk6lmesWDkcgZpiyozjzmOnPdIKpz/CVNNN062AjKhLsddqSh/VBDKYnAm7LzVHQyGOiMPJXScLmLSxaPKaS4fdpHv9/lchkXj72QtC9JG4CM1k8R3JHo1xkCe5JApiQCtwdNIzioyCipj1/7HR/Cng8VwnraC2EVJWxBSRNhL9MEyH2HauyDcAB100BL010dF2bzCcgot75VRTf/5te//pDMI+sipVNXmqvTyEC7kZGRkZGRkQZox1XQKgGUZAdl5dxU2sBoPGQAL9IlbKIN9Po96I99LochWKdMOmyxnT6xPVtAWttcj0426r69hXQE6RqfoJJwAnjbDhGyvW12PuftFXmM4DyA/eM9zopHP7gHq9Vc16GTJXugs/07UFfb0hdye0mTAD5q2t5BKCfbRg8DjnSD5LsFfhqmxK/Xt/HYQgTuEvex4t/xzCZPIrTTfoLtliRItwYVV7CYziCJUshTDBwcD4SgLL8+Blt6sHdwANdvHMJw1AHqRs2rDMoKYDrPYTpdwP/9e29BittJ1nMMFhKQTghu6INHDa8YsNi1B5ePHlrf++47N770ha/EeRkn//TX/2X9D3/1l2pzhRoZaDcyMjIyMvqMq2krS1hWCKq1wOGn2PLFReAl6F6Q/eJsDjIEGPT7MBz2uazE3ta3IP4yQpPtI1DzKcJ+WfNYUohyyswLRlvKehMkN0pyTTw1qsIW6Kkuvvvi85AjrK9mK86GL5YriDe68ZTKSAbBYAvpGWfGd2BN9e01e7TrQh0CcnKj4TIYVOq5vN+nTy54+ill4QniQwwCqEE17GEgEgZwcUlA7+Lr9sD1FL4G3G9RQ13WUOHy84slNE0DGe27IRccKvtvMFChmnsPjkYe3DjZh2s3xhCla9w2nicZwPgiA4HrXb99Dc9sDbPpUgci5CRTVRwcuTSZCQGfDG6+8/vftqXsvfLaGy9+b7OJ66vIwMjIQLuRkZGRkdFnVwjsom2tgeUgXTP4SgbzPJeQqwQfKRQqg3HY5Uw6LZKrgsH7wyr2LcBzyUsOZaSgoAmotS6d0ZXnNS4hQVEtOpKu73e3zK64aZXWf/z4Ah48fMAlLVRP7tGyEiOJAhDCNaTTFFOGdZccXgLwpMtZdVqfBiVdTUyl/3LFJS+09es3rsEmjSFe42ND9fHAE1JdhPOIBi/VEspMD2qSds018VmcQhwnEG0icBsHObsAUbb42jbgYTCA4QJ4PQfPVwhvvvkG7OPX8aEHo0jCOorxIAJYzTNQCOe3rx2AhQGGqh9Ds4igwv2SBWStIupThZLOj0tBhw/r1UYWpRrtDXsrc4UaGWg3MjIyMjL6zEtJaOEAuX0foLVUZVm2lfOnr9/tgI0wSwOPmibTtezQwCqOObtOgM4f1B/5pKYylyto3pWxFDnkBOkI1vwclbp421IWnZDnD/t33nkL3n/v+7BazkAg3LoOwnrgQ6/bhQHCMJXGqFqXeFPmPQABoRcwvNvbsIB2TVaQlImPEIx1bXsNHQT+fq8HYSdkyF+t1zxjiaCdSnEezOYw7l+7eh0UBJSlBvayzNmX3hU2p7yLttAHjScOHAu6YQgHez12pVFNCUURcQNtg8clFKI4nrtNkkBbpTAa9GGxfwBl7UGJm8g2Kzw/CVSiAmewh88X3GR7cu2oEq2wPOkYBxkjA+1GRkZGRkafaVyvcst2nDFYzQkSZQBWLWzHEkp1tbkL2TTmXLkOLvmuI7SThsMBw/FqNcGfJgj1+mcbOqAbU2uEYQLikoGXoHmM4K9ifLJTQpwUuEwCOVzgNrsYHNjw+9/5Njy5/xjCIMDHEUN3WeUI6sDboq9kt0hwTuUwYTfgSawFLmdj3BGOexwBLKKCS1rIIlLHDLQ8HXfITaeu7zFck9KsZNtHkD4c7F/DJXUgkaUZrKM1LDcRdHzcj4MBCuCyTgVB6IHsjrn8x5W67MemYVE1Ajous+GBUD38CrjNE7g/fwjff/QIlukZdG0HinQGx3h6G+T+y3nEg57cYA9yPE9O8xQcGsSEAUJdpCDa1s5zLpw3nu1GnwiZiahGRkZGRkY/YlVlZgkh+sJqboLldFvVCNXmUgqbHVFIVLNNtd9FGSMIF3B4eB1hucsNnJPZCv7k7ffhve9+H56dXcJ8EkHQ60OIUOy7VEvegHAFeAjh0ragUS2uE0NTAU9AHY32IHR1eUyucjh7PIe6atk/PQhcXAdhlkpFXJpKig/8Sr+vyBkGj6XMS9jNccEXAn7HBwuxuy7b7QRTgV8trnVXleLyFpqsStl7yq5TSlBVgie01jQ1FbfZ1i2+VqozL3k9i2waya6esBm3lWMQYVmI9r4Dg14POp0OSNxeWSpe59nTJxzo7O/twbNnZzzZdbFc475jyLMCiiyHOGtgtlhhQIBQLgPo7N+A1mogXV6AsFsMAALcVQg3n7tRY0DiWI5X/6+/8Xb5H3ztdQPuRgbajYyMjIyMPmtqaiVsR15H2BxJYQmrtWSmUosmiJIjjG6yJHBHSCYnGauAo4MTiNMCJhcTePT4Mdz74B7M53MEcqovF7BepGB7NoJ7wCBOw458G8E/ryCK55BGtW68JJcW3FOeNwjXAGmscDsThuQA1yVAt6WuZfdcn8G6bRDEW2BQJ2inenOlKnaSoXIYiTDdNjZn/BtakPzgcXsE30mSwnK1gV43wGBhBN1eF38ruJSHJq/6GGhQOT9ZRlIHrhQSfM9nWG/pAOlJ3L4kfnck9DFwGY8PuGxIWBY+JDe0zmdzODg4QGjfh+lsAdPpHApV8iAlamTNaQBTWiGwZ5zlr3DbdPxlvIaqyKDGiKZtMWjC4KFWII+uHZQYjOR+2El//Zvvq1/++ZfNhWv0sZYpjzEyMjIyMvoRi5o/Hdf28jSzc1lBL3CE7zvso/5DH8LUxMm17QpWcQIPHz6CGcIowfDB8QlC6iFnw8n9ZDKZgueFbPfoSp8bVXNQEKUbWCwy3FYPUgRooHrzVcrA3OmQy8sYt9GjrlUeOkSS9kftySXXstN0UoJ1zr7joyI/RUc3ppaFCzXX04fg+pIz8TS5tCD3FzxWGm9E9e1UIkPKt82sYS9k0OiEHqJ1B2bLBTfBUmAhKwTrKmHgFq4N/V4HMtyn47pcD0+vk+rPB/0OyFxg8NKH9TqCB08e8rZ3HvSOLKE/GEKBsO6H+HwYgpNVkGwSKKOIs/dhp8tNrqrCY61yeHb2DF753KtWA62QorG7oSBfH+PZbvSxlsm0GxkZGRkZ/aihvSqttmlPyir1pRBUSWIRoAtB0Cw+uiTYbsPWjxeTJTx7esaNm/1BH25fvwbD/T2eUJrwwKKeHn7USOgOA4RTH5qyhayIoUJIDbsD7SZD1o8IqDk+R/t0HIGwj+hc4UNQeQuiKmXVG+2DrniqacuAbHEVuWCHF2gtzrJ3Ov4WpAnaBZfLEJxvyCEG4ZyGMjU1WUWuuQY+y3K+Q1AUikti6FiqsgarsXhw0mYTgaLlCtxGQoORFJfatJLwvgXP7/IQqCTNoUCwp6bYthVsIfn48UN4+vQcXMfD12Vz462wBN9FWMU5HmeIp8fnSap0LFSO5Hc6DO1FWbPLTM13Iyro9nvCCwM8GRaSfGt96w8eV3/jZ+6axlSjj61Mpt3IyMjIyOhHLM/zrLLMpOv4ddgNpXZDoWmiNOio+0Mfw/SfshWkkWJLRKgdNp1Rymbo9uwagZky4F1Yrxe81njsg/I9tl0M3RHYB57+SO+HGACMr+wYyeqRPuglWTVCyA2ZZb4BbU2uoFAa3MnxhSC33E46dd2AG0ypcZXAncSDm8i6MaXymZK90Cm7TrDvuRJq5bILTF3HnH3P0hjWqzVCN3DpysH4eNsAW+lpq/hf4PrkWAn9Th9qWSKI97kRl6bE0h2A6fSCt0n+7R18vWeXS6iKHE5PbwEdarTJgFwyMfLBY6AaeIDjEF8/BkcFBgvxegMO3c3wPFhYAFZLvvka3t97508kHufw9nMvwv7+4SQQLb34xFy9RgbajYyMjIx+rJpOp9bBwYHJFH4MJKS0hHDKpq5DgufdJy57pm8/eRWDfK5/RhiOoiWDKvVxkusKZaQ7HT1oaTgcwmqVMjgTWEcRrbtEsBbgdXzo+gcIyOfghzX0uyHsBiHRugTOno87KW1dnmN38PkE8gK/VSUuKUHSxFSeaqrYPYannZLH+hbYCbZTDCjIprGk6aalnklEQ5akJ8CVHrjdADIqfSm1FSUlzmOE8yxJoaKSnvWaa+rp91QHT7RNTbD9Thd6gy5ureQmVgJ2bWdJ+2tgPteByrLBQCBO+M5Dv9/BAIQy/PhcScFHxdaUUVSAg9vzvRDaCuEcgxQpBMZALbj4GhvbQnB36Q2CdJPAk4ePZbzMxr/0t/72wrNFaKDdyEC7kZGRkdGPVcvZuVCqvTWfTzcIXPPhcGzg/Seoui4H5NSSJBXcv/cQjo+OwB9KhGb/h5ZjcLcVxEjQq5Wu9Q4ChNhejx+7um1abDuAlB1gSBECLIEoQbtWSciP28vJaB3XKXWW3W44MChAD0TSG/RwX0tu2OT6ceUypOvJp8CNqrzFmraJgEtNnht8JAkkaYZQHECn6zPUkxsNrbvJVlBSBj7PdbMrAT3+F/gI9LWDrzFj4ObJrVWJ8UoNTr/P4E0gPzwc8z5XGGSkacyOMavVEpaLJTerkt1jnCYwHPS5gZbAu9fvwiqKYLOI2YKyrhookxhm0wvI0g0GKyEHCpT1F4LKkyRn+Kk+yKL9VlT7nloqrzo1tM7/+L/869l//Z/8dfNvx8hAu5GRkZHRj15JHEkhg72uZ8myyE6LvBpMLp+WrWqtqmnytm0jKe2aTD+ozICEX2VZlv0dpFkWZSBBqlrVwhKR4zjFCy/++ep7H9y/ZzVNbVP9s2t7LTmRnFw7/cxZ6TW1sler6PrkYiJns7m9mM/hvfe+y9NFqezkzTffhONrh1z6Qk4yPAF1HUEar2E4HsD+fg8BvcNZ7cViN7BT4nMhAzY9wr4N4/6YXWQKhGRybx/419mxJc/r7XAiSqzb4Ns0fTWH6WLK3uv45lBhDNAcpbCnp6BSaUyIAE5Zfn1JuDr7js/P4xVnuAnOuwMfxuO+LnNpSl6+h9sg0AbyYccAgVxhGg4QHBBk2Yjb2yBAk2MOldFTYQzZO1KWvWgqqJIIBDXp4jZiPAdZnPMx5fi7GI8zwc1mRcZtopUSsElqeOd7D+Do6ASSTMBymcESA55IUj2/hM00govHj/kcnN68Cb1uCPfuvQN1Y0FtKdxXCJbEoKWsIFrjuTss4WL5eBTcuj53oTZ/UIwMtBsZGRkZ/WhV5LGFXCyQrI9tx+7keTYCXbbrr5eRP5tOJTKbJV0fijSDyXwF6/WaAY4yvATsu4cmvIYt/+6+dLe9c+eF2aMHD9+99dzt5s9yLJPLSzLuO1wtFzfv37vXu3Xj+Xr/+HB29uzskWPbycHR4Wcie3l5ce6t16vXoigiK0fv/PypWC4X0Ak7/HtqMn3nnXcgTW7D+HDMZS8E3uT6cuPWNeh0Qs4Iqy102zQlVempo7vnyLc8xe1TdpuJv9af5jQYiewVfd5PwWDO62wHOdncXUo+8RqKGeBBu7R4XsDZbQ+DijCUCOU1rDZrKLOMlwkCOv5qu7uaS18g0+vurp9suyyV1mwdLa+CRJrQSnaUtAw9F25vG9D5kGw/ScGGww2inOSXAmTtIfbrWv0Kd3HQ34c4SgFaAdOLBWyiDI8zx+0qfq5NWoiiBSwXEUgMQgf7J+CGA4T8COrW5iZbz3HxGsfvqLkVQ4uGJqpicOS5DnR8e1VUxq7dyEC7kZGRkdGPSG1TWk2j9hCww7ZpAwQez2pFp9PtWOvVUkzOz5z5fGFJW7BFIJlSJ3HC/tsEWARPGqx0TTF9pTKMaLVCcOnAJQK4LeT+reeee+2Dd9+PqXHP98PE9qyIdk/w5/tBi2Bkq6axEAwR2NsOguHxcrHsdnsdcEKH/LgDKaw9R0pdvP0ZUBAGp5PJhYevG6bzWVAWlfYkJ+dySeUnGfUecNnJzfQE1DFZJyK0pwmMRvvsIpMjaKfphpPlBOEE7QTqGoiBf44QWKk8hOwXqZEV4pKtI/O84K9dSuCrGt93BHHbZ2jv98ecfY65xp5AW5eq8NRT29U2jGTriESe1lSbXrDjShg4CO09tmqkCngaypSlO3dEjy4vCgFw0xnomnxna9lof6Sx1YUkSRjYuY6932cHGvqZAovlcslZe3LX6eO+JJ8rBPK64TsCNOE0LRMGdCrJqRDus2UKFR67wOMt8Jq2WoTwqmG0oaZdyw5gNptAgucSl4IAgZ1K+ssc91mnukQG6PWF8MZLL9wj60nY1vAbGRloNzIyMjL6S6ksUstxxIFSzVFdFUErLNdtHUsnWy157/49UWYF7B8csL1evIkgzUv21UbQ19Z/4CP8ZNwMWCBUhiFlMxvo93wYIEzFSQQPHn1gXVw+PkAgOqD9djs9cJ2ah+fs4bYPjq7n0EJWVQW0qoWirrrLxdy2hLI6uCwNAAKrsatCHUhpl7PJNNo/PPhUN/nVqhy7SKS+51qzTewFCK8llQo52i2Gykm63S5kCIfrxRoupNQNlwjKru1xOYxt97eNqpRuRkRW2u+cliPA7vU8fA9dPN/4/rEnOq6H/xGHe5AwnPOHuy23d1MaBPAUQjtkUKZMtG5QVbzNXSBn2zWXudQUEBTZFrRDhHWdOWcYp+mrstTlM7SbSjeLFtu7NTqTvz0X9Q/foCF4J0CnOxB0HBQkErxTxp2CSAJ4sogMvQajO6qFx69ZDVlS4HVa4rVcQY7XMr1mifAtLIcz5VXdgsLjzTMMAAQGOFQahPtuMBAtqKynwv3S7Sinw1l5zrK3OgAi2CcXmSKnWv2cjiv7tf/466ae3chAu5GRkZHRX0xZGgkk4DF5awthdbK8GNeqJtKWDv7PEhblsa1v/8m/gafPnvHUyMHIRdBZwMNHD9lhZDwewSDoQBxnCC4KAcpm+KLyhs2GMrsFw7vr+pwpHQ1HuM4+Z0zXcQwBwufeuIvBwBF0OuQAkvjROvJLVUFVkgOKw/AVhD5Ii8bTU4VC69LQnTzNrzm2Iy8uzovj4xP1KXx/LMsSB34QekmyGSdJRlbmMByOOcNMTjBk1UjWhQEXjQNDLg0t4kmiCMvj/gieXjzD9xcDp0GI6zWgS2KuMJizz75PmeAQJDemhjxgSRvFFNsSGHubnVca4Gu4sn8sEN5zCuDKHHSmvWYIsGniKdV41wV7thNgE6iTLzoNY+LGTQR8j77H5zd4DUm+cyD5+qESGvpKNfslD1zSx75zyaHtUXCwmwJLP1PWndTpdPh3s9mMM+2Vg9vgoUsKllEKy3nMJTTk6R7wVlvIEdJn67kOZsgnHved4nPU0LpOlrh+owMJJRjewcIgB8EfA1ztvoP7axDs6c5HC7qGn464ahrzx8bIQLuRkZGR0V9MZRWLFto7LRGHUt2iUW7TKJoSb9Vl5kZFZSVJDbNphMD+BKKILPEAvIcuwtUawXuIEDhA2N4DqrC4vJzAdFoy2F2/fsxASVlRyrznSQoZWeSR40fgsIVeD0GMYCwMESxHIYQI7Lb0uZyjFZTRpSHyDiyWa56oWdctdBAmbVFBqxDVfQehLLc369VtGhePL2nxaQuoUNfbth4h/rmzyVxSRllgJHV07QAWkxmDOb0HFPwU24y5Lh9pGGA3G0q2LxnQCXSp/nswsIG4lgCb3t9dPTpBPS3jhn3oE7R3/W3des7v6S7bzf7sMe7HFUAl8Wka8XpqW99Ozaq7jDll3JVKMRCjUhbJwcEuu15vrRcVl86EuK2Uf6+tWjAgKWx2sMEdsasNT0dtYg3CTXlVjkW17HQdEbjvSmboeyn1HQHqpSCLGDp3KQJ6nFYQJTmkWQpFViCo1yDw2qLtxpucd+85Hi7fciBCzydVwj7yhOCWoDsbufa7x68ZOd44Dk24AttSUIuG5jjRKwQHl21K1WlUWv3jf/LPrP/h137FZNuNDLQbGRkZGf3ZFUUXgZDOLccOLADHq5o2EDS8sW4cVSrx7OkThPA1rBcFxHkCx0d9QiGoygbOLi5gbzyG526fILiPGdQoIVsgnG2yNTSK6685C0/wmKUOlP5uiE6ls8OLKdTdLhweHsDJyb7+0JA7e0GLs61KaEikRkZbbgfwFMV2mRSsPLCt1mqWqxWMhRh92qBdSuvE9cQ+jfPcRLGTZjFMphNvNOjA5HzGVS6jYQ8heg/ciwnCawoaWfV52yDI21sbwl6vywBb8PmzoeOH/LOUuv6cat6prCXPtTcLj0eijDp9lO+sIfn/lP5wx//r4PsHuI91XOAiCh/4nin9Puc5+b7r4UoE19SEKq9KXD50UamV1O/ttpSGhypV+lWoSttMcjFPqe/ccLBZllfb3UH67isd8+5OwK4pmgIV9pUhyMdNZAmBdgJlphjQ21ZyYEmzT+uWrBrx34Fsdaa/LMBCSo8rjAkdfNkI865lcZY9wSC2TAs+MW0dw2C8Bw41/2KASiU1FFBEk/vwm//XP7/9d3/l6w9HziAG7rg1MjLQbmRkZGT0Z1CezYKqTN6wZOAKK6gQbKi3kbKOblHEVhJvOGu+iXMI/DGMD04R+lIYDgYMXpTt3j/eh67f4b/0vu0hONowWfR4Gc580mh6VwMc1VrXWQnxJuax8RXZ4UUbBnpaXgNqF5frc0lGjPtdLCYQpykI3N9oGDJQplxnbfNzZV6AKjaw2WSCrPwGo6H3gx98YL3wwoufikymqhKrbmq3zVVgScueTSfw5NkTOeh0oNPvMRiSLSM3Wq4ihmKCUu3aIvlcV2UGgM/vGJkAcw0Rl8Ho+nRdf05DkqiUpK4RQssll4XQ76nZk9Z1Q4HBUs5NpHoKaolfXW0BictRmRK9n2QladviqrGVjoUaSynY6nVCDOaK7WAjm5tTaeOU5S6LlJtSCbxrXLeiuwXAQ6S21wZl2curWnZ6Os8rhmLKnmt3mJwDEr4TIQSfiw9dcuxtsII/l4LLYyo8DqpBF8LjibCWRY23LpVb6f1gsNNUtAztzwHbc/h4hbTAw+ufGlGzVQJVTus68Is/9zPwpS/+NHQQ3P/4re/AvYdPEOQbGPhDeOWl16xs/fT2y6+9EPz3/+Sf/+l/+2v/ofF+NDLQbmRkZGT0/wPseSqLXNxVpePbdtsqmbuO7RA0yUK1Vg0+1ynvHd6G3rC8ssxLyzmMx10Y7R+B5/tX9c27LDuiOaTLFFbzGIa9AewP97YlEzVuW0Hvmg2rhQuTyZT9tIejIdcJU9aehutQjfPx8SEcjl/gOg6J2yvzGW43htJGSNwMoN/pAYQ+NxymaQYyxMAgxCWmMWRp3vNcngSUfRrep1LVjsCIKpetnG1m8N7735Oj0YBBmJone70+RAiYUbSCPkJ8gQFNGOhsNiWkqfE0q3Smm0qRyOv86OiQP5op+NE8q0tjXLcDe7Lg9zEc9yBVHcjpP93HimCNmE5TR/H7vtKQr8hRZptyFwjgdorbjeh3BUJ+B0I3hLzc8F0XooGGfSN5POs2G17qchuuzMEgo1xjsBfzaw+6PpfuUDBQYxCQ0SRVcovn8h/JdwN2UF7Xgu/eUKBI1yI1oBLME6TTdUvPcQ19t4NBqLaqlJ4Ep0L4dsjhpcHrs4VUAA9McvBF+h28rp0GKgww6d8CD6Wy9hHka8jyBb43GwyaNlAmZ7Df8+Hv/I1fgH/0X/0qQ/9sEsNzp1+B+eJVLq2h9oE7L7wOvaICeaPrPH9r3Puf/umvR//oH/6qKXI3MtBuZGRkZPT/rqrMCZEOhbRC27GhyBK5WEdW6Nm6CS8vtzCnIAxtflDWVBUl9MOAR9LTOPqj/cOrTO2zizOYzmZw+XjCmdLDvTEcH13j5lTfl7COUphOLnjiJGmMv2f7PzySxXyBEFTBaq2bDftpCXknx/3VsE4nEG1i5LmYfbtdyqZSr6HKuUSGmhoVgju5pdQIXk+fPgmKQr2WpMW7P/3m659ocC/y2GlUebe26v2iymSyXGyzzHI7nEhRnfTWYx0YUD2E5IKGGuFz3PBZNMzDNN2TBhtR3wCJ6s8J2jWs6zp1yo4rLj35sI/Xt33IpSZuPekUgzQqNafk+851Buwrn3bFEVrC14/AY7Ndm0tzyAbRx/0g8l+VsOxS/xrCYZt9h209Ph21fq26WbbZLlvqp1EE5gwZXAJD12zFJTB8HEpd+bd/tGSGy33wNVIQUVU15FnF54iy8mE4AE+2MLt8xncAqFQo8Hy8ZhP2lK8QuGmKa9OWIAIaQtWAi+FteOMafPG1V+G/+c//ARydKl7Xd/sQ2gH0uhlMplMMSCuYnZ2D2AvheOhB4PY2P/8zr5m6diMD7UZGRkZG/1/AXlAT42ldVqeqUl5ZKWudJFZBtnc2D7JkyPJ3thw6KcoNf4Rtwu3B+HAEx/uH/OtVnMB3vv1HcO/efVhRo6gbwGi4B0HQhdlsChHC4eHh/tX0TMr0UrNgvzcA1/e2UIVw2cRUKs9Qyj2P5MxBGI4gx+PubZczxSVQYyBRJzl0AMRZuR2+00Ce1HD25PsC1++Oy+blP/iDt9778pd/uvgkvk8qTy1biGuWLce1BVaCULpYzqHX6+yW4DcnSjfbTLILNYKl3adzZ2vQpTIZD0G80WAu8aGdYXC9aMkuP+Q8owHZZTBW3raUBC8EF2G9xPNK5TCq1DXsKsdgiWrbCfilQMjVd1jI75wDOBeBGOQVgJPlEN+NQfgn73Mq/abgIE0Vv8+7wUk7cAfGdAm7enySEJL3TXaWwF0O2+Xkh8vQIeGhgfsRC/SrgV6gG1LZv90OdIDAuFwCuSLR78iZiGrWk2gGDr6uo8MxnBwdItRj3BficQcORBgUWXWC160NpzduwJ27N6HnNNBDgP/8iy/CtZMQzyk14+pgIez3wLNDvn5nizUHD961MR6khQFDIvZ60vqhCMnIyEC7kZGRkREDe5F4LYhbVaUOyioXRZFa88lSUIaSBuhQ9pFKjDtIQLp5lLK9KaRlyaBkI/T1Edj39/Vo+/ffvw9v/+HbcHZ2xjXBe3tH4DsI/Ajli8UCHmcJZ8ZX81PY3xtCUWp+tqWupe6GHYjTBPcVgCsykJ6D4IlAuSrweM5xfz7Dp84Ou+zzzQ2ouc3Z0s3WBjDLKojLhJ09PNwGHo/I8mZweNi89Du/+8fvf/VnP1d+ot6nPBYI7LcsV+7h2SQfEmhXAJtlAr3wkAcVed4uA12zlWK/H3LTJ9WGkzx8r+i7oA7JkoUBl2rZdUZ9B8c7uIVtprqGhPoTOHrCYGjHzlweo885t6duJ6BqL0eEeipboWWUzroLdxf8UdZZwzpVwDDUexRsYfDHo7A+zLBT4LY7JuHsjkwghAu4YvMM2HGIAjTi9x20U+AhRA2dDt1t2PDx0XO7WvaPDviqGsrO4/o0+AhafF4HJEWp7Rwt0cK166fw0ssvQrfvcglWHAX8ddXOoRN4cPv2Dfja174Mr796i09OF/d1SEOl8LWv6d8MXtP4RuBu9Imm19/rBpBiXHqeldbm4sH4aHSLJqVaj957zy7w7L346ksm625koN3IyMjos64kWVpt0/h1Xb8shBMipIs8Lew8SyyCm35fu4JIBCzPVVfDc/RgHYQOoUfXS/bo1vZ/jx9fwNtvfRdWCDPD4SE+RjAYdHky6s6PW5clNLBar7VzCcI8+YpTAyvtlzKjZOfNmVaqG840hC1WayjrmGuzXYTTsOPpmmhEus0mw2N0dSaeXUYQ2DE42OBx5FUBopacbV1FGwGtPcJ1XvjWt/7w/s///Bc+MdNSEYxPqkYdWXmJr6QVFgJzxc2ZDbhDm0tEdFMmcGMmsSs1etL5JDjepW5dfB+UW4O7vWtB54xKYmigEZWR1FxSRMOPMtym1DXxuLbHPu9UKlPye83TVqVghxWqcympnr2h47CvPuGZ4am8hqrWd8OXfFs3ITPc21euM7BdxrZLbnJVW8tHzrG7Erlel71IaXNQRteTln4L9fIfZtnpXHS7Dm+hwsBNX1v5tom2vvJu1xERng/GdRqtpEAJXM9WvC9pObB3cB1OT/fh+vUjns46xEhgIudwr2V7GXjuuVP43Osvw6vXD8DHzYZ4wrsdH/wunYsQBniI6zqCdcMWRxzkJHh+qV8jzmI4e1RiUHZmHXSe/cJX3vxrv51GG0uRbY3JuBsZaDcyMjIyahDYkzx9o21U2JYSHCp9cKTlOrreXHeK6mW7BB95wqBNqNTphFsLRsWZ1gRhqNsNedmAMvKjA3aFIaVpyUN8ekEXYXsPn+/BGrdDg2s265qdZCjrKGxaliAy2rKK9uMmeU4AdVNyQyE974aDq48SSl5mVEpTl1ubP0ROQTZ9eMhkz1eTtXzNWdUWYWw6XcosUwdHRyP/t3/nj96jAZY/9zOf/1hnNNs2txxX+GWRem0tLG7SrJVwpQt7GPD4vj73ehppzbC9m0yqf4EBFuzqxAvYNQ5oj5aaS2jCsMfrpKn2z2QrRs/9EL6ZhBs831tbx23vAZfHaCdIbuTkiaclPivsD9e0c/6OppFS+Qz3lxKg0/unci6xoieJ9zkbDinYHHzo/fORurpABvjwJC/HTaCBz0HaDvBJu7IXXQnTbIOZ+grmdw2pu+fSPOO7SBYfMj7fZNxYOur3eWDY8fEBBi9dzvC7wda28nHKdzZu3rwJr776Mjx355QDnBBf4/5hH19sqDPr/MolFLnCYFSxE06dxnxHaL1YQYzfLyL8PWzg+4tzWF7CL3z5C6+f50WR/v7vfffZV37mpz714P702UPr+rXb5q6CgXYjIyMjo39XcbIICNirvA2rqrVUsWAQH/THGqy23tvU2HlVwI64bssuUMn5rgaaMqRxniIv5fw9N/VVcpvldbePLthczuKxFSBiFgJ2zU2rZJ23KzFOE7Jt3PDPHgNagLBeaxSj2mxGF+36QdngBgEzSYGdYnaTNBnqydKvIYjXltc11Vjj1w1NEhLUbGjBs2drmSRRP6/r1zuBm/7Gv/o3BYLeBh9R21g1+Ya0Tat+8Re/+rEAiaYFV9RqLG1LKDw6x8YDtB3wOz4c9IeIuIrBXSePqVFYfjjsiNxbtiUz5NSztTPXFS71lr635Sg+rkMgWhSuBlqlk+BkoUkr+HJbF7+FY91roLaATtn5ett8iuefv8H/cY9oiYGWDizU9i6A3ja+52XETc20O4Z3XJfWIWNHz9OoQLsItm42uuZdVzZpcA/xQXd/HP4dwboG9g8bWLdB6hW003O7hlX6Ss26QeAxyCsl+K4MnYe9vQBu3z6Gg8EBXkclEK/zXZw4AQeh/gRh/mh8DHsI9r3hEPqjPmfh6fZDvsLg06d+gS5MJg8RzJd4DcaQxZRhj6HKCiirDBL8KnD/nUEIUceB753N4ead5SAIRNqkEQ0puPi0/h2aTc4cX7ZBr2eVm8WkziL8d61y7/iFF2LzV9pAu5GRkdFnWmmysVzXcRG2Xo+W6zBNlTWfR3C010EgV+TZx+ULH8L67k+14q6+7hXMqy2k15wtlZ6P8F5ymQWVw+wmmRaFzqjuihYULmN7HpxigEC/V1yHHSB8hpAnOpNOjjQleTVeVTogaJY1j/RxOcta8HaphpsYvUy19Z62+Ku1Z/d2zYqywTQts2x428toBVaj658R4sUPHj/pt23ZL9OYvcSrEoMC24Ofeu3N9vXXX5791m99592vfe2LP1H7vbJcB3mRvNHUKsRTadmUdbY1cPpbqM5VyR72GtJh68du63fPtaEpE8Z0SpwXBNfban4Oicp6e76Imj18X0IeqkTnmUtOyoKHF/XJwpO3723hV7AzDy1DPMzAvs0qw7bp1OX0ui6BEQT+vn4/bakDwZpLbUodSEiNBnT8DR4/bW+bW9+CtuRyH3oFdDw0BXVXziO7Pd5Wlm393LdOM2T5SMdJouy7bi61f6i2nb4/Odnj5WkGwADhuWr6HEScnBzD889fw384LqziCaxXOawRvqlxmuwfR8M+B4gCg4vz8zn4+EK6d26Djc/bcQSrvMbHGmx2x5FQIqDTHSYq3aJbQdrREoMDp4BpioFX9wAWVQrfevsPw5//8psg2lz9+j/7t+6v/srPlZ+2v0VtGku/bbtO63i1VTs5XqNNQ/MV1v2nH0zK6y9+tTR/sT8+kt/4xjfMWTAyMjL6K5AqEtGo8qCxIMzT9JWz87MOAraVIW0Nxn0QCBt6GA2AF3S42VPhDyV1ETLsULkDgk7D1cn4LZMhRAjDCgHy4vFT+O5b78J8soDRYAw3r13nemDbolKaADbJBuq2AccLuXa6aQk2WyCnwsVyhYDWQF5WIKSLDwcyBEWq91U0gbJtcX80uAZhs2qgtTxQCHB1i/DdUnU3cEMgZdLZ47uicp0MX4uifDl7lGeVhUEFwn1hQUqQimDH1n5phM8hSEUZD3WiQTg0Sery8tJCuAvDfth9/ORs88Kd2z+REoWySu26ru4u1vMhlcUI4YDfx3PELcANXEZzeHL2DHqBD2G3wt814IXk5lPhuW8R5gHilAYGxeTtjkFMBRXCsMJz2tJWBNVx0/VRMXzSECEq8XAQJCt8fyzLYrB0Wnzf8ETbjqBGSfDxWmhxG3ia8RzSwCR87wRuE5cpVYXXScX7a6QFGf7su0OE5Q7fMugEuC7tva14355HMRGVUjk80ChPCn7/WxoO2mLwKMlLXuB15IFL+xcNcJU87s8SFGi0PKW0KGiAUrrNwks+PvJzpwcFk3R903OUWSdQp/Kt0YgaqPeh33Eg8F3cvgsNXlSh1+Xnu/YQsrSE6WQKi/kav67wNTe4XMj/Dlpl8fu0nk+gi4FnSyU2LvnBCzz3+D7wbYYEHLxmqyL90L5S4b8Fcu3pd2F8sAdJ6mBAja+Lat8XCzifbPDYbtiV5a0Wm5n/G799kf3Cl5/7VPwtqqo1/i1KhoVSPjlFxXnWj+b5C9Pp2eF0+fhwupn0bXe4tqVTBWHX+NUbaDcyMjL67KguU2KzV1VVHW3S9eliNvUa4h2E0xaBG1EQfA8BpEXIQGhzPI+ztrQSZQgJECkbSuBOj8ViCrPZiidBCgSo2WwBb3/3u7BZJ5xBDboBdMOAAUgitBFEO57D5QnUlCgRzGksPBF3W2sop8xlvW2IpEwplSvsMqEEWgSP9DN9peXouV1mnWBs93v6mdZN85Sz+NQnyDAqqGmzwd8hCOJrpObZGmGSrPvSfAMpAj6BrCXxmPB8UIPlfLG0yrQIXdsZT6eLxZ07t/5KwT1J1w6++jt1rY7zIrM8x0MYb3X5B7UyCrpzgecCj9nCY/cRJN0e3dXA9wXDlbqyEX71pFgb38y2bThQ4jGeDNh016Jls8RWCH4/qYSJ7nxQk2/Li1KwJLYQjNBrIbDiuSRwJnSmGm3KSLP1Jw1uqiteh94fPkAODCRvm54jsJey5UiBrh2Hrjv8KkUPWnwPOBBA+FYYzbV4kUrX2brA4HZa/d7Yls2OQpRlt/Bc0DXU8N0Txf0MdK3S66TriB50Xeyup921Q+BO18wu6+46NUJ7wHcoqPQrCOg5n/s16PwlSYLnMsdghoAcgwfcd0tTU5uWAxZVF3TJcBDSCTGACru6VEmUeGwYKOYlrFcRT1vt9brQ7/X4bhRZly7mK1htUg4mN2kG0/kCknUK777/p97LLz4/LYvSElYVfOvb79Y/96XXPrHTUpsaI2ZLuXjaA0FjfPGPhWra4eX5s5vr9dLabGZyvZqK09Nrbac3ytMkhycPL9w/+vaflL/5rbetL37+FfPH3EC7kZHRp1Hz2cyqylJW+IFXFoWFkGi5nv+ZaXTaREurrstbjcrHCBTXXd8bbTYbL4k3Iokjzig7CCsdzyccA9+2ENi3Nb4I2q6NgGjrbK6eTulfbZuy2uv1irOa5+cX8NZbb0GRljDo92G8N4Bet4NA1YHhsIf7cBBGMq63riqqNa4ZXOgrMZ10bO2lnhdXUL4bNc8fFFJeQXvNcKbrlek53XRaXmVQd2PqaTsEUq2FfM65doAc4TWvqAyDIBIDiLZigM+qHAp85FbLdwJ0bp5A1uIAJE/x2ilKZzga+BeX09nzz938K7mG0mxjW1b9Zlps9hG4rZqmZ9q63GW92EC2ofKKhp/rdBB4leKyFtcPGLCpsbS2yCEo1kFNqyeEUqBUf2R4EdWWS0duwVo3stIdkqpqObASDZ4v2+G7ElQ+QzNxJb4XdG1QqRNNH9UDjui9aTkw0MCuy2foQYEaATpDf7srUwHORgP/z2VbSAwJocLroMLtSTx4XIXLYWx+N1rufyA3IUFZevJoR/CmYymoubbSA5ZKLuWp+Xj1daChnW0d8TzsSmc+WudOz7WKvNkFeG5HHzfCe8vArthjnaYCUwBInu0kixLseIGRXWlD11krYTDswuHBMVy/fgw0nRb4XoYLCmF/Pk0Q7AUu04e90ZiDmQ2+hwTpWZLCo8UCojiF5XoDU/w3NcefBZ7PP/rO24ef+6k3Jo6IrcBvvXuPztzvff++//TirLxz+9Yn6O9Zg/FVY1O8hP/e95pa3cjizcn52dkAAyJrvZiKfreHwU2OwX8k8O9NLy/qnAyqbt2+7v7sT78MdRoFsoo60fRRL5o87Wxmi+5ssoa3vvO95vbdm6aJ1UC7kZHRJ1GzyVSkSfp6HG1eKMrqFKH9mu00R3mehHGarMKw+6n+Ax+t55aU7etNE19r0nTUtmXHdQJRKwRQAhbyqw58dnGh5juC2J7lIpiIqxJ2giKXHUl2AC108TR+T77f9+8/wMdDmM2WsFwu4cb1Ezg4PoDxeMgZS8pgkvMIbZsBT7VsIUjZUF0i0PDvaLsEUEmSXXlmE/TtHmrb3MrOL1tQ12UP5dUyu5H1H83Ms4d522p7QAS9TZzgnmh/NoNajsdC2dOqzqEVLeRMkxYHB7tgwWoFD9SJ1hsr7HaCwSDszhfr2Y3rpz/W6wcDLkdIMcbg6kaWJhZNdZWgzxlloeMshYzKPWgoD036xHNGWVuy3wSeApohIFpQUpAi8fzQ+a7JTadkjCQobZXOtvNQIgGcWSbReU1TDGLymM+rJQXXjgvhMvRCU4D07K1DTYvHobYg3l4NRNq6qm/vzEhen+/U4LXl0B0cu+HsvaRdEqzjeQcMDqgxudpCNpU88WAjqkG3JAcgjH64swzBnqwbBQYI5bbhNEv03Zksw+Cv1K+TnqfrkK6p3TXy0etmFwzSY7WYcFBXVFReVfJdGM7QpyWXTXU75ByDwR4eq6RrFOG9xuXovSkQvLsYsDrSw3Oec/BCPu/0b4v08OFThPBIZ+QxoIjSBK+pBObzKcL8EiKE96eXU7xG8b3dxBgQL7ncR1GghOf5/g/uH07ni4OT49M6S7JuniTdfhj2yiS25udP/NnFExlHc6nKuO30xh/Lv234eqQlLF/a0s3z9cnF02eds4sz8eAHD+RivrBonkAnDPAcdjH4HEIaxUI1anB6/VCNRl2aoOZkWd7Hf8pB24qB7YR9muuVFHlQtbX85u9/V7352t3afPr9+GQaUY2MjH7kWi9XUlXV3cVsvud6bl2pivJ81JDoNE3d7Q1G9mo9W6uyEUVZVMK2IwTCYn+8/7EF+fns0q6KyuIsJhWDW1bLtcYOW9dZNXXoWdC3qBibBswoddi05T7yqjV0EOo6BN+eJameHEGrb3vUG8hlADza3VeQr1Po4go+D4KJIU4UT5PkplSy5cvVttFRwWKxhgcPHkJVlHB0cgQvv/wiYxpNwbSRzGi7xM8pTY2h8gPKWFPzIZdPKM7oai9xPVRJ2zjCh/aEuw/6bUaUYfHfed7djrjcfSUY2zmGMKhV26n2dGAVv3pI2603dwNX22wQKoW0GOcps0qLW43kZRqg+m/goOOD730gVF3sf+lL3Wu4yJMfW4Y9iQSeh6NNtrqL58oqlD5fKt81CPNYWDzP7kfufkht0QmwfT8HuEzCA4vojCo/5SbI3UQkulyu3gTyaJEue57TACLtof9h86fa+uD3KYBTKX/fpDWDOGW0JejymLL+cMAse5tvm4jt7SGHrnaz2bbK8tAlKARbSHIjatlcZf/5fRVbq8lGNyDr4MK+8jGiuzzpFaLRsaTbfcM2e//h4CS6LqJoTuEK18VTOVDQ9THg8blsh15LQTcu8hKSOoJcOttrS/K5IT96gRsWCO0E73VDg7tyWJUVB6JxEsN8NYc9mviL4Pn02RP4zne+DXfv3oGXXnxe/xterWE1n8ESv3bDHngdH6+tHM7OLzDoncM8qaDlxmoM0PC1d/yGA6WmargE6Owytv73/+M3T+mOxagXtjdvXmuuHwxvXDsYwajfa+++9tKF7bqz86cfxCfXX/zYNXDi3yq8WGmCVb03m04Gk8tnGDs20O96EAZ7eI71v1sqz6K7cht6o0UjVBXvZ4k1s5zS8UJ8P4QaltHaxX+LbSnaLK9Xbdmm/S+9eKN+95238aS569defcVk3Q20GxkZfdyVxolo2zbED/oAwceaTiYOTVEcdPotyAqGozEsF8uTOI5PEEha/FBv946OlgjAT/GDczka7X2s/tjPphdWVRWvL5eT/fnjZ1aGgEDZSGrkdLsddjmpVaGzmy5waUC6TngIznO3b8FtfLDtX1JA7luc/eviegx2ebyFcFv/HJcatsnOL0LIxtXiGEEeQoZFPReHMqw5QsaMvbGPj4/g9PSEXVdC9vOWGsgYJnMunaBBOWz7p02+GeiAoUsfNzWEkg0ewIeDbqjMg35H2WMCeoJHyoqTCMQ+OvGSHrTcRy0fuaEWdLMf+ZtQZtRDEKizAiJqblUW1yVz7prdDgvwdbslAl7FmWcCO8pQFwho5JkSpyt49+3I+vzn3/yxfXZVZYrXb30irHbPoqlRtYfvUwFVS0OLUu4voFr8Mb2H7nZ6rO8x6OZ5vQ3CfBh28f3DayNHyFbrHEqaMMogXWo7TU+7s+sZWRrm6619iw6CdnBfb0uQCrDDEV9LNHl2914KgnAltWOk+uin+u4HDeoE2363vvqdJJei2ueyKF2pY7MlJwUoPk+BIs8YPaCJXG6oDIcO1Q3t7fGpq6BPT00tr/zY+TUgdNMg1R2w01dqrvUcH1xfXz8E41xiY+uA7+DkUAdq1OC8bWSlpmiKAroYBAWhq1/n9k4VX4sYzHWDDk9MXTym2QJzCLOAr6ei2FlS6kmrq2kEUZxDEuM1uC640TfLUq5fzzAAIUeeGIGdSoJ83KbcRpwF4PWKgXreJLj8hhtyi9r/f9h7r1jb0uQ8rFYOO554z02dZrpnpifRJEVZJGDAgmCADwJkGDDsBwMWDMMmYMAvku1HPtqWXhwAOsCQAT/YEATIBiwQkE0LcFCgOYlkz0z39NzuG0/cea+cXF/Vv/Y5txlMcoZ5r547J+299r/++FXVV19Z3ggq8vw+r+N2dt2Li9k9L47Yjq7S73z3162vv/+1PzF7WUuFZ7V037KRd7J9vNleWAHPxcPjQ6IDl9ZpwYZHLOOdrBFFWdBoPODnzhFFcgYD99jjtZyxccR7j50kKehWlhfZkZXPyMqS8Go2Hz5+92sfNXZ7/OEH3+yo7ZIgHhWvZln3sz/z9T2I/3EYXnt6zP7aX/vrxwZ4itJquzaq6npcFuVRkm69y/NLC3SCLM8s4T50roWqjaBiQCXFslrL9dygauqR73lFmm3zOBr8sW7w8/mM25webDarSVEWb2fl9mi5mNtIQoSnPQzHFI2HIpfYMejI8lI42NB9BgUCQBW0jrOzB3T/8RuMGqYkOnvwlNq+lJEX2Tthu7TCNaYafGlHPZStTXVnkd+h2rqCnhZ0Gv5cgCXw2a+urgQ8PXx4X+51fb2gk5NDmnC73NATLyfoDaACQMEFnHaoklSoTCpAqhPOMRJfoTmOJEah0Ziy8r26x92vUIYRyoplGdqLAvfQSFD2AA1/A2jPpeok/9e1AkgRoQCHPc0rBsGt/GtECacV7vsAHH8U3QElBh5d7tsWnnmhUrvSP2jLl774xXqxnN88fPDjp8i0VXHCoPzQc62Tlh8UXlw8x2x2Q6HHY8L9AJUYn40UGxNY+P3cf3h2Uj667cbGEMN4Q9wxpbLLKbAmxvPtiMECigxyDMArD8DX1hiGGYdOlX0EiXeyVnxQmWx9jStFuDwKg1g43uCTt24jnuFdEirsSKHuMGCPMIaNgHd8HhRmHHw1OB4gOGKDEtQtPJeHRM5oKN7thucMaCJbaNN7liTO9hx6AHVQgTRxWfMkhFevM2JHf8E1GsU0nkzEaMWcgYcdOuz6fDb/PWBQ74thi/4BXQgGv2tjPjo0CAf8sy2JqVmS6xzE7xlgw8h0IXnKxityPaDx73E/R/wcuM+rlxc0Hh5SPIhlbnW8FWEtpAw+QZGfDHlN8/pKtxtpT8iGFwwy9C3mKehbNpJ3rUbWKwzL66tza3Uztwbx0Aqjscj2dF0+iQZxkRVN+b/+yjean/rqe38se9irj79l1+XWrarE3W5ueBTz9z0/PK6b7cHy5rnlBRadHg1oMAjpYDLieWRTntXk8d4xGXoyFqMJ9xWPR8D9H7mx7W5ae7Pc2DXwvxdbWdlaLz+5sS6eb6ybi43t8qSsOv9wvd0e2Y41CKMgtF2/fnm5GP/9f/CPip/7iz+xV6HZg/b9tb/215+Eq2sbiw/rsG3aER9twzLPD+Y3cweeUgBdAFHLDgTArTeZ1XWWlaYbPs/djsGJVVSFl+WrexY5wyLLrgfD0R/Lc0BBgdv7IM+Kty6vXz5k4B7XTQUGLQWdS4PhlNwYz2EJ/xbUDsAqKIQ4hr9dQWavYsAwGNLh9Jjc1mf0zKBO2QYilScuLZHNg0O8VHczAwcqW9qmubpNHcg6KjAGELINNxg61svlQjza8CaCVnH/5JSBVSFAqAV3XRIUC5Xna23hPNeioa0gUMasU9DlA5h1jQFdSm/pgXnPXxdFEVN+vk9y7P/2muFmKC94f1qh2FMnBk1TohhOJqBdPfAEQ45gwDVWLQA2bj1JhGTLj1zLFkoM7Bm8w2HwAP60JE/6fjwcRsP5YsnA/f6PDbgX+dpisHfsB85DFFCCFIljBVJcqOs8blfGwNajeDQS9XU8X7LdCscbqipil9kRD62vRhqVapjxV9upqIEHWEC4xaA1Ev8n3iYSn1LwqjWe9c54r7W/SGgmAPahFEhCUqkCUgVVSGjOUhReus0/aGW9Ka97MIzF++95mUlEdQ0zp1WtTlm/3Mfw2gNg8xiHjq2UFMulkudVkrKRzb+DbjuSYyHhiLkHkC6APWFg35aGXmUblZrbyqj4x2PGRpeCdUR5kAyN14GKEcc+pQy4VVUmEO845jXyGeyuN0K7nTECtSUHXvbBSBSSkNBdZBUt2aBlg1s89os1r5F8KyoyMGjvnTzi14W8PksxBIfxgPs9pOlkSvfv3eP7jGg2n4nSErj8+KjK0rmMz+uqThSBkBCLHAAYPJ47YMOYQXzlWn7YdLab8/Rt3HgwKv1gWr/zxr3fVu3o2//k1+3/5e/9A2uVVqpB/2O5am5UzhNiHYW8Pi7r4iufzpdvl6vlm276Kq7cwPn0yfetJ09/QKenEzo+m1KZFkJ/SssNz39ekwmKUfEetFnSp0+f0npZ8rjU9PTpBd1Y57RgI3RJmRRJvkk2lDoRrXhfmK15b0lCukpLp3FHjsWTideFU5StfzVPoqJzBxfnSfad71+0X37v/v7A3IP2/bW/9tcfF1iXM82yIt6nh01TRWmaTGbzyyGkBkdjSLY1lOQr8ofACCVNGPSMxxEf8HzILmdWVdZWHMYWowK6vpoNJpPJ+Wg0/iPX5N5uVl7XNPe2SfJmXaahyDC6kVVltYUEN0bfAhwAsiCrh2Q8hIv5HCNPvKCW0Fn4+YWLnTPomi9n9OTZD+g73/smDf2ODg7GBtABLKnmesqHoB8D4GRShCetN7TMlxRNAinjjoIn08MB2eWYbm7WdPXqSvjHcRzShAFZLBUfQ+oYiQEQQ6Mbnw0PIjTUc9BfGFyKigiUt9nA6CALCEUafp6qLpBxIF5bm2GrzSC6KVqhpwA8Qe0l3zLQ8W756wr6VbYPQBPefwBap7NU1pCNBjMxRJYPHs0qs7jdNbcnJwsqNaBGAAyVPPRZRwPuH/ibATTRDqGIeK7QURDWdyx4jMc8l7Zs8GXxeDgcpul2ee/evR9L8hubFh7D3neqch0JhUS8uBWDTYdulhdUMsCtuY8DLxLP+nK9pIbbdjTUqIvtHkn/22KQ9dM3JLeO+P8nDAZTCrmPAr5v1UBlxxFPrh1xH6AwUl5JK1RFxpHxUo+8KsuMhg/YiIN2v08dA3UkktoB//PYLGgTto/YaFOqBgV8zwF/Tui7Qk/C+DoVv9YKKYbnnQ3ooc8gGpKLUOqBXCeD8XjoUxyNJBF0td7yuC3FOw/DzmGQC+90kuRiOMAwAG0H2uyd1Qm/Xnqx6WUdNRcAc3M8HtLBWcf3scRY9COPhzbkv3F7Pf4ZTOuanwkceJOY2xuX8KzXDRswXUolf8Vze2zkDHhvGU4ikLXZgOZ2bSDpuJCoDeYpjA6oKZ09fERn907p3tEDNq43bGRlPAf52bK1VFVdLBOpO4Ciwst1wsZpKVr1vWImjB8kujY+Q3YkY1uSn2NkSdlI58bOs5S26ytrndbWoze+kPneYO3bnfPtX/9w+J//F/9N809/9dfdr73/psWGtcX7DNsEjf/eF99oHt6fWnWRUBiPfzS4TrMDuwt4UblWmbfu9avF2806GTU3M/v73/uIblYV/eDD79DFiwsG4mxwbaGE6dLTl1v6tV/9Ln348UveI0CTy3nte7xHuLTa1shPoqvlnObzK6rTnGo2vGMYmgmPLe8f2XrO+yaqzC5oXc95HidkZUtQypyWbZhXr64HdZM6k8grgrCODkdt/PLFZfv48cNqf3ruQfv+2l/764/wauoqgt4vfx2WVTW0rM6vq+YgS1eHWbKxSkgLlrWWXgfY46+jGMVUDiVU7rqWeItzBisoMrRYLKzZbGY9ePBgNZ1Okz9SwJ6sPD5Q367L5sx3GUYAkbStNV/dAHUKBxlnNCgeAO1pWlJZZOJt60wRGSMKLQc+ktk2m5Surmb0/Pkruri4ppqBdMxgYwK5OQbCAOxSOVNkHV35HQlTBoopDJ7CmIFERaBWx+GAbz2kFy8+pavLK6raXBL5XD8gn+/pBa14MMGrhodWqqSChmEB4NWiVAIFjlIK+9TizbVtkQ2Rz8R7we9V768lKhyOKJbYwnlPi4LW25UASIAwrdh560kVeAoPs/SRRXlTStVJeOdF8g90j1w993BzigwkA1HuZ/4OyEhNmUbk2W3xbEIlRLpVVGTYSIkifn0mVI2rq0uryNP48PBgmGfp4uTk9EcC7mWVuQwM32NE5zHKDhCtuJldUcpG2JafAW3y4EXH81WqQw/AGqEvuF1Qj0GxK1CRbBuRk1IUVMp8K8nAMFAR9UA/88NIwSN4vVGJswVnXAodkdBAXNeXeQGajMf9YDmgBdlS1CqKHKE0wGgkl+8J1RdRnlEQjUgHDC0kkbJRI55kiY60ykzwuZ2g9mCuQqpSvPJQgJGO1hoBoOWox7yVnIKudZEZzGPIBmVaCDUEnwWXt+qwq4yjFInqtLiTykkGsm5Q2AuRhabhJY1n4t8hAVWoMKFSX/C5mAdK12mkvxro3NcV9SpHBRs6odC1InkPLuwfM2isL5f04tUlvw9jMpDIBGbW0dGUvvDu5+nB41Mp6rVJ1rReMchkgyTJUynatF5uJWqwTjVXJEXms6OypzsjHfr1tiWRBVHW6VrxxkNTXjT0LdFAF178YrWJeF76RVkmRbK1DqaT8Cd+4uv3T4+HUzZGN/xZmNnW9dWLnx1NDp/h2Tu2aD2s8T8YZHetLiqxF/NmMdguVw/yPHPni1l4eXlhNTxvMp6DfuBKQaogDMR4fnl1TTdXcwrY+D89PaUlA/TRIJbcgocPHxA/Aw1HQ5mXmD1pMqeCjWvM18rG6DgSZUCNiGvuf1D6Su7PdFvQZrVEwTbn2asXzscffxKMDyb2JD4u2rqCm4Dm6zR7cHa6P0R/n9c+EXV/7a/99dteq+Uc4U1UpOx8z8NXq6prD55TE+7my/IYJAz5gPXAcW3qbsxg9aBtKgtJZ8iyS/hwCBiEQDWFnILGfBCMjVfJ92s+VPmwWG5U+q+qDBjKB3+Uz7per9ymKd5ONsmp5/qO7bZWzgfrq2dP+RBf8mHnSeLp8dFQAJDCClXTAG4VegD/y0UIpE8etI1WNcCPR9PpgC6vz+l732cwzs9/fPaG5gqarRjyfiK9ZxJGQ5F6JJEQBIdeJUBIDsWs3NKIAdk4HojHExEAB1mwjlIyapSyF+9sqMolpjw9dMNraVtJ2tRGkg9dA77Lor1zMjBwKQN5zpKBkEPNDqT3V097ALjRBNRcy9Y7tKPZiK47xpoBTunwQc+A0uaDvhLeSLHzEyLCgKRGx1JhRS9gg6M1n9eieJGv3mc7UBDHP3/00ffBOT/8uZ/757/k+vbzeyf3Vwya2+nB70+FqKpz6AAFjsUI0kLFUlu4y0VaS4GoeBjLnF03KdXbmnL0jUnwVA10bSe0xF+DUnckMDFv9B++H/JSyCkVachcEnChkV6Iqk+gCi+8ZnJJXlV1GPGyOaUx7qAoVGuaqdNSyO2rcxI1otLVxNDx4ZhinrOiNNloQibWoWkqv9ZoyLiYIznSmwm6RWZaS5KtVCrCvEBJ1xbzXJV9XFeTaEGVgeGCz8M4e44a5v08iSKP/8UCsvFxwuDhBsQ+QPwB9QsgyTe7OWnyb8WDTaY/blcJ97ev8wC2H5JC4SlH9AkGYhhAlWYIvE0NA8jxeExvvfWI7p3eZ2PFAQdJNfFhBHlyNzL6RlTkUKIpKJWE2lbGHzUDrFZ17NEkq9L8is7UKRBrWuJRlvzenQxoycC/fPYCt5zevHw5RQjla+9/mb749iOe3hlj+OIw5TZvt6ugzjP78sXTnx2MJ8vhaPxhPKXfv/e5XR5TE6WWgypXZVzkRXB1cx08ffKD6SbdWBGP1TtvP+KeRiKwS2VSE1sSIqvZ1BaN7kUiERtzX50eHMh+gyJUry4udnsdDNGGDbVhdCA/b9hIa69z4+yo+JlTMbZUjRQGXMLd19CW+xNVkTse8+f/8JdH75797Ogv/KU3ZtMjN3O80jYjvb/2oH1/7a/99SN5HYuM92v3MMvSe3VVB3VddvzVHo3GZav85ob/Vfyti2IdfGiH2/UyhtYvPE/jiSZM+nZLuahl6OF8F7BDhxoHJuTFAG7V454buTv7j+xZk2TDJ3d3zM/AGHhgtXVj53lprZdzWm8YFCQZhW0jXHVIxaGSouvE5sBXtRhgIlT1dPyB4g0kU3rqNa0qTzyNk8mEiuyCVqs1XVycC2gXxZg6VyUQ8IhDBlAAcfhqwF44HMrXnEHJNr+hmkGZj0qRSLwDD9pRDjEjMv0Wtwqc3WELz2ORFjscpColKjWI/yCwIQV9BGiVAqowXAU49owhXDY42IqhCNreoSdjBCqMgrJopy6D31fQeR9ECoT5BBfwZkAiPOrGOSveSLQLIy0RACQrggIB3yiDKxSWUoqEcBNMBIPbVKXinYXnuSo1EPP06SfWz/3cT0dN2zxumvyg5Hl6fX3+w5OT+7+npLcs31pt055wEw6CgefAAwlqCJKncUICsCOq8NrB6QbyNwXBrqjLoOu3dcpgWMTNjbpLb4TpD0NXqUVbBkUhADKwP6P1tC4EqNe1awC7VsKFspDOg15aE/cyRgP/Ohw4PD8MrYINN5fngJu7kqQaGBoTwHBhchHQ1n48arqV9+xFHN3AZjuq3YED0EugKVSmquufwwIwoLpXjNFnRJsjMWCIPGNgBDI3oGjk+KYznInKN6IAFeY+vz3NCxPJyajMVFhSEmgRQUJEwCS74mtkZCCxX2w2K1ov15RkudBZYDTYQgTiOZ0jMgZqHrjsZ+SHgchR9tKZKDYGDjwKQ1lSXdUV40Y4OoEjalAVr+uqrUkp/p540kWOFJEPSydyDYUkRIosrC2fNtuK0OSuqOm7v/kdarJUDP0vfO4ebefPnVWZx2xTUrpdoI6F0NjOTk68QZZO2Qy1/kB+57JzyW+HvIDQOcHy+urxdz/4dVRGoAf37tHJ8ZF4zOfzBeXpkvxBQMf3H1G5bWjO/Yf9dzw+lrmAKMrVzYye/PATmi2WPPcHkLKkEvTG9Zbunx7LZgEHy3K2paTk/Rrzq0BCOe9RSSsa/9gLMA6g3WWgT/F4RYMBvWRDYPpxdfB554w7MkrofUr2p+0etO+v/bW/ftSNwXU7SXwky8vzdOA6owLh+LauIz6iHM+1akisAWB11LrpdhvkovPNh3vr0JqBqTgEQf8QQOjuQELZ5AwMUOUylSTEHtCI94sPUi3AUgyfPv3UfvPNt/5Q1QZms5nLB8ybWbY9CsPIttrSXsxvrCRdGwlEEtUNBbqIPqwEDIWHI3JTI8mHAjCNY4C6iOYJdaHnfjvOrYf66GRM21UuBW52inwUmj6vFTgZJZaa6t0m/fLiFX3vex+KNz2OR3RwcMSgXRMcAx4lUA3welSOlFv6A7kDDApIQarE4K1G+K3DXNvde9qhtCHwyEE1TLt/CflOJJxmRlVaFIkPZU2CLeQAx5jtDK5Sve3ggzuRx+2LqS1SNgJak5hYCDgHwHI9LYQD/yJoFVDKqaCBD/ghgiMoxeSYqqqovslGHh/+oCXl/LoBf//w4SmMogjc5dliEcJQ4j6yZ7OrJ0dHp7+r5zLNNiCTP4KTmK+gKSu7qvIRPrs0coEA7DCi1vO1PGN/airQbZVvTcrbBnucRAIypF7MPK/r3UFbQ2O9DuTnHK5x0vnvh7o23Lo2YL9E6q3YYgbnC/CU15u7qZZ6qG0iTez1GSDDyJD6pQDFDB4L83f8DaD+sxEA6tteh9rgoDYRH40MhGxIFD4+Z30nglDuADsiULSLwji77wNERoLgzrwjMTJdOxaDTPYC/hwoEmXZSjzcbu1LcunrAR1n55AVwxPKMVkpdBhUmoX3H52N3IptWkkSKWwHRGzwhuVqJVrvsLNSXrOlZl5TOB6Qk2x244d5hzwPzDPsfXXHs5R/Bo2skdoCjkxLeN9FzanRqr9Op0nDLjz0yAFhw8IbebSaLchpK5qy4VAkc3qZX9O2UYMWUTkYhsgFePnylfXW26Hz2YTu37Oj3Q9ay7bfqOAkoXbw3Q++5XRVQQcnx/To0QN6+M5b8ropA/DlVgOYw+EB0SGcKAnvw6UA+pfPX9DV9bUWyUKEh3fezQJ/L3jfb7hvE1qtM1EPKvKOtqWpF4BcDBSs4n7kpc/9Uqt6Ed+gQEVfXrwtj0WC1xSv+OuQnjyfTd709tSYPWjfX/trf/2BriLPLAn1u37XtbVjWZZv29Yg8AOoaVhNVcRIQFsyaGUw0AWh46NCouM6FipzAqRCR9xnQAIluDWD3l40GoBQvY2OHPRrgA0G9vCOyWcD0BXQq0533tvnz18dP3744Mv842/8YT3z9fWll6b56Wq1OqqqytlsUv/y8oWDMHtgOATw9IkhQTvcIPSSWtreaAQB4X54Gf0JZWX2mgFyC3JqeU7fT+jo9JDeePSI35cbz2pf6mZovO6q2y6eVKPhvrhY08XLaz5shwKG/ANTkAkgj39OC41a9JgyDG35XoBdQzsQJFU5IRcYaMl6JPftoJHrGICuiY9BzACKAXfJwBzPLPSaTAsjASzDk9573AVeG2842pTxewIUaAHxA3zlxiOLwRRoRgCxNaITosGtTnTLajVVkg0geD+pUnlIcWgKR5xEaQeUBnk9P+vB9IDefvOMPve5N7m9nbVYXkc1A4UuZbCQt4HjWEMe09/gdlbvvvvuDhGdn59bqErqenYYx8HDNEkedLVN8WhsWdwpw2jAa2EgXtmLV+dSUKkc1KLYg1Yi6VfAOHfwYBju3Okug+Vp7RtwGu5O2CHfKJfqoQ0NxTAT97rQU1aYPwLW1Qgoe/e87fyW+aogW4vfhK4aaVKZNSGVJwzs2/bUKuFIAiwb/v1AChJhUohpCDpXDdqaqzQYUhqWFO/ie+V3gD2eJWBjMHGVnlLX/Vp2DNXEF2CulBXl1vi+u6MMSVQCra0V4INaU6auKfyVitc8TRsGzSVNJ4dKk5FEVlRWbSSvoim1z1I2+AEgs6QS4A4aC8gpleHrQy5UTRFLon3gaYNGJkB0k7KBIAEp2ZMcQ/1pWzVic25DBroPz13w1WEzWpJLof2IPA/QfIqyEPlVNjFN9EKfE3N3EA35b/x+ngcejyHA8ZQN7PkqFaoQAiYwdlExFmEvtHrFRnXOxhVP9kistd9fnPCsspo3ePZimQ9/85/9Cl3czOns+JCOjw8lCVdDO4nMwen0jPLtmm4YpGN+cHfSljvl2cvn9MMffkoHRxOaHIzpLQb6eP319ZVEG5GzwDCc1wA/27qiebrl57T59QdCe8slpwEJ5qhjwKuzcxisk7G8ffHGY222TkGLNCNncMhnhLenxuxB+/7aX/vr93oxCEeU10eZatux06zIXMrylsG67TjupKNu2tld1Da5DXm3CmCMN3IGhFZd8UHuuztnMeolap1FBh55IklOAIh+QJIkCZ1oOUz5YE4AzpvAHPIFH6SZSAH24FUS2hQF/qE9+/PnTwM+yI+TJHmTgUNwdXVl4XMrbruAhNqRBCxQYfqilSnUI5pMAEABbq+LgkIjiqTaiy9c22iIoLBvCs3UBui3UipeixhVojLi3qmc+dkLwOnq6pmo0BweHspnJ0Up3w+nE2kfgIvQaVCgBxiyUI9vDyAVjOjPAr4RLJe2QBIyVl6zTxK21miB8eZK8R9H2jiWROFAvJOJ0GuanecZYKsH6fC299ru8jMbcCWMCHEUc1sdpSNMUH6+4XvV3IcMrFsG6tCKAQFZWe+tUnLAiwWId+D1bIS2ABBIIjcI/nRM8cCl97/6Lv30179M8TjgOccG5erGeuvxF0S//vLy2rXtYMig/H3uq/yf/j//TJ7Q9izVB3c7iKaMLs63MY9hmzMA7G5mNB47zprBFbTE02RL8+VSPO6YB1IBNlCAK8V3MLnBZw800VMpMeFdmH17xLrqQXdN0gIoUACtTtOaXu1BrRpj+KH3g8tYQ/u81sqkpr6Wgu/clWhKy/cfu7GAbIAx8eTihnmzA88i12kGujBedjX6bE16kJCYSZ3ItRYAvPUD44l2TcEl14WxCklGBeiij+72VVsbAfD6mWpg9fNQn6uvrHrr8ZdIj+tRX0jKWJA7I1nWDb7yOCTYW7jPqryWugIA3pg7oJxIXQDBvq60acpG3ZtvvEHjg4CfJaXtfEVJUlLuNMKhL9lwW28TqVVgWbxGkHDKhrWoGklOuSuymo2lEqVINu3YaIT3vQtcgaMwQESDHnkdFioA4x4lNKCga86gfUzj6RGVaCevNQB5ODh6gyHn/pvyXHNAc7N+D3t2trW8yBsUZXJYtwVqYE19b8BvzYYffPtD+t6HP6BDNla++pX36fiNR3Tz8hV98I/+L7q4upaI2Ne+9lU6gOefx+H6ckaXVzPawvDm4Xr88DHN1zO65nXgmChP1kdpIL+ZSKxLng25LyK5aSOa4lOz2RICZkXFYN4JNVEZilNsBBUdP3vr89iU1PoWA/6avKLt2uv5+F/7D/+H4n/6T/6NfdGlPWjfX/trf/1uV55nth+4Lh+o4yIvx2WTPXLIXiLxLhIeaT5tqipebVd+LQc/GW+cbTy24OHmcsKXdb0DipA6rKWUeqOaz5JEZjzHbS3JYPLXRqXg4GHfbuHJacWL3IPBx2++ccMH7wd/GM/+9NmToK6a91+8eDm9vDy34D1TXWvDxIFT2ddvCkgiMlCpxftXGgDfiEECLmjgT0XRoknVAy9JgwAs4OY2ysyI+P4AwQAr4IfD87mcrens4fQ1L6rSEYa0XN7QRx89o/l8Ljx4gBoYAdPpKQMAhJkLMXz8cEDxRPnutZsLCl/nmg+Qi0a7gqrBIDagsFFqBgMN2zVgkN8DY0SiBwYwqaezr8hJdEtibnb0pb6v7oJ1+R2UZupW1EcyGGeuyhvG0UBUVsCl3/B4J8tUKAcC0lDYqdPPBUgHpRp8XKsRTRkV/TO8e4B3sB7CaEjvf/nL9MUvfpmuZs8EdL755mP69Mkn1HW+6JBzHzsvP10dIjo0W1zST/7kTy3TIhHVosvr80mRbSwAM8f3HKtVz28Qt8J1PuJ+xweuVisB7aISE8W7PgIRBkbPIBjyvEXUQioM8R+OgXgVA8PbrmhXXl+HEtroITrBz4qVkd61tVx3F2lBkAUGXCkmsSAlyWMQBlKpb/IxkNxe9P16jU5SLj6SlfO6rzAbCO0mRXGuPom61oRSyFXWO6+6u0tOhSd+ayJfARuLUAVaixpRIMnNpL54MQRV6caVHAUF7IGMk4rP9IaLtrdskdzsmgRkUGcCE13j52IwDtWjHtA6fiDgUZOZIWlZGmdDaeZ3YaQxbfN7BtO85A5PDujR2SNeOxFtsoyW27mspcXymlx/zJ+xpZvFNTeh4LmYcbdW0m6N+thSxMtuUMHX0ZoHnitynCKfahKuVYLz1qmA6JDr+bLuoygQOlk88GibbXk9b8mL74lUZlAu+O8DNvgaUXI6PDik4/GAJuMp/f+h9u3mE3sYP3a7qnQCb1wFVnO63V4N09VzNjRWdPn0W3K/r3/9q3T84JF417/xa9+mb3zz22Jcormz2YKmRwey1mbXa16jmSgHjUeHNPn8sVSVfXV+SRfn15LUu07WotOPvrlm4J+WttQTcJ1QDC2oziAIAopNUWUSQXMirWoM4x3e9Qr7ERLPeR111oSePb+2r+dpcHK/uL8sQnDa97z2PWjfX/trf/1uVxh6TtfW07qspqHnRZ7VxucXL0ZX84VTpFAWaPhgAUd7JAcwVBgA/pJVKoCjbVMtix7qNuL23jtXk8QEACEpLoRuOA5cPbzr0tGy8EUqnPGyTI0nxxZZPOiUJ5DXc63t48dv/tj57K9ePrO7pn5vNb+cVvnSGkYABVsDEvh74YK3csjBCV3yoS7q6aKQUYmudgTvIuo+MTiH0SHMkVGjIGgzoaLcaiKdeJEV71IxonE85fe1dHp6wEBv8ppD1r2zFb948UJC6ADs/XV0dCQAB4l7A0mCTIVKI7RoJN/VKTRe2ICKyeZDdRge8qHaJ/UySO8Bm1+LcQSv6yJZiOcs5nZJqXp40wHM2RiBLGVt3LkohgMjIc2y1/qypwD1NCClPvE9oN8ttaI6ilotHtUa8J83IQPNCYPJhP8VVOYVJVlCCOJbARsQm5WAQMgtQl/eFnsA/OJSPm/GQO8ojGlyeo++/8ETevqDJ/Tw4QkdHo/o49/8iOYXpfQ5uPnwFi82M0p4DFfLDf0f//uvTBfrGU0ZIGE+BwEMnor8oKbR4EAK9Di0FWNmNsuoT4aeTCc0haddVHkykfpEwQFEEZKaxzqfyDx3RXsFEpeJ8KiRxwGKQg9aQSMbDmMBmzW46A2PDwb0Th6Dy0DLD12pTon359y3NRtQ69VGklXb8vUjG+vK3nn1ieYrrYArORjERoav/V6rZUiYUaDENDCghAOvOuM5VGz4Vce1K4YCQPzQjflpGrpa17KGbTZQfbfdQQffP5TPha1WSyKtGuFK/6kV3N8OvqH3xIYPn8rrENmJYzVWi4KNpOZaaC/D4RmgPK+70tzTGI9NuPPAo0YBgHpfzAvrw3FQNdiRPBIYWtvtijZJwsZswiPNBvMyk4TXLG1puy6oyArJq8jhxd+mNK/U8+8HMcWuK8sXyZStEKNaCkX+siUVF2pU2QZoHuo5bBBG06EkqpKVSdL0Ac8z20b0qKCRHRPb7zLPSga40JY/OT7hOXKP+9azkyR761vf+OYn/9xP/eRrEkRPn/4AVZzGB4fDcWu1a9tDEkHrZ9tt8PL5FYPvS5qxUVKUMf2Vv/wX6eMffkL/9z/5VTq/vCRYw4/fflPoUTAScMF7DhANdaGjMwXqoL88efFDXhsjevcL78gejNdF9phB/Dlt80wcD3HY0vU1zgdP6FjLJ88p8hvpHewdEe9rA/53c7WhxTolLxqLwZVznxP3c7E4J9TFfutn/lI58L3u3r2jvZd9D9r31/7aX7/bVZXpoGmao7atJryR201bj7arub+YzenTJz/snc18oIbCwY6ioVTNW/BBBjoLVB1CQ++oxauamhC4K95cPWT78uZ3Nhu3kTA1wB2k2qA4AD6p7zs7TyNwIcLfbffjpzteX17Zbdu+tZjPjlerpQVtbfyrm9uw/DZrdgBI5AcZVGRCNSBTUKkRaTmUth+NIkMlGYruMUBJMIKunVIDAPKQOKo0X9W8Pj0d0/T46M7WC+K5u9uOnzz7LvfRQvpkNPJ3CazwBKpyiN8rP6pnVlBZuZOfBOAbcHtUoUVVZULj8QXjAIdxLtSMmo0wR0B/bTyZuM/08Fj4umXeSHQhhAfSraUf0KblbKMHPw9Un4B69wpcTxRiOr/S5FQAKv48JEOWIQDqQLj9ebUVnjI4yKPpmA4Oj6QPZ7NrxjcVLZZLqlIFZI5niZQgPK+IVGx5Dn36yae0DCKCoxZGzvAgFK9enviSCAd+MayubZZKlVgACiQXjgdj4XZDVURBYCOeVXIa+accaZKqo71iS48XfeR8YDzJEY5us2h0XfgbGjMogqE3DtTAWRmuP2gqAwZu4DGEMIRqjXgIjeVOvyldRqkvgNh1I9I04vneSiEjhBec3dzUJFTntYNc7mjWkioFNQKYbdB4jEHdwGAY7jJp5XmHg1AAe21eUxuPvyTB4r4tGXBuvOc74k5t1ImUOoPIDqZrbaIJrkR/br3srkQOSjVyxVttvP53OsLnccaUxh6BiN/rCamNzIdeSrT3rve/w3X/vlba3PLchP8WdJoVG0sJzwPIadpsCBTZVmh+UIhBhAdTBcnkWV6JjSGJwcjXgWgRsjGhqN5qOyF364SB9LzaI/3epRQ03LBlkI6cmLEo15zQERt9AzY0I39Aw0ksbS+33A9ZKRxxokvIVlpXs9Xhe+99nr733Q+ekfDlHTbcR6Ft04j3LF4iBxf4vmDrZnFz/ejVq6c+72MSaTg6PKRHb70hY/Hs+XN6+uwFjUcDund6ymv68FZJCPkAhTpKkEgraxmRtlb7c4RIWt0I1Q8RNN/jdcx/O4E4FT93ywbdcvmc53ilcqAdIjIbyXUps4rn/4iaTUoV1hEbLwXvE7AhcTwUqObEBqiPRetEZAeDNoyG7r//t3/Z+s/+xs/vwfsetO+v/bW/PnutlrNBmqaDJNkeIYzLYGp0eXHu5vlGPFwRgw9fShMG4vnG7+p6K95zxwGfOxXQPhpNhB6CLUQ9bT1I9AVIgXuM8LdIC/ZH7k4vWj1UcdzsDvDecws5RIffZ/2Yn/v8/FVg+/Qwma/erIpUNOQFZJvDrJBy8WpAoE0ADTgMyx1gL037lRsM7xl01eG1Fk9z7e6oD4oBjQwjwF9jC4ByGbhPGaD29Ik8z00yLsCjY7xqr+RQR0EY8HJbA5iQwKcFdczGLS9vTS6BaMDI5/qnsQ4G6DZNK0DJcVAJdWgiLKFwles64fsPELimYl2IZxIJiZNxLB5HeEMbAXKaqVA2hfQFAI3y9TUhFV97T6cA7MBT0MvgvbGNKGatnOCawVPKc8kiyYvgc3soHsDJ9IBOzu4jN5migykbBnPawKDLZ9RaKMHEBpAkqloUhxFVeUZrNh6qYMtgHvVTZ2TxuPmifGNAK7TxGfzXUpjHEe8yZP2GbKhEw4DBiKNAxWkkyhN54N07lMB72ngypnhOiSQwwAgEcGfCm5LgCZIna3htIZGZiRKS8LrjsVC88qJQGhGawUAnHsTiORfgWvRGYSt5EarRn2s10Vp57wUoNwbCi0yjqLsoCFds7QhHeMdX7xlqpeG8cx/j/a6tQF8TmhX4usIDx0vaHTe+T2re1qrshEJozdCGhqV42fukcdh/tu3uwHgP0HshGk0gvWOMcBvVWGlMQmpp1rp7x+gwdDpe/wDqUHfBzNF5VlLvWu/nXb9X4AKwBGDHV6kXYFSJ4AwATStPc2qr6hbkr3PN/RC9eR5nq93tTW5rSaKzB3oPijy1hSjH4LIMRBdnQtWxIentntEWtRtXlKO6RpWTRgyYz87u0YN7RzzHY95nBpL/ckvU18ffbBdsLAQShbk8f2m1TXV0eHx5xI2WZzo9Oe4W62sL0Zt3PvfOQ2R7XF+9opfPngVZldO9sxNNNuUxnQwm9MF3vytg/PTkiB4/fiz7OZJoAxTbCiNJkvULz1QXtkX1BfscDNdBHFHDAB4qPlHpaMEo3h8ePrivUUj+6eWnL6QwG2ZFxAZq2/HcWFQq34vo2irnfkvJ6gLRycc5kHeoHsv7RKZqMw6kkmy817G2aXZQlG3787/wS8kv/9Iv7IH7HrTvr/21v/orS1JLtLR5476+Op8yaLNQtrxra1GAQOgWXiEohkjSHR/cCC9nmYa89WBH8aP+EJyQuxN9bgQ4kJFy6w9VSdo0AEYOXvG8qNfZHHnmEKZdIR5835Hz4wPsFy+isky/li63MaqJxMJtUcAuqi6lUh70mVG1MTLAQ5FID9hv9aLvghKlAxWihV6KMkVRb4Sfq73hG28hg9wQ6jtrKQc+X2zEoBnxgetKlck1LZbcT04mSY/x2KfbHFXQJfheMIbgwQXvWVXMd7s4ZBXJaL5L9yICQrV5BNxobZJNYzmIfVfHCa10YqiPxFpAZicDCMk+/U6oMXyYbzcZtyG6Ezlxd15PjDH+ecILdpTj29IOpNQi/8aGERs6CLMfHx/QgO81nk5pwAAHoOBmvWBAXlJVKtXIC2Lh04qojeQldhQ1/OQuj0+VMhaxGWjblCYlz+2EHJ5bQz8ysoAkiYYyplAAQdl7JA4PI7ASxCudI4FTMgwTysz4wmAtM60ZILMTrs3RSAsrref80Po8APFO7ou+uGi6NIHMjdqvuX0Ojf3RznuZC7XqTjImKVVEgPSdRGSMl1RQhfGVK6gL6pCK2wpcu0M7N9VutagRGQ93jwcLnofBbnW5dyQq4yHPJePh5lHVu9WGd85fVgySA8izNp/5TJNoquCbTIJpP/+LnVpMU/Zr+Ra899712hTS0oq6jonMFeZ1juH0M6jLHDGKMIi1REhu9wu8txXpUPs1jzsAruRWOBpZGoQDnku5JpuCdld3QtfbMBAH7obikms3Yi7AGLDkHhGvC34+/NCp6g6S78UIgNedQT28zhpHVNWmILIZ6HtmLfK+yGAYajXHx0fiZZ+MB0LV0gJRpayhmrS4mRomlRRKq1BoKy3oN37jO/TVr3xJ1JnKIqWrtrYqNrA9qWrbhk8++j59/PFHNGRD9ytffFecAKBWXbx8Rd/81jfp00+fiSH83nvv0cF0rIYgfyIcAKiMe36+UUMEVZzN+kYESyNOKIqmhrZvCli1/X7HCxsJq69eXtFmk/BzesJp79yQvHUkBb5q7rfFUr34nlWhyzWKAYO7gsGjuQFFsqGb8xuvyKuR56+svEzHZwfjZ/Ap7U/pPWjfX/trf+HIa0qLDzh3wKDFze3T46NDlICnjg+/6eFUlDAAJNZpuTuER6OpqTo4l3tMJqfiaQc9JJXsuUy86eqVNCH/pjFeamfnGespJThoFfgT9Tmftq0ApvfWgjNeoFpfXv5IzzubXVtFmYdt05x0dnO/KNO4aHLLB69UnOu+PCdUYMClbYy/OghG5jloB9zuGhU4eCVsjGiEaBTfPqPwwqGMUmp1UoSYYdSAIiH0DAYoH370PVHLwb1xj4Zf7/NnpulGkvCmpxMaiBqH+5qyDEAvqsuq5nef3OfeGj54PWgt8ItCuaUh4/kPRA/cNbrbxGM+tkPaAgi1pnIm6Bv8mXm5pnxbCh1CBUwc8Rqj/WWmh7FWqy13gLZPTN15P6tW6zwh3GJESe6+By8ZMBj3Y4ZC4q1shbIDqs319Zyu5zMJs6+LTJ4yguc+sCWmgLmSJgupptnalsrwSUFKiwqgbpP4C0+wJYVwoPKTS8okmoiqA0cHAxMxARgE8CtUJtOF5GDOYG8knHQ0F8WCGDsJ9QEKPDGpao4rWbwk5UdrgMxCQaoCV3eXnyDSiXKvRvjoBv0KOAftBRQk34jNIMmyNiZOXehrS+QXhOXOC94f2ZLEagD73UuHITWVstSibA2nHd560G6Gg0Mj26if0dS3tBgB2qRVWRvxrxuqTKpJyG7j/I6IoSlNyV1Hq9r2XnZX8j50PjWNUmJkatjujlpzx2qR+wMAixwlqDKSiFobg/k2+bkH7P2e0xfysr1wF/UB8G/N2qwxN5DAC866i7nhCAWq4dfV0A+H6gs+uYZBoJ/T3voUdj4GUI3gpcZchDEYBD75Fq/jrjKjY9NwPKR79+4J/awPKPQKVI6r/PfKmFeoMlqwYYE8BNBPiptMfh+FbDzimdBxFgN/X4uRvXj5XHIs7p+dyN4FJ0DIc+Ti/Erm5vHxsVlnGqvE+qxbQ1niiT5mA3S92UrlYqUf8TOXOu+qvi4B/z5wzL7VKKVmxfMYSayIGuWgEkGy1X7JxoRNpQ0lKE/qJuRs3LuIYlmNAHT8k8/nfaFDxBERyu2KPvjmP3Y+/95XeI5n0y+9/+72Z77y9l7+cQ/a99f+2l/GU2zlZRHkZeaEQXjfd2g6Hh/RqnMpL9bGW+4LOEH4W71kzi5cDZCK0HZfOlw56Vpkxzfe6lt0GxiOumuAeyEyibYdGf66enAKA0xwjx7c9/xU8ez/CPyY+ezGbqviy8vF1fE221hTPqgkBQ5tBRgz1RlR+Ckw30MhpgeefaTgVnf69dC8PkOziyRI7+HwxuvWmfA1BShBd90ARHxd89+Wq7mJJvhCM5J7Nxvx2k2nvhzywIS9iodqxPcSfj2YbgQY1ozEUTwHoC5olGFTN7kk1YlqiBvo63pPKsCfkd+bcGMTfmaAOlcK8vBcmCvorEvV8mZDR5JPkTQIiTcBHGZc++TTfvzuej0BqvCZ+IrxxNddRVF+79HBkBwvEtpQLlrvCS3SnC6uZwImmqo0gLrSAjc5AFauNJEiZcDTCbcYbRGDAIrZiBIgDF/AQ2+T1qt0qAIPmZFDBsTGYOLVq2s2BAIKInhmVfkG9IC69uUwTJqEDYhKyrHDpsjzgUZhQA2S5MtYQBc+rxDp0ts5IlVxSzJwlz+XQVVbS2Uxs8aU0qKGlIlAGBUYXQ4MeGs18EBHcopA1DiEdiaSqYabTs1OXrG5o8GPvIeix+zofzEgHFGuceiOxKNrpBbNHCtKLeqlQF2TH6R5Zl3bpv0iPlT3EZZbOUulutT021Wkf5173xglI3dnvKt8pInImM9BO4IguhPVuhuVa1+ba71xi/kI77Q9iGi9XFC+uGKbtGZDrJKKuxJ5YgMt8lyJtMAAKIqOt5mKrK7jOYeoi6UGgVPrfAKIxyTAHAJXnQe48yyhNAGYipoMnBSkXmrUrQijUIzgOFCvP9bt0FQ0VoqhK/x5qGXBZ4/8CwB27JlxFEgxpDCMBLCDngLwPZ+v+T4Bza/WYiTcP7tH5xeX9PHHnwjQj6OYsjyjRw8fSt+lm420azwZyXNeX21pw/MIzgBEufA7/B0FkKIwMtEQ3s9tEBP7kTJfeT6ueH1ezW7EoIYhi8hsskWiKf8cWGzQDvnZR0KVqVruF8x5S/dwi/vEgn4m/2DBuGlQUC8TGtcH3/k15+s/+dP1g9MjenRv0v3D//MfW//Sv/Cze4rMHrTvr/31593LTjaDp1FRbh/xYTvs6sYDpzcaMPDq4tcORgVXWmWx95q7rr4GyaObzVK85gBjOCgB3hWEGr1mMrq9Pfea36tSfQrWs2y7O3D7So6ij26SyQCiNFztOB8/+aH1+Xc+9/vaxOfXV1FTVZ/fbNZHbVlaIwHsnSiCrLkjDv1Yk2eNWw+y2qjSWOcqeVg2t2D81oP5+u+U6+zsQBMOX2hIF6LD3r/JJ8A8MYBKDfeLjCQArwG9seinq6ca0fNwMALSkyI3taHviAe0aG8lIQUJOUYy0N15WwNf+9x1YgrB7QYQgxJIbRRk7BAxEYFPSZ3QOB5RwOBijWIogSr/lOIdtkWSr5aCV+XuGcUDygYOnq+XeAQY0YiBvwMmQMlVa/j88Lq3JCD5YDqVduGgH48PKLCHtE22tC4qBgA5Jaa6atPrbTq1aLgXJVRkoPufiTFzaINtrAV11JipGM6DM98JKAeFpi1uvchVBya8Jdrabc4gapUITWAwChmw+NJvYwYiEPrp9dDhsUTEB0bm1dWNjLXjHNLoYGpkMpXyAojT3EkMhVfYSda7AkMAaJLIy69rDa5VkG3mDQCMKVCkvzdgGT8X0DsH5Sjo06Lv5HT279cEYcg/+v5tVWEzEYTPDopOTdpWaWeR07LQ2ziG2w4QB+435lcKjr8xJMwKkaEsYTgUJAm1t8C/2FFvmkZ11Xsvu0attKhSn3AqPnQ7NKDD3vXb7VJrRNmFjKGLtaHz274jt2rvnrOn8OEfPkv48AgmgRKT8Ti3+lqrX7v8v7MH98WTjqTILLMlWRSFjtbrrcgWSgQOnnBMdAacklSN7gQHnNuDGQqDxa4trWpsa3Kq53pCDbt3ekaTyVCiaMiR6EEwnBeoXYBq0RXPZdBsICnZkmqgI9/CcXKaHER0cnIkYzPlNQO50efPXwqIB3gfjUf0wyef0tNnz+n81Tl/RkBDNoTgNLh/75Rmqw2FniOvC4OQ1jyXEaWDdCX6KYfDhQE6ZDOrKiIEJgDe4TRAJWHhC/EzbrKUNqu1rM3ZDJKZbFBLrgvoahE/e0Y1r1mJzDWd5sfAWWHzHsqGUuAFIhOJz2k7WwtqsRGVYx2KQY4+DXjvHdPVfBst1hvftSEtRuv9ib0H7ftrf/05BOqlY9seIxmrq+omZHA1DKLQ60ryoHMN/eDOAMFd5UMc2qkCxFKk1rQiofJK9SuAdmu0invaCy7VdidRPLmlSwQ7BRb8g0cXGtkARQB7fVJj77ntFSMyAXC5bzu/9+JK1zdXlu05gV3VX8q2mwn8O5LkBw+qa8lhHhrPHKr2lbkmRUlpeLv3LSlMae6oyfRRhLva5LdgnnbKN0hIRF84jQEWDKybVhEYfJiBraAj8m8LL4lKg6MARKsqljQe+recYBSoaqAespamDQ4PxStaE6oOxsYocm4rqDLQiAdjUWrpnwaVJoFha0elkA/5bclcASDkB/GilPuiMHPAEQNNw+JuYAwKX3Q8pd3A/3c96vBuYszwO4D5PMkZ/CSUlbkmp4mH3qPxdEyT4US06+MopHSLIls5La7XApggMepaAaVVoSF7fiZUouykomcpCYCwBWwfhmQuMpQAVVVXUcZgqDOFgVCJtZFCRFogBxYfPPSNKI9k3GseWUgE7VRFZxApnQL2EqZbYPILbVvBLHI6zs9bfkZbvJziT65VHYRcjU4J2EyVqiFykDL5G8kJsLk/hU4jvVrIekAUS8FqaXI/HIm64F5YG2Lg9Rx1p76t0VQbBdE7fPFb6ohr5rAZG4Omw/j1uQ3pSP1DYIxsnbuqaNPIIhE99x4euKZS605MnoyxWNyCCLc3YG/zIfr/d40O+211VPtOBLB/VW/4mIgWNSaS4+yep4/y4fd9jkxlEkx7mgzW58XVmoqN7kleFJCHOgI8/1CpGdfjx/flnnm+5Hm3oYgBL08nurhY0GJxQ9mG78X3aauOKpvnUEWSCI3/D3jONRaqpcKQVKPZZ2A84LHzQ1ucyw/uP6Bg4OwM6QiGETTmy1wUbQCe5XmMvjwKscG4hcd9k/L8DNS4j/1YADukQ9HO09MTKa72xhtn9M1vfEdkUj/3uXekXcgHGYQRpQy0J6Mh7yGxGGxXV9dSzRTz348j6Vt42n3jXZe9yxSuglKURxEFkVFMgmOm1MgnkqoLCVnZAviRM3DonFC3YoS9mYk0pO0U5LsjXiMTqss18V4sErNpnilNBlVrK0QqYmrx3FifrUXf+fZvumX5NtXV4nNf/NI7T/7Wf/13h3/z3/lXt/sT/He+nF/8xV/c98L+2l9/Bq6yTC0Gx9AnO0BNU97PB3w0jrquHfKB41mddRgFlb3dAighSauRDR2Jg75vUcuH1CZbUlVsjKe95L/x5mo1Apwg1YdDExu5yh4WcvCrBz2TQwGqCY4p5AGeNkAavIBQkIDLqi/Go5rKjnwP0Afwh7By7zkbDUcWH7az+Xze9DzN3+n6+AcfWnyf0O3oy7PVdlLXnSUqL0UlXjN8P4yGUuSI+HngtSoQfnZRqQ/UBD5QGUBWTUdeyM/sImzui8GC5LCuw/N0AlRsu08k7AQ4smHE/YHCIZ3wZJsuEg8xSrK3jBptr+ADMaO60yRXFO5xbE88jkE8EIm7MB7TgL+PGDk6GLKO+8XhfrRHyOIiq2Yk1YaUQfoPWaP8PYCG1blC98H33Kvcx2NpO8AEaAGo6InCT7bbyvg6bMNx8yie8sE9QEl1S3jXALYNg02Px2yzzqgCCbXtpPhRyeAFoKMTLyk/GegBfAp7DEqhJe7x5wHs+hY/D9+rZKsQQAjUC5R7T/D5fGMUnoF+fNXkdDFf08XlnBbrNc+zSnTLy6ygNud+91E0NzcVOysdK55bXhdQGI2FpuMGAzZC+F4dprorCcAF38Nr+TP4Hq3QUrTQE8jtHT+DheQ78GqFdu3xV0eeKctqBh4oVtVSXjliZEReLLSEmkEGSPNx5DCY9/mzbErYgAL/H/eukPSLnIaKjQY2HmwPFS998eyCoFNxO5BMCIpE1+rcT6pEEsFRgEyK+Ygju1GjgvsGEkeuJxaDeCbbSg1mi+dyJx7TWOYjqnjaxtWrSY62zEnIE9r884jbKH9vPQahPB99fg881/CqMpJ3JAnWlmAIohFUK6UIVJJDXiuoBFoir6BspKBQx+OdNQm1qSYGSyVQNkRBG3ExB6DL7sJ7i3HjtRE73E+eFFcTAxDVRX0kU+I9/ExuQ53FRqKlGvx5o33U1WrQ9UC9AnhG0SRU1Sx9HqdE1lwU+QKe+9chDwYGVsUDDP700ckBnR4f0Wg6oOOTmO6dHNLn3n5EZ/z70TDif1N+xog2q4T7tZK953hywGvWodV6STXPywHP54j72+vgFdf5iOJfQ7bGQu7nI163X/j8u3R29oAf2WIjYcDg2qbxKJCCYp4o91g8vxKpFSCGR8nzlZ/J7ixJJQchqLVsBtwV94XHBtOKbUFUTI6EevXs2UuRovz8G48oCB168ulLfi0Asi/GbzwYylzJUW2V53XEhuWAgbsvqjowND02FjJRUwJg17wiFFzjMeb1CGoQ+tHh3+Mrls3lfEbLecafi3wfNkQB2jc1ZduCDrhPXJ4PLr8Wcz3PWsk/EkPegjzkFe8zvDcMQEEbCD2m4PUBwQP83arZGIf6Du9XbZfwclvQ9eLc/vTlTRCM3gqQCvv3/rff3P7Vf/Hr7f5E34P2/bW//kxeSbpGVp7lenx8tsSA3cYpjno1AwZEQVNX/Pv24XAcuvCCgvbQVHxoMOiDTnFrt8Jj9vkQXycpKkTSILrlYSJBspdmvE0o1PA3QDc2exwG8MD0CWH4G/6hxHefiAhPmB7AehD3vGdQKwD+lTuvnu40Tflp3EP+/Yyv3xG4f/ThRxaDmjDdbr9W1MWwqQpLuKZ2JcATIB1OR4DNXYIZ/14566EkLCo1yBbjpIO3kNsHwA4wqc/WiS67ZbUCvHsvc98P3h35t97L2IqXvdpJ0qEfQoAxE263jQcw5ENVqi1CJYU/p2s1Sa+Dl7mrRfFF1TLgNoZyiiXtB4iREDOk6fhNrqhnaCErJJTB+5ybPkefDhlgREPuYwB1Prxd/vxtWgoIgkcP3HEU1bEaPlSRYBpqDkJrsvHwHKHoU1tS8RV8cIy3VJBEafYK7fYZgNTSZzDi4DWGu9v3Qr4fA2oGwphLUMyoGBzDQ4e5WOSZ0FzgOa+tUsL5wGNQMAFwlqIwkkjaCsjD86OEui2gjoECPz88lx33kQ0+A78GZpcFGRB4+VAQB2iEb8prRMYCnj7INKboJ9AW6lI8gSDYlJCobKT2DRsnthhHFQOPJM34M9Tba0l7dN4DwON7AWU81yXRERQKjBn+wt8jUoD7lyZxEguq5301MJCMx1imKP9c1Z15v63/CZ3bFpTfy232V7/+OgFgFQUMlNlsFYNcomh8U9tpqWTDxWk1URiUIVSvgiximWd0y8TvREYTjSv5bx23xXJt+VrlPC9gcCI30m6lX3FVZSGfj0JRuq58AekwWi0YM7Yjc0qcA7al8xkVU3l9wWBA5KIq1HBBga9WDBzlQUNWFetAIhJ2Ywqc1Ww8bY1M5m0+DNZBhRXBz3p8ckr3z85owuB0OBlQPBywITPYgVbQOdAVYmTwvIQhLRQr5GPIumnU0JT2IgLViXMB+v8+r9vJdExvvPGYP+M+tx15FoXw9e+dDOng4JCiWI2KLDVzvNTKqxb3rW0GHnNYnprnN0B8i/FjY+ZmtqIXDM7PLxc8Nyx+hikFg4H8/dXluSRYj8coYsTA2/OF1ocoUBCLhK8YlZBzhKm9Wq65rzayZqaTkeYjSB2MVgwNzH3otMMJg/0uSaAStRX5W/S7qoUV8hlQi4l5Ldvg3w8nbMhZUvVYc4AsoegMY1cUc8Y+pFn5fuuNzC8YJlhQMDyLbCNrAht1ByMTeSV2TFF44MDwtfyh9Xd/5aPsX/nLX94D9z09Zn/trz9b1zZZWThY+CAKqzJ/GHiDhg8wp66KYwZvVlW3gR/alueGlsbbO6WqoKR6romJSIZD1BqbNpKVkHiGipYI2fs+lEMMaCDaJSD2iZp3S9j3VBIAth6091SY/r39++8C//5ePS8eB/H19bXFh17Mv/sa/9t84xvfKPmzmp47jcPXAgPGtfzlcjuaXV/Gh4dH1ngaiwGCBCqAS8fQV2phmHMbc9sk3ELOspTnUv3ogtuqr0WYuix7HWhXJOs0PN/+FsOlp9DgOSS51iTTQVUGbcTvFHQr911Y5ZDy850dBQLJeBgHVTERRXPqa9j0zJc675NQW+EwS7uNjgzZt0VqHEqVZ11rxUlXqAagJnEbDTVBi9yQ6LVjfJSaEZgkVDJjXRvqTc+39jXR0RgmrtNI/wJwpVkjOvT4D/cAANjlOfgjiS4ABW/488osoRy890qpL/gK9Qw+1ZUK4XRKZ8GP3Bgc7NC/dlsxF8Qbmwq/ncEP6DF1JYAhDAYCQKDsQVJy3hTEEeMJYF4VvEUbnzSXohFPeifzXRI/+L9FW4gG95gB2oE/JhsFxRgsrlEEB9GlaoJilGxoRiYvIbpjrPFcdk0dAldpNLhEhSNTbndjxl/+giRtxzUe2OIOueU2uZSMXOhOKKb57UU27uZgCMDC8oYePpKdXTOjzPqsc1WL2QrFBWu9FEDdG5u5m0sEBvx9cOKl/EKLdVrsGoi/5UWxa3FhpFpDXluSAGv7typDUuTJlfWH/pd5dqfqmogMImeidkR21vF1nqbZ6g7VTullZRmK0pDQT3jN9bkwguntQAsisdFyxCB9Oh1RDAqTr/Ke0hcyzo4kCKN+gZBD+P2hF0ieRB6UNJ7qHmOhHC8cGWv+fbaRhPp45LFR5AkX/uhgzAbLhjbZQtohdDOJfJDJVSmFEiNRS6FsNWJQiDykrWPb5O0OicGzX9RDevbJRzS73kjbT9koePjwATWXM1oCTKdrOjg+YAA+kKJuMHZFDKDRqqQyvmwcQCKrNQYNjGTosIOuJpKmpRrGaJMY+FkmwB1GtEZNS4nk4H2IhPV9DdDuNWy8w6nA7x1G3L7TCY24TyI2goZsWDheSUfjQ+Luoh988pwWZSqOERuRAwb8dXbDr3GUtyZUoVoiYYhMXl5c8m4+iI/ujQ7CQdT8/L/3d9Jf/i//+mZ/yu9B+/7aX38mrpvZpYWw5mAYx7ZV/rTt122arCnjjXg1n7nbJLNOUZHv4FAB/jY3HNzcqCkY7WhQsM2hEh+OTdGfxiS6QUEmpmKTyu/75MO+8EwvG9bzStU7X9Jyudzx1EUmjw9q5b2X4tW8Bb1ahOmzGugwBhaLhfXJJ58MNpvNAK8FpxNhbNxHE1sV00CRBV5whGRHNWgPqsbghsGOC9wnnkKZ3L2z+WkZ+NtCL7Xh5haFvv4ujd03YOKuzGEvY7kDTbUm/n2GuCT3F/ALANvrUjvKQ5bySHnKuMYUyin7MSEBTGhJeEf+sTeg5JnwmjuGEN7oy2tjSbDF/QM/UKUQiK8wSKiXmrNQ5qqI0hpFEJQlFx2RWqMP8DBCLQWgvo+0BEGfZNkID792NIG3KVU3bmsSk/vxlbxBW5MD4dWtqkIUXto7coUOA+yGwTMOd1Ab0Kf4nSrEkCh1MFwQ73sJzy914gEU/RgX2QsMKBi4x1YsNBmYTdBlBxUE9A08iyUecxJPf58EKd5G/ptvNPkwNzIkWPOdM5fvs00FzGL+I+SRpeDP35g5PmLDb7jjWcOg6XNABUSb50uNVGYpJeQBprzXRVYwDgaMa1LoVuaIvyuZdfflKt/ymhTonZ97fvzdEge7hGvw0vtiSEZvvQd5ZBIiSZJWeczrWBKYJYlV7h+bz+2bUO7WS2nUk7R1vO7iQCIystaMyHdf4EmUdepSf+9rW40gkSRJYy5Ng6F63CUJGkWBVAKSHO3DqHEkYgEVk36fkIgOaSQILx3w/nA0mdI0HkubkWxOW1S0DXaGS58vHkUhRZBebXxRXsFSgkEmCk1sBARDeK15r603sq8g4oecAxRXW6drGVNQP6B2A/8FQLrv+eJ1RqE4RLLEiEMf8DOD7gQJU00Y7hc0yfyGxZFnHc1nW96/17Tm92xBPWHD9vTeIU26mO5NJgyWUZPBUw+7r9FJKEYtFnOhJgIR9wYTKDTQqq+aWqQeEY1DxKi9o8Mve3fbvGYT9kXkUhTXq3S8Pf4sSKvmoIRxD/q8FxwexvwZUzo95vbx2ZBvZ3Q4nNLl+YZuAo9WcMIUmq6NpeiycTSCdDDvBUkyo65shQ7YlBatZgtreuo7V9dXozBrPLtus3/9P/jvn/2P/+m/me1P+z1o31/760/1lReJxYeU7XjOpMhXX1ltC2cY+s7HH1+IYkXIh8b0cKRgHSFT15ViLlo+3RXvOkAbaAtIalSwttZE07pPxBRYK95qeFo0EVPL3aOYRtPkbAg0ylcnlQ27q+oAkK3eyN4TnKm6iqOgNY5vgUnv1V2v1TMvRaBMohkOZnjgwXvHPUUlotRqrTj7R8NQFWoc2yS8aRXPMb+nMFJ2vddyV7m1ZhDTqnEinu7aFKi5g7f7gjJ6EDo772fvRXbu1FjvE+GQA4B2K2+//+tQOLjg+eJX0PzuIZV5s7SySBsDsRyRkZMkVlf5wLXRe0QiX12rJdK2tOPYK25TDnVdNLu7u+7r230gycapgLN4ON61HR3mo2qquFVzocrAmJECQPz3pFH9fuldUUVxPyP1STs50Ltl5aUYDcLjjXo4xbGp/s2dBw8a2iguUwFIOqA1IcGUBMjrZUlBmK5PSoSHFffl54xDrTQKuTnwd9tGDZ5CEt3uRtctGcfW6HngTwJVoefeudJ2UHbcEf/dcymBx3m5FurKGWhNYmABIC7ZIPWE6z0YqRcSxbBIUje1fwDYa0N36eX1dgpEmWc8sf2auE0q7WUcxXSMnL626w4g97Qa13V/1yNd1gCKBKHIVS/1Cc55wOi1TnanvoyH2n070CbJoNB6B8isfSNVWRvjN9jN2f75erMCSZdYRwDIMBC10vBtxEjWh0R/6tfQB1YWCn0hcRsFWgdQvClVxQWRHGi1Q42qZKCJCBjWpxZYev2pDUuJAThkGtGijNf3Wjzqbj2SJElNQl+YilO8/4wimpQDNa62rQBsNDvwlMojjgyhf1TiSQanPOY9qHYVEFcVg2Cei0enJxQNPPFmwy6DsU2FrgdJnhZHiX1r3FTtbt/bLR4HVXl9kRpdLbYC+EF56fhBs6OE94z7AppDqORwWxwxWS1JpEcEAaAdRs1gPORH87Q+QmkqdJnPgvc8SVKZk8hX6OcVDAz3TuIvaIMVci/YWEghWIDKyl4k9+14fQZRIK8tG1uMgAM2bCbcL2xH0JD3BdCA0iSTDTUMRmTXW6q4H6supZDHNT44oEr270pzGrg/Gp6X63llvXrR+vcexWVd38Sh73p26xz/jb/1P1//7b/51/L9qb8H7ftrf/2pvLJ8a/PBZQ8HQBj1u6U17PJtTd/61ndF2m0YHzO4Pd0d7vCa5cbf1pcj11qYvggHihe3NGF1EyoHP1OqFRYOZUbVRektqjoCwAz5xu02EWWEHqyjWA0SxQDkEb6N40AOn81mK4dYJLrjKufWy+IBqjbFrXJLrw7Rg2MAYHi4JpOJeHhR2RCeNkdKYjNwCybyTDjQ4CGDx00OIlcBS4Gnb7TKY68PXdOtKkyveiHfmzJL8l5B8Y1QZHrQrlrLvxWw91733uPpusp/7zm+o5GjUo658YzeiQC4phqlQFmxJ7QUvSiA2LfbtCsw2pVkPgB32/D1e/UYJNQGqL4Y1PJMohrB/RCaflB6jSuAok5q6vk3KiXp36qyQNnbUHGQ50C+awpnOmIQuHc8ubsIgynm1POLS6M2g3lW1cpJh6IEvJE2qAm2qtKg4mRVapGntumU9gL+M1CZAZKWsAnA+XWEqw0QV7Mh0NSq4gGOsN2ogSIA3haashTOaQ1NxrLJGBK2Gas73zuWhPu51VQxkAjA0e7UH4tHRXXNySRmsBRRgaQ+6MujcM8mF/oYxkO7ISKHbj2WoDFhvjS33BZkHOwiGb2SCkBhb7SK6hDK/qDAmVBnojuSkNrxWB9359/dOaiUq+a2CqrrUv3aYa9qRrtIR/uZe8DgkP2gp371YN7Z9W8tJmW9W/MK2BnQjmMauwCRJFU6MZNy5CXwWmi2srop99Wgpp3qUW9dOvJ3O9c6Ck6RirNgFI/k3vBp+4gExr6ASeSc9BKx+pzQdofXnIQ+gwqhF89ekRN5dHbyUGQUETEQgIsE6XVKs6trBsdb+ZyGMWayZiMNRnejtLgircWbDjDvMqgO/JGhwvlSYRWyoHAMTA+OJOKAxPuToyOVX62NC12oOKpi2rQa2bF38RPHOARaofXgNwfTI9Fdv8xfiRPiiAHu6cl9Ojs60EJgoNs1CqzjQaSynmbspeBb24jCFO6byFytDa3PFv33bBcJc8QDj7wQ7MS+qYgt+S2k4v9Yt3VVyz7QGG+G76DamCUZEGVqhAwgHzsYyl6e8v7w8vyKnlzd0KsNA/HC0ryBVpOrpY5EuuDPLWl8MGFD2aHVzUxkItEtq1evrCavfcvDPPKCw5/4yvE23Vi/8B///etf+o/+5b3HfQ/a99f++lPkXc820COxus4K67Z60Hb1qW1Zju+F1sHoUBLoHhzfV+96ktKUgUY4nFKYu7TMkWiEcvRrKQ4SQrMXeykq3JFy2kEvsQ3Vwjdbgx8jZB2YA8aR4kvwTk+nDQPxSJIPibSkulJm1Os95M8VSTmDfRW8wstsAAg8WoZrKwdFodUTAVL6Yik9aBeJMeNhh7cehyPC0fHUB4tYvcQMFlo5WBCajoVfifvlAkJIogK63ekhqeecK0ZAaUBjD0K16JEv8oZ9lXdJKK1+K2DvS6r3XmMFVdmOv19K4ZRG5AHJ0AQkZ8B8Xl89U6QnjXdfOcHuHXk8AzBNf+H3vfHRRzkUWLWqxc7PH/Sa7j3lJled6DxJxdO+Bm8/LcXbeHbyBr/HZQCTkqYMuNLnes9c+O8YV0yN2s25bSHVbSId03ymKqfINSIpUYpB1VQ0lXyuYOAUYA6qGoEYdjmoMrUqjjSiLITEP02eFeqK7ShdH15xocw4qtbSIKEPyihazRKKM5ivACS1kefDB4KTLAotjipW4L2C5pHS2tqSZNgj3dZwuisk3YHyZMHh7orBmuQJAITQEkDP6ityKo0s3+VpYO5Ejr8DRU0TGH10KLComVg1iemjW0AsXn9HeSKgdYksJPU67CQ0JAxj8Zl6AWocvk6VkdfzWvBt/ZtUwwV87hlgvbHY1sZovCP/buZLbSrE9l7gorjl2EtysBGcd31Honq4pKBQ7NJwNx9zBe68v2ybVKQkA8mbUE+89JBvC6DsIz12rRECqnWNCRCGvvmSaLNcKbhGH0fg1w8/U6itYuMdRtOKGiSobtZSUKhZ8n0Y6q1WKxqy0e8bOVOsS+ieLzcL7iv1hANUZ0Ulai2Q5cSUwDh30lhbki7thmdaHOg0giEqhpqUVROjAYC9KBvjseY55N+RuMQ+4tqGwWRkMe1eHlN/M2Vg/c6bn6Prly95DxvSl77weXr84Eiidh0MddE+L3iYRrv7Yj3Du+1hDzFGmPLYDcRzaqNS08g8k7mGEGWpVV0xDmoyQerTF/114f23GjkrpQpzJ8nbIRtBZYPaCgnP5ZYN2Zgm9oRybs92s6GLF0t6ebWmZzdLWmwyQnHmrgP5J1AaHFwo+ZpGhyGdvfEWlYuODeFUkmaJ9wZKKtpe3yAzmFJu+vnxwdj1o652uuQv/Fv/Vfn//nf/7p/7yql70L6/9tefgitJFhD8GPMG2FmWNc7z8rDLWxdKGIty7QaBTV95/+u0ni+Ecwq5P1BkhMzZL3aAWN5EwyGJPB8SzgD0gN5R6NG3xwzcbQm11rm6wHAYq5wcmQqoJFmRAPwoXIR/fbVLlNSGZ10pKgoFEI4FP7Xn/RagyEDnGlxofl14h48riaNFsOPC91/BowdgBwg5Pn5INzcX4hEE8F8bTebDA/VMC/nHcXe60L2udFOrjjlQg0YbaqGWhGGt2uOlepe0HQwGmls2MdoNHeyyvT1s7xZawnvQRgX0WgymB/YMO2ibaTtgnMSOghoB7qSUkVBKlNeinS1NtvvxIlO10pUDU6MmpQB15w7UkmiF0YK+ePJSgAMSikE7wCs26w3NZjMJuU8mY3n9fD6Xg/fB2WN6dN8VxZG2XdNHH72U5EqMI0AlDBpIKgIwoU/Pjk+0gblDadPTQG6TKzFOALIC2IvCOOA7qexJUp6eDQtEEjDhmtYkxfFYWqrVv87WorRSmyRSyCxCFcS2Au15G1KMFfleICVL4U23a8kmpgq5FgD+UmSpEaUXKCE5rY4Eyqjbgaca0U6nyjKiGaIKL1BUcQNHlFIQ6wc3Gt7uZLuFurskqk6OhsYI0mfsKVxlqYnHUhvA8JV3FXUN/aOPHLxGOheN9t6AvNUjFy1S0fjWt2NtkMzR1yMcd0G7Ro1IoiH1nUJMOSgxQ0eiTbLeoM1fmwgAZErN/fufnR0y6I2C+jbyRbQrQKZEu0DURDBPkUMBY0899kpD26o1IX3uh6EARvHW75pdi/UuWB2J026gGvCYuymqzmYCuJE0jnvnuXqNUcAIa66vM9EXXyrnDM4HvD68KQ0l4lPJHDy/vKTs+QvJHZkeTOhwek/47FU1FElSqhjcB5U4hKXQkkSiAp5fqvIkjpBNQgHvt22gQwyfOYobkaOe6snkhLara6nqe0t70aJTUFtCEqr2r737c2PyWyTKZqbH5995RB99/4gOpkP64jvvSIHloGNQznPXiYaSnJ2mps4FYDCME0jMVqp4s3M+eCrtCqNvuV1z27bG+FLgHvlqrPhOYGpFRLQsVxRHvhRVkuT5rhUaZSlqL7z22BDd8HgkVa5Vq3icktah+bNrevbyGd1cPKcN7xfLNBeHCWR0XbaqUbzJYmPICqBKlUm1V0RNyusFElmkJoTFe5aFZHJ+hpatItCpbq7O2ZYPRt7hw/F8kzeP//p/u37+d/7tP9eqMnvJx/21v/6EX5v1yuk668hxvMdk2QdVVU+6rgmbpnPyNHNQ8AIKG8fHp1IEI8lK8brXvJHDAwPNXnDXayP3hpBwXm2kYt9oAp6iSp0NRmM6mEw1UbCtTMlxx4T5M9nEO6fkTZUEAM3nS1FowOF3c7Ph7w9FKkx56Rs5XHxJ8kJ0tBAqA8ALgKotgtwkHs/QD/nfgDxoOjP4Wcxu+LUA6yENGMiOoQQxGkoCoueJRqVQZGwXesjQBAfY9RisQn+5r/BqKU0Grtq6Fe83qA815AJt5YKDlgC9dHh4O1KvX8Pty/jA3mw2ktyKQ64ochOCdnY68/gZybYAbTBaYNxIGXW7EG9uw4csAGHoDfjZUOyE31NptR9480RHvAXIUxCD8ULBp4D7QSTG+bNRotzxQ7kP5OFQchxa3q0tqt6Ui4oKA03P4num9PEPP6blTUXzm0T01rOspaefPKcnHz+h2fW1gPksrbmfI74XGxm2K97mhEHK0xcv6NmzT+n6+kqeC8oyNzc3dHFxicJVAvhReh1JzqAfrBjAXN8sac6v3UJ5gvu3swoGcJF4puermVBfis4RwAXDpar4YIbMXm2JZOWKDboNiq+QSM9TBjqWG4siRp3wQc5ASuSxG349P7+FvIpGpQC1FCWoMNCAZ6DIgCLvOkpthjECDHk+8Gfb0GxHkSoB163Qa6AsA4oBjAPb4j7wXFkjMAg87nwLknilSvGBFpKKXj+PN/fpJffFzWypNQ4Qwg9ckfYDdQGykAUbVZjndQcgokWdoFMNA60VGU9bEmq1vLsrGuf/H3tv0iPbmmUJ7dMfO9Z4c5vXRWY0lQlUJaWUcpAg0dQIBEKMkPgBVSVqzrBqCEJCDPgFSIwRDJgygAETBCkhJVWpVEZkRFbUi/fuvX7dzdya0zfstfb3HTO/8STEICpCenZeeNx73d3MTvM1a++99lrM8HdmZjZQExz0MmugjaimA9CXc/x7vUCcLhqjEaCD6gOJxNiYTxLguhRsrcFDFmveHbveJEHrlNdET4HOgccp1QDP5iAqMpggw2CfE6Yt1V8gR6oPRDaUimz5bJGw3WwS2aw1yHsTkzYXxhv5AJk/VCMQjELBBuoi66WMQadg+RWfH7X0Mc51/CMDj+xxeSx1LVnKXoMkBLh7HUNff/2g4/CJ0o/7/ROpSdvtVr+3ZfD65o2uWXd3srkHr7vUOaH3OMz0OUTy2evf17E56RqQU/HluN3rUAqp/Q933s8+/0xSVphO+roTFEeNPqSX+u3uSY6nWnKd04yhdF3bYD0cMF8qXsOdrnfFxrwH2v6g665e9wnxll57b2tqkS+po49sfa5r1YQSDnwsEsrdELxOTmqS60a7l6Y+0K36qy9f65q84LqWg1O/vNd7Fki6KBjkIhiuK6OvdJRctSARzzDQv6/X96wugJOO8wG9DB+D4CdjRTThWoaxj3Wtd1TB3e4gHx63ev06JjtoyOu8BxVNx+VurGXXnaTSL11VmXU/lEf5+tsHeffho2yfK6n1GVUtAlokJmyuYS0NNGhJdFxHOt+yYCP7dzv5+M07uw9ZQW+JeEpJVYvYhA69oSBouykoljfDIuhluVqM//3/8hfdP/gP/3j6vuKBa6b9elyP3+GjKk/JOA6vq+r4o65ucnjOwygHC3Rdd0FVnWiUwYZB3SJXKwWww8Z44q6HrYaZy2Mp+9OeDajWjNRQRg1ZZNfj6DJWKPcvmWkFAO+ZcjfXxf3TQSQbyJNGU5pl2TcE0DgA8kBjsZKtqcb4jGBWoIlLAdnpkkph9A5am8fGAQZAWSlAR2b3Tt8f3wD1ZVWktOT2KRaaN/qGO+dKyexsPzpeb/+yUXJe7awJlaohzDQZt58UFf03AOtw0exnpXd5oYvtM+x4f7zGG0RR9nFIhRo5TeuaNj032GXUepd8GwanHuMUQFDLpn2lT5HGF+SZeJb+A284dr8TO8dYZj8hrQmwM6ysaiCVSblVe342AitknRfpxnGkjdLUNNBhfqZbKLKSm82a11Yda2bjyJOViD9/ePhWwf97SbJ0Vr+w/oTz35vmwOa8L798S9CzVaC0o4X7oOM05bVi854qgNnGKVMAtWaUX2x1vAFggohu/kiRPSNk3VuTzhTqfhsfeIq8HGnErCeMoUyOfzSXT31+HRpdMR5oIjRSwxokd2jbozpDEx8AFgQkY2Pc/Ml+L4hqDQdDOfgqjLTU1j8e9qT9wAjJxkpCigbmjh/zpmpiFSp871L69ExpEVfNWThqzMCsrdmfhhdZdDd+ZhfV82tnB1Ikdt2k76kI0lgzamgNzdaIPZ4rNPy/2CnCGKUD8qAy13EGU+OJoxkoYL6CIoMpw36VZcb36OuYUprkjTPbbr+/yje6/uydCk1Kygx6nanoAnUSvedPpy3H4kbXkn/+N7+U4/MzqUCZXtBms3QyhTWDZ7uHI+ULf/rTn8o///lPFVjn8qMf/S358Y+/lMPjk1UXdF2U6F6DU7uXbR3JsljJw/MDExKY5wgQ8F7IgpvEq/VjIGA9PO80CNDxqIHWQgMmUKUQCJYakEJSForwSGqHiQYAeULaoA3DTJaJzQ/wxWHK9bx/tooMaXBnydxP1xP2XEymt79ZreWzL97K69evnIqSSfdAh79DsIVEw9CbfwEbtgcz3CKdcMXm/DRLuN73rmfA5Gr1OUDpBqZuUA0aL9gmkH/U+1rpNc5OsxhvSCzAg2EcaEbGKtBga/xuCypgRWKNRs56vwt50uCq0QAsSBFobOgHENIvwbwYOl1znroHvg+MxpAFYnWL86Qx/XY2iU+6Dh3gWRBmy5v7L374Q7l5ta6yZNH/J//4f2j/p//qP+2voP16XI/r8TtzNHUVSyA3Cji+qsoqhXFGDJtrZG6mKSC30YEO8ledBnK+NIk2UCmwASF7Yhbrp7kk3XtZB4nmJjhQIZ6eGvn885ybb1k+kUqCjXocjXeKz0JpNnPsEfwcr729vZ1lxjyQQKOq56VnhTWyesBpr/OA3ekbim+oikjRMGqOOFDeGxvdc8EdiE2Zma7FZCP7M5DJfEOeWcabjsZoGuX4vTp2mujcMmeqgaf6eNMW/3cP2n053oMvr2zjdemlsVbErFjN9+GsDmLAaHCbKMEPeEYacOUkjHtL97OMH5rKeDmppx+k7jZFPtKiUkpNoyrdlI9HR7GIOB6wMS6XufUauGba49GqJlBbwaV0dUXKA0BMGBrFZ6AZj4LQKCE4RiYPduoG3DICs4TgJLHPUxDTOc1pZLXRgLpZrvi5k97eX33Y6uu3EvZWVqeTY8iaC8MmGhCh0oGMPeUIRxpAYfO27LoFIjH6GqDNTvAeO+oLcKMBm6Q15Y+gMxdfgNdarwOum/h70CFocH0J0+i4u6FRXOD8ODXkzE/D5Iy3IjbBgmIAHv0yxNjF/VjQKCdfZKRP3G5C3otLpRg/Ri4NgC6/b46fLTPgGPPs2WgHavj3g1GTLEC1ceNNdLzKjHv8Yvzps7KLg/kcbzDcASWmV6TM4Tf2597TucH1/CqC8t7UlPCzRkFbNqABBVS2jGsKKggYv8vVkuouVGNiQ3OmY6t0fRatzT9Qvmqo1hzl9vX9LB2J0Sj6evLnWckaON+h8f98PLEJM7rZSBGBbgfH3Iig1tNkkHBAxecJ1Yl3DSlfv/d7XypYXVEX30CxjunCGjErXW9GzvOQwPPx8aDz9uRkaBOeL9Yk0Mjgzouq37Hby8O372g29frVrf5uQi477iCC07JEH0Ws530nS/3KYQ43LmWhgNsHxqRJgT/eRWcaoKNNzfQpF9hhfGS6JuE5r5YL+fztWzaiIlkRjBObQnEt1Pd3nHk0ubMm44I1NNnCERVrJnp8vIGZl+ZEPwCCwtubO8w6Bma9zhUYjXHM6XisqdPujOhcxSVBkyl6f/RnlFxtAzrXIogKwk5x94Jium17YlXCzM9iF0BWsF/gfAJgr7uK6k9sEEdvCW4qXIWDyNSwUI7D92AiB/+PtqRsrf7mYjwevkpvwu3QneL//L/5nx9evbo9/JO///e+V1n3Kz3melyP30nAXsa6kCNtvVGgutEFNdJNKjyVFaiFQeyaulB2NF1es4M3l1EDNGjYxPfgYphwsw+YoaJudRCadF++4CaLJCQ4xMgOAhgga4MNFAYdAfW5U0dlga53R1QMExpQAvA+6/UtgSYyWDQTGbwNT2T25WAfgLag5wKpLwAjM3qaCHZQ9kdwQVAOfjPMTiJr+GOTki7gsHWnDnlqRjuQUuPmEKDJyrJUcSSOWxxdGMbYmg46BFz8uHuMVlYGsANnGjxUbIhed50NaNPETPtEDfHAOKRtRVoN1VloB76Q+/sNAXtKxsZoDWGhy6qNycXGPFEfOUydgypI19RwjpGM0msOaWYyhebCiTIxcGMH6TY4i0KpITVjFqP5hMwU4zrxrOjYObwEB3EaUMUGAB0UKnOitYY0BBsYPwMs2FEmTxGQHdkkCsMi2pr3Pe/PODqJudRK6kFgVvLk10chde1hKBUECzY8wwkx0mDk5uaeVvZo8Gz0sytYzTd2/5DJHidvhDTREKvtTZ87nCJqr5PoFNgGDs456BQYf4Gec0wXS8ti95Pxb8mb1T+pHOPAf09wogAA2U/8id/F8x/sqxva2WmzDciGp6Z7j+eO6EDHI8eN3u+MUyvheeBzeqqI6DPTMbjIz3xiD8I87x3XYO6xNr4SR0mYppbAC/PRJAtzAsuR349nt1M8Y47nUObsqDXE2usmx7AY4ArrbOnRjJzqcwpz6NYHej0jend5bcPYuUDUdL3x1XXT7AFgcqJ6r/TehIn1G9BJF3MExG9kbsOYgR6D7zQxx9PUelJCyk0GbBTGuIeSFMZqXTaObmfrFZVgmpoBym7/LNWhpvnOarmRJTTGWyjFlBwXGLfwDcCcA80ImX729GyfyUMH7S/R4O3Vq9fy6v6GikEYZ9NkVY52NM6/N/+y8R8wqEIAgLl+QiZf3zvQ68B4Peo4xthII5MFzVEtovOsjo1kYjZ7ubxhQzfocUm65DpXwhEYXw2oYw0bf1NXofJO0Jd/+nHCda5r9P3W8vr+tY2FfmRgh3GJYJI9Hng2oUkuJrE5zgb8+UAaXUo99lbvyYGULb/erNZLWWvAvHC9RxEbjc0VFSo5mIc4736wzP2B92pik+7xdNTnoOOkmSgcgPWYZsUjvDEiUNOlOu0IvIMUQW1mwXg3UK4VY25soJ80somV81HB/jSKo9AEdJulw/Bg60AgNkYP+22YpLEOuWCqD8fV2NdpGk6bH//e2/3/9n/81fhv/clPvjfA/Qrar8f1+B07ytMxCoKp0AX0tW4kb9qmSvu2CZtGIcXYkQ9rLqgppckAPLHwGi/WFj8ALHO100V8mckyKxRY9PLhw3uzgXe8bvBhaf/dezAXM8sCUA0QE8b5rJaBzzo1Ry6jq9VGgXrBjQaAF+AFGyO44LYJNUYbKXJu2Kj4w44+mEIDdafGbOOh7IFyKDZK0D0VXIAqAM4lMmpw4UPmMcAGAx4wFvop5usA2BG4AGBQmnAynXRcVzTrEgYzwMHvg0rPUiyaHfvGWXVzR7PybTjwfoAzDEABQJZGAYMOlMEBACYqndhrYLyzXhtoBygB35yUBJzfZLrx2OAREOB+4rrQ0LhWAEQ+td5/yJ2B/QnQ1PfGh2UZXD/nebe1RjwaWiFLXxPgo26QF+ZiisoHgqXqcOQ9AyDBOYKOkqbWuEYuLIKn2DK6CNY8YOv5eUanQhbSMuiwYQ84FvBsLAMfk4eN88BYmSaTtJv4TBt+vz407KXwOWrwn3v0BijARr/ENMK11IIXb+pDcB1athvcdWTYA+o4RgTN4OTC5h1AHVSByRkwYcDA1bRFE97gqFydGQIBuNIWHpzaYOL2rzGrxHDERJAwBQb2OwNLoxHNZYrNXn4MJ2YmyT2PLWtIuoyODdw7jEsCnLaUprLADnQbmN3w764i47PsHqx78O6/B9BFQctg4pxLk5h69QDzHuTb+M3JZOlc9YgB4OhMonhNEYH7SNAOQD2xusRmWh1rGJegAPHRMG6N+TrTO5/mjLtVAwJWv/AZCGGSMGGwhmbTWwXS+g29TxrAZzl57F4zHXWLsU3l8emD/jkRJH9890jABtoVADs9e/XPX/7ya/n63TvZ6noBStthX8rDh0dZ6e8x6AZIBV0KALE/V/Ag+woKD8Yr1j+AevDb0YvxL/7FN/L4YSur2xv5wz/4kT7bIwErgC7uW1sP5GkfS31m3chKScBqh3kCYP4hwK3QfIn52kUcHwmTCjFdUfG8gtACJUiOVqeKajOYlJhjXWuJDwQG4N57/4bxQlje1oPBBW3TDNpJHaP8YySfvXnFe4b1cJFnTKiAshYmZkSGL1Jwzksc5yESIAicOroOWwUDgSp46xgfyyJ3AXrC+25VFVPwYhY/QKNxy+oDddpPNSs0yIzjWlvIP3Y9fRxaOuaiN0MDGQ0OERTCCE0njLu+jAFu4FSaRlfBmjjvQW2Dq3Gu87mheVkY2fmTBsQtbGJiCK9Hn8lxtw+bPoz3z4ekWCwwOqbytLvTl8T/+5/9vPt7f/qvfi/oMld6zPW4Hr8jx9CUge4DC+xZwzD9oC7L12VThgoKwqrcB8hmIscGyguKtJAYG8wkkaoKyHqWpf2sKG500S/Mwj42bWaUls2fxUvGGWA9m7qcJQSp3Q0OKlRmnOW4d1/0X6wINI0Cxmf9nOYFLcB/jkk2RpTig0FK2UYs13qlC3Is44YldoDtsm6lAF1kBZ13Mz7JnQpKHbXeP5QZtJP+LmghXoFmdoaMwxf/nhc7ZzLDynmWzosfi/mgH+c9m2vjCyFygHJkoE1X3hvdHBmgnLnFRlXARh6PMks6QlUDWsZ2r62UnUXxzE3wpk542xNL+oOj+RgtBmoeyHSh0SvT9zwsnuVzeSUFnsNmw4ZCBnng4O6Pem9beXVz7zKZMlOgvCyhPZ9+dpP1GvU4d+hem96+VQE8/9oHbD57jO978yT/PcphOlCCpktw7QkQRziKFqSg3NyuFDgUclOIfNzundZ4pgBqkD2s3nVsBFMiRWI82wbBk8uMoiktcEaf0+gc0F0OrmMJfaLGOtVgBuPGsv40mTI6igSkdyHvjsx1EBAMAYjBJEko69ejfCXRFFJu0kyFJgJqxA/RYBrblpPWwEcDS3Dk+6aUUq8Fget+V+nYTed75gGbp1h5OUxvvmW0NpN7BGBCwH2MKsed788KRHxurRup0dwfcR6P0QuXUk938eO49+6X0SW9q7+YF2crVw/ePbWMUqUXB2kzjh6WbyywBkEdbsvwIPjzP/8zKhMtVilNp5pDJV99CZ1xoacDgn38/Jtv3+m/95KulnL/6p6VPADyIkudxn/DufeKaj03PJ/jsXKgv+T4wXqGngmezphSQvQv/vJn8urNZ/Knf/p39bwKvZ4nBpMjnFRrqE3tSYNClW23fVJQ3rBi4/XSB+cCC5oSgOqIagdALKhKGlwjQN5sbnUs53LQ93rSoGO73cnpWMrzvpG7zdIlG+KZ9nIZfOHZMyhx1BivPoRgDoF/W+0ZVCMRgOsHLQRv9fFpNP305rzGsiqVhbNRFx5cSt56zZExwoV4sHnmdf4xtyBI0NQWvcGpGIFLUfgqUS83yw3pRwjYF0Wp73dgth/guZtMSaaFWhXW7w5VJvsZKW2JzouxYnYe9MNwtOsMnBtqP4yO/D86Yy/HkUflAu+B+Yl5gaBysAqVcP4bne3x4dsQmft3v/xF8W/82386tc0hWSyz5Msvbr43mfYraL8e1+N34RjbIEK3zxSlbVv+SDeVdJz6sD6V4en0TOEILKilc7I7nZCl3TPTlZEkajxxU0UZ3YYOPqvN8tMJjU61bgYLgoOzLCMARSnmUFqw/GycUb809Bfc2VgKcK/1G9uHvZNCHJwWucy0jPlPM3B0XO6e9uyQD3zJox3OetGxAwNpbFlhfmTEwIFcWAW1KzZr9tSKB3g4ukYra3KLPU1/bvK8XOny2PjgtWuuveSnS9hQYg7v4wGtB7o0U/HOgmml0CmcgVOUjnRfPOlbQu0ldpQc6K5bkOMcWh2AMtMk58rZOxDlufOQxtSNm03EYk1g2HS5+Yqdy/5kbpW97CVvLJh6eNqSQlDoPQOtfrWKFdBY0yFAgz2T1IH8ikZX870XmSsyBg5DAvNL/Xkvaejf69L8ygOR8zgOybGHDB2Mr1Yra9LFr7RdSX49NuUFGtQkkXcPj9L8qicPOSaNqTN9dmQ7RwPbyCInDqTDpRJUBQAAmihRY12DQwUHDZpaQTMRKyKQGstOhtG485NxZZHlI3B38H9w50/KgwKI1DeAknoWsCISB5b5hdIJ+PMjdPTFVC/waNEbiLl5OJi6kNe5N6rIWQIU9+oSjFvQfAbfMhggisTOKUqz2fwL499u+eAAfzT3cFiQ3Jp044CmS6M/xHk4t0BY68ZZ499wpesRyaL5fWaKXgMjKxf8OjCLygLHNT0YIuso7VHB+0DVqJ/97G/0dSc2qbc6jlaL1QuDJ3De9+XByTbeSgR3TdBeioXc3t0qkN7N14tA1bweMrcARQr4nxmEsllax3x9amSzXOvXRh4VhB80cNo+HeXpQ61j6iDPjxUbotsu0QCxlbI2Sgdiqd3uyK/lamWOzwieD49ycuZN6BlCVhkSo3BJLTI4BmdUUWkxTyCdqXMwakHzOOh4jaVujnJ/p4G1rssJFsUonHsIklyD27qbqWs+oJumM97EGgnnU4xvPENk20nje/8oOaqq3eQSExfJnovkA+5JRFMuW7PS1AC7mca5NQhVn9xUtXTFsOeZr2kSZmt3TGdkBP6b25PePwXhGlwjGTJB9UfMwZka+8TeLaSfZND5ErrBxmw6Grqdr4KneLEjdSA/S+daRJoP6HiQYEW1Sb+pceLKIm5UNV3lAZVDVAyD4KTzEZWkTP78//p/ln/7j37Sh0E6tW0XXkH79bge1+NfXpa979Mojd4E3VSMPXSvhrAqy7CpTwGa4AD0+mFPcLVep86d80Q6RYqmxx60ha3c398xA4VsC0Bq70Cx1yUHTWYYDo4KAwWAgTxtlIUt6ybM0AN07HYnx4EXBVsbvsf2+URQZJz1gptq01xm2A1QgO8cu2wgfx4NFxl+22KyyAGVeO6plHuYtOgXMv5mwX7OkgOMmrknpScEBQezYO95raYvbZmnyyy7Ndp6zemW74kNB/+qHYUBKhkAjkW6nptX+768CEJiU5KZ1XAWTh3GnP5wbSUMrRR4zEoboK60MrtT4jmYOoczt3nx/AcHuFwlAO8ODmyV6b00pZu1OR8RuPZ68d4UHtk/gNPF7YLPu1iveN+Px2duvADNgIEjnD5DBHBHXj8a6wY2E5czUPJAwmeCfTbdg3gzuBpm8HnZsIvvgXYQ6rNO4GQb+wa71mlXK2iJGvq62mekBESUGdQNPF3o59Hx0XjQ/rOZKnccalCH8DroUfcEIqb+Y6pBg3G+AZJR6U8CMgeiMbTfozNq6Djh1qdAJhmeocNNATJ9g+PZk0eeykLnnufdo7qF8AGALmJ5H2yAhOdY6fdOJ+Pg4154DwN/n3xw4++j3bOKzwDVHHxW27iAOx7MDRUjFg26UOSuIsum0lX0ErD7uTVQsjQtYlZ7YpcZh8PoIGaKlMeFy8o7BSJ6N5wdW03hx+hP7Jj2Qkbh2RDsRYZef/7u/ZP8/Oe/lHfv3rG/Q+RWTK5yIZ99/paKUvzsfKng/oFZ7PXtWm43t9L2jXzzzTs5Ktj88rO3snvc0RGWCjqRZdUxD+0a25lyZEHkwCZGKJbgWQC0r5evyK3eH1rOdVB0ajRV0nAzJY0KVBHwxo+HiuZeyLyjoRhDreyOpO9A5hMdJQXmXJ9ziCB4T1zWuq4a0n3gHxDTZ2HSgGOvmPOgwQZ6iGKOt9rpr6c610AzunRN9nx23zODf6eRqTVhPYLO+R2qGOUT6Y9IZITheQ21ORu7vqGIzdK2/sLdVMctZBSbZm7MRTYd10kp3Ag2Ux37DjgGsDZAqQtrDo0BWlZPSPvDnAJ9hbrzIcE5+kfocMAlXkPMsSUdB3SYVIMbUNBAXUMDLaVl0TugwdyISpZzTwZFKwHtC26xE+Zbx3lIUhvKW6DVBY6OxKQV6DWVnv8rff2SDeJZeqenFmaQAr2C9utxPa7Hb/w47LeBLoysAg5t9ZkuQyHaRHVTyGoF7Nj0baOyxs71YuGAZOQ23FY3jw/cUDGZ908fqcJAQkqMzHQmHx+f6Dr3r/zkB/LNh72EuomjtAuaim0AliZH4yplBQszLsHi/vHjA+k4aXpgQFDka0p9IQOERBIVY0BbGcyAZ2g9+C9mkxWvcc6MmW5q2GSwL6RFxg2twcYMlYgsYqYbAJzqMrqt3N5u+HoAuxXUJgC0dTM5Qr4SzWn6e2luii/QOEeGFyYyvc8qxWbBTnULgdxcY+d00vdE1bsXMSyumzENVQ2w+0ZTnwkF/90UdhY0ExxMvXnOcTWlbZYAGZCuw2Ga1/YbhTNOkrpw+N0MniAe0zKuihjcDMNRAwf9DGQ+h2hWGRm8kVEZuWAhNuOjxj4XQRKuq2BVABaxCnSoSNNyLOBP/Lff1/N5I5toyhkJM7B4ll76c26Mc7Qor5SDsQDAeekMisw8sp8G+A3M5LrZF8VrSeGOWnXU/g+xKUMPH8+/g3QdAsBO7paFjLkGAno973d6jWi01fEEgA4QkCCnDb5wBZ1mUmYVLPTMuEPTvT02zNzFJM34ZuPJJB4RbEC6EtURsUw6sCdL77FpVBt/eyA1Ih9iVmmg25/ruALNhwoqcLjR2wRlQFMKRblex0SQMPhMkFHVzwOP2TvjejdfNCj6CoVXJ/LBLYAtJAc5fvV1VfVMeU70ImBcVMeKY7AonPmXghY4fA6+0RgOwjYg9LqcUlHcy0Hne3xXyObtPYMy0eA+7hHM7jXgtGbX572YFX2cuUqMGa3h3hcK3sfYFIPyeMFA/lhroBhmsnlzq+NTg3p936dffpS/+qu/5DqBRmcLEu39Mc4Op0FObCAvWO17UmB7d/s5h+gemfHDUVaLGwLOj++fdf2o9fUrKfSrLxF47hRAA1wmrDpoiCfNeK7srCCBquf08LjVoPkgHXwcskF++auvaVmEBlPEi8fyyFHf6YTf64UjDIqCjCC00XuDYuOEdbbC2AgoS1mkERu4JTeeNZ7vqAM5QaTWlXTNDbDmTQ3ZM5CeTOROysNAvXUJjQKHgKJoCsnvUU1YMnAISYVTIBsqCIWjr6OYdeNGdvtHWay38jbeKHh/klyDsB//5Ct5/LgnnYUEvYPR1xZmpUEufQRHUZ0XaIoF9gc9rY9bEu7e6mffr26lT4uLBIvRLUt9jm1t+8sQ6fnvPmqAeJQbXdcPQSdpPDIw2aNZv4Gdls4LncvNdDJmC4w70CeFvpNwIsd96AZSajK9d+ivsPdf6PxqKSIwoXk26CVZVHKj86xvMnohwMU4hiZ8gMbdBaU10UeCInSgAW4yrUi1mZJG31tHRVzpzxC9Jc0VtF+P63E9fvOsGFQJhyEex+5fC2VaNboZgPbR1PsILnLe0RNgtUBpVvbzpk9305jU3Jn/jc0WDWIAnEfdsH75zdcEM8h2oSSKTBhK1ADssdPuBQhHtp3l0M0dgRksvkGneXryQN4k5fC70HkXl6X2R1u1BLI3q5uXGeQLGgXA3e06FU+xHVprTCNdJ2qoMnKsy9nWPPbZvNjzdnsrr+v5PeiGH/F6C27cBuAaStzF4rnmraOEIDWmAEABJWQHGQTo74595DL3KbONabqm3vIl5YDwfBicydIwS8nZ+Ts5N/FOqSbniOxhahwd3fCcC6WjXABA9XNPWuMoFD5zBjfL6GJp7tmE27j4AH+cJSlhAFUxWFqxvF+Y5j6Bf0OA7/XA8bs93VddZcBd20jwc+ame+Dos4H+e17tBODTA9BLwO7pNKY9H0q2MulI0lnQ1NxRmogZNzS35fngXt/x8169yqTW99juLFCCigya/JDdpk6QgnCC4hANlZ0DUAaumLFHlhQKGwgQ4BQZmcpKwEBnZGaP1Re9hkbBEhqOJzSdhi7D7pqgkxgN2/pezJQ3rGgAlMUwhUoDxzEBT91pmUcwV4qo1oH7i6AH1C4qCTlaDL7nqxb4/qdOuv4Z4R6bJ0B0MW++oyInZkkfvRwm4jnufF3p/umy7ZRURVNqgQbBvQVOrbnRAijhvbLMSasqWs1hKHVCIF5acF6Yvj7gWr5aE7DDF+Cv/voX8u5XTwrIrAneV2uQofVzBE3Uu93jXFl4/fo1K4T7nVWxkImH+djTficHDVBWun7ABIxeEI2vCJizKYgm++2Jn4fIeRmtGXCfDs+yb06kKB0VkMMo7P72Rr78/A157OUBfSElFYYAvNlYPJjaELLDrCCg0VrHW4031N8xitPSKHK464017aJC1Q0GuJFNBj+ckqBZTP45biZoWBVVpyrSU/I8YGUHwdmpMjlLBCZRan0y1NEfe2bXT4cdPxtqX3BKrlFRKI0SCblGarEnkWxuIwXq7ZxwwR9oLg2CwsZDgnlhzs55ZLz4uq7oRFxCAUvXO6xTqA6ClofA1FokbBwfjhqgHdGDZE6okF5kr0eg6xFAM5rJQ/eYA/DQc1MA65/1/hyYcAjJUR/YQI77izVgCgM2eidowtfnsKDxHwzyRmq9n8qD/tqk5wmX3YTzn10kcc45i4c4urIY1hasEYs8//CP/8G/N1xB+/W4HtfjXwJoH4uyfP67TXXKp2kMTqeOoNtcPmtT7e6Nj81Mb+/t5XtuktBOjsOlZHlqiiuriAsygYEuxofdQd7oRvlaN0dxGWtsmnIBAC3DK6TIIKMMYAvKhQcY9n1TRTidWqf7rqAfltypcU9b6FFT4aR9kUkEUDHTJqdL7MvtvQHcswa1a5jTzzi0e1mDooPN/OlZis2KXHa8D5rY0EzWOHC2WW/I5WY1X+/XanXPhjif3fdQp2bDZz/zYQ3UAyRlzDSaOZXM2XkDVufkDWhJ1kwq5Aw7mvh8rawcg/LD/4emdT437qIUTev2Abbu9tmjvKTHmM62vQ+y7IhT8gzXHLMJzrL/g8wNhL3RBTywA2CnZn2/p06yN+PBpk5QBm3p1mtDj5ZZJhUn+XQ88uuS9uJBOr6HZsFLTjYAO4AN7qupWURUGYL6B4Ecmt7QeBmihN5zQw+TQsL6JGVtDa0IOqCisz+EpAD0kMuE5ggMjqDCA2nH0JSCIhixgFaAZCc4rwDnU0KpTWRPKXmpgCBgTb9l4MC/o/wObKYANEYg1wHo272ETB54vijFg4+faOQ26X0HyItHDRp0DBtMCAyYTubMG8VLDRrXCoYLafBZtWnc45n74MffT6OMLeYG38ug1lczjIJkwHAYWpettus2QBwxOJ0Dysg3Jg5isW1k6M2xzlDtcGx4x7GP5HQ0re+9grKPD9AkNxoOfBYA3Gs2ghcK/PekbLEC5/T5rbqWM2iGU+6vfvWN7B9PslgujMPuZBwh/WnyjIkbSxrM32z0a80A9mG35/gFyL3Z3NODQMQqJUURMVga5axlTqrXqZbmsSJP3PTPjRi1bw7ybv9IuULEu5DeNJ+ekdWU8/yFo+1RA8jJgLgGjwiSAMQb/fuk50zQixpLYusWQDLmh1F0Rves9Px0PsKNNk5WdO3FY4IcJrLlMAvrcc6J9VGY7GzI8c0GbvRdJAuufcDs65tCFrrO4d7tpi2rUZF7duHcbDyRuoInWCWDM+EScr3HsXXzWNcx/cxpjEzuFqFdGLNqmunesYw6Bh5UtqmOGhwc3Lo/zNQj/on9oIL8Y6fzUYMr3HdItCIBUoLektucC1L2O8D5GU3zkKUFpQ3nxnkGGdNo4vmZyldqAbJ+DoJdOz8F7xBKgDQk5rdGXV21pdIT5mJI6dVAjE1jdKUEAUQgLsiigpEuMeP3ymTpCtqvx/X4LR2n42ERhsE96MHgAj/vP9Jgxztdmo547/7uFVIygk0ovzi4R6UVUENoeqO/tnMOhGgcAmAnp1RBFWgyH53agm3AGfmbWLCxkaEEjoXc1F3svdPUNNoHZ6Rk34+d8skwZ7JJ4+DmWM2cbHN5zGwj7l32sDHHySi2DFbsFmTf1Apw68GCGUa1jqoSy+65lO1ua++tm+TS0RCgLY7NKc6W58TjBfi2yq9JGtr3Ima7rdF1cFlEe4HDeq45UOaMYZpG8/3OXF+cz8QbODa6EgIhNvKCW88PM2k8C1x6DT7MBIvAJB7OC7D7O2hC4PPDep19CO4XSmnIBZ6biGOZs5dnDv6JgQk5qe1ZoQfn3rZmeENcJ147Pp5BOUvtjq/+aYXkEmBeOs0CGF0CdoJOMawJVQnw1bvGpNws0+biDQVJx8YUQADIs2ycxVBQuYihh51mzhUxJIccMpygeyMgGMCPVUA2TKbwQUk4/HYD450Ns4IEvZPM8pVUzVDgAek/KFpAGhGAAUoUQun7kHKkU9Dy+0wihpatJgccvPg4kCzJrD+VMVtED5gEGcN0Lc0qlxi9JLnJpOLe+GZmZE8vg6DvCN7nv58LWCOz5L4KQyWQhfcrlQtHWnMIjiOjukSuxzyi8VE8N037ZmhU4B4+7uRJ1wPg2pubaH62h92jDEXJ54DzhJsyPhwB5EYBdqPj62d/+TMNnh/1mhNZfPHF3BsBd+Y0RUIh5Jz38n342Wq1lq+++sr1yAzzuH348KDn3vD937x9oz8pZf+0Jy3HB5nIvHftQXaHZ1kVa4tVdJKWOo5gPFShYqDPqIZKif53e3enY2olp3pkRh3Nwt0I1ZiOTaQAi1QVwphPAmrXwzUXY2B5t0be3ORbQZ1BP4aeXwM+tQZwg5OfHMKUlLcC9CbcBxjQTRYYD5Oup/iPmvWZLJfJrM+ODLqnQw3O8AjrK5VjWtAOI3K3QcHBv9N04ntwXOj9WoMiOIwzZc4HNtbkGbFBlU6sMFFCXxC49fr7J1QtUG2k4pFVTOe5DrKenneFaiuMlfTnzwdda5+P8qygvW6tsbxDwkOscgUp1ETvQY/GUvgUIEjSezNiLgYZeenk62P86HyKQqtOjdFINShS3nhRE6sPaDqnko7zZqA+lPWiEqSPU0flKGGSCo2ruc7DQZarovYeyFfQfj2ux/X4DR/Tva5tt1Ck7tsuwEIK8FnDTEe/WpcxT0n56Ll4+g2d5X6A6sLcLiGryAmd37JhEwsmAIxshPzvb959Te5irpspKOAAjbvDRwL0KLMmJVN3A8i5nQEreY+DayalC2PhQAd4iAcu9HyVggk0QEblWdmCpWEnN+nfK3VAm7gTDouQ/hsW82bYaDCCUi01gN1/aMLaHU9SNkej9egmV0QFs09UL9D/K/V+beKNHGd5ymFe4WLSRkziEnQaNPZJb/eyxA9iR6NxihpwffSZzUtZPe9C6Q8Dw5Z9N6MSe30U+2bbkEGIf42dUkhQdyxPrAggykJ5fG4cFADWnA210qdsMAa4h0IFewbAr84WrBBkzpYWWbaW2XhhH4CZuJiJjFEwFszqlZXLtIs4a/hxdjT1lA2vdJLQOMsylSzXO4qHl488ZzDPlRU2p2Jjhnyh3tcaajiBZd5xdNCjXxR6HiWzZKaik+hzHRSkNdJODasREYx6KLGYWNY0sIQyVGLGqpMxDdlg2NGcJrCMpHveQ39yOvVOF5o1fMsuQ0ISgD2YnCxkL86P1ZqSAXw4UvXcwa8HaItGywJHWWiNeokCctB6FDhA6QKSgV1tvwMQFxfhfL/MNTb5ziDIK4j8OoB/WfnAM52rMKShVXyWZ5rM4MYgn+rsbJx6ucda5mbS+jjI11+/J48cgL06Qc3n1gWkDV9nc72V++JWik3BzGyoa8aXb79gMPlX/+yfyvPRKHqL1UqB+82stgQTIgB4a0KF4dao4+VIdR6MW7weWXrfSwNgXipI3D0/U98e/949P7BC2HbG4V8g6NFnC2BcKPhGz0CSLPRsR9NHd89tpFFow4AvUdD4rGMfCkqrVSbVsaGWvol+2rOHMRCCxgUz6rFk8GLQz7q5u6Vnxdh7d1+A2IGNzlyfcI9GXE/CsZfzWdtajMbRYpkxYA/ppWEuz2G44DjIMlMyYo+SvkevY7lY2PVhzkJ9CgEUzhL9ASTWw19A5/QqX9tD3CzliCZ0BdNZav0oZQuQb3r9CFKxxlK6N56o/DLBdE/XTkyixf0XJrDl5/zQkCoFOc6qxu9OOm/13/uj7g+1nPT1WPtBPcvpQRBrsFQqGIdMqga5fcU+kjiamFEfdK3ONECDLOqgPxvhg4EJrKA7CK05F02pUGSagk7X+Z7BNyut7WSmeV4iE+CcTtiofiSmFoVkS5hTQnhZ5FMwBeOn0r5X0H49rsf1+I0cusgtx7FbNWUZ1Z1ZxmP1Kh0v2S/msQK2PjbtRmTZfXal2IBjXOiCfpFR62sH3mNSNADcPj48yMPHR4Jq7D3gTpaHiuoiAEgojecum2OUmdFlsE/MxJsmuc/WnbOuaJQDAMBmsWgV1N2cM78p9YWdeo3ITKnZaAASpmatjuAEkmMn6CY3JlmXxT7rN8z8eYAJ6NCbBr1llUtqpyCbJGwoRV76BL6/ow8A0IAu4BVsCNydbCXwTENAVBtYxoWkjkZTDi+07D31xABUNFNuYpeBveS4Ryjzo4qgH7QqNnP2Pne8fAgtPu33LlOtzzaPuRGleeSqCg1pAQjOrGnQFIJOZeMW64gBy1mOM76gzOC+VQbih+HX6BcMpCgV6QxZwJFNjU7hs3Y+c++51pdA0zfEAnR5oH4J3vF3NtJBDnK0zDUoXWFiXPIeijCdPkMFK21pr18Ua1INjqedvu9O731NI6aMpjcuGylWJoeLIiXY8S80gUItxlFbmPob6Pmjf9Z672HotaajKkr7Zj7W0owoCAdWAEIdjwmVLjIpIK+3XCvozpl/PeqY28d7NqaSFDOa6g+yi+PYkAPPwCwxZ15v9R4n5kLqg55LBR6vtnMpo3lpZ3/5rOb1wf2ucd0d2HfKR8ziRynvT+rnJptdnb67Xu9JAXfkPBUwZ969+yA//+mv5ueK6kCxTpgVR/oalLPb2xWpcVhnal13EFQX8Z3s9dl8/fUH6quDzrRyDfE4ZdxrH3tActDzxsaxIu3DPLYGeXraUsdeNEjnZ/h1TIH+s4LGp5/pODg8MhOegfOtfx7HE9cjPPflasmMLDLK++1BmtORnHJkXBGzILURrhZUi3n6+KD4dskxYs30R4kXCuD1fLoWlK2Kut+BAutVpr+39qouZhjWkV44upBOWJGgO62b7T2Dm8ZAO8Al5jnfAODUJDf9fMKzyrLQmvWZXA7MyC024O+fPShzoOQkuh6gYRVZdnHyvVgz0K+EJIAXbE11vILiVcBkDJU79Dk1lkRBgIu1bepd5RRzDnKiOs+G/iKAHIxGiefUd0a3wjM/NgaoOzhB6xxZ633ZKBjH67bPupZVtTUYo2cFqylciBWwM0hmEc9oLAFoMrTujs1JN/BmYgjGQ+nCUczrzlxmo8mMlGh+Npnbd0DfPFRRMnQLM/ifYJqFADqEPHA2fZ9wwxW0X4/r8dvKs+uyA14i5K4GLICSuYx04zZoo6Vw89XFOs+scSnLLJONbAooInGeO3k342w/Pu2NJ7oSed4/WQaoMOrD9uGZIHyYi5COqlOWcwnWA3MP2E3HXVyZNnUqM7bRAJhX1ZGZJzu3gRlhZPTTC31mvCkThuR7O6UKMTABaI3XDX06y0cCqLOBsm9nEIDvWVDhsv9ssLRm3JJc/BMbcperlOgmnq8lY8beMtlQpXEKHpSGaYy64VwlXX5TzoY1l1SZGTrxeRho99UJC1IsQEjna57pOk7dJ7LOV1nhfqD50InUl8eSzbFQh8GG37qSNZ6LpwshgGsJuDyv2Tcu2qcQRLXtbF51zqA3BHrmEpswIwrm/SDtd1I1LoHlJZ2jnSk3L/XZL/nvQDgAw1Rs0T8HqrKY3CJBBfWvzYm16w9SHVvyqyGhh6zuzauCIBPldNAtJuRUo4VRbMRJZoI1E4eKZya+fzgNCp5SZhm/+OFCXr96I3d3d1RJKk9HZhFN0lPHyOPexv9gKklv3rzhFwLX5Wald2Uh292T7BV8VuVRfvGrX5LCkZBHO9CyHdeHe7LMC/MUyFPOryTOmfGmEzCcSF3g80LH/pNM+/+vzTqOWUlg5YR9EtHcdB25pnKocIC6Jk4DHusKikanfS2/+MXfaBB8II2O5xdadajB+NIxU+n9eXN3w3UGVZLyaUe5QPRw7BRwPz498jNfvbpXQFzQMwD63X49sMCRI4JjAplzNB7j3pT6ft9886281dcCeN7f3ZLaMrDJMpYEEoQKeOm8Gp6paLjnYwezo5jOt6vNhs+zYzWkJ5pOa5Glvn5ZaJC4uOVYxwqXdQCsW37OqOdd6XrW8DF2LiOtgWuRyKvbtbms6vs9NiOpMm0/sRqJv/cuG4wKElomoGcEwRQEFVCXwTzG6MwWuVQd5E6toRtfaOLEOoECILTGqYCF99eAqEhSt461GhgtKSeZ5htJi4n3jGsXzCMoRRDzuj4+6PUczAQN9SEoBnVdaQpYCJqQiDkeJFrElIhdsEE9tXX70DPJcjnu8J5tV7sAFX4HjVWeolyyAopLDSsTxSakKlbUaAAEH4gu5Pr0fl/JfvesY6GS02Gv80ZDD30/gHDaLgQdG8YD0mgGk0jFJwF8OyFSUF/YrAo+Pv+0QHw0mwSTgYTkJILmCM8BzcMaTERrjpV++F5h9itovx7X47dxnI6HH/Z9UwRgIOqKleqi3ZR7yTeRgczBKCR0/4NKwOxedOFWSO5HJGdoSAgrWwXqWGABIp/3e/40L9byK900q+HowE/C8jaOR3BbB2scS+nImHKh7/vWNcSds7b4nhnxtDPwgNwgMkRsJKMLayqrpSm60LnUlcOZ6S1bZsZjam5bxjnPHN0GlBhmlQ28g0njQaLpymeyWTvJxLGnwgUQycmp0FC7Xhf+uNcNJj07oMZ+oYsty4P71Df9jM97l1GNnUT2pWrMJVD3GXXLvDtJSKdBbxQZM1jK9bohtenBurcKx1dWeNqD61FAr0APwH6Qw/YgWXQrEOeJ3L3zzWLg9QLslM1wYUwVXTTHno1xLNt5zoQfnZkSVECG1lUJWqMffJrdtTJ+dtGgdgbu+DsoHx3lGrsZrCPj6L+HLDnoAgvYpccpFS5oG6+gGcAHWuSwgkfmsikbA9Roc+h0kweJPFCwDzrNYFl02NAHWUguK0mto+Vd8RgxnoI+4JNZZVARyuTf/Xf+RIGKyfFURw0m7xApvnLNnTrGFSztd3vZaaAA1ZlbBZEAUqCY8Z5rUPHZm3v522//kEFj9b/u5fHjBwJRgIbF5o5jKQ3NBAwN0mEekaecINXandV25gzqhfb9JWi/DKwu59jl9/xrvaa3gfRwBuomcn3ezqHyxCodcA+eD6oHgzmHvn//YH0v+coF8Y0cqlqywegsuP59+SSfv/4BB/Pj4zfOn6DinGdm/taCRyhHmTOxyLt3v9JgoNFAac3ni+ZD0FhgtoSGTawlqNB8++1Jnp+e5Ye//5Xc3r/W6zlQ252c9+VC7m/0zW+WcgTHubI5uEApDdQZcqo1kGjRlHqUUecvjK4SlB66RoIUGf87amtNzYm8b649hwOR30KD+ffvPlAOFLKEt6uNbFaFFFnM/h6YJyFIk25PN0/QYhDceoOykdlfZKVrCbOcWuxhFFuPBRq7J2cIlSUvqGPQ4bfeHku0BO55AiRP1JDXa5wsoZLqfLnVAGIUazyPMw0s04KURIoAHBv58GBGaugRQJAC9Zsd5vcwzGtUVZoSDNfnxNRjposxZVKhkQvIBpdlVxCNRMpgwUgB06sUak0aWDVGe1ppgLPQdTsZc/lyudRxvxYoyGIp3R414Nk9yP/5Z3+h61dNU7SAVdOJGXcoM01twCZucP4n8OEVjYMmhH6VyElGxs4EjbpRidNoR3MxqmPUsneNvfozVPCOh8PCPCCuoP16XI/r8ZukxoThhzBMvuw7XRbLkQB2vdnogl3TTRPdkx6wezoGvUyGW13MFUCkvYKwnpkYmCn1PRogP5dvvvmn8vruLX/3mw/vBEIxcVRYJh2qJ7LQBd/KtobHB+okY2MFQGwV1COzXrUGHCklZilyy35XP2Wmb2hDAu1XNysUdR21JpLPwY2H+dFAzQpm7b5axrI77XXDeUD0wHJzO/rVx7igBjp7npQ3XQIgzmjpbhnFYhnRQpsAFMoIS6jpRCzpeqACMIyslmMT8VzMbdWaQeuT6XAPFhuxV2CsLeMDrR6oNmAXah1Yji43OgQyMLkZKgZR1FLXfzNTGSPbupEGn3u70evU+9If5bhryMkHGRNc19Y1JUSunIG2hT1cGvU6sjsFLWXkMuWVo9xE7n6Y8oNl83tHkYkvTFYM7D09V2YHX6x5T/BeN68Ws6speP0mE2c8foBPUJggJeebSb0brG84rZwqEH4+a7e7KngnDZtla0XhtZ4zehLwgKNulL7uyA/u2WCWCGThj097M8FF0yRoBeg2G098Xjc3OYMc8P3DMWEAuswUUK9cRhKyeIvGOgzaiFKSU3UghH31xZ38vX/zTxSE2bU+P22dgVRGUGKUEgUdG7hZJvJGwXeaILjMSTkBkwHA6jmt5Pn5KNERjXlw3B1o1gOl9yzbcKwBTCQpHFkjangn4LsrCAHXieBdwYTXrQ+Zjc2cyVT3QubxUvbRVze84sxlJWNu8kVzq84vuIgOJuPPmbHcpKQJIMiAq3AY4vMy9wxj0sogu5iTM71xY8cpDPUpxUCbHuf3LL/3x38kma5DNbwZVq4ihbGFOAg4LlpTfQdrVKtrz2F41O/ps/ABSaxBvYIoMP1Weq/7NrLxL156spbDcWc0n3Yg1QaMDmhyrxav5N3TzwVGOTRY0ueV5CZlGy120igwBK1l+/ggp2YvP/jBV5wD2TGWV3c/ke3+WWoNTtAsiQbG7bY0PhGaHfd6njq2qmTJ+YRnuNL7CEdpDKBHfe1ewS6COppv9a5hW+8JTpC9OVBBUgANulQy6OdCEQn6h6EC+SSQSYOHSS98tV7xWSHLvlyC8z/y71BQCqZM780ImUIdfxHXEMiLxnGgcxZ65yVdp9++fcuAEMGl+V3EVM2Cjr8FfJBIHfR8jB7VsveoZQa+16Bp1PHbRhoNZyvJbwrpoZ1ulqlc31uxpADMuKJIA2x4biCQxtINWcnxKGuMcx38g57v21c3DOzeD2/0Huoc1iAtrT5wfn3+5pX86PNYfv51LO917fupBk0I6qCpngUriZuAHPcOdJ0x5b2w7Iiut1NKjfcekXuEBEbHZ4MALdJ7leoijwAD3gwh64Qtr2nU9WG7ewrK/k0o8fdKPOYK2q/H9fhtHGV5CuIkGnXDH9IsjWrd6GA2cn9XyOFkkoY+w1ps1rIBR1eRzdfvTNIPKVpwEfPMq8oIQaLptEfkQcMBs3HOpZ6ngqy4N2ci+Iyi2fLa07OjT0r4+K/lhhBfEGr8X70CikndnZuC4rmkT153ZBmtfT/SrdWbFnkKCzYScNijOdtoDaTRhWyj0YfM2dVrnVuN4ayk42UWqdDi/n52NY303ixNfcedJ3j/tPQ2N3Vpnxr3ri7jOSvEDMa7p0WRuLL+OZuNZ7FXcATKwTO+d2uOqPkq4xf46qU+1+KmmM8LFvBQj0devMRnlELJSLngyccuo+o0al7e/k8y7Ni0qf8cRSK/JimpAHWVztk49Dr0vT5/lPdd5jaGs6fEL7jqn2biqYyD+xiBcnGS3R5By8maPCMKudEVVf9PRgU7IyV7EmmgrEHd9I7XAsWOIWzE9K4NQEASEjQNqp6wIBLRRIiOknnKEnrkyuVjNLl7smDW83a9kXW+kENln2lgOCEwAmiH/CRAB4AJHSPTiMBptV650aUAHZrzJRQ0GnlonxQ4dCATkQaDAyo1UHYCKCc1BYowBOMjeuY0+NP3ztMXdJjvajj1YP1SAeTTe/0pNSmk5GXM8eePfjhXXc6qd+ctfbvdzWPEjJ4WrFZ5JSRPZfEqNXG8JAXlctydzXxtLcpdg+vYN6SncQ4o4gudysuxtaoOs9BjzOQCGp5NYlTvcnt0zc+xW3Msq4tn0rYHBpzQdscagTkzDKcXweJ+V9NDIogn2ejvbpYbef/ukTQa1mAwt511WdPXMtQjs8ikCpE+uJVOI9UoXMsJQYG7nv0R2uRHWSYJueAcgKjsRKYXzqAqGOgACtCOLosIzfCJq6AgW6y/ly8SmiFhVqHigPhrsVhqMJmTtheOC1IHMXYCNJjDgClL6LTLLku3ZrKSquvSylUgOfeyg9GHItc3ERvojzTgKVyfwEuZ2k4eHx/nfeQS9pnAQKfzoaXSU62/G+j1gWoJ6dyq6iXoQuc0bAFImKB6pj9DLQCVCL0+o//08nxq6Za9WG0k3T0j3KEyFJq2gdGpBMVKmuOnT2LN4Ki+TSywSajfHBPLpE/uWbblyDUg06AoRgDHhltTr1lu1tNyuejp3nQF7dfjelyP3+ShC+qoG9Nk2uXIRDXkdQM+NGU761+jjHyzKZgNwUJbFNZwGjttPUuGckfSTfxZN4TccmN97SglMbewKLaMXlakjp5h2dQ4jl5QP2gYFGVz46G3Krecc8vzgOOoz+76Mj2b7FgNIHnAUXYciEbOfVXILcCna6qs6/1Fw2fvFCUGJ3NmfN3IBxLig4VezCYmNpp7b5AjvtCu/lSWMKaMowEeAM6cQULBjODlYaot4MaXlsmODUA3bLg1ZBzRYzFigAFlDDSXIX2Fc0TZvi9Luf9szef3LHvpoY3tmEvlHhURt6Fiw0wLyXL9nAamWQU3aDBuM1CjkK0ezOGUGUn8mfkAwt7QtJkdozm61Nq3Z2pVhzPVInM8+6WCHFAVAJLQHjA3n+pW3A5237x7p8+6e4CJ+0fdeWjy60CpCZBHjgdouKyKkM6yBEHVSQ67Pc8RDIdKgVMNmUcFl3A6pf05VCUUfCsacTKbHdVmhHJxQsv2poND6qSPOyBtBuofyI4mRSbTSoHFhNcA+BXyhOZCyCumqXMVje2WncBFb+0qT6HdJzg1KiTCF8YcQAqeczWYURCaZaFskuv7vn59J2XdklebJGsGmWHkAggx1Q5gStP9H1809X5SXZs12z1497z3T+kyl2D9u47oxch1LrioeoQWOKO/A9n1qmpIpcAr1hqg2Lz2875ila5lxjvlOcd4ryFnxr5I2xcULab248tAMGbVbbWOXngGkGoDFZxwmKlm+AwzTRsoOYnPWixu9PUF+yv8NVezKdiJzwH31XsE8BzG3N5zCEinQvNmN5aUKcTn3G4yATus2j6xKXfQwGFg31BLN1HcTlTwIKZSKlgGfcfWw44mXscOOv0ps/V1U0urgdqQhGx4HaEKMw3kY0cTmqVHMbFRq6AEQSc3d3dyf7OBbpScTkdm1WFqtVkpsEbzro63rDCjriDsSfcoFqhIgj9+diD2QJ39SvpvqGfhCjebW5vLPniYhDTEMepZEQFoj9Nzw3wFJbLdTsF0cUGjkov1cjSTIvgRhOe9AT4FgxHR9Jr1CnHrdU0oe8bjcsJ80PtZ9/ocslIOp0bePx2kA+0viKj6MpH6QmK7znkN4gNr/LWmUkTePakxKNX5PgaqykQhJSMxVyZda6HhnoYLp+7U8xkuF9n0Bz/+QXtzs952U3AF7dfjelyP3+yhG9tA4M7O/ZMuOk2wpOto5ADWSu7v1vp17zLnaKZruZkCjEDO0XjUBuJJ25CamuRmziR0mjORcuNdA9iYg6ez2JRoVoDw2WyfeTdjJAcGQKngxh2dATuAPWkx1hiKjD8CiTqyDHPvQbvxZAho4lzfG6oofUqLeCjDNE053xMDgy47GZtKSpyd1VrG3jUiirzQY+/FZxPtqgA4vamTB+9oYLV/R3Q9pW27C3ZQym3rsya6z7T7YGZ2O0W1AdqWbJwVp8MdOepJZQHETp+VIvFsGcv2hZSj/s7YyLff7hSsL6hnHSvIR6afYQgyhZAM7C+y3P6+ZP76Ym5al8oPUKzxPPXBG1X1jk4VnwFgFmXuORjYX69xHZZ5BY2GijBVP2d5vdspMpxeBvIyC9xf0DfYXIzGO/DdwXFVsIMm5hIa2bopEyTpr1YldCaYYnMi6PZ3qERAWAJKGtEY0nEUajEjMn2k7hwkRxBTIAs4Sa4PKl+sFBaGAgox7m+20vu+L6mm9Or+3jjbUBli8BspYFMQVVYKDpa0fIcaSRrB/MlUTOqqs89ymewOPFk9xzUyhxosvP+wk+1hJzmBmuOrg3uLShauJTpr1/vA8RJ0X/55mVH3wP1SOvMStHtajAdzpLBzMKTz5g03X1/gupB75/OzisrI5lEA7POYiN34XRC8e4lTGLM1zfFCK17mahheUzcDKW+YKzEb3Av2mewPB/0sMz8aIU8aVaRcmbmUzZ/QmemMA5qMkR0ozSwqPacNfA8NMsoYRzj/M5DtSXk5HDs9n1Getyc2ujb6Xuih2bzZ6FgrGJSeyr0GBwDqJ3NCRcCt2G4RZ4CQ+rkBJ1WDJlX9TqUAH4EkRgEqNY0Gg6BHYYxDgxyKQZ0+7wTNGIH1XqCxFAFbVfdGvdK1CtnidKFzATco0vMMAmaaYT6071u508Ap0NeiEgHgSn+MtQvw2p5Sjuz9sVIkq5RwgW5JbxxlvVlLnprCDTXvA9NlNzqPNcizD2AeX67ZtGpnKh0EBbx77WiYWQNfG9P704Ef24w27/Fgqk5v4GHPcbc7mbIQmsDRXHxoRjmNzwzKT/Ukh2rv7JatMkX9dobao6P16bo7MhIz/wV0q1IaMyLAD3SuTZ7Tzqg45BrCnwUU0YWZ3vT2djN+9fp+m+b5XpLsaq50Pa7H9fjNHigrLhbLd31f/n4S3cjzviOIBUD31BDoWA+DLva6Dh51E6Juez7IJteFawMpwcJN4NZt2jllDMkP3oCDeJKnrQKy2jbd9N5cBM0YKLooUZu8omWzxLk6GmA/UzCGOROOrBnAMw1YHAAIY19y72e6iskiQi98T8Z47IjmWeb55eVMDzBZtILqJ+COQ/3Gq7F4MGGbeTxv4uC3906VBQYes9jjC5rO2W0SnPAC2vDiunyRFRpwLiUbM9EEG18osTBDjWx7e6YY+HOlVF2RuqqIZd7xkV9//c42cN24F+uUZenIgR4035KRTdq3ZR8RarF8APMfPCcm5521vZcfn1kxVpHwZkr4haHtLygQqTW6umcIDjMbt+LZfUcBVeyAfeGaSMsLkxYbG5Z5rkgxwpfPHJ9OJ9lscgY8MLQBd1lGNOR1lJKsyk7Haceg6dRaYyo0tQGYRgYbuokDoFFofCB47hXMDE5vHdfYuaZjZEd7bPr9RC31bDQt9QiUFPyefgZ42NS5XzvvAJdgREa5WG7k48P7WSkGWdvj/iCUtkZ2kUZQkaS4jtEqKexDhiRlL66x1oK9OLmRpQKn8hSyshDF9lAA7qZAn0HaUfbPN5p6F1Qvg4n76V1S/c/94U2XPjXLuaTXfOfGHbug1T3r3v0DYzkMizl4A0Uiz8/gG4DN1IQavgf6W47HYQ4gPu4epaTjp6dQ2JxDdapAFc8Byb7tz7Sxi/PKolyasJvN2TBWQMOze2KKVKMn3OjvLBDAus8RUlqMqmPBxMkMnzQgwLnhPXbbI5uYoa+O5te6OirgrvV5jxrIaYC1dOvEw1YBYE09WDRDQkIyBGdcxyd6S9DgOEFlBk2bUCYaA33OqY6/hk2oE9WwTDkFgJ2VLYD1yDTYk4wEEI1zKyLjYNLryNZy0DmSP+/lZrkiBazVewGA3un4gY55136QW5174PCDRz4nIfTZoFoHKgiWJfTX1A64w3viiORLdmG6p+fV0/cidtQtuTDziuifAdobDdP0vTgPdF6hQdzGGNbvkZQpaTSMCUcxP9RkDrAQ0E9Tzz0IwROqNnt27k/sn0BT/Khg+jRVGjh1GtQe5aj3Aq60UFIKSERv6DYrbCJN9VYGBti9IRTeD9W1yQnFMMiJuD8GDLD0XDSQQwMvZDJXy8305u5+/OFnb/dxEA3LYtX+k3/0H10z7dfjelyP3+yhwGTMsnBcZMtpcbNUgDfIdhtJXaIRsjGTGl2wkV23rF1MXW8kz6HQcrt6e87GkE/ueI/5cgbLNPYJ2SrJjHhemAqBz7R53XWTdvQygZ73bDxTA3ZWgqc6CzNhPbnEpGVg84dLJzJ/hbkxUu2GONGFFLroC1RnKGQYWqOqjI67fc6k0xW1Sa3xFVbcMSuoclnX7akeYo1tnjjglXZeEL7lrB3ugTuAU1mfJO5zibKzGyCCn7E/UAufOtduaaTrLIDwRWWiceDdKhw9KwNVNc48Zd9Ays24j2BZQw4PwHvvKDexnMsEofny8Pno2RFIjuKDJjk7z0ZGXTLlHnEOi8NFht2cWq1aIwyiqOCjARJAMYILhlO9z5Y3DNSgsFI2reuJGBQInRVhsNF7jfAzmAS9o2b9YRjRAFlRwvF4KBXgl/LkLO+xwSNzmSjI6RDQjKasGSUm2WjPvuO5wXwH0DzIYmYoe5bWA5efox0O7zVoGszIwlo9nni+yLwtoJiCRjdkD9tIqFCq1/f0cNBg+Mgyf7XHterPC6sOoM7SpR3VXkhvARcYNIxOAyla3PeOhw21lYRuwXWlgHeifaqCkpjXA6CROsBuWtzh/0eFLXpBO/J/+vFzmW3/lFrz8jmc6zG+yiSkbjUOpFulDDShc90mmr/OMqYRgd1ZEWrlZFd9o3Pk1gkEtyGpH1Rl6W1dgTkPKilV285A3BIBpmziKw5GHzJ9fNBsli7wTXnPulnW1L82DM/NuAgWMQ7xFUO5BRKR+rrT8UA1F4J9MIBemQzhdnuQ/fNBPyOWux/9Pk3cNpsNzbjGowZjY01lHUiAAoBGGfpaFERrxNvqs6nRrxKENHRi0ljPDdlxrJlJkNLoJ4kD4vnuhHGuo7cbJUE1sgtYtYlJdTEH3Q79HWjuRB9GVzKwWi6X+v4R+wHw7Psxcvfdnq2t096roeXjKMBvb0d7VqONT6jS9oN5d+AeeuUoNPlaA7EpwjTOBM8cLeY7zXgFak5oAEX3rvcSQHVkmqyRHRUPVL1OunZWUHKB2lVt5mmT3pPpWMlur1+7A6sr05Q7kJ5Yhj0c7d9wJg4HqsqECAh0LACvsxcddwsBEYyySJlJmFlHs/roePFv374Zcg3mfu+rLw+6tjXLVzfPdZAevm/Y4Qrar8f1+C0cX3z51XA8PD6FYXAfxGO+SBS4v43kwwdQNTIaVoTMFoekkpBjDedTNjgqgKgNgMGEJ2cCrGQj6krBvJXMGwLLpeOzUtZw1kZv5/KomR4Ncyb9MrvnwdtloxzpNS02XKOJtJVunOlACgf2lnYwTXTECZbt7u1cHdAmcgUUG83OPHPunfwRQFls2RcaleI6ejPOcYl8vTeNK/EPMnp4HYmTvhS30cUzWDDgG8/l9ZI0mJaafXbfrDG29gX6wbJdM3BH+II+AncO0RC9uB+fOl2m6UpC5/5qplRmXAMaFCgbMlcD3LmFxrGntJwC9dEB7vPyjNy/ARaabaXRCxBmz1II2JEZK6AD7foIqO2vH3TqrfqBEjvoQdDPRpBm3PzO3CRRTWjbWfXksifg8gANCPe/xVUOowIhMLB6AqvyVEoHSo0jmQDAVgpg0CYGrj767LpgpAqHZTDJ7DXA7u425SDp6zqZXrNZKDFbCspKNwTc4aEAiYAAspI43wYZe/312/yODYXD87M8bXcKxq3ZDjQK3NvTYStxCo3rREIFQDWqHXBqBfAGYLF0P5VFutGiK1AxbtZrqcqTbE8KyDTwgCkTH63+LCTYGHi9nzadXtJkvguUf8phv9TA91n4S3UZ/3v9d27jg/vMZg5aIWfpGxd9ht50/l12fu5ZsFDGfBDkBRXq8nwZELgPhykYdMLRNH/Zb2HjqeU1WEO4EHhhTnwa0pQVbYzcXBAGqwgewAeHlB/eg8/XBZHQ8oYhV01XTZuzQZQIsHt5jGT38LU8vN8qUG7lD378B/Kv/8kfkS4CBZf379/r+7+W/e6jvH/3jWx3WwLEQgH9hMw+6X8HfR8F/Hofltlawf2BfRUwfIJ3AGh7MT6PLnWVBSLgs0PGEPK66LsAH3yN3osbaMCafCk4Osi4t53jno+sWiHQPZVoTD2rABzQj7Ddy2ZdykaDJGqZYwHS+53ruN1TYrXl5yJBAu11CgVc3F04TCMATftztTJjJj4zF2vf/4PgeLAAGPx30IT2x4YAHXx9NLdCJGGYJqlOtK8DL4yfP4yTzS99HoejybqiahVibgXmNYwqA5tPJwPrzLqHcEN1tBl9jhNpNJPRZcToYDRmYqZ+0nuTyeefvx3yfDF98dXn5fJmcSw260O/SB//i3/47/ffN+xwBe3X43r8lo7V+lXd1MefD32zVEi1BL95s0HWY5RYF/JVkeq/7+eZip+DwmeAHUBpkJtsyQZBbKRHBe0A614XHIALNBkcJ5r3nHRBXIopx/Sz/bjRYkw15QwKX27YPhO4iFZSRdXMj2STJgAgdNGRvR4KpwzT6wYTuiXmTAdAVn8YyhmoG0jwDqigpwxzTvB0kfW+pNsAqM4UEVeej53sogdKHixd8osJ3of+AoCK49Rbx+es0DLYOdCgSowbbjRRMzkBQL3MeHrnS99oiKat+vmkz6UjUKdc3mwbPsglJu9Huz/QnUejJrP+vooQvkiovqg4eI34wX8PqXg8g+iiOVlMTxsbO+VDT7q5Hlo64Z61/kGZsCz7UTdtT/GgQooLdnxm+KJKxM0ZZjVwkO3hhjiYQgQ49j0ZP65CAAqJAqhOKhog1aVl1tFEl8EQKTVjmtgB+BRjEwCmMyDHxHYYs0yO8YbKSzKZGVCoAV9HcJLpxj4Yt1e/ANpP1VFB90A1lLqrWb0APeVw2lpnr57D8WDurVD5AGULgWgaot8iIm0DAP6kQBHPlT3FkWUDETynSWZ6/aHj9YMLIeM8Di612i8rP37cePnH7zp8dehyjHlu+6dZeJsDDQM28QUMd1gz7Dl7a9UZcR4MGPuHOePqefWX/PpP6Tm4pqeHj3ofMurB52nBQVxSScmqaxHqUsORIBvccovPfO+DATnywCvIJI4MltBXgIwzlFdit9bU9Ynvi+v1AY81NaKroVWwHZNGE+jrIbsI11NUvMrykdWXt68+k7/zd/5I/uD3fyLPz4/6pkdZ6ih8//iBmeOQ6+9K19iV3H/+BWlru2Mljw/f6Dw5kWtfLO5cpdL6KwKnN45eBlBomLnHfNbTqivYgHUahPxKAf9CmrvXMn6W6JhfclxhmmNstVFNfjv7fYeE9CVUKdLB9c/oIwP//FQf7XnkrsdlxLyeSElDAzjmlW8uP4+v7KJyA+Wcjo3VURrysyGvaWpgGkzDhXqEYRFoLCOrHXAk3h/gPl0RgBudp2cvCIKGStenA+h4cDnGs9RzgooMuPUtgn1QXKCKw4vzijNGs8Kzg8LR6AJY0Gqo/0QqjKkfBdCF9ypUupYHqBRHgQbQ62m53kw/+MEPys9/+NnDqBFJn4bb//If/gfd9xE3XEH79bgev8VDF8AqkODrYLz7cTccdbVbyiJW0BnXzL7WzV7yZU4X0Rjfq+8dJaaWm2XExlRoMce5bkByK7UCFkuO1jPAzYoblr1xPD0/ccP1ut8otZo8XuGcTU1loyflJSLQ8ZQaAoZFyowUqC7W6PZEd8FX2VtmjOs6plOrTyWDY49/o59sbOs5w2zYo3e82eFM0I29iZSn1jR2DVkhaZHN6iV8NYCoazrF9wGmM5ewmoUnHY/Yg459uTW9+k8VcMRUGNArQPb0JX3F/Q7MdEpsWoTKlvG3ZuDRGuvA/13kM+hBqRjcz1Va0MESn4uG1HLAJj2QXw+dx3LfSBoPsllGL4A6KTI8FYDnTD8RjXv9XAo/G1+5ht/WKCEE9KHpc6MXABxlc3eN9DwPzqo9dMGUZcONt76xbKbL9AKwW7Y5pe42QVe8J+bta5PxI9++TyQLkLUumUGLdcOucQ86SthYI6Ju1CUDq1iiIJGwbxS49xTx5KOGQkxGGWkSCwoF7mBlsdnP0WXa0Ix04FLZRCOpTpJuqDxRDJlsdPzv6w/z/asJ/nrqYPtApu3Q5LxQMIZMemMNpwQSo+TZSEdLgN0kN5MwZOR9Qyf4+V9pIAYTJQJOoYs7m2bDhKWOF4CdjZcOuOeOWO5Bvf/yFJnLht/L5lOfuffvayqrKfXVz83YEcdZ5HTbETUN+szhjknVmNWC0oCo9izvdSxBSrFtba747DzGJBu5d+zVmFWPHLDP4oVzRI7pklni2aNSo4+gWN/qGrOQx8fnOSOOOWDXPzpqjJ0fGkETNK3rGGwqXbvGowWOtwsNhlYcmx+3W9ntSvHqWCcF45heo44WZGdXy1vSKFqzN9XxFDHjfTp9lErHObTyf/j5G9mfPsg/+8utFDB32tXy7TffaADZyUHH1NNhT9WWP/7qD+Vv/fBH8ouP73S+PLh5lxCMY36FNFGCSZHReaZMx1MLfnhHjnWsARwAKVRVgD6nplLAPXKuZ4tM3i4LWW4Wsk862dW69oxoAl/ymWO9SlNT7cGgH1x8hGbuaND7rXsBxKzQC4Na1NgGem93ev+wfgmNx9qqndcbP3dt3Oj75sIq02qhOwP8NFz8hgoZhA2YQOmMPgbHXJhhvT/tBGIsWC5OnWv0dckGtBWB0tO2er2K0JE0r1tUWxT4hwP573G7kAlcuKiRMcB5JcyUh9PSXE6ZfQ/NLRXUGhhZYf0HlUbXhRWqJ6DUIdhvT6yi5HofC13/k2U+6Hv31ZA//rf/6D9uv6+Y4Qrar8f1+G1OwCif+qF6p4AXy94PkS8FXzYO85m+goxVTdtykdevV47+4HXO4zNHWgF8vrJmseMxdgB5uOCv9k5dop/JH0M0uEybmASeywYOrlESpG2/KWCDAXjxWXejziCj5+QYQ5/9M7DeezF1BZv4XADLPTnP51K9B51pYe2XXmfYq6WcNyE7Y8t65nP23PPLz38XsxmVcyb+nJG04MTzt02veJjVVaBuE7tryDdn7idL/OPA55DCaRZop89micVheCnvl9Ltb6D02mJRuPMyh1mvhsPkGRownSYzeLd5aPyDuTKQA2C18z00vfzGPT5Hw4iiuQEXuzK0uc2B0VxFrQ4xzFUKNiJWDTNxDDTkTPfxGfVL5ZgOsi6De44A+2FDiTjSgUHpAXiomnkskP2ETFkYSEfxh4jjAkoSzKVTJnFis/FCv7fIMzYGgqbQwAkMCtdO770PkQkPJOx6Nq6BSjQGMbPryKYmpDQwHpAE6kDIxJ88ZalnJnBkJj2kqyezvshLw83H2k4lylJmDdFIeplZ9k24vqnU29IPENNHZcUNdvwMIBTALg2jFw2nn1Jlvuvw9/5S2vFTmUefbT5v2e4a3bzwWXZfPetpmjPM8yaicXIG5G1VKBf0eeM2Bp6epiMm60iADuyOyslodKvRjWk0oRL4z8F3RO8IzF1/v/y98cGfv46jBgErWVPUHhr3oEphTgAUNlD1GSoF252jxVjSYWBjS0hHzATBkVhFa3IOuaj0oAKCMZ3QpCmUR50Hh+NJ7m6XvNbT4WRBq4L1hsZgARv9T3oPnp8r2UGVZndgdhnUJ1A/jqeDVUT0uUY6j3ltU8e5PMWTmNIggq+JlBHQSTp27Y9ygDKWXkc96rWcRg1EHmS72+n53GpQtKT06tgZ4EYi5Wa1kbtkTQMyctEduIYUKTTKzVFVn4UGD3BTxTV5wN42fo1I2SSN50oFGv09VDBwgL6CrD5+hux5rXOYY7zRp6ogfK8BBChJ8EpAQA6qTEu5z47XiOJWpHNv6Ca+D/qQe5rx6T1pBzNNCs8ylMick9M+WGfKxFDcqpiQfOS9AwfGiWYiKIodLRFKsFbVymBINU2opozDBNnLh79u6//xv/7P2u81ZrjCputxPX7bwH0xdN3pYeqDL5r+lCCLS144/ne0Da9XQJ7l6cwRPcv6kTdjQI7fzM3MKPfA2SmQuA02pDlFzAZHCIl49jabkhaWvSuHs76yb1DFxus57pd0CQMNXifaXBmNelI7ms4ZMHrw+LK0H/FchuG8HNnvti9Atwf5sGD3FBifPfeAhn+Pe3LdPTGnv8haAwBAKtMHMJeNcyBJ09VSyhm0+ewoN8vWA9te0jgjbxiUImYPFyb9aMENAqGGmXVmuxaLmYNP7jkyq6AjUamF0NSChNBcJgUcfxc5DMyOhzQxiXNzY+3LQbFXxGz3ZXl88BQZF6SR+KLAaxlbAGGa7SaphyZRe4HRWvzzxDWLoyfMz7sfnS62o75ABq830xhSS7qITZte/ZF58R5gf7JsJRSXeydojs0ZYy6MFawXssoSPic0cDbYyHXMQN2inVAdqB2w7i3GCwPSVeBMipJ8niVU8GhdozTK/WZw1DmweB47dY1mWDQItpThg5s67ocBccuK53ixA0yfyi96AO4lSf39xu8iC4rnnDgaQxIlvwbYL/+8pJ5cqsh8F0XG02FMez+egTmlV6Wdg0E/D72rsAfkUGDJ0mgOZkG1KE/NDPLMzv6CaqNvcCtGAlvGmdFoIBeINQdVCyi/gM7WW8AwkHZln80A32nU+y8P4C9VcdibAM1ufd4Ngf8gq3CNAoqcpCJ4tKbTkesXzLAAFIfeqkIA7chsm5rMMN8nH9KAiXMEtSroBO08GBuoFO73FfsmoDp0xOcrSMwWk7yHc65+9sfmKE+7PdVgQKvC+9T1M8dvmuaSQHEHzZr9RGlTcNcRuCGonIbBGioD9L8UOt57BfWBnPT8t88lTZM+btEUvacW+mbT0nCJDqD1QMWiUMzTAM2aCdZTxsqgoJXgEFqfS2/fA1+/bM+AHeCc7R96/9DzCQ467jX7GSBJ246UPoU6WUs6YKp/r6mcsy+PrEZB/YW0N0jgIsBtBrocU+qSAfDEL1B6Br0HY2P3aOhAfQkYbCN4CRgO6X+T6bBbJidws79jMGFyjwOVmMLQVGTwBBmsg/uuzy5Kcr7PQh+SgvkpzpadJIvHv37XPn/v8cIVMl2P6/E7cASh4o9JIfqwZJZs7JnNSFMDjZkDBdDsFZcNiyX7ZCZ7mGpZdsNg2JiHmcuNplajSvTM0FE/fX59RLUADwDO4LqfG8Iuwcyl/KEHtGis6vv0RbPr5eHpAOfs/0Dwaudk8o1n2sfgjGBEzrxcoQSZNd6abJ1ldfy1D4744Rr4XBcrOJk0HRnPVBn/dcmBH+OWfQE0KNUNE0CazaLIdIWFlDy1xjSem2quFFjwErm/W3Y9jc4Npz5oMVn6lGo68eb8zLxFzqcthgo5CAxbqhvqvXMymJG7J4PXke9bvtL09SNHGcpsz2yHmY4kTstZGGzkBIAesH/adMjnDa76MM6AsesHo7uMZvNu7WSNy/JGzESS3z72BDwEW5N98qggIEUfWtJJdnMn6/VGwYMCJQVoEwA3wUpAtQ3wagn4FQllGnykcNGk8+REd8lEQRPoRVB9OZ6OJvV8u5FMv29yjedBjIws1SnihEo0kPu7gOMWqOA+orfwonEUX5fusBwjvucDYz8yiT1JnAa7RC+y5JfGVJ8GAd8F0P3veKD76ee7357VgtLUOxubFCiA87qISHWBmGihoB1UFwP8A+eA54mbZOmC2U2AdYA/fvYwnKll4BSLk3h08xUAcZCzVv8cBEp8Mafl15xeAbS5XkBhKrMG29Y/BQXiLRrCdT6jkleWHTnWZaPg3PhZlBGM0kQxswUlfKaQAY1d30BAb1179jrJVivrO0DPSF5sQLaWjw+PDHYPx0pBu2V+h7KX7VKBq77f9niQ7cOjO9+RFZpJBxYC0KBu2f+yWi8JMhcwrQsGpoXbi+eKZxZgjioALTWA/OX7d6zegdefJSvOHRiPnQM7e+0J9MHhKPf3N0Yv5MrV8f52jam8tOiFaMz0C42npXP/nccwozZrvAYlzzs6D+Te232sAbTbUj+vld3R+qMaBuIK2gOhigwoYnAuDiB1yYLUZACb1Q5UvSYzResMivO6o9EFToHJN05+do1ifqUG3EGlxPzDmMNaEXp1IvxGMFKVBys4+OyRGeJN6aKY1rd3pyDLt//3f/f3++87VLiC9utxPX4HjiRejM3UfLtaLl8/t7UugSbzleevWU4l4GtBlTkarzszt82zusfLqQx8kecxF2WDg5EDxVZqRsKPyihZdAEu4k+UZJxKy0VGECDCNyeyMXUROopIQ/DtM+1zRn04G/3U3PjORjAxudgyg3Kj3Jyz/N7d03jj7u2ao8cuLyOL2LW8QgYQkmJOr10cfah3b9CWL4ORT/Xc+6Y36odYRhvnkW+WzHTjX+XTlmAYAcNZsk9c9jN6aREfnasGJs0YuR4Ck8h0ktdWDUG1gV2CqWtSMwWXlgFc6wIbIYDtZzBkZZQhPuu5e7oLspU2BjL3Pd8bkJI37sFgVdmz9820Z8Mkmc1VMqiYWCqPUodswBvDM/+e4wOybBmVI3B9o4KZJDLNTlKdxtE9s0aa0aoIpOoMSznWJhUH6Hfa7aXpGn4BtBvghRxkIuswlVHHawJfHB1LVdvJJkOW9qAA5CDZasGsKalRCjoARAgbkJ1U4BHqC6HQA9lNZMQhTtH0voLS/Brgxj25pIbh3rh8sinN6JhA5jeUMxVEsuwFYL8EsH68eMD2KY/df+Zldv7TsdrTI0E4zrzSC4JLVMQg95dGpr8PwH57fyurAvf3RApDDfnOyKo9BsqFMrLxpZlY5FyMMRda6pZcVLoi2Z1KC1jSBZ/zc1uRQoG+Dhtn7YvKwqfVhMXCFLE8kM+ypbsGBY5Nrc/dADtUfYbON5rH/KzAujQ5jtiwyIqUnbdXHoHEIoAx7i0akjdhIm/e3MtC79VJv7d/3BGUohkUeYI6aqREQ7Je2/b5qGC24vWDbkPKEPjyOhYZdKAadCpZkUNFCGOoD1r2Q4DygYGASgYyxrp66P1+Igcc93lJ2s6SWWYksE/oidG/Q/u+ptkYrgOUtZzZdvgJdM4/AHKNvbxU0RrawQXtuCU2Z/G+fdAZDS4PpGy8Wy+oRADCOSU30ZdTdQ3nMN6mmQa2n6CC1jDgbZwvBhp9I1ZbEMSYY0LPO0351lSfycDGE0L3MIakpTWNm+tpxCw8wDlvDjj/kHmEv7GOC2qxs+9B13h0nCMWSEL+DgpfSRRMqKitis0YJ8kYUr/yelxB+/W4Hr8jh4KYZujq/v9l701ibduyK6G19l67OOW9795X/h/lD9uJ00G4g0SChESLVOKGU2mlBEbQQaKZEqIBCFA6hZBJJIToIiUgJBI6SEkD0aABKVHIykgKZ4Ydjohv/+L9/195i1Ptei/mGHOtfc57NrQc4ZTi7Ij3b3XOPrtYa68x5xxzjCJ36XpOqS9PcE7AXtv97uDBG03ywi7lb8Er0DqqygCglshpTlyEWhEjPSsUv6qGdV2PllmxNPUp2rhSAmUfpAitgEuvQKMKPvMQBci8gATuKyhMWCxucsweimeqMUzlGg8+NdY9+TxvlMJjddEfJhAeFnYfkm02Al2VpDvicdmXHLsaxuPzdsoYESzYRG12n7hoKM9X8XjLPGTonZx76mx40Hk49kSZR4DYozJk6ssytehtTB2vC9RjrJwz99fXvVzPUc6pCHljwZECgJum9cEx0h417kPQw/+TMuNjlSB8FhJJ3rERdZB9yjn2qaXEN8i0st71zCn2x/NyA+6hleUcr8Wx2ylz27NpWP3CT6k4hVanBRh4vX7OIou33d7ztQL0PMrkSULCuQ/ZZRuAFt9TFJnVLB256WQCIN89pGPI3uH4jQde9b6mAQ3WYyzDOBFw2/3gbdtrpQaUgr7r/Pb+3m5mC+pjjzK2wP/dHQ52AIBKNLPKHH7d+O3+YJelgBE4bDos5qlvNvdmnmV2/RTVhEJAws7fbTdmPeR2HPVSoImuRy0f4oA46lTHkIwXL/hd7lfGYAMNr+C0aw/F5DjrEfjIuLfhWvDrvm94TxqXmQeCrBJkNIfp7zhHHwIevl72ZU8APH8Of/fYt/wcf+flvTa838YsO/4e3qvHkaSTa3Gkw1RVZZHtDmpQeL3NCxnPbByVuSDjbHOgWJ9Zz2ca9MX5x8+SAGAxp9NpHqLIGt2GoFSVhYVsCYT7SCjTpnGJpmT+h+skwNC27XBaSfMBsPN8vPInuHXMnDeh30XpdAlTtqCCVN4WMj99Rh673CuBe9DAx+fSwvQYUGK8ezM96wToc9xib8ywD1tTS0B6+fSBz1al7ba1Xy4X9uXLW/Q+2rqTtw9oluzR68wjOBx2kDC19MyScS4PDu9TDnoLEnYCrfpmb/tZ5/uxt2w2FiwrIF3g5yC4dlTPpqG3CP5BXeqg2Y450HnfV4NFsIVnTngW+N3uYBkrrlZypiWN6Jq28/PZzIY6JPPQaegjcjOtbMKZeYRwAE3MKvmaklZmE+q3y3wsbNdt5dJ3ZKrgWDWwbAVPdxa68wDqMvrgS+APbSXPcM+foVLTjfIfGC0Mo818KpDdWczdtteGU7x/9AwZQq49ktQh6zhSsTHlVZP/c0xD3hGqjxkDIDxjE4miUSmhCpD8MkHjS5LL1G/lq7xR/qFhOUlHn8nrXZ75M0o4g/bzdt7+EdpSyP7JI633MFCKTAng6/2m95tNY1RQRAA76BL9xhz2xsP98RLmSaU51iuNNo/17PpTfjwBs7LWfeTEH18fgCbcvNOJq+6RaJzNZj4ADx8zhwIovDrwRTCCLHpwkNTMuld7dd1n5FVHB8Ap055SYSWAyuGERqCZRNB54jGCBsP0mFEt8zzQXuTf9DBXbXt5wJ9k2TVlGz6zlAWkrikFeEpF0cbexpMSEDnAOQA69+AJ8EclesCAKAQHpxx9H0D8VDU4ZlePd7goVvycKL8nC7unTjUCBQEF+34P2pMPEp/ytWZVJNDc/THxyRp1OPCJv+2PnzdMPQ8AD7kjmcGT19ryXnilNlS8l+DvB2UeHzPD+Bnu7lDjUHw+IgPoDWTcAJDQeFhAwTkxMwHFVV2ZYkxwrL7xofEUFBdZ3vHdKIANYB/NatV+47/4cjTl+tIkEl2AO9+AhyDwsKemeqdNbizVt37b3Mtt6+TPrcnQ8dYxKvGwXZ8JgBmQmoNdfA+iwxCHSQiRHGv5Q5ewSuBzcnt80YyhaTQ0e5h3JUIjeMdrAD4BpBsJAnD8CM92Vc1GP/BvMTdO3U1P5oo/AbPTvFGZ1Wnc+vC5PmTe/SktJh4HjqsoYjVAqymQ7zwI2JXgSubpSt7bIm7zmjFvwvsaKkb1oVrCDhQ2KqLRNPWq0SljZZ7TF2F0Sthq+Vod53K0vg70tW21NUOFseYon5kkeq6kNA3vZNen84u6882ofRN9y9iUfRg73wS3URjuNAR4yBo3Xq4F5AAlKDPy+2FMtZ9japwefDJFwhosdc3eFBIIzpdrs1wsmGVP8tE3I7LVra9pFIeAMqUKkVaJKjrwdtpXA2wp10agaduRxy0Y3wNZpxJNFk6T6oLQPasjiFBB5uatHHwmgZLs1yM73aFahgAUdLK6NZ2Az2IPYyYEi0tmH1I7hohmb5KsJE0tT/dms0k9jh9Z9yJXPv+xgoGqXxv7OhWww6AMevYhALq/33oaFY2dR3CaZaqZvz20MOzz0GqnK3UHx9UKTcCqqMlqWsZmc6/Jdp57ItcDj99RrsHgVfXF43vEMwiLcaOSzIPiwmvlE69N6NZHdswo4zpBCUFCevwZoD7NLGMvwn15Lcpfgt3HlNULPFkkALRQCGIzR/nr/95/W//3//6/8HOdcT+D9vN23v4R2WQh902tPMYLOJuWsqDt0Gy0Y2ZqOGnkRE4JEl0mQE+Xpicc7WNJXcG71sLZfJcXBHHONQHYFdqAFFRbmqE9Ke2rqsxp8xy+pzX2cHQwxPGqxjN+nk/0nAmIBwpIO1mfKxUHiWZoxsRGVc34Q9kknbLS4KqrK6A2tpoTSguBh1NKTHySaV8efm5ODVdlYeun40IAkSeqjBGpNnWv5kVFpAqggZNLA8ro+jqovWwoM6n8+yKlMHroA9CW3nh/TrJp01dcdwV0c0pGlifMJoDyooTroIA3OfbSqEkS/pacsDjHyIMBLX0ICjHu6AXLRGigOAGgx3FwgPFJezDbbcXjBVbRoKubeNcAVRF4Rtt4kGlDRl0Conzi4bh44XD4WcqGOWhngyxSg2DeotkM/GNLfjtI+COSo33FLB10unF8pQDP2dWlUZVzT4WKFiCir1VcAglr+QYgQkIBXpte3j+H2gQynzCrkfuwXq5MvpSx193Iy0biRU8ay0wNmwCwusZk+TxQCQSWoizfDhwzoI7UPLNuAsoIZE4pM2zODbruUM4AKKq7NmTp04nacspPf3/eHKtqOQOmeL11fDhVowlUpQj24/zT7Hsx/Q3vp/lNXZHbvVrN6HxLg7JB5zSAuku06oS5jn6NMgRzaWxuDT0dbBovQzB5On8xC1ptYE3ZjDvSSTeX82EztdNjhKrI6fmfcvU1y670IjRaW1QBQEOTawmGxby4YI8FKgb0gesbjlH03cC4yo+ZjhAfKm3dkbaXJEqhwt+XyxlB56NHD831Bw9lzLJKSU75/e6OtDPol4Ku1cs9B6S0iMb5rEjUsA1lMPl80KvYfGqC5riM33JlqZISz4/dp4D5gjc9gjq5F2MoIFoEqDDdTUedMbJ/NInepPey75H3EmA3k5gylWuxvdvIeG3MXQf5UUe+OpxTjZEgJGTYmyDRa9Jw3mM4GB6fgHQ0kQ7tyZhJZRyr6yz6oXYbdaltIPtYN+rf0LB7JMjjDgykZggLmo7AnVl1uK+iW9iC2jJoI7pcIx8+P0lKUmk6CRpT4PVRzahUYUeOS54JUOahmkyqvQAI/qm5Y3vtarc5hRRwvzE4krQzTXWws3Ju8b7DfvPgw+sPdya6cZ1B+3k7b+ftz3Kzdrzqh64o8wfTAgseOxbX5VrAKigzbczAwXiDdBjk023T3pu7u8Yo5YIg3asXnZscEgnKsZC39L72uh43llb1USIuSgkGWTl8t4SqTAHKiLGHJmblzYmTIpQKLqB7Zovi6NipQCFXFZzwnOWe0aRKes6croAREAEkw1Uznat7H6zjBS4o9SBRLu/66kq531z8NZPe1LVyk0c02vVeFkNLScY+SBDqBSFNpq/3BnQBtwhtn/uWUo6Am6CO5IkLrbwKoure0b0VmWm5ThbNp9ocyyDIt4cq0B+UrjAvZsfr407VQxyl7agrTxpGESoDg5rUIKsN+sLiMub9udDP5Rrhpbgu1Mt3uSpODOGepm5SPcHiW/BdOZuPeRjgtc9lbXWDHdohcKFzf39/b6HPHoHmpC2/r3wvK2o0QUmZwRwsMngZ5EFHAOCaUn2Ue5foxw7aG4EFvBcAO5ddlj5jg2hTQc4tBalKzkHucaVNsjMBaQhUUrrAjvJaCZqqRq7n1q5zx9HSNHuzuliYb33jl1my//TTH5v9IO8TYAPCVSk7cNBphwyg/D0bNqz20IFzUNt0kxbhejICMLPMkoHEeAOujllLh1+U4aFGM/ZJMIM5gk6lFRwIXAoBwPAMSEMD5CFI6cGtMc8yW2ZloK1MuIJ0FbYMDxUdfeV1ch8ycyFjsJJj2G/k6kLX3OEY1kb19KsYHCPrbhXIdIzQqArjNGXehsD3YklboklRyFHthmOMtCoonhTqojUBdswbcMfHPvaPqN/Brt+fuPIa8uHZkyFgDkECaTtybFGFBuMIg2G5zMzmbccA+31TJhrZeson+YPMo6Hq5TqUpkPRBH0kMGSSm1LaGbPlLpXjHWqzu7/V7G9GaoRFpSTRi6qW9yMDTMHLVmkm8tRbzVbml55+2ywWIZiVKfVHAqb3AhI/TTpT390bUF3c6FgKcOVC5tRWdg4b5rXhIGK1qUN1waLygDto5Sc5fBkDO9PlKoKJ5uXBCkodCzJkUolSwSED/AfY1WMaVVpfDgbGTTgmi/vIokNCTvx+1plcnkVQe4JraJvLOJIxh7FUlh2qcTbPL+TDZmw4BRtJZpHpssHXbW2noqFc6FTmWlON0/PhBsoxct8Ost9y21HLHuMN8UaJswi3KrOZb721LRpEmSyxbA6GIywT656SlnYkpaYlgQ9gHAozoNVkI6RT5+S4jxYkGkD2UXtTsQPfyuutzNuVXH/La4xLh3vtk4EVCxn5fI4kGZpeZ3Sqvmmb5KlL/EruQWG77Azaz9t5O29/5tthv8u7rnm0mK3BiTR39weqpCjPVh7gyPgKaMMCDQA81uEpXWIRDpxlqEi00cnThAVbdcD7wLNhhpsuf6lhjyJoFmhALZw2KzLTfmyko2QceeiF8qbTYjIlUsWKmEnmwu7RNEueaqKVZ3518bNR5W7Ji3VTc+lRf9olvRzT/J0G0aDuQv53UaopS4kmzpOHl1sIiGpUiwL60eTSx0qDc2Z68WA8ADtK/4hjdN9NUIgp2GyqaUU4lNamPTSTkmaoRATKQzvx7kF3cO5daT/oOebFMfMd6UrNodd748hSVY32pH/3fIM2/YkQB6+3ylkK8K3bIPNXhAxtqF70CpwRpaSumXS6awKrFplkj9/d328pyajUjMFEJkNULQEAHcYBlW8FZ5Rm63yiOjxTRh+AqWNGf2T2DBnDXO7dKpw4qhhPHl4yE+7C7/a7PSlb89ncLJaFWZbghM8k2NybH378E1N/8aUA2Ue+rncEqPPFhfn2R98xf/5XflXAW8Xr/qNPnwuYkXsDQxsBqCv5XZlfGptWZnfYQiSOYUaSBj4RdLLBtw/UkA5cZjTJMTvrJRbUJkdqDiGrGsa+tel7ai+aEe8DGC9iiJsoqK0FbIxj7wH836dHkf4SAuJZGYK1VHW0zck9JP0g0wz+++8/Zuz7QIF5V1edUo+RmuWUe479l1r+8rj2Q9lPAfIOxmpwTw6nGCUF39lOJ1l/rBjQCRnzjYC5M9GjCTMQYJDXYzw2NGsVamA4SaaaILX0RHHHUl5EewnSwrGRkwpFx05nAkSA4mLuTHVQWUjW9eZzMwP1R54RaNhEQ+x87giE29BUDXrImMwkCFqa60cZvSIAOnGPMf7v796C683nZNPv6MqrmWtHINsJ2KSRkgD9mUQCqS1kLndMFvMoccxIIvPeOD5PB0BWapQr8R6VHWWJyFXaI3CUAMj1LCThmZZi/s4x3zIGVEMm4UKl0pjlHI21K48s/XJ2zcZQ1l3bIBowBPqg0ee7mp6NDMbwqG5kHYEiUyOgHdrw6PVAQ3lic9PJ4Wb+wErUCPDdD35EdYwj1rPaNdIx1epzwxZa7KAEa8LGc8/ClmfwnZIOZFX2UfaICsUwNbJ6OuCyAkGKTKLvG0JwDJdXmR+g2Hh2u+oVA5jfVdViOV9uu26w/+p/8HeSv/Xv/OWfW4rMGbSft/P2Z7xVh20qz7ZLea4VfchQn2qrk6JRBw42uBLxcSWLcB6kDof+KPeIcnBhgu/6KW8bPzeNcr1dH/jfMa/bEgC4iXuroCCH+UzqAlBU2ogmoob3gUWwST8Cdu61HYIiTHClHI5ZaAAFVyp3RjPtvco0OjXSiVsRyPrIFJZ6IkfAHmRjXKH7SEOmMaqv1Dtd3MtlEYQVzUQhUvpQapbzUo5nfqQKMJHjQmASeMC5C82dsyBnqdcImc3ixHUVdIKyOFJkXEA0PddWBUmlSydKTDweVs/lOkNbGftQ1Z9oIOW0upC4kwqGVmImWU0XKx99FIEMwP0ggF3dMLe7rYLyEwUT3KdogEOObgrVClV6aYPEEHioBa9BRjCAe4qqeMYSfRYUZ1TvHCAK9zBq3CNbHPnZNzc3QdNfpekwbOAgu75cmEzuwfrqWsALjHG+otU8XBx/+c//gvnoO98yr1/fmM3ulXn+6rWMSTjXzgRQObOtN2Z408s+CgKgAVlCq2ZN+KoNj41KyNnTWTcclz9b8FqDB29PVJNixvzIU89ZqTKDAtY0CdKXrpPro2OgSwZz7Ak5VWYykwRfFuZWRwpLoHjAhbMfqUzyzuuP0FePqVf6XD/kIZueB7lNNxVepvmepNOYjFQZVHVIPYkmS0MYB/BUwFRE9rdPT8C6Sjs2fajctCoxifRstVNQ3FH8pOIx0HhnfFe2khSZJNSfOjSQZwpl5RwG0ClY/cDQasweWXf4EZiQxc2Ura5UN3lduwe/2SzmmVlIsH59/YCVD5iKvXkj49jvQZIx+8Nr0+00qISk5HYH7wAJ6GzwmeiiE6xe0xi8Ewjns1D5tMZluQQhmiV2UBM6WNiMmmRWEAwjgASHvixkDNPJU6lZ6eioLBNVVHAuo8xXlfHvzIEyma3yvxPLIL9r5HoUjs+79LCUAA5Snndm3s+ZXV+0pQRaaVCnQbAoxxF0+K2MdyQZOgbivcbxoMRUlWkkgNjWAtzlHNq9HC+y+DZTZg2menBIRgUWGXNw40lXQ3BAsyR2lCrIHnX/5PKDkgnKC42uPP8d+xkSBmN+NCEAMCoZmaiOe0rX2S4E1j3gPStNlhQosGE6BjujHCc6g5uuS7rDfj5r0qshceOv/Rt/u/of/uPf/LlsTD2D9vN23v4Mt/3uXta05Eqem98RoJId9pWZLUuzWsypd75vDmZ/3xLQ4nF4OGy5uMBBVA2DxpCpPV3fHdbaoGihvPVo4gPe4mJ4d+LD8l7VZJhC9CmoFCA0pKkt5fVwDuQiz5hgOOq4DxH8pEHSkE2l7+g1K/jpJ571vMjNxGlPImAfJ6nIco3mS7QqRRv38KAqSh5z6dyJYVKgADFLiICB+0PDniVtyDlzdETtJwDjWGWYh0uVcxHDFTkc6qkPYAwcX6UbDDF7b8FJqGsXTG6GSSZT+wQizk5JKQE/mE24UDlLBeSbAA4hyeYmsC7n4Hi+Tvfl2TqJmKuPDpZO9rHDenbCmY/33IVMrLPRLIpmN70JWeFUzXYIPjsqwMTzAGjoOjZY2vfHZeQip+qo6LM8t7Oy8CYbbZT9jBr9sclwsVj45TKzqQYaVJqJ97ACp1t2BfMcUKIulmuqpjQhMFivSvPB15+ZUe7BYp1Q+eb60YW/vHwga/ad7zrwfY39xrMn5urZ2nz0ix8SLP7u3/+xuX2zMTk8aBZKgWGm3WbTuah8H2VOkD1FJpRKLJlLbYa5oXrnAi0aG1o7QLclKPEEPwJl0ngueqkgh9j6hsAGYwRZR4wjgFZKt2fpqUY7r/mp/wGwTFvVFhneLJv5TNP39kRi6D3QfqxzUDofPIghSnfG16WTig2UYACe3fQ3x8y6w70LVYf5Yg68NN17/D2EwUpASI5jLQ2/UhrWqG66lNLU3gf098pdfn8cTceT0DZU8Bfp2IVPZcyhiyDFL+TkkyHIE4KIkXjrstQLHrRzCagGrzx/6lvJnwHW1+uFBLhLc3l5GaRnca0bZpGfPHtkFg/mptm05u2mMpu7nX/x+rW9uT/4V4e9hdkQsHUvgBt0GwHncj3leJrWo6V66ILQpXUcTQiufS4hooD4w7YytR1pNOUsGqVrgZu5nePz5QAPOEi83wdrUHBQwvTK0JjpqAzAHoGQp5dzS7zHwMJFgCpnzrZpsqESfepT1admM/WefgUhhDN5V0gQSGUYD8Y57gVlMzVQo1IOxhi7TEkl9+rWAHAOR9MRVDBHymKLv/UhiIcWTO+p4jPK6MTNgBZ7M3Tac4tuAMsGVHU9G1P5iNGiDwC/onQMwD56BpCVT7TBCLKQqGBQ7tFqtcvzRbJDmDa53rP5Fel6bWTF/beb7baYr9a+P9yvEqhGlfNXyHedQft5O2/n7We2de0By8HK2v6jUZAZpLtyqNeN/RGUHTQDDYlDZKCbdmvm89QsLgQCpiV5zgCR2uRYhrL5BKS9zvA+Wi6ZZamLcnr0iDH9bjOBW622ErCbUhb1PCn5+ZotbibqTN9Hu+1jNi86f74PNFRXOmSqkewfemajXdBkJD8/LwOITgj4XHqsy8cG28AfETA7nFbyJxsPBc2RLlSbwY3MzKPJ9DSQIKcX75BAoDQuaMgPoRmvnc6XQZExoU+AxHxf01UVQCmfHF9VqnIg6tKvPG+fhCds7sAyLSZglAuYL3m+SSyOeJgQAcQEmrAHAFwur5TiUu9N28hq12rpvz3U0/nEY9nvW1X4MVE9pp0yieDSBw+XcI9SrzSHifLgJ+fKlFiM2TSXFeTsMmOeZp5QQdZvaL9HA6m4GMPEB1n1OWwmDXoLoEyz9WhmA0jc72pK0+FzZrMHzKJDsWK4uzc3m1qC08pUaJS7vQdYN08eX5v11cKMAqR2uzuzr24Fpvb+6cMH5up6bZ5965kc68x8/vm92d7L+9uKV301X/HYkWBHvwAyeo6ZxDQSCHB/POgxo5xTdDZls+2Q+E7GSuaUDqMlLT0/DwlEJsqD6yxYxl1AvEBGKPELgJ0PGuyEVoFTLX9V+wk3QnW2zSQFyuzpoCJ67/SUpO8aNgVfLLyfx6P0NXU+5TiGKhDJdIMpE0c1GDUw0DlCve+c1rIaaEqQXO9qNikfoLFeq8jgEPsywmiG++n77BlteFQKx3EuBspQ0GKHEo5WdqBABBRomW1G8FjI/GPGtiYVnVneYlay3xSVlraR8CuHhRfoZgXNoL7zjW+bxXIhQPWoroMqwfWjpez0Ebn13/7o62Yl+9neS5D6UsbO4aVp6t7f3r5BxtmH2gYUYtgrYQmqJTBO0LOQeoBe4EmXlfr8STJwsD2ef+h56DBWkwN7E6Aj7m1G/7Eh8O3bseO8y2XsUd2m16oMzKHyTLPxaCjSBm/VJ5e55jFmEdm1aBwfoLLUC9BHH8lMjnVk02kXn9MW5BPP5uwk00EBNZ2Y6UYMBXdTGba+kuAEL8WcR6EWil0UNuhCBcVq9rxHMAMzJ0Ry4KewcpWwSZcKkF6bSn3g41ioyFgk4B15+1bmj3waKT52VJMlZOjRXJ5Q2jGX8+uVDmXVDRVZeFTrVCoGGXZP0A9ZVjx/5MKwB2W32UlUkORpP2RXjx81y5mZ/Wu//d81/9m//Rs/dzSZM2g/b+ftZ7w1zT5xWGFtv0zS5pfqZoCwsHlwseYi2xwaWWgOAS8I0BZAtDv0QTlEadpoZgR4AhUGWVks5krLSI8ANjqkwlluklcxpMaUpgjAW+kymq0+LtR4YYQKpQDuA3XRHYOEU3rF6dbTcbEJIMQFUNhMx4HfNe2xlA99XlAd8KPrY2kfgL4kGK3J3/7jj6jQBBpkGo/BwhGYR1pJEs7kyNd15MU7zfSfPP768Ld6175zPqp8MxypPcEwKRpCRXMlzSYa8yetIKwoBEqPY4NXcjRVAoWHrrQh+KHah3y/lDvWqzwegVcv95BafbIQA+A08XPV9RQ8Z6X5Vu9QJLAIu34W6DwZmB1KGRj06ylvm2Y/5COomENy1POejH9mAqLQ4LlazibKCPWji5BZNm6SnARghwwkKCBd4DivVtcEKlsB6JUEH/ebLRVttodBxnjDpuDZUgHZiJ4JOaYaJf66pwvu1eKaTZj77cZs6o3Z7iuW8kHgmcmxWOq7kyFOBYsjL/pUThTYeVBxPFxrAOhkMAFCqTKGgBCq8wDm+jAmUM2BEriz/FfawnSh9O+DGsngtIrEhuNAmzo2bA9qUW9iUJXSIVLNhkKol5qT95wC9jjnsvechvX6o/pG2UbTTNUYZHMp+4kBk+g05DMknGiL7OpGzw3gjbrrA3jd7SS7SiMmmFA1aeCzK6UKf0aRBNzzGMjzWZGqsVkMTiKIVL4zsspHRR6YdtFpuRzD6yS0nek1O0BtBBUv2c1ivjTrB2tzfXltfuUXP9SrgWdNVekxYaxBQaicmWyxNmObmvt2I0CvMzf3b2kaZIuEFZcxGDMNDKlzgkcKlySgwixV9xwJEtwnPxCiApwjGIAjatdZXn87qEwhGigTGb8wF0idAFeU0KxWdkgDQYbaJaRqJYFKxH4DqNPLZGS4YHPjUQUZMzB5yJXH9SLgl3uaJRIA1zI3R4Bfge3ItCf6/EHRCMo1oPsgACLnrovPL0/qCYboXgJmBCnMbYPPn5Rynzt1ysZcAKiXYCQhjz0laE9I7Zf720F+VX0SwIOnJHug1FA8h8GDmltZGZ9oIiX3Rq4pgv6EGXnH+49roWKfGe8HTtYmQUWGBlYd9wHaDT6HVw2NvHKc9d3WlfN08H1VZnY2LzL3c6kkcwbt5+28/Qy3vqtLeYB/MPTVcvR9OQyHoqs737a9vb56LCvtEAySnJbUuaAG+oM82x48zCezorreM1M3L0rriiI2RAYzpZIAg3DdSXgQmsrcEdJGYO8Hl9hWG9qCooxDAMBj6Mfaguur5W/dt/KSSb3xR/k/mK8M0DMP1At+io/uqkE/3PJjsBa5AsZR1gV1D3CxHUH9zsdsuHND+IyJFgIzc1JPyqDeQuMlcMBBK+l7G5s6A9j3DqsCVWSCrrqhT7Yn8uP/UxsCAO+Q/S570mxqeRPWX9U+COYypMgM0/WEqVCUtmyawQJUukDb0SZTc7xXWEHNu4B9gvgjrx3BuvKQS9/UkGvkOGCWcNLspxlOCWUMr0FKTzOjSFEK9Bymf4/ulIPV61/JvZspDSAToMdsssoL7vd7GPpQT79TCjKhQ8yWpqOORRze6gLgPfcE6gB281yv8TB4Ad/8rKo1vpL1tx1S39F0pjBpBr77kmooMoR8Sj53AsqqgPW9f3v7Fku5baqB0nm5vGYrx7W5vfcA5201muwyMevl3CIY+PLze3CDfZbM7GI28+t1YTZ7Fv/RYsj7D3dF/Q0hk/VjDp5ypI4JpoFJkCfthfRc3EHQaKG5LcdGbQx71O5MCHKQqGcK0WRDmHNoyhwSP0sYKFkA2uh2epqFxr3oUGGYgspALIYpUJrZANzfNVQKX3Gfh/jzMGpw7ED1krmvVBY75gi2U9+OoPq0EkQPfp7PbFlqczaVzyFQ0g+kD8u4tAM1+8Ht1vlWVTj+gzZVwuQnmK3BUK1plBYmYNtr43Krnxu5zBqT+DQEobFh1KXsXPRzQaVQYYKhWDzHqtrh+UeDOMyzHHqsfSJjroC5F2gw9smTx/7Ro6f2JFkQDYj8bnvPxlJQPQTr29udPBcFpN7d3NsXr1/4ipQTuYtuZJMkFB4FgFoBpx4AdRzULGiAtMnQ+x5y4VCBMbQgEDyuUBYNmbSK4qnk8jP00QWANxvZX2sfrK996nrLxmtQsUziXWblUVNYQk8/MEAHoKUREwJM+bxBzY5YYR1oblZ5AGw0anfMvMvQPFQSH8j4l+fHKPcMc9JlqR1lstYIXLvej8PI8QMvgVqOB43RGNsIUiD9IuBb4ozMtqCyDHUwIVP+eteyed2rhjqCChDLMxybZvmDEkwP7nqiPC9lt4C4bnn8cvFlbJWGqfSRaNwo9o7zK6XkPeaK971cxkIe6AmjH7k7IzRnxo7VAsB8j5cmuE4yvBK6QUMPP0XVrlgtmtliVqZnesx5O2/n7aeytfVOHmzDXB5fz/CES9LmIpcHcF2nHjq91aH1n332QrPoZe4XsCgXUFjvDyxl4nEJqsqi1AplEyT6oJtcusJPFA6AfXe0PdemRedj5n232x3L3AHBA5An6jhPZ8S4nzGYszDTq9k9rw2peE/rY06+D3QQZs+KOc2Z4utiBnwyXNorAC/nOXjlPK7dXpsC+9BQd2pYdKqsQgDDxlX5fd3GmoAeHxtIGdxMohcNAZZRoyIQZVhMUPCe9z2Nm0q5NtAv7oNFOAyO+r5mdQGOsrnLfen0Xuj1g/RfDRBv1DwqD42pjQcl5NGDSw2IkqmaoEZWOK6xDywbzbpj/5p9T30MNObzNbn1qDLIOXo0h0EpCNdG781Imc+oXx+DB54TKEiTZCdy8GicpNKIhwRkq42QPlYJoP8cGx4BwgDAXKZcdwAONLlBg5zKNVhwIWk5m1FSD42ghnbphVyrwtcC8sAhbtvBR0rIMWij2yf515vNjfy4JgDZ7N+a7W3lNxjjnVrdYgmHuVIlgD4T8L7bbP3d7Y7mSwAAr9+8Nl0m13ozmLu3LQHQ8uLSA3m8vd3Au5fygJrNHdmMx+GZI3uXEtxabY7k/RzGAyW6rVGqD7KBAzUhBZimnQJdq2ovIb5C4OIVkPaRmeWR6c9DZafrJhfTaKg0JQQB2CGJGLPm+jKl78xk3lfd0RwLwCzITgaXVSQpRwVX7tjsytaQkZUCn8913snt8MjoArgz0AUVBg2ROXLMyMznSiuT509tGhOeJ1EdyTeNKuczYIOcaauGYhGoRzoVvkbjKX5P9k1CU6F31XcgGatBTFEU/gi+OwkSYlae75XnXG7ypYDVomOjclGU8jtk/SUYyOc8D8zVgznIe7fmfiNnANnJITFffXlHo6lLGZ/r5crfLzYmLUaos3g0jI6+wh1EmOFJT/HKGgdXBJKjDKNAyZBzhRJOKiCUoNd3NCtKoQ6Epm2cDzPE6gwqjxWPjD7QfYbKkwB3jOlCrvtytaAh12Gz43i0aK5MwQEf9POT0SslBUwVGR+4QzhgeWYRKsv1RbVKRWFzVHf8LAOPEq6hStFqOo4p30JZSQIlmUME7LgPTIczIS5jKSv8ALlG+fsQ6F9K09FqA7xdQatBwKLmUcHPTeY/FKJA70NDqg39DphLlk5JJIXBnVodT+U+WhMajC0BO/XbaZjqdaQB21vrYJBFAyfvHc2ZGNDJPcihNIMwTF43KxbjYrHufFn0eeb6Ml9WMpt/LhVkzqD9vJ23n/ImiMK6vExRuhcUNsqzPu0bBdkAhLv+hdkcXtDt07lvTBQYbMvFmtN0GOZBnzwhl90VbiqPK32j4WxelsNE3wANhn+bCC+GzVtwxmMWXgBqLVj2yl2YG8E7m5stF4ZJo9lpO+gaC5AsKm2NbOIhqFEMlMojNYJ8+ok9ElLC7ZTNjyCcFfoU/OeFmRfLoBzDYjjLnwv5fdSZr+uQoQsXIlJUXHB96R2Mp/ZaFSgL7qYGD9ZsqGUNkEsaDPSRD2CLH8wCmt7gYjt9j14LpcU8fbg0X3zxGU19wFuPZlN3d9D+rqibjWN89uwDAmtkFOd5H67/kdLQu3AvRoC1BXXeI/1mTHIC9lEQ1UY+eD6XUGIp9393Sw741aO1BBo3lBaHuUq9r0nbSCBJiUbZemvevPiKIHS1WvJctts7gqPV7JoNka1pKM+JDCdMqlarqwAe5Xjl2FYr5aJvt1vz4sULXgOAMFA5ALz2+70Ap5wl7gDI9NzKjGY6w5CTQx3lMhHYAS5sNw0AEwdeBO2g02DfXZDew7iTHZvnL78ws5wi7ea+35jb3caMnTOLDNr6FU2QdrcH08l44y0u1ybpetLG3sp5PH++UZ4t1C0oc7pjDWZZQvMdzYh7UjTS0ABIqg8Cx0LmkIChNAm0nyFo6TtlsKsEZsu4KGUUO5B6BBAGOkaqJq/ya6+mOHKPMqM8ZATgmu3WptypkTeYI6kL6jAp5pwwjyYjs3ZUmtMp3UrBrCoVYZzBXGfO+yCBTWXY3zL2Wr5aS6DPedDLHK0VsLdoGIXaTJ9TYSk3j005qgvA2OpYjXrr2O7vd/z8+Xw53ceooDMM75olndJf9HgTXp9NfeDvoSSEfxHkU57R5TTWQnMk+x3kfgHYLmaONJTHj9dK20LQ2eEe5uZivZDfX5nLq5WBfxacoffoPcFo7/fmIPf77rAxhwqUq8Lcyrm/7kqTHORe9HOzSGfynp2pO73LaXTzBe0CCkOIZOm+mdIMzBq90XhWIWidy3MSYHLfyLhCptk6Nf7y6kIaYjWC5QQOn2hulvsyk/Hm5LWg94COVe9lnJs50xt8FoLWoo4IGi2BitLIvV5kAKmk2YCmtW8hFYtAYWZ2co70kiiszOWFHNcMCrXm0HemkmOBahiKQNSwz0bjq57jNcOEkXWjk/k1Dir1Cq4++PVoWm+Q/U/kGeAzUsyg4wJXUpTQwE8HlQb7GQRMq58sqkz0MqXRH8s/ueZuKPkoQB1dsI4NrI6qSAx67IaKN9gzlNwRqaiBVsLP3eHcEMyMcBqWowZ3X54fiwfLriyyvlhc1kWZHOQw9rVtz6D9vJ238/anu42+QVtNJovsWhbfpR9al4yJb+q9X10udBIK2JjPVwS4qdGG0kliPBgjpbmjxjdVRcypcUk5KZ6opnhoQDxxNIzcb8OGy3oCkSZkerGAE0RfQZbvLuw/qBsQ4KrSSp3IIkm6RB8aLtMTsQt35KpPFJyjsgyblUZDoAqKCPj3JYIGQj5tpKplwVq6/4+Kp9MAQHnugdMeGlkngE9y/JrBjWYHR3O/34djysnnvrpa8PXPP3tu/mD7MbXmHz58aC4u1uZHP/rUvH79hSpjMMvIrCsdJ9u6Yxvjy5dvqVzBRZpgbElA9vjxY/O1r31NgPXrEHCB378P9zDorCc0iyJ4wSIFCgJA/+MPnplGAPr9/a25kONjc/AQHSoB2OcE2M+ff2Zu377iZ5fzmYDrwlRoBKQCyUsBg5n56KNvM6hwrqbSULwbh8NOzutgvv71BzwWSDLi+OmyKGADPwNcRzWYqLbz/pbTsEj1tZ17V5IQIMXkR7fOCEiP4G8wd7d7XgPgeEi+0Ul1DJKYAMayZ2DIXdWQ/7vfHZSim1CUQzO8AAqjapOPWLdlP4UA6E72A/oAwRcUPBIbuLTIlh+PFdlDuDqaRM+D2WpzBMjUsI4ypjZQyaA+E7Ll2Cfk//IYiRrVhc9M8g6ojc6mMeuuwL2aJCHjdVMAP0xjCmOX2drgFKyeSPp3NJwyDJdnAZrFY8OoVsxG3m4oLLVQmApGbGBrONy3QYOPOjwT8J4m+CYMQd1J+fJuOp6jg/GR+4LziM+Ro/lUN4H4P0kOFtcCf9tXe722GOPI5gswXK7W5sH1pQRdMzOb6/vAVx/zQvsv8DSS67LdN+9AlvbQ8n5hf7j3t7cb0w5LhG0g9JsEvJjas5H1Vl67lzkAHyJktP2YElSC8gL+NpIMkGdMrHIEoReflUtk2Mn9h/QtKG/0SgIg5f+SIAwDXf+B/Hiw4NCnsFqs5B5mPNo8l2BRAks4tWYAwgOdu7ShE/rlaIZFixPYOWgIZR9HzWPsye03YX4IeJfnKBxWoXcDLnzXbdUzAT0jAqxr6pYKoM7kWPuEQS2dXTHc5XfdruZ9B0FrJL9+nAIyyqQmKpPkUOGxGjzR4yC2+0PkZiI/gfueco6MTJ2b0ByrzC683+p3nH+47noNwxxVQwWfWs3cI1jK6QoM0I94qOXvFsvFIEB/LBd5e3m1uEuzBGKezX/0r/96dwbt5+28nbc/1S2xSSkLzi907bBPrAp+7TY3j5FlMZMMYRvK4XOzKNYKTrG47kPjaaFmPOB8AsRrZjlk0fsAepWAYU6xVh9Md6af+wjXYxNmP4E6ZJXcfGk2m8MEJvCABY0lL1RFAYBZHU9zc9r4OQRHTIKMQFsp3bFJlBnAHuvowawvrgiAcA6khKDBcpFrxtscwUngm4fAZJJd5HU5Np8a6pk3rZpQoYFV+0X76ZhdCEzm6zWbaG9u7s2rmzfmk598waZHZPwePABovxLQfM9GO3U3jS6nLS3Qa1qhj7KP1/K+O22gG1HKnTFbHUHu+lLCLlCbwrWGAyu9TbkYHZjJxuuvrq4Meo2ZPd3vtOH4YqX68oPSaHCNMBg2N7fm7dsbVhZQjQB/t5PrjKxxns1MO+ZUZtHKwI5f4VyJ9+B1aX5Uefn+979PAPX06VOqveA4FEy28t472qbjGKOk4ztjOQBSmPhsBx2zRHMHZDyPWWNcu+DmOVVKsE/NuA7UoYZxWAUbeXDiUV2h1LvufxSQsd3uCCghFRnL92A2IQmHBr4gykeNbea3u1oA0Yz7oO53AyoKDHEERM2K6Th8bKxITrLckTmOQ8iOtK40AH0YRVF2A+M+NHGWcGwMFIEsURgSrxe+ZnQ91SbRCFiPWfXhvafEECgxaVD/GQjaj43VscFcWWrIUyLzDmdUczIfECTmcw20kfWH2kpUk1Jg3rCZFtUFF6grPbLxw7FJF8AfQbmZGorj8fUhqBinYC8GeKcb5lh02T2lxwQePDsxEbSm4R6gwvPw+tp8+OFTBhZ5MfDe460A6jF4AoWmbW/k+XhFp9dezvHO7Hgly2whgHgLAzEB+4WAdpkfZm9GNFYeAJAzcyfz94CHTFqyMcAkNQ2TcEEBwaFa5WzG7HPd7VVCS0BsByoTTITkOK2A3lwApjZVpyEQHDgmYeYEDg4p22MffAIs6VZ4fuCaNdBsH5QHhIZXte5VsMtGWDznfKv8eoBtBLYy7jIEiQi45DUdmjW90qHafmvKvqV3RAwuOV7ldYhlUT2gsRHGnhwLjM4wXzx5hHJcdgjB7xiaPcdIg2Qwpbx8y2oA5iCqC5b669pYy4YPq82oCUNpkFm0jEBCFztZNQiAXCTfh0ZVEPwHXG8IO1rNtjPgtaZMMFcSn3i51vLCclYOuctGGcvdbDE/2LSvkrSof/uv/Xr/84opzqD9vJ23nxovpnPyQHokQCVrusM1MniykORl5r2jOgqlCOVpmjObOnBNHUKDYWjaVDU0G7LK3rjGhswyXoeGSE89bl0/rEv7E5Cu7OkIKJmlB/8dRVs2UTp5f03+LgH+gCawkpznulWtcwCVAc1SfW3hEorPQyNmkA5kM+gxK8ct6JMze8pjB088dT2SX15ABP8O3iL01EsqtuB16QTMTdB2PuW2s+EUX8vcgusdXwPADm5mkWrj7rJcm1eb3tconrYHv9+39tmzp/7h8rHZuZ3933/nfzUvPn/r91UNUGWRMXz+/Cs2QiLbjH8RdDileliADTifohFPvvWbTcVmOgGmfrkEIO4F8L4WYHpnvv2LX7dX65VPcjZn+mYY7GKRUoIS9/XBg4V83if27u7GC7C2+FwA7idPnpjvfe+7Fq6Iu32tDodyf/cHAeyv7tEnYL/97e+Q17vdVeb16+ds1rq6WqNp0uzuN2zQ/eKLzyUwUYdcBGAbAeKywNvLywt/ff0Qutb29evX5gc/+AF51/GcLy4ubFQ7AYeazaJp6mMzJQCo/N0iAACYoqQ/GnPl/ECBZV9angc9cu01wD4QoODahUZGg+a5rJSf5bpjf5S6G/aybHd+VsLCHlb1au7UIM+J6rxSjz3gVds2bAfshs5qEOGJSdhA23Y4Bz1mAVit7AyNgvg+z1JSWqzCGz+l1i3mjPMpMo4+6sfUNrWQp0t43dME2tHBnjGhvg6bPamGkUIRnsBcGQIBuOPn97PsoQJhYy9GAO82xBLIblOnPaXAR8tmWH1/jvnmo5ES+ObQ8AAgb9oKPvBmrtlY27vGuz72U6Ryb5DVTn3TV7atgE5bmHIGoyfm6T2A2skMRmMwXJltngZNeNJr9G+QB4W+fqicUOM/BCQ+PGfY0Ix506tnwhTsYc4IZPMj7DVTAna/WGKMLKYm3WGIAQwSvMwAW5ijtt2O/Y/7w5LN2Iem9S0oaxUDAjnP0cNldCdzihZDkD+USNJ2yGx3tu2UWpggKEsab2VuMfCBtGAB3vmleXTxCL0A5qs3n8t+JDBvtvRPgJqJllpSr1loqrpYeDxYP8gAlGea7zykRbEvoNdaAqgx6/0iL0M1BQ28ve3bRkVWBsB65OzBMbE2y2Q84WMk8EysykBCO10+A8lsb1nFVIeqdmgkNhBYK/Ma8o0yEf0c9QQZwzkdqfGcquS50ttwQ8wo16HrOyWVU/oGNxZttewL5VGwbxtN2YK4uwHEIRBYRtJiPAXTDftp0LzrU6uUGLbnor+U3qYUk0E/qmo+yryiRntiQ0u/GsSOmIsJowA0nUKhJoGUrDwn2EKO3h+5GBcPLtssL9rFcnXIigLSNls51Ppv/rVf63+eYcUZtJ+38/bTwOtjK8/e9KrrmsdD3zk/tOlh2JL3uBZgiYl3h67M3hAsXl0umEltDvtINfGk2/I/qdfMOvPIPgLyBrXYQY1+wqrrj5mtSFDpg3kQ3A57Anca+iAbVzpf73o2VOpiUHtILTLzrwpehoLXyiP3NNpTNRg2pJ46nCudx03HFxOECR7cge/uklL/3muGPKqvMO9fxn2kwWDo3UwkgxPNKHoAbblmESSQsqGZ+9T/Pz/4kfn000+RDRfAXvHzPvzwa+brX/9Qrm3rv/z8NTPsAOZZVjAthCwwfjcMyZQRjJlSAJPpdATEynsoc2dt6ymBOJvx2m0EsOMknz594vdyvgs579qgCQ4AUd1fleq0MK9evfBfffUVFmE2JW63ewHht6De+L/0l/6iQeCB69OOB3+QZSqfpeaDD5/5Dz54Zl59divveyHAvOB1vbxYErSBKlEd0NSp1YOyXJjr60v5msnnvfbg9MKG/Fvf+RWfZDLOJPDY3t6a7d2G2tjf+c5H/h/75X/cmPtXkec+nTeuQ/jnmd01FU2ygvOrB61J/ekLs622sfn0HbCuvQ8CnmWp7uqKWT+XZ96xh7jzyJJarNzovENmXgB3Tmfd0fejREqdV+Dj9WdtzhzJnY3DHkocnQDWIivlX2pa15K7HMfQOKCa5CQSiA6NfGtoSIz02HqaR55q52igzIIUZOfhvjlGas1IvruP5wZAOgQqSKQDqevsOAXOKW1tzEQ3QdPniQNrCIDpQDSREAwVm5Iwz0cT2FcM1pUn35IDg2boAXO5jLU0eYaUrL/BXIuNhwJyg6pQcpIFj1UAmFoloUnU+Wh4hnlHmcRh8MeAI9KJRq8Z+l6VZPLUaxUEeucNM6hRxjHJEo+Q59AcPFxRl8u5WV+uvQYzO6PN7M1Eh0HVq20lQOsO7LFIR45lAbPqPwEa277uMH/93QbUl8rUlXwuokiLVtERBgh4BHjQRIAd87xFw6nMx9avFqVZPbwyxbowV/OleSZBbbOZm+JBZn78kz8wArwFSBeGza95wSxz2kJNBTff+VzmmPWIWDufDEqhmufoGck8RNfBue8hiTp0pqN1rgTDFlRAywAEkDnFcclza7ShigWakvwv0ZZn2X8tr5VgFs3oqdLIkkzGcIK5IMERqFBNQy+CRD4PsqepzKsEDaPQgjRjcAju6bg7LU+kvFg6kaoL6UheyxgoVmxEZVkAy4BTAyTKq7PJ1IReUgwmTxlHCsx4BrLsCpBrkDAFz0y8p4oMuTKJtwigrVafsgRCDFBAKv3Dhw8lFjcejbCgziQu7+br9Z3LZ7sOOjadP/ytf/OvDD/v2CL9rd/6rTPCOm/n7U9504b94XHTHBag0GZlRxk10AIK8rMpPcaH5PJyLQ/70tSyALf7HoCf/EjHBp6geQveb9urUoQC9lDK1Nf4ADrA5QX4RIe/7yPHlr5+/L4W4OZkXYZCg+piyOOcer1w2xvVXIhZ3pZqMigJpzRlGemoCft2NfRxfCC3gUMPnrq6lSfkr1N7V/Zb5JnhQ1pTZ1qaB9/WJRZFZLw/6DegLEpq0Kh4jMdLMID1ZPQT7YOqMKqqQQ7qer1kyf1utzG/+7s/MPf3dwSuWFy0KdDyfa9evjYzcuqdgO11UDnQbDMCF3DK0VuArLHEQx7H0wnAq2SRb5pIEUBm3QcH1IScVzT+4U2zxdx891e+a548eST7X8i9Gpm2BNccAA8KDx//+MfEPc8+eGKePXnGz1Mazmhvb+/8mzc3/Cwoi4CT7lxmLuT8wGH96sUrHu/tzYba0+v1zDx5+tgsVwXHC2rSSbIkOIcj53r9AKDdQg0Fgcl2e29+7x/+WI6jJQe7LGZmK9cMlAZwW588eagZaS609gg0TzXDA5y1brBQoOhGT25wBzdD2YeCrYGcZzS74l8V9LQJAOX1ABlgFlysLpCWM/d3W6iq0IBmj7ENB0dQDKBUgnFIakdP3rIfVcM68m8BDMiZZUNgSojBMQeQi0iPxjUOCiQBOGbkEsMdSQXvZJ4RaKgspP4WetK9hcIHfS4hASigBzKZaJYDfcF0g9rcO51XaPQD7snKdylFGGMR1CruCRnfRMMGBKnjqMdJJO41v4nAAzzf4ziTayyBi0uURqDa7j6A/0h/QiNoZSCHiuk9K2TcZBD5m9H5EyC8bXryrruuCWZi+tn6DPHqQElYNIZjUp42Y21+njbZRnoY3h857ao2ovriBJ8IT+QaFQS+zros84Uc2BC8COazuVksCvbq9HQQpUqLGv/4lJryqJYgOOkr/Qw0YsJsrK7xzLIcZwi47+9APatNCx15jg+FlTJIDTLyFfYxqh6/lyDAybh7KEHt04+emQfXS1OgqbS+k5BiJmHDaG62dzKWYbQF9Zo57wHDw15FYAVQ6vOHMbkqoyQW/HnwsnMGjbhNENHsvKo/4e7PZV+oaKHvALQXZtAps2g4pj0CVHDBSb1LmXlXZ1HDqhG6RtkeakHXl2sABU/ooWNcMRAuyKlHIzU8DroGz0+ZT1D4lOPD75jgoSKjPF/lepFuNqgcpsBu3jvPOo9hVl2bAFR3nQIweLYje2+UdoPsOIZfQoHajM8WBeipSj061ZBFpYuc+UQAfarnr9cgRbKjXczyzs4vmrwo90lZ1MXy8m1azO4khKmrMWn+y3/3r45nZHHOtJ+38/bTSrVDcmAJzvN+8yYdoGriejOX/6FZCCVsZJpq104NlQTD81RNTow+6KMUYUxdo5ANwH7Mrh/NigiyiLPa4KmUTFM8Gi81cFAFx7rsIUk+6YwPQz81scZHQwwQIBdXQC0kVwdRgPKyTLTxLajXxIxczoPVYCIPAAY8954AJZodOXUt7Wstu7tYzj823sb98dhd+s7PkboSNwXdtXn+yXOzrzc8NtibQ01lUEqC8lTzwVxdPaEpDIAUOOyaVUdjqTasghutWWYXQMnAAABNUaQBDCmBH2TlZjPtB2gFtMNa/fLhpYGGutJM5FpDxSY0Zh4kYLu7fU3w++zrH5rHjx6ar56/4bGFRlaPrP3z51/y9avVShayb7LB0qS1APVbHvMXn72V49sJ4CnNk8cC2MEPhuHSImWwlqYrHisysLvdPUdiEsDhdutN1cjdF6B++7YHX5TB2k6ANcr5v7e+MN/59ocMgHAOkYcd6Q0KvAcq8sAiPTbrpqmeL9RqIqcd78W5IViIDa4KS3MCQchX4pqNm55NtW1lCND0M3sCrrbdm5iFVhHGke6JCBK0iU8Bph2VLUXZOAQOaMxFflzAOv4hq8vzSKOaDAKNDg6OBPT4xMyeuo6qTCUZ5oxEOzbOkXaDn/tRNdvDdcnN8b1BojGMpW7ifB9pRqdNqAOrNuSxn3jEHLnx6TsN5aRZ9KBA5KGdIOVrwAVnE687vhaguHdqVMY+74NSnNq0n1x8VY5SzZIwXgCoMKd1aun8jm6nQ3BoxetPnVrjeWG8sKkZALBT0yAabwVwl5mcWVgAy/VSQHI+MzOZt0Ff3uSpVgwPVUu6Bo5nCOpAY5vQebUFB/2grskwKx1HNG8fZJx1DBBgNJTZzLRJy0bjFAAYGWYBt8jho/cAEohOrgMaLcG2dgJUS3lGtxbmQb3Z7D4zNxLgd82eDamw4CL/HMHe2Ey8KnCykRZOrVK3ec8B0kdNbtSNXqMsHZlziQFwkYAS4pm8AIxHANjh4OQ4Opm3sU8C84ptnHJecB4dgjnZ0FkaV3WJSjV2MjYbVMHAPUFAjD4ABgSZyXLHhuUU70/jegGQHLL4AM0II8dC5kLNQMePCTPvA4lAI5vvE7pZKIdd+ffRVGnUFDrAOI3MLEG6CUZSfnptAPyW9qmUjtS409K86WK5GMs861er+badX3+129ftIOOgkijjP/+3/oo/g4kzaD9v5+2nutX1Jqmr+hculpdZnmdw1/FvXry2T7+1IhhsN9BMSczD5ZUpl6WN03BZXhq3hEZ37feH3kxijelxoh42G9ubaREgPz02o3LBPSldK6hWUB/UaGyRO68No7J4lwr6NWnfB1MmBSVovpPfW13AIcKlravleh1Bhw3yizSDUrB9LJ0L3LV5Uvp+7K0GECMpLnmhfPqoGy/7IPc1/GwDMJ8MlXqK+Sl9EvQXNwF8p4kvNMjK+d/db+yXX73wjx5d83zTVBFaW1W+l0Vtmef24vLCD01u1WQoDc2SaODbIAtur6+vUHL3ArRkrVHtaeXV5wQg+Dl3pS2Lmc9nicU6DnnBN3e1hYzdQsDDxx//0G+3jyG1aA/tDfXcTV5YmAXd3e/89773PbteX9EIyrzHa+77hP0Kn31G4E4Os+Aa8+I1ZB4H+/DpY7N9dUeKyocfPLbf+tbXSDGq+z0X8r4e7Nu3Wzmv0oC1I2DGUxZTVsn1eumhHnN99cDs9nv78tWXUO3woBVleWZfv35jfvcf/N/mck0+vBXgjiDCBmdP/g4a//lsSQBHKD2oKU+e414gK63mPxHQRaAeDHaUgy64ukMWEaZKvH8j7d7TrLddVXMhFyDtO+qEA48PWg8Cf74fFXUjKcghgfmRkk9jUf5AgjIZ2HsAlfrMJar3jP4CQxaDtQ6SITQWUv7XhLcTJjxT8K2JN4AsgDGQOc5Cm1+i/XkIhJKE3O0svI7HStv5IgJ2H0A83wuOO76nK+1Arro1Exw28WdoolsNT9Dbon0bgsN8HoI/KPCdNrOuJbiDmc5A2cZcvj/oeAJlykRfAp0rg/YqW20+HHyg5Fi9X8ex2IdgXk3EoBVPwyw5honTTh456U6h2RbnS4nP3RDjLIJrcP7psBtoc/jTarFmA3QrzwwYHuUyP3A8h6azdaXZdQm8WJTIHJ6PLTnqvczLpus9AoRuPMh4rPzd3S2JHF0rz0tB5F29VxdQz6ASt5QUDAxOmLmlbuFLoMduYJWn2tUeZQn8D0C36760u82NhzuoAH6LfZpiATqPnAcUjQbvJXA0+Fs3siqIbgbvMub2M0HlwL5931mA2jyZsWLqZdx1jYQGBN+j1iC85VwZ7cj+gcgRVMoR0t4SrMA11fYeUgSwMMpJx8psz7PmCGYfAJplbXj+DnKd0EKKsT+bzclWH7qD7duOeugWFc1MwtS0kLMQ4A9yzujkv6D6jKp4aZShTosjCsjrb3lyWseA0r1PrLNoKgHHHrrzlqsE3oEgGu9NLDn6qc41NG8MY0L6FTC9jN9hsVz2FxeLjTy3Xr5p+uZmV5u/89v/8hmsn+kx5+28/Wy2tqll7W++MStSd3e4tVW9NZdX16Y/CIBwqtV8eXlhkrDA9zXK8Uta1bNZNAFHessHeIZGQZdT2/xQ7c1XL9/Kgw9QBbb2SwEDmvWA/Fkr4BVZGaoXEGAirUQ/elkyZcFpK3If4TiIzxn7nhnqFsoj8vBG9njfJKTpdEPNTAnAO/SowaGEvw4wBXqIklxpO3hQY9GwtmT5PcvnqhgAtz9XUxkmoZ65gPZxJ39ay/5H09Lx0xMZ5HKMc1KFVD8ePGwED9RKB3BOtPUPPO/94WCePnlIWTCAjzIvzGfPn5sf/ugPuOiuVg/IfSWXNp3J3xcmT0u0CqrVeEbzGLOnaVUVaAeaHcTnyZJsKjk2QMr5vDDgnMPA5WLpAGjN48cruSeyUNNiu+c1wudBXx7Zt9v7rUGj59/7nb9nfvKHPzGzRUkFhk4Q0ze/+aFc+87cb9+YWkDpxQO5f3JsAj7keCDbOJfPuqMuPAAy9vPVVy8Jah8/fiaff2mwsD578oFZX1yaGwHonz//3Lx+dWc298oBduSbymfc7E0j4+WBBIaQED1sW1mAc/nstwYOkqCxgGJQlksZewvz9nZvXr58bV7u702yfGCePntmLuQzMhjlQGpP7sfFxYxZ/6Y/sDxeLhYh4zwjNWcn1wlUCoD0mGFHcAkaCXWb0ao27AkhYZ6Ee9AcEFz0pDzhNXmXkxoB2k2XIGsaqF2ALaMzjdd+gywtTJ7l5OvivluARxlrpgPtTK3tM6jmyPxo5D53A71kOe72u4rNdQKBTN+OVPcYs56628hBMuOYqKoHqACaOXfMKmbJUToS4BGl/1Fz5krx0GCG5xrPO5677kclHlExSDiuldqSJDqGbJ+S1kagj7ZNwE4cF6jqMM9ix99o0hLUL5wu5jaoO55Z5SSRcZRj7s80KyyReVujAjFnShgVP85tkIcTtluQdgejqK5TZ1Dof6Pq56kootlgVOF0znjeVz43WjxzcO86Sv7By+EAahMNd5ROVuC80M0LR0tavXpTyLwqF3iuyNdlRnUj3K/9dmt28qxEBrpikz7tnGSseFMfOs4RpDI2h515I+MbY4xVAjkmeEiAFrZralI2cA+pRS+fWQ+NKWWs/MLXPjLf+vrXWOFEhWU2h/LTig2cB8xBOScAxrevdjJ3UI1ZGgpG5nhubCUYuKPcJygsyIAnaRJssQz588gnQJkF2vLGqygkggY28ratOr56pWMBcAMwj8FzGfcC6j7DoGOC1BTPzDSVpUZMmgzqWVvt7pfnuUeDvLy5kOOb41quC3O5kMBF5ifoXFfzNeV620Ml838nMYccc6hkIpWEQIaKQj4oxcv9Qi11KftaZKWZw6NAYljbEbzLuFrI1d8q3XKki6k8O0pKt2Ls5YuC1B76b6C6UyiVClWxVJmYvkwX2gqO6lgq68asQFJl9Iv19pCWuz983Q//49/8zTNgP2faz9t5+xlOKpfOrC983TW+72obk9/L5SJktvNJh91EW3JNn1NRxQmQWs+RPWd2yiptxTFjo42iRz4qOK9cDEos0HMuDnDjdIFvglx1kZa+H3qLEjwyq1FuMc5+Krw3SpFxrgzHWMZGUeuK3qepA/XQm5DhNlQJcZPFOhr4QvabjqGGthpGzyfQWfqpsa4JlQETqBBD+D71mt0bjjrhQZUSh4tzv7z8gA27UeaOi/jt1lTbmnz1eQ7Jt550AVw/KGpoOd9MFA+A83Fsmd3EOQkIhMoJHUHbQU34lO5x4hIpq1SrDXsxo4wSt8+RDaVZTkt32ot8TYMaCXRIEG5kwUwfp+Zy/swsZVH7+OPf91Ula1WemfnqmkD74uKCQA7NqWgCBSgCz1wCP/PwIUD3IzV0kuDmsK3M0Lzwf/TJzoLec3u3QV5X74cgsMWDlQQYV2Z5sZDjGASEoDF1FKCzN5Ug5LvN3mx3rYA0z2v3+nbD1ohqj7+35ke///vms48/8c39P2d/45//DVPdbX0+n9knH1yaL798ZWbLgmNBr2VD2kIaqByoRij40+OJDanI0iIze0odAVbpevQKIO6TUAT61AJOHTLkAvSGwigloNNm6iTwrQtbmIlvjcZNMImRd+/QMzDQHVhiVMt2SjrB4vMKZntJGeGvDecDZRzR1JpmsEdnkjBHaUObsG2uVNwoLgmWDJQ6JrpLPD9k3GNG/Y9lxY7usNPP/3+kOnA8EjSWBrsnMx6pNIhhIeW3XOYEnPwtKBzoIwCvuoBr6BxoyLLIBvdVs7FQptKseGpmUKkawDKpTRrpZnR4HWxU8Dw1fgrVIBs13E+8lAIdRmkb0BaHWRKNfMD9H2LhzbByBQoQKB2L9SKMlZClh+Sn5i7M1aMrs5EAEU2pTQ2VldRS+hE9N4eRfRzQL+/lPoOfPgTqzhh8DYADsywnaaMDXcOrOVguH7Carc1qvfLXjx5bzC1MfJgx4QHRkc5SUY1ru9tzbIDCwl6GRDne++2gbSNu8AL4rZVA2iICwcCj7L8EqzsJ3LKUAZz2y1gNJiGbiABWxloBAyPSvdiFhFy5t1D56RDQJryOlr0jKp04jlpRcnTv7WE4RJUj9Achk53KM9fSwCjzy9kDWy7oIushXylhte0l0ELSoMjgvDczaGrdbQ+kE5XZTMZLTrolKhwSMpsLeZbNYcDm4YxamFoG3eHQ+gOakm2N7LycC+VkLAJ5UtMSNaNCDwKSEDYpmZEPZr/A7DbhpBtZN0Wog5HZSRAxl31ZKOnUbXpo0JCQnQHEGbSft/P2s92yTJ6kvrd7WRSKrPAldKLJI3dmd6c8aDihxukHFZc4HSO9hVKIyDTVAJ69ubs/mM39JoDdYSqPqzOlKq8QZALQ54b7p7r71BfX045c1Vn6iRNeEg3DlVX12dc5fVOZ+Rwovi3gVhaTRQElCjqPBvUalO+j0oby3J2rBby4k8U+fHUmOLCemjFF46chuDhOwNzvdofjMbrjoyoaFTHoKLWx8LM//MTc3d2b2ao015eX2qRKQI3/QLnBBBqAAve2Cs6OoZSM34G6kJGnXkDlQZbEFsWJALY6ZtwfXF77R48eMZvctC0tzgO4oaJGls/oVHloKrOQr3/uz/2SANzco1H06sGabq2ffPylebB+ZKrdC//2vjVv3yJTmFNvm81jbEitAj94CC6COc1ZxnFjbm56lsvTQYKX6yu/urwwjx615vXrF+arV6/8/e2tKWSRXq/33N/+oCCnTJfkJiPYOQgW2kPtBe6LAubvBSCBJ103LRdd2Bre3d+Y//N/+77/p7/3F8w/8xf+CfPJpz/xL19+JccE98oVUqaefRcSkPBCDwrgsf80nUXlFB858YHjrnQRSM+RYlKxTI5Md9fLfUATqQBy3j+ME5tRp9l0leIX6wiC6BEEgOP1PifQeoYV/KBcYt/m4LB7SJ8mIe4jMxgNiajMFBlAB8o6Phm1yVXiN0BWD2q+hzb+CO5xQoWTMcyzJHoYBQnDUyfQOM6jUo7SqtwfA+4nQcwE3mNTZ1SZSWS+OdZwRqM09iPXnY2IqQZHThVmmEVVdR7wwuXam5kGvwiNST+Re9XfBtgfdN6h+x2cWtGHQM52aoJPZxqpT1Ow0HWgHI3MrquPQTrdV6D4nkFmxUw3rhmNq9J3zt2THS6gdb1ek5aWhgcTjZS2uDYHvdKJ8sLRClD3B+8bw8pT14W+Cja8ejaI0/THqGsoCSdGjY0AwKkJHmQ8CwnkLy4emFLmWSv7BMe9twDqO45FNCwjIO+61re46DJ+kF1n/4RcSUhs1p3quqfFXgK7wme59hAgvkd/DqqdEBUAnx5kFoTEucylmcaWzKhDypTGSOSGJyEBkEAE04cBxNgJYxLBAgICumhTklEfp2mRcPyiwgnDpwxypaDOGBZSPI4BFCxUYHE+ePJeXC2nIK9GxsC/ZgCwvlyxGkNfhpm6ki7XqbmcLYyTeXKQZ8n9oTZQ5nGgLckzf2gd7zOUlPDJmJzIwrPFukEj7IwVAcMqgiWox3Fhnvok9MAOKniAg273tc3cMvVlX7rE5kVi65O147ydQft5O28/3a3vKjyOV0G20GalKgX0pKI0aDcN4BMP+56UGO0aDU2kZTAFCi8qS7iYOpaEwb0+tM0kjegEmCP7DPoDHDBJQYlAPM7sQZ1SXVoGgD/wb+CBa0OoZuVRMmaG26hBEptbZZ/IHi9xTJDlUg1KeW+QgnNQ5ehPmuVKM/4J/f0E2kG9I24AZym0y0PgETFOXQcXVherCu/tZ7mMP5jPvnxu/uEPfo9A+fryinbsAJOOWcdcsGXBEiy0qrWxrTX5TDsBh7wl0IgNfUcHR2Ou5X80QBEAPQqoKRalWV7k5snTSzPf5Mg8maqt+H64kVImUn6+b1FibwSYXJrHjx+Zp08fmCv5inuFQKS9auk4u9sJsEMzXJEyiIifj8bMt283NKq6WD00i9WC/HT0JfKay/357nd/NYAdpTZBYQYM810FB9bePH/x1hRvtubywQNTyPWjumHaUxGDykEMTlZq3iJAqWkPNCGiLKV80Hq+NMNsSWrOf/Kf/ofm//r7/6z5J/+pX5UARIKS9YWOZdklFvTWzFRukMGQGuDMZsPUiKpVl3ebWUFVpyoMoEwbBUIHBphQKjqkx3oMmF29gI/CH0tSBZoJMyAtcmdJy1Blf/UGhbmNI2jJmACEKgaUZNDw2aIJF1leMrsslZbUhZJwkE2yndw/HqmAHDTpqtNpOoHQCNhPOfunzp+nhlSnWfXj9zHgTsP1SU9+ZzjeqHVJTaVa7e4TfQ0CtsTMzKSb3p+8MwROMrBNQW67foQ6nbY0qsJrKlDAIFvIACMl/UuDhSLMAZkXTRqeUXIfu2EyGAP9LVbAjvezM82hJpAbeK8F2A7Uw/9jVYVYnejZSK8Bqu6zU0lJuQfID6Oxt8Ill2sD6U9QqUDnAX2I/GhBysjmA9jjMYuAbOC4siFIS7RiMCr1BDQcPGPg6fD6xSue10Hm483mVtV6EDg1vanYhD4ZegbahwQI1V6u2cCmyW6sqcSDagFKEzDBShYI0hakKaICkCbK7faJ4/MQ14GfA3dlSjCmVGFhFYfsc0e7XzZbR1oV32jZiMvMuwrxCDBG9n/ksWBcs7ka1Bp5Pyh12TIYWMheMa9Bobq+vmBzOahwb16+MKtVzgDCynu3GwmInJcAwzKYengFiuGSKwnCNzVDWpDChYx8hSbaZCDFDcpWWgxK2NzNxlhM6BYVgagZPJgk+KLyyrKCYagulmfOQ44YnzCzzklIcHkxS1GGrc5I4gzaz9t5+5lsSDzIQoYcDPiS3lGJQrWS7+/25qtPvyDYg7LJav3QfPD0kbl8eK2Atd8ZI/8vlwKw5QF76Uqzq3eG+4CdeTkneMaio4vdQAMdaA9jITwcBDDOF6TMpCaWuJVWE7PWCAIIzqno0gbwH42NmNlXy+xhZ4q5gNVyzt9PmUMXvFehgEOoE/qn6oTNpm37PmI/PmXSADZp425qMzmzIqtelkdQw5/nIcjQAAZ/j9brv/fDH5rPP3tubu7vBSzWhs2nOeQL0Sg5Cxl9asbLQq0KPHGDKgvATdNoxhJg/pSDnZSZWayXBsIwbVtq9SIdqQWPTPSDy0fyrw9ynQ1VIgCc7+8hbbg3T55cmwtZJA/NzvzwhzuzfH4rIH4u92hhvva1j+R8/pDH3bNxkLr1VLFRk6MZX9tSug2NsqnJ5F876EUt54X59PmPBCQNQUaxD5WXPjgbAnzAFr2FrospF5dyXWrT1HvtW0DVQMZV397Jgg6jSGdaWdUBYksB6imBrKGcnBVQvLvfmP/57/5PMsZem1/7y3+RzYM3NzfhXgKc7kIGWas31KwPIDZmnc1J1pbSiEHDvG0Sqlio2lFKxRuowpQS8JiguDKmymAhk7nr6IiK4IIg1qkbKjXXA9DJ0Ck5ZCy/44I0Y0VO+iyX+7l2so+FXMuNwjoOQtAGEqozAQgBjMCNNZO5CaUSuDMmRltF2aw50d9UWeg0cx6Bexyv/Um0Gc26FOgeAfvppi6oCLIGziHQoodB3YX1g0NlLdd9QfowDSUlauhPgachQCdgdi1BO6Rm9UNGjvcYHEB+VpWRoLKjwVUFFZ+2ih4F0z0En1wlUJt3gpdWwDwkDYcYrQMMolyI3yGLngTHWFyDPFVPCNXCn4I6nGc0VcLxUI9naCAuxYw6gk3c+9Q3yoeG4koI1wD0uxEyj516/4TmYlxLZN0Rx6RWpWNvbm/Mtt8SoO8rmfMyX0f2FEiQI+dVHySA7QuVvERme8S4a9Xshx+rcqF4DtQI6JA/z1Blw73vmBmndKOVoNFpM3aHmknbM1vO7Dp6IHiYKi6KHokxjPcgqEJwTuoPxoGzqsRCFXX+gedlKMGr1CD0/MAAChUPJHKyvFCVo1z7eOAgq6Zx1ixXqNFcc5xVh73Z262ZlQmre3DQvbq6YJ8QKJhjnpCiV0F6GL5+6N2xe8qIpuwpKZUW1anbaW9ceA7JMx79GVZlSOX6e1U4lecpaD1yMjimWZnTF4TawmhIT5xb5kn2L/31/6b7r//Gv9if0cQZtJ+38/ZT3/CwRQvbnNlpY5V/rhllbJ98+sK8ffuGD6knjx4T+IHugTX+1atXsrC8MY8fPTXf+MYHbLy8efWKKjCwKE/kQZiHByqsxlUPuyGShdTgXDD9YjkPgLUPgN2cgO2U4LcHJzxkq/tArp/e0QNKBkDdI+Mdsv8xuz79F5mXnYkCjwAIWr+OVJn3Hi3RMybtA3rXYMKY/k98LEUqDOQxL8toDlWb/+Xv/h/mxYvXVJi4urw2VxdXKnvnVA0GC09ZFJpNkyCmidSBXFVgNEApmHlq5O+HIM2mWesDm02XcwVBOGXBuJRXROPw06dP+V6tFDRmaGozl3uDZlvI7m13zqyul3zv/d29ef0CABFKMBm56ofDR7IoXgqIfGtudjfUmwaIirKAAErXlw/M2zdvGVBVbU5VCOxru7vn/fvDTz9XgIj8b1qaxWLBMv5mI/BAAPuDB4/M7du35jMYTN3emusnD5UKhObABA2cgwB3AesWAciFuX58YQoZV1ePHlE3e1UuzIvPn7MRGHJ1P/n4Y/MPfvgD8+V/8dJ885vfML/47e/IdYCz6pVcwyWzpZCWjAZK7XtRWwSz8RyZaR01P9f3CbOZx+qMM4UETB7p+E59A5ztqAONHHOfdBShCCLnzKiyuRLBS+pJK0jl88dcgYO1vQBwY2aZIy0jE5Bxv03ViyD4lKkSSWNo4CPgL1/O2PhbBJnIKeB4D2vH4OP9TDunQKDInAYyeL2+pg3vS6fM9gRgWfZpWXcY2iM9pQ98/CQdOLc1kBxIg5hRbnGmtCHZr8A1GdMYOzAR6oM1feSup2HcSFCRVMFgKefljPcH1wNzAf/ev48RZMdzQ7Db0bRqVJDIqkDyTmUMPQmCIk02xsAtZcYX8x6B8nG/jTaE9wnPD2MCOuk7CSDaUUEvXE2ZnfbHch6VbzmGevLpwblm83CoeICmAglEVBTQbN7IjtpanwsecrUcfJ70G/Dgu1b199FMStV+SCHKXBkR0MkxumyhlRk0wmPsjSkBcIYDTOGxocGgJd8IDtjKXE/8yIbeXAIk6sV7zegT5B7FWQyJkoO+Ho2oVi1p2aiKZ+oQmhwI5PteEw2pVpbgRUB5UwSb9J+Q79Nyup/4VzWeNSXrLKtu1w9X1JVfybwr2c9RmEKCDvQR+D6nnK1l4CHhSgvPA5kjcg3KrKBAQltLcC/Xq0FFK4NDbMLqALjp0FZiQy0dWVVAEtUrxpNp4V0GahMCstYPIxqo02QGk9rcjv/KX//bh//qb/zmWZf9DNrP23n76W1VdSfroMDDPJnVXe1ff/HSv93eEGwlQbJtPrsw4yo0RMoi8keffC6Aa8tF/O6eutrMxMMwBDxjmNMUsgBhkQEgBRVkCPXweT4TkLNik+J6vSD4r8EHD3q8oF9oE+g7RHL+XJpAuQg0nP69R4Jm503krITXNQE8q5469g79X6dF/LDQR8CekMPPzGOoNMTUe3ripRoz7OTouiaA4mFqNMXCEI/xRz/5mJne5WJpLi4/NI+eXrNisJFrhMw1LMRdkLfshyMVAYA6R3mYpjMFaUmkCamV+gQ28e/i6kJA9YygqZhXzNLOV0tK6/WygC8v1hObadPU0wKKJsBUQPbbtzcTyME9QWYR4ORWAPQPfvBj0kfIgZeFD8lHnH4ESOo6Ck7oQAdV0Hw0I29Y6t7sNubZsyfydW/u7g5mhwz/tiYYRbA4QPYN2taykN++fW12N3fM8j16dGlKADQAUrAk5s5UXcHfP336gZktZmYp50gVj2ow3/vuN0y1uzNffvKVjJEPyKOtBKB99tULAYmO5/Pw4b28/0MeM0CcgvbZBOxOm04jXQZfmyboWEOib1QLddJ3mbnXpkBj1PXTUSff0LDGlCrLlwS6a4p0ZJar6VIxKkUC4DFtJsCC8j0ziMtU/oH/O6NSjjEPTFO1/GDQGxoB7GjEg3b2XMYWAPs7PPRes7fItQ/Ju3SX02w7zcvkXsbvI1Um0kK4T9NNMq5D+DoJOCZmigy4/3SYuC/9OJyUrpT+QWnTIlfKjwtsdGTXJfhsoV0e39GkIQMq4DLTPo2OaknmHbdW7UdpJsOk04w6AXrXHTPswUSL6iejmcBkQXpLyqCQoBn0FVDUBBRnMbjB86hHIHc3uQ/jLlfVRk45UC5kd1BxAu2DVwBvATCX+Z7Y2PObGdW6V+MntjlYNfxhpnqk0jlVskDHQ1a4g44/VGhxXGxgTUiV6m3QgQH1iAZCGSkuyNgnM+xPQH+Lno118AkomKEPsplyVzp5/ggYlmdAEtA4tTNNElSIFMzSGwCGW5GPHxjvPPTAw6dgIlWDBhoeoasabaugEUGdBW7C1EIPvke1rBcwWALHfbuT57IEtzBxMouCAduh6dmszHFTWAZSnK+5E/C9lMC/ZDM8qom9bSB9oM8JWSXmOHjIaoL+Ar17VGtRJZb3Fq40Hcw+NnJ8OCb83DU6LuT+93SL9b4OjsM8lwzzDMkTOfJUm4kRlzRdLUtnOqZts56VBSRV21DIPW9n0H7ezttPIcPe7uFugaf4VeZS++Xzl+b73/8dSpBdAOgBlMEMJb2gSgKoGdVuZ27uBVxVe3OxvOBrwD+82+7I16YutjyZ/1/23q3Vti3NEurjPsa8rstea1/OjoiMzIgwvCQWiCmkoKJQCgVV4LP6VEWViCAqJYjPgg9iQSEoZL34ku/+BMEHE8wyM8O8xSUjz9ln7332us01b+M+ul9rX+9zjrXOybc6IZpzwNpr7XkZlz766L19X29faxeXF1yyZlYu8tQX+e24mqr24rPuAvYynduZWY+d3nnXG6/K4k2KYsdPPlJf5HOPtcuAK52mkklSzY0afZ+7rl2G3njX8YOxk2bhBjObKYVGOdAK3E1fHQrQxll27D/Gjshtz0ZFqI4+IxucQn/+s18IaF6ay7Mll2d36z0nnovzM4K7mkoHtUxeEfePER8BTyoT2MViwUkLBX4NJe565fm660dGdLFYHEZFAMRIAPt8MmMbfvzqg/nyPbLTKwZJWNGYTJYyT0W8DAQTuIpU0MWn9x9JUQI3tG23DpSoHnzbRubNmzcEdPgO7jFAEDLmmDixWnL9ZslzAm98s1lJnxHgOS8YzJUuA7sTsF62AkDKrYJWZCIFWK3XDyZNMnN+fimgB1nwjQmTngoaSwGkZ+c6E6KvvP3syvzwh981Td87w529KaNBVWEQkAhQmWfSi96+NQlAAAyXdg8SgNzSPXa3a83Lly+dMknBn/V6dzDd8TSRp+opoRr7DL1T/ZDJHLKLLlO+Xfe0YgeXOrWsIKU5TRJIcDXLTCBBKRPsVB2JXRZf+n69pzlOIkAFEpCL84xum6rZf6SmKO3DqEMqTcIyk8tjmwngggJjnkyerBI125L0eYA3KNGUTi3lr9o82B0Xmo4BPqkgck5FT1t7PUYP+pXKByJDzCJno5idMXOpgQwy6wh6/OnhWvBnhuJZ9zzWHb5bjcYKUBKUtlZhBUD2BclXFJai3caAHd/Bip0PsMbZdb89L8LFWZMCghVGVHU6dR3lcVPIRgssoR7TKhVmAK++H9h/sFLj6UMA4UhuMFbpVcEJkBaZ856KK7FbqehUkzxUYG6cU27LAs6A38GxCO0BeEll6wmGDYtLa67TDHRdbSgHCk42pEaTrNCVniGkXGicTk0+l9FgHkrbr8zj55b67nQaCKeyj9K0KFBFBlm6VGpTSnRyMQBunyxT14LMKACgh6Qu3tdAEDT8ITwstRjVPDcE7Brz0pTAWLUYpXQV2i9Ef0wT0mYQ3KD2EzKWeThxFBRpZ8juBuCtr3nPklyCEJuZuoI4P8R5DOtK4DHB4BtykXI9IQp9e/pJyTk3pMYE6UD1JiiToeYmh9Eesvt9zLF0L5EOXGKxclbT2ZauxSyxxbOM4+M/ufQP0NiSIuG9Qa0E+tSu2sRDHNqpzHjJtNiFSRSeUMU3byed9tN22v4ZbBhE+7oPgzh6+XB7G79//1W4Wq+DNM5NEicmF+B1cXYlIK9gYRTpiVA7kMEPRUp76BL31qTxlem7mJli6lFn0OwVAJUg07KTCeCcRaPQVLd9bdp6LRNCK+BUAHLRmXJfmRhauVxnbantjgwN9JUJplKlSuTMkAZmv905znhKMIuJ4HEPlRGofMTMRlLFpsEy6oVZNWtDdRVwSZsHLm9iss0CGcTTK5OEpZlNC2aWdKLBAD8HxJIZAkvXOekzAwGCyn/R/TIcCC4GUoAmdC4MRzmFP/7Zn5nHzcYsBVgDKCOJGSdw7RQgA4VBSKlFU5MlNZUkKgGsAPEA1ov5ghMg2uD2fi1goRbQeaugeX8vE5iAudya8+WExY8Q0MllFszkviGTGweRmS5n5uriiu3+xbu/NHd3N3Se2kiA9cd/+ifmyw+3dBi8fvFGwPcVVSfUZTJ0QU3jdK97p8LRH8Ct3xTkdOZMwPv15UszFaBepJew+DZFJgBBGgUqFuW+I4WmbBvz8Lg2d+tHLq/XLRR/DLP6s8XEhAH0px/lngTmB9//AdshSgrz4lzpVxdyPQBpCEwK6ZNZUjCPjazqIwynsCpSpHJNV+bl9VszT+a0hS+3lbm5ezQ3Xz1K8DKnrve+fhSQ0zAlaslZTQ/AnVrNTqccGVc8K+DnduSpKzCE1TpUQvIkJ5UBjpTQx0f6NBFwBgXNmczjmfTxTNA8WCfTKYIFy5UT1H0slzkBxXxRMACaTufMtuf5lHQoAEZr1d0W7pZRjNWBQUGI9P+E1vSqLe211Zs+0OI6HHuidvaZC5ZJV3Dg9gh+B74OqoF+RnnWAKEAcyiEZiY+Uv0ipb1ELEAkV7qGSkfDZzMCd5l2myn9DwoJ7OD9xMAbPGmstuUJaUzIsO/LB1OtIdc3hdwfDdQUvHZ8XuGDYKOaqxKgg4BeBcdY+HwByIakgGg/9D8eoFunXjLUHa3WYCrUw6MosMx3M0FgcX9SBu2QS4xjVbABKM0EpAVBTUAIjj3cbkE30Xim4z0PAmiw19K/5VoqVTNKoLneQAlI3pegMgjmGvgHCbPYbY++lXC8sFp9ykAN34WOOYMtaceafWyg4RN0+xGkUkwR+ioE+yqz2HVKO4Ozc9CWJg1K8+ZiYn7z167NP/fZufnFvZybBK4BziGUfpdoLYQMYDIOL+Qc9JgWGWdpg1YCpB3KT1E/IcFkiesOVTGxpwmUrkrxNfL0E4LuntajSqHRwE9pTaAXUQEe7rBYdwqUZtjDiAlBmIDxCgG43FPQirp20JUBrGpBAWi/5pgGBRr0D/yNKGGQMbQqG3nGQ3oiBI01m33HpM3jrpS/H2U2aah3Dw/hDM+DnBdqa2rUQAgYTzNp223tfFSlb9jQYjUZQWiEoEX6zQICAXFiW2p0wftAIp1Weo7cwGyIg3kW9FkSB1ma1f/r//5n3b/32z8+KcmcMu2n7bT9s99kQkyD0LyS0TGhtFdXhdeXlwSt0B3m0njXj9RS4ieW73573H4y3vHQq4pw+RtT/CxjmrR3+ub4WJ7NWbyYTZSS8vL6YsSE6Z8Uc1IBRsBEJUB9WzXkzDuBRPJJqt1Ws5ATFH1OjkWncB3dVQJwd8YsVCINCbXpbEGKzfpeAgUZdJGo7tIZM+feKj2jhGREqo4SY/S9+JmaDIEOvucy8wC2eZwfzgEbsuFYcSBbJi40Qy+f8Zr14+EMEzEmlLJ8T4rRfK7OhACkaNOZU6Fp+pJLxwhDmFmkuE5BakqaZ0/OEZrF77/8oN+T7/zkD/7APKz3Wqgm9/yLL0JdHRHAinPFMXAOODfP9ca5PM/MeoqAurQmBAx+wyoNipbRZghAmr8UwLPszcXllanf35uyfjDb9YZL1Vk+M/ebBy1kk8+Xuz0z+AD9kKtEEe7HL74UcJ6So58JEJwspmaaT1hrAPWd29U9s7w47qyYGkrgDSmzwSv0Dzm1BwmIPn64YdXc1ctX5s2vvTJTMzPrxweTRlNev8+eeuqPz7gDvEGfOQ5iAkYCwkETxbj+/XbDrG0Id0VkWws158mKCQOLbb0/ZHIj8rkztl/mxL4BzgFysGoyfra8GRBWrrS2oicAQtZZM/Hp6DmMRhnm1rhSVAZhaRr+ldl1f3yfqVdAPxifNBz0RXmeEx/pO9UUQ7Dpfz9JBtB4yRyKqyeT1PHg9fkHfx2p6ajTzC76OY+Lve11hWxwRZ6kWVWtnscQsw2eHss8ybJ7mtOYBuSDDTxfLKjsSZBh6M37aZ2RAb+j9CeMeqnLtoMa1XXuuntPaQoZXAyDAlEUj3uud8f9WwYCIfVaeqamwWuHjj8zuGrPSQlIZqodlQjqKjR/a61mtgHKWUhrFdiD5BImDI6wSoWOGErUTtUYUKcmCGosIg7zKOe0l+c8xepastJzGHoaeSFrjaFnv0YCQALC2QWNpEBpsuSBJ5QsrVFgLv1UAyKv/m9VWwXXQPPYgfQfnC90V+JATeQsdSL1h99H3w/0+qq24TMP4v/jY21SOV6bNmbaZ0xsoMAcBdttAyWeVllYYatJE9BqQDsiQS2V8aOS8SFRCk0bSPDUkZYUcMUjpTqTX7GEkhmODclV1gagHiDOdDxta95PGpLFiXteE9Mj2EOg0mKJoYZplCWfP5QnfujkkR/CJInqboCq7HAC7CfQftpO27eB2OtwaLoijeIkyKKgKtfpbru18/mS4Cly2srgzNZ1/81LXo4Hu93eE/QslzP3uqGMG/7IAOb6SEFd5KTX5O/F4sLE+VGOzdNfwKf2yi/IJKqMpAKk7gCUM5o+eT760nHjAYZX2y2/P0PhWJ4TkFZmDZa4qaE+EyMXnpopeLXZjIA3zyJmegDOp5NoBIJofCPH3jsFmzFgT1WmcjQoxeYoWwl5SuhRs5Q0UkOWCRQ8OH1UBxlN/WxP8EnZR5m0N9tKl9oj5fwCuBVFymMyCNiWpIdQuVDatEgz1gogEFKjKT2h7XpHugrALgpdUYfwSN38zkxkUu8zOe5mZ96/f0/ACMDuixA96EHA4Iv4xrQJTzsg0I2UsnQvAIBqNcsZC2S327XsU6KiaCJt0NApVzW+G1PKvbu7XZm8qDmpL87OzNn5guIR11eXpOPEsRYwwmkXmugwrn15nbGJ+w4KM3tKWUKOUoscUZSZ0M0Hmc/NQynXe8dai1s5Vgl+sPz89Oc/NVevzszliwsBO+psSaKDXMtzLXPNvkvQGFa8dx0dPCMJcHs9D1BPJCgLjbYNVDCwalMkEzo+hqg/6CJmwQGOVcYud4WLeixVyUgOfPJxsah/zhJzLB71Kx3+8wCyUO9pn7BgtJhziBoz8iF4QoPxQNff8/EKCjOPVE0CUJ6YA9lciW7u6dCAEZx3PZxSntSISGtGfJDvi6rRafFt9CsUE6fQ4u5He46hg6+rgAT20FiH9CWAluM4M6BmkB0+uY7ngP1JnQKKRDvrCkDpOEQXZ0qpOmU/SiXiqgaNQ5o9HGoF2PYIsHzfV066OsSGBJE15Gv4Pae4YpQy4ogi7rdb1UBG33ojtYjAnfKRVkE6s9gO2CKwJrUHNKMIBmwNKyRIl4F8om3Nbl/Jf2Py4tFmeMbg/gy53er9jlS3cpUzCML9oJ46o3ysJi642oQVtTKSQB39CaublKGUcSTJKR5D8B1ooKogPNDX8TKy4UFC4yHLdUaVo/SyqOxXvSq1hL74E+ZQHbX0NQsux+xiCY5zuT+plbEsYH0HEg6ljCOVBHx6PEhHSv+RaCHrC7YF6hHaFspmU7D5udqx2+zNWsb9DjKepDzBdEmz82h7FO4yrkcyphcQ3qt7tXzO4twx56FQtkcbS4DQwJIKtVA4X/S90Fr0nTQKbZigNkPuYoDS5sH+43/4759A+wm0n7bT9i1gdmRJUliG0houvbu/PxSLIiOFQkZMFE2918p5Qr2eWTCdgNV3ERNOmsvET7BbmyjNtAKLn4XbJPZZyr4U1iLjhuV1AuvZxdcUHzyQPQB29+LsbOlT8fwOHUYBqrOc721XjwI+P5o1imjlvK+uz800vdAdxggepqbeGoK8iaC/zz675sR0+/ErFqj2jQDpSU4LbR9EaCBRH4pinxTHjk44PhhOHTPsKwGsm03JtgN/XSdsMzKZUunKNI1l4nVtLgDmMruU76jkLzNfDvAAsHNyRRYcpkLI7MokO0lTOgRqhv0o25ehcCpUwHT14szcP6xYGIwM9gUAhuAfBDQqXSjnu1rxB6ASmW4P7vz+/L3w/GBkiQHy8XnopNx+/KSBBFRt9oaya6sV9v8FefY3948CoitTOe4tCvDAMV89PJoXZ5dqDpShEPOcGXYUxOLYkJZEQS345KUEQaBETaYLSv+t1zJBS/9cYnWg2arRE1cUtmYnwd/demU+re7Nzfs7SmsiW4os6Mebe/NnP//c/DAcaKfude99X/QrDACzqriit7quK143iyOR3aTPQEFucQq1EbmXoO1MYEyWaBEodo72xP49YFd9+ykDiDGf3IPpcWAEYI57TuB+UHN5GlSAY63PY8s2G4NySjE+S7TjdU8B8gXNvghVVxt8QWfy5HyQr/a51mNAceDaHfjvaGc9N6NeA8isC8oppF0YwGYK/NmzYES0KV2791ocGjpJV6isQFnkWc6AJjy9B+T9kyDSrwL5duVKhZwIWPMY6VqNDLjPwRXUWueoCora0EY008Ibbaf4aw8pRzDC3UpM5FL8ITXH5bp3bkzlPlr2B4BUZM1ZpDpoX4BuDeOHXgs44WxK6ggKNJHEjSKqC1lXFBpCGjPLaFrXYOVxVzF4gYkRz0XG2SbsCGjTQsauyZSFy11TarZe2nP32Jh633K/ONcwsASuLq1PIyTQdmrQ38ghz5ixRvjShBKw5wWXSQenaY5egOMNpCf1dCmlR6pR2UclNg0qD2n18wmuj/4EIZVmKPvKbHlv6kAz9fgyFi043iBoCga2D64X1Bto3YPf37Po1ZDu2HIVwoLBKH83XE3FSt1K2qnaD6QgQfKz5+7l+R40MNIi3IjSkk3d0fwqMIm64sIwzFql80CBB6AfNttBxBqOOIptjj5JFmYk817aT2d5Bb39JjgJx5xA+2k7bd/ShgFngFlc06d//JN/SnfKWTFnsWQ26cw0myAZpUBuXjDbDpoH1a7TdCT91plidpxYMVEwQx+NNJsxmWf7w7H3zd5sQSWpJs5USc2ZPCj3ZjjftFGIMlegPIs1EADY+tNf/tz84s8/ZzYZlvLT2dRMZkue6/yFAFEBTNW6drQTdXY9m6VUQqHhU6dUBX9s8CK9Hjyd8MzTLPs4v+6HJCjUxLlPnyswAT2EU3asltlAKQDPKDYNSf3RwlOCuunEmdJkzHLq1tAyvXYyhXtmaFUBAmoWlBVEoRxUcgjuY8EksVJ8ZrkEKU4jv9ZgAZKHwEyru3vTQI3E6VoC3KAdkZUeA3e0H14bg0aAIwBaT6d53H7kCseZ/I17v1rdOWMopfuYtDYPd2vz8HCvknkdp3VayAMIY6V+tboxdbsTwH7ueOUR6wTYyvLhr766gYI9C3lfvVCQxQlefl+9uJRgYEba0EqA/VaO/bBZm/v11txL/90IGHjYVnQkBX0F8tRf/MVfmumiMD/44feN2ZVfy0SrKo7+IHBAV0tIj6rA0tC6hGqgcNCr2QvqamdU+TG0bedyvWkdyFweQPI30VN8lv15weQ4ePDnNdYh94Abetsslm01Rm2a/glwhxnSc2dT/D8/rHy0z1ZR3Ge51BM6F93oa210LPx0VBpm2yNnvpTyb64OZOGB1hXB3Mpl63u3wtSUtQvonUmVA+w+KEARYE/Bl9TRVbSYNHQI+LkqjleK8Zx21Ikwd8ACU3eukWHWFwfEagtS5DQ+avVcYqcnjmuxRaPjX9ceaDaBN6aKNahru4g1B8ctoEOuiVtSK0JX8N0A7MnA2gjY7EJ9/sCpR0DUHtR2LPnd4FwXxcRcvpgxQ75ZbbhClUNhSED6Xr43ZTalV0WlYmpu1w/m4XYnIFdlFPfDTulNAJrKEmHhPBVnmj1fH0zOIBiBcUxaS88EA3wG4J6AOhjbDaP+GyitBwWbSKkjcAi8pClqahql/8CQSSMc7gMBQ+ddUqGEAyUbqleG5BVZaWOsenRBpSpNtqe8bQlH5TB2KxuGRbWQTA0H0Gy0wNbuOhYP73e12e570l9wNhSBgfIOhF9Cq34eKHqVYIXmSqQtoQgWwo8dAzaYP6FPxWnAQuoszm0mYytqG+jmCnlMuRh5foaLi/NtnEZVlGabdR3UJ2RxAu2n7bR9W7Dd7Pa1+fDhy+hP/vynFnQTcEtBFYH5kRI4oidL9jp598yWIY0G7ICJtpjMOfkeFDeUt6E2ItTnNi7j7iCBjJz38QMH3qmAyF13T6AJissM+u/uc93hgY/JZVf59dnh1dvbW6qpPD5+MJ+++iSgtuJ1YfJbCdBcbzVDmd4riIAUIrLWUCdZrX5ivvvm2vz6r7+lKZQPGHiQqmOm32eYPWg/ZNpjc6TGeAlK/7fPdscKeAGAu/2e3HQESgvQbeQHuB8KGlh27xYLLgUzoNlrcANFDbeKLeCiJ9UGgN247NxRgHtgxhwcchwrdRKSAGQ4G5lU2LY4d3y/q2pzu9ny7ygdqHrR7o7Zypb27nsCnzFtY0zZYLFxojruMC/qzdakyOK/ec1A5Jc/+3Awu8FFrG8bUnVQdLbb7gV4NAQpADUoPN1sHpn9W5wBFJ9x3x0pWkpx2Mp9vH+4M+3dniozvnZiv9/ynKYw55LP7nsFunVZmYfVo7mV7zw8Pgigz+iMCKUQ0GowaXft52Z2NjO/9a/+lrlZ/8UTIPw0U924QEW50QrcdXl/Ghaml3s4T/wqhK4wQfkG0hh0Z0xV9HFM3Ri7k46z688lC5kh5vH7w7712pWWA0oM/3av0aCH5zK4FZ3jdXhg/jzj7o/tC1RV+1xpKDDE4VqB6x4wG9I9eBrRcdVoTK8Za75jv7PlRNuS5lrSz5vIxfLO0KpGsWXnrsscqDdQEuI1FspJH0bHGLfnOIh4vrHgNlIKVNNrENALAEWQFdDMaiDjBY6fNuwPlB6iRyB76KDXhpnmOOnVyzZISYOBD0/D4NG5o4LaAu77geOv5wrKj3VUo0z2V4et9NeG+2dGFyoyoNaQthM69XPLYyJgmaIGAmZc8vzMZPzK5LmcTwVoL6bm9cXU5BJFomi7Ghrzxz9rTbl64MlFUJHJ52ZY3zAosRQfbUyaF6o/Dp1/MzFJnDFrjhQ6EgC4CVAqQq0wxmrISLJ9mGUP9TwDdfZl8DL4lQ7HoYHu+eD7W6Qg3/2geNlABjJWahBlJhlY9tqLkIGXBm+i2p0j9Pt19Qi0FYB3FP+iED+C2VYEOUw5p8by+UYdAWtagoj8erruSjBFiYNeATqK+xGRhYO6olrUGZjQBm4FCgX0SRHTbCrJIlvEiZPllYMgoImZcR8Wy1mVZ5NyOsk2TZSV//g//XdP1JgTaD9tp+3b2QSYhVARkZ8AZj/I5mFgqupa9cLrPW27UUS22j+ysDT1zuiRSini72U6N1l0ZuLMg83yYL6CZXuaBEUFC1t9BhBgpLvpybfO5Xs360/mfHFmLq5kP+aCiXcUdI6V2HOfwXZEnS+/fG/+5E9+IoBub5ZLzcheXCyOy+wuyNBsb+X4sQVdMTVDWVIrfbVay76VR59Ths4xapw5E2QGwb1XUJ4e39Oz+trIpBg+dg6wDQFwRD12+fR0YpB0hFQkJ6BY5eAyCRCyaWoeHzZyTltmKGFOhMn+9etruR9bFsbxykdZyDgudNXDbI8xg1HAjjs1A3DnCXfMgMfx3nza7d2KiUoZFgDlUXow3vH0grFmtwdFnnbgAabPul85d1xQdPZrpVN5DXnIKYLG4qX6GvYvGAgljpJgaFGPFR5mG5HNJFWlMXd37xXgdqqp3crk/eHje6UcXV1JEKag9P4WWfiS9x08ZBQfV72qnwCqIDjtyectyZdGgPBY7Wnm9NXNDXXPx+B57IrqeeTst3DgTJyOeds5sog8I05N5GuYMdaVErBuPBDHaoZvW9++viDVH3Os0IN7OZjdcdbrQJfqKaPpk98sjHR0lKpiDtpl3BttYwdux2ox/rfyzdMnbqioOdB9D07XO/wadccHNB7ofxN1x19XFmtBdzSLQP9XAF3Wx3OPjTNXM8zSdkbrS5hVR/aadIqjxiDrBykn21M2cBgFID54OAY8joZD3vqgXOZAC9MjP5oEuIseKuuHodw+OO56C48E9PdWIG6h5mG++BbAcmg79m8UTSLmYYYfVA5HQ6EcJApMqYGuK0cWnPrEKt9avkdteLzH6s6Ahj/+HiE7XSS5mZ3HVEmfon4HkDQH535hLovXJruYyJixMpfXF2Zbb+VHAGe+NAVqUu5vafoVZQ6cg6YDXXjQgTiuKCUqhGpYBlOpiiorgPgwNILiDnj26BQhQDyeWdV01FoOtD/5/IGjDIXOiVUpgS1AtgDkNLG8TyxixbMZQS3HKdDYnopXLOANB2kjXSnBPpBBxwIJuPaQ7kVwEKAQNdXC36YMVE8dTyT46jCFAu0Iq0joJ5DdBNgOZAyx6N9YcZOfIaPTKZ5RAd8mCTMzg1nbfM7xOrDomwNrkXq5X2UjAQECkzCw6kkQ4vcQRFn/3/y9E2A/gfbTdtq+pa3c74LHx3U89L2MN3F0eXlpm74miM1gC30+Vxk3ql6kSnlJnSqMOZqaA3iS2mGyg3oMBsC6j9ykWjqQX3ACLamE4TP34GcDeGzxDXKBUewDekke54cM+xFsKFivqi2B+ocP7xxfNTOP20dH1SiYRcdxvVU9AAV0qmMaeD/KMWtya4sZKBmP5o/2N+bq6q0EDTL5XZwrcB9x6dW4xRfGxu61p66omlHMDwo7/r3NRpVtrmczGiQZN7lFDmz23Y7gBBBlgmK/cOOCDCgZlJrpYytEh5WHQSuonIpIymx3zGxz4en7BIYILPI4crUBvflyd0OaC4pdz+ZL2ePGlAygEpmors3Hjx9JHfIg1QM5ryLjlVR8RhMgzRdTppOMjo0fP35ltlCa6TOeH1x00caDmZOPjlWRuupIFUjiiamDnUyouhqS5wVpDHBGxXkCgN7cPFIGEVbtNAmSafH+bqWUEfl8NC8OoAhL6D3hnjofATBO5zNTwbTpYUMgVsL0ZlBqEoonQdf5gz/8p+Zv/vZvHyQQcT2q+NN8zTWUWXPQCZyrEMEm7kOj9Rshu60qukjvZpaS2K6PvlYs6UElACZAwjgLPlZpwu+apGkHSuns5DLGBOshNbsjmGsxG95q8NB4Gk59yIz7gMD/Pabq+NUTT0mhhj7lPzXr7oH+05W3p8Wf42y36uCnLpDvdSUoK0gP8c+FxgkhgZFfW4N6CShinaO9YGWloSb54M5dM9uH1QnztGj3OYWHx/dUs+D43WNraw6/dzbJgVshoXuOdeyNQStT0d51WLNvsb6krqhwkiUTBqIE/VaBKYBo4B2peGkqKkjePE5k0Gyvl0ccjAu85HqDKGChLtRg8LzCmA3P8QyOnjAIAt98u6UeCp77yfJcxuuNuS0f5MEQ4CxjQlWvKA27Q72DkuRlbJ8bDU9qVVYJAmbaW5jfdS2fi/Prz0wCTvz+kRQaBC/Q6HfcJ+V70z3UKcYEIQ3KIIXqi2iRDR9IXdLnaWBmHPKuAYtg4RY8CLAfGMS4olaszFgNCNCG6LUoYGX7QM4RRboA206KFUo8QR1QhrLmyGjpnMssP2sSevLikTyB7jsKwaECQwdb0GIEvadhz0AgKzKLFd/lbGGm0kdh3BTB1VgiChSiQjCylzHbRqrhHme57Di0k7zokijumqbvT6jiBNpP22n71rbtbhN2fZPuqs3buno0fZ054J2Zft+ZNUxfel36hjV9USwPUB3AcJJmLNhUWbeYIOs4ASptBoDcqzs8mvsD6IlSVyxIQFLSydOUWD4HVeRCgOYL+d7WVFt1NJ3NcnLeocYyi2fUKf/93/99AZqR+fEPfmD2+535/L1TmYgg+3dGLjQoI1tN65nz/NIBzAo5PkMqd1kQnSyzpfn8L96bm2JjJpMbA+4iBmlkv169vTKvvvtW2iBzMpLGZeJJ1DmA+aOITG48x329rgSMXWjWBlzJXvns6WJqZtIG2/2apkqPEoR89wf/snlcP3ASx8qG4BsJKiIaWf3iF39KKUNo2eNiZpnn9SJ9t1XrePnOvYBiZNUXAtZfzCY0dqrk/2cvvJzmo6kAJB31ZoPVhy4XEHrGNoVOus8wAzDgxxefeuUY8NNxXAQKnvMO1ZkovVdJTOd4ic+t16UEDzG53wLTJBCU9r4PSYnpu71ZdQ9mSFuZqCuT95g4Q648TCbn5ov3n1jMWRRzaSctXN0I2N9sO3lNgqfJkso/IF4BAFatBoGttEcpwcNlfmYuoVlfCqC92ZoJdKYFvBSTQPYhAZzsuxty8+nTo/nzP1qZf+1fWRos1jTlI9uUkpoCGIrZlI6u00KlGAuTHACWiz1VenGaPKEX6XKPA3+O6jEujvTtiiw62nEGDf/sSEOBUhCDBl9L0RVObrDh8wWESW545Ok8R547rdcH1ZDve1U7ARjH/fSrKB7MjjPueN0DX61Z8deDVajhsNLyTaDYq+4cAz7DYsgm6vgssk6WjsYybkwiFqU3EhjtS3lGNxLM0f2sOTBKqPk94u57ah100jWTnjipR3N8FkbXYxKlRbhaea7ugMYRkRgfOXnFnlQMpOrTKlFuNp/cnrKM5GHz8mrTVxr4RDD+qY1zepWxsI8JKqncQ/UeS9qG9So1jQbXcIAF0EWSm5SwaOCzAkohKrILrjoFSsGRsS4AVWw5lT6Ry/iRmlyekWmIYJKuP9I+gUmWickxLktH3AsQ3VR7OX5ldqsH01UlFXdWEvRuH9bMLkPF6c2VgPvtR7nWwLx4+dY0671J5Jgf66mxt3tThOjjEvCDKJ/NTbXbcBnCxh1pPHHk3FxbzbLTVVrAc9nvKQ95cBPuBnLckYzH622Ysag0dmo7dFkFpSgSoB1nVJOBLClNy6iYE7PYFKsblMCU+90PWr8SoT4ABbsBqC2NCeS+dVylCxhYIYgCsu6GmisEkHlhBh7EIDobJzznAOYQQUnPhgsJ/kO5b1las0YFajWoSUlRiC73r+nXDCym6M9yb7FqEEi/TtJoaIOh/qptuxOqOIH203bavrWtZxGRTT5++CIqJoX1Gtuc+uLam5Jr0Q6Ab5QeAArk37Q4s1Pt8S5WAA/KjUwcyKZ6aoQHAEVxJUBuzyxX3fnsnq541/staR7I8r57944A0nPIZ7NUJqAFpRuRfb9d3ZoPHz6QMnJ1fiZAvjE3t3fmbFbQZprybb0unZMzjKVtZuz88v5xib0sd+Q8EoylS/6G2gmy9OSigzO9njAdSHfUWPP+LIT16P3ZUOTBGIp3QYs5ZKuZS8fPHDswjwJad2vVPp9N5DqqHdUbmqrTwCfuee5w61wuC1XkGHoCg720G4yMfKb2bnVvhvuUIL9xbqnmxSueXS3n0H3Uwt2e5Vq6AtI4/jyKQnc7DQYQeHlg54v4PBgCCPeg3V8nV07k/7hfF1eGRbE+QwkOOtpgu1XdY4C+Wm48tc6PwkOkeqAQDhlYpdxYOiUGG8OJPU50daLelzQYgmqIB48IyvSeNnINW/KIt9VafteUyqu2g7m9+crcPdyYpJiYaOdMWZADlYkX3PQ6LM3Pf/5H5p/8Tx/Nv/nv/Fvmb/zwxzRyKmhQNag6UZF/jfYxzoqPi0ePplRP5/CDXrijvYz3R/rGYLTEMtJMvTEjVRaj/GC6krqaEp+9fVoMap78/U3bAVQ9k0Mc04A8t30sLem/4zPxz48x3q+npaF/ZihK7LW+xcu2YtWHVwkPhF7aGsFSXx9Wr1DwGZojTx/BE4He0DxZGRifx/NggpxyBBGDP9aMhZaD9DUL46ReNdeh8NMJyCtgChUaOv+OpWo6R4HhKg/GFStjY5CxHwex0x/vGpcj182S+05SEM8fGV7nOUTSjWfq0IbNUd2w+qfa9up2GkL2Uvr/NAlZo6DtmwjolT3IzkGdKVhEnBDkP+xqs5Pxo5Tv7gDe5RrRpxiaSN9JUnwu4Jrecrow+SIzL1+/Ne1qR6pO+ziYav2l6du9KQWoz2V8ySWYRKABUNw46XGvKW+YoQ90AEdmHKZLVmUhaTwXqBIPsuuWxZ49tWOoJIlxH9n6wItHDtrO3XCcFwDUjY+7VK5TFzIGlZVE/yWHM6BDaeeUZgD+qThkIjWFQ9Zdgp0kDVn838r4iOc+L2YmnOQmlfcmRWYzmiwlfA8FvliByOinkFuYvMH0S9ratklnEvDhowzeWdIU1GBr/sf/7O+cqDEn0H7aTtu3s3386kuwQM+2m/u3r16/MdvdWukXxAKNgMXM9n2NNAoAu2U9/4EmoGvIHSzs5HVMOnAFhGwhZLxUm3sjk9BwmOT99zBh73bNgXrR92YE7BuCMM+vVQk7BSXIVCNjCBnAd+9+QerID7//XQLB2y/fU1Hl/O1nNs2zgLq7VWPqVC3e29ZzsrW4zoOllnrdyjVu5Fyji8TpUUfkvNMBMk7tfrcPPv/zd2by5sLkZ7MRJaZzeujUhAu6rnJgNid95927X5rb2/fkkdOJ0gMXfsgDOwfaFhNOKJSY7JWG1O89Hz9y/PCeS9cTpyIyn8/MfDHn+TU9CnEF0DWR2TZbFvuhkPbq+gU/CzCe9RMQZoN0MjHrvQPevA8RM+KgUPjs+miJn9fmOcvk1o7kBPF/fJ5gX8ACrqHZN+wHoOfgvUoABFfmw4QW9ADiOOYEmdlWgIWAFHB1DVVPEiY+fRkecldwG8UrfV2RTgBTmQAW5NLPVp9uVVVEJvK1BCLlRsDKsKdsGyb9FvzxeieBDmTyMsr6JeARD7lgjw5QykZJHEj/sT/72W1QSOC3kMDvxz98y3vw2DxqNny2pJLImCPtwbK0Cybu4Bl4Z7uNAe8zkA4e7OF9VdeJaMj0FORHxtG8HaBLCdjHAB3fHRdjOjBuO9iFjjYPat1585zHhkRjKs74uY1HPgRjzvr4mP46xtQYLZLFtaHdsJojY4NR+VLg1DSbsOyRf+Pa+8z1987omDJWawrdo6PKIcgmPw+GxmD+cA5GqUsE7njWBJDbVgPtkMFKDl61hQgiSSrKqjrIMVKm0bUiASkfRIpqOhDZ2ii09IgGxzpkEXAg56dANcmgVBOpCpRVhoo3J1KllcHKfQ20iVO3j4QAFzUXrNeU56q3aPeF1snATAgqTkGCkcfGch1ltQsgGbuVxoa/w0YAPMyrOnLrW4LaHJ4SGdZSa/Pi8sxcvbkUcFqYnXwolI/k8r0oDthxYdoE7fw0SCWo3UlfqgPjik1BjVH0HPBaSG1xQJ2yjVYzMRoQttK+WrjatwhEfF/qKRZDHX+408qFoAgXfHb9esiVgMARXpBgh457T8AuY7V1gJ5Dr2VQ1DjTq1CGrEDaKwhjuq7i+1Zer6uSwZBcopnK2H62nJocK2QotpehIYGaJGhHoIDKPUygjiXjv+B4OjObALVQMiUi4w+Ov41k93GfZGkFY9YTqjiB9tN22r61TSbXtG7bl7P53KJQKpQJodvDQnun2TDkFzskLhTcpVFqm97rlJtDtk8mV+uNkKB93sDKu2wOS/yY5AFYVWcaAHlwWURMZKHxxNzIAxfjl8CbQzYRv+/uVpzYb250x9BXv35zbj7/5TvTl3vz/bevzASFWWFkQQ/ZC/idT1RWju6L++QJJeA40WtBG9776qsVaR6qQS+TVlMw0/dxs7Vw0XxlvkcwAYWd+JBR98ZQKubsXVzv7u7N/c2tK5BNBWAvdIlegDTKSa/p3Job1LYiyHmUnxwKM4OhARLPMe5ZsFfiHxqXNmYOdZ/ZnKMfs9IdNOoz++b6lXzjnuAAlKSyXLOwNCbVZMJgoNrtFXqwfjjlkr/a9bRUCAHAVsWW7kCPcXx260Gc12bH3wikWCA5qHLNp/t7V9ugQdKUOurGZedl0myhniPXnQXk5mYNXAY7qnoAmSZ0e0ShGgrhXEGi3JfdVsFQKt8l7yPU7Cuw1+rx0ZkcSUCRyXHqNdsgS6ZmNlVpRnDTJ9OpeSh3zHIic79MM7OX+1ph9SCIbJoVJk8S+8Vf/Nz8n4uZ+fUffs+8lgBtA3OaQQlPnt/+PLvtXrNjQOs00O1Y335ctOvApfVFqVqXMWVGGSsrz42V0HliZF67AxR9ki1/nmV2x7VjUP088+/f98fw7/v/+4w6Xh8XIz9fPfDXPS5S9Y6q5ImjMBhLS+QS7Q8SsCmD0MjWjaPARMcM9/FU9TU1asrkc9A7xziRO3p1/7XM+zetKOofoRrpDD250GGgoBzgUR4PJCmoJqPw67gad9wSFkMeVoiM1qJqO7prR9CJax+i43GDjoDfulqJUXjhghFB/XLcyWTK4khy6IdYvlM5Qv1ArjkSCiyuFTAKL4OIAaMEq1WLYn4LbzE4Q5couO41aV1jRUHCEei3IwOdh0r9OV/k5upsYW4ebsgpzwWcV3C0RraaYBfPEoKAe1OvH0FXseFyyePT/AkXjQkC1BPid3klibl6Zd11Wei2M43eaxAeOGWl0GfXtaiUBa68TnnmW12BokQjvxWoQg1Ub6AtP7jjQ2u/0f1HgX4Gha6W3kkRC2BxvwIWuQ/UcR/snkXy08ncnJ8tzUwaI5N9FqwdgRxkaOGzEEUaZGBFAyGMAHabyPuJheRoZ0Fx7OSE4yju03y6C4NkU3XdCbSfQPtpO23f4sMTJXa/q4JhCK0yDlMbpwIgZAjs6t6SiqHqLwGygk5eLxhrOGtWzNgsi6j5u14/jPiw8WECx/c0YxsFy+XS+l0IyA/gYieTuoU9uuOvBiPqgD26PfJYgYlq8+rFmb2+vgaADpYymQ/Xl/bV65eg5MD6wkYyflZpHYCCKYA1iJHVNNvg5n5tNdhQhTLwGp39uVW9t3BE6dlh8JbPzQnIoU53/9XGvFj25mzm1GI0s44MuxVQHeSzGV97//k7++7dl+Cly2wygQyhjU0VNN0BRMn8CSDcQeIxgFJPbuamkslWl3s5vwdIePdNraLCQxIMfSvf0YwujIgEfMg93BDYAOgXxTJ4fLyzCoryADzhz/t39mw2C6DLXjt/QgeMZD+xLcttsNs1tiXfGHVeyPyFAYAkwJpTkGFW1oE4ZpCn06l1qiABgi38tALKF4u5nc3SIE3n5uIC1KYZFRY+fvwYrLfWBgWkmuUepTC3SgJEey3MUCAvV+RIkQWBAPYak3bVWGS8UBcYZ4lN3EIQ5PQC2pAyJRdU+w3BMczR9x16WWg7mXcbpBdRFZplQSbBznJIYUhld+VjEEj/j6azAKoRgtUseLrQ69/tH4IPX74zP/3pn9rXr//14M2b75lfvPtL++Gr26B1OvXSJ60HXy7QDADQD4wHZO+1/zJRGIOT4Pqyy8QHvqDXK/Rgf+eL4pBRdgZnyLMGddPw2Wm1sNq6Z5LPnn+2cG9apHfZd0jj8scYn5cH8HZE1fHPtPUrLNinPAPWa8p751Y5/2AM9kc0n2CUpbcewDdNTyPKnp6S8npMVKu9T4MdMhlwjk5M5Ekw4QJ22Ufq/y/9qrHwJ0hDOrzyPP2x3T0JxisdES3m+8D2vbckBS85CAfssyOgG2rqwwR5QPc4C4Dtsuuadg4Y6lrZB9QJrRaGu/dRqxHSLIn7s/1xpUS6YWCHAPsLoN0u4S6+bEcXGehhBstAIOyZuW5bNwYGMfx8AhZPyunL/bGQhg2CRNc6aVDUBPuqtuVWyzAb6FLCoVgiYwllbd/2QSj3ZLHMWcQ5l2D15awIXp9PbRq1piv3GAdMkSd2UsQBEgB7+c52/WA3mxXGnwARVJZkNu16ePBZ0GMG13/IdAksLyPwZk3A1n2vhaJwXxJgDLAecB6x+lE2Q2BZ7oTP9a2M0ylXXnxPGGR8g8Sk3KMAf8OcCe/aILHdQB0biRssJFwsV+KMo6lzqUTul4xHVLJRRyeT5Ym5ODs3Ly4uTQ4QLsFUwrayFv2kSDIZexKMGlgHsLE8G6ncV+i6YwFCA99QKWoSN8RJ2ErPhUqk/W//k5MD6gm0n7bT9i1umAgANGQysPt9ZcH/5UDZYXKrWfzmsoj2UOhG+5vjBt5pHB8lyv3KZ+q024siejIJX1/PCVyO2eg7e3+/NV7iAoWNDiA6MARrdV06xxxxNi/s64srao5zABBQtxRkiCp/BBjTyYRAoxLkNltXdovMewdAAK3iyGoGs3HXFJkxRRnnhcKjPjIHKg/mHeY0BYAKnjOT+cTMppPR6MOLt+rzFHPShgPqL999TsOit28/I4C6ub3F5GoJzjNdDbh/eDCbdQ2NcZvJeeVTVYTBCgfEeuq6tJTGlEm2EOCP81c97tBCrWc6mzDzBoWNh9WKZlJRhAq1mJllfK6vkQEHZeaR2Uw4kpq40SLbTIAzaSyNRRZcV0C2FiBSALsdc9nHQM+pqljPKcdnAfCP2dkJChDl/eaQcQVnfr1e2z2KWmWGjAOAO7guxnYi3Q35/9Z/P5vYhQRFXvoOGTAJbkBhMXVbmUOtV5eRTdK3EMLTAjOow1GhxYCy09uHmy0LnRGEooh1AW11mbjTxFooIg1yH5LgzLR5ywxekAhwLl7JPdub3/u9/8NcXp7Z73//+9T+v7l7FNRUsu8iWMHPGKg6Xrh9lu21rq/7355qYscUDg/gq6o0y4uzA/WqUTIyn52hb6x+PHJg/pDpHu/LA3Yec0yFGVNYfMbf03TGWurOiMiOM/Y+i4/x4q9wbrXP6T/6TB3GC6tmbIXxz52jvrCPuyCSmW5eRjc4qUru9RBo6nEgS3rIUtuxTKU7T3u4TrRzOxxXFGpVDcLzZxnCKgs9ZFXLYFEMqaGB01y3xl3vIda26sMUuaAq5Fjp8/KaoC+ZJSddJgpIHjEMrrQ+4lloYsn7HvRs22aQIB6FpHIuSD/k5LBbiAAEcm2rh7Xj9kt3RsEn+0xtW1DaOnm2ognHFxnd5FghQXkoz3QqY8R8sTACSs1MTu3VYmqX08I8NhK0xIO8HxLQfvadV7aWeaD8dC/PaqWrHQMSDgFpM2Fd2UCeIcwdQ8gEuuOACZBH8DOomosCcrdS5PQaQYkDZQ1OsYKqLVc6IAfpmnawCJ8HBfx4FvEHOe/aH9H5hzghFjfcZW87rJwgtc/+HNN0q29l7KJcZit/13SElvHVptKhludnZrGAOozMQdKqmPJyiUPDIOO9Q/+2zskV2fxBrquTgaiV/YTSN3re/w6rdTJmZwOCyTgtBlYUn7YTaD9tp+3b3EIZd2OZVEKZwDBYbVGMJE9UJWBGCxk9qO0PrpzgTUPRQg1bNBt4nFz3T6gBCrSjJxP5YpGymAzUCPDI4dKpFJie/PUkWRyW8pXKokoZTaOT8HRxKcD/3OSzKaRvFOjnAlBiuJzuD9KQcdSp41+jeuZZisK2yCmxHHXbPQ1BHRshgelk4KgwocHIdqsa8zMBwheLF3K9MwfWK3O7+kQ9cgCsxeJCPtyZ9x8/smFevbzguW63AKyR2e03xonVyzkZKsaAekFljx48f5RN1fw/ing9VQjFsdnlhOv3vVLZ6eoKADCd5KafaQ3BA6TZIk9hcE600gBQ6uu7iPSV5UVhNNmZ0qRJj5GyLkBpQkfZPkzMLntLes0ok/lk87xjL8cJvXtcA4qHsUGNBk6ieB+ayXCaFEhNSr/i1wBAXcISmThtQ/CT5UvOgwhiwJGFTCQyd3CP7AdfwRyTHgOI3vaaqGx2KFpVu0eJhaRHrg2o5i3oQAkK9wBsQjNJF6YqY7knpWB4AJzMBNImCKqmRWa2Ekx9kkDrpz/9qYHdyvsPt1wNgA67pwzhtwfunlbkstEHffDnKjEIbvzKEf72BaAHXnvVSlzQUlXF8TqMVylEn0z/ioJTr7Ayllf0x/SUnuf88+fyjj7LPua3+++MMvAHcI/vjTX8x7Qh/3//6KOmw/vrHJVuokNx6lHI1IUksUJgFmQOzWGs8eORp+74ccIHRH6Fzktasg41HAiywaNvevUxiPqQeljeGAnFpNETatGgSoyO3tI7lZiEZjoReeIAiZTahB45DNRw/1sttkTRZ0SlE8tkAvjUvLJgHA453G5VApIrAHDYDFhyeXBxbVGQ2qmKCpSzshz9LWVBachvuuLUSBWlZjAEGnamgYyuwO0cSmAUlxwY2na8lzN3v3ozny6oGNb3Mak9KDw1kTyvoK0AniLTDbMlK+3dwmci0xAM7WvV/yC2uhxBHv7QH64R+DqgHKRVWUgEl6C5WG0PS932wLmpGha7IhIgTg8HFdJ31Bd0gC6sSW8js53fq51CjRo2YbyA2Rm+i+NBchK0uPPFuZnIvUumoMOQVyPX6s9J7mcS2h4Z9AZzAnj6Iek3yNIPQWC5SxwhBCUmwWrHUEyXVZjm2yFK9h3WdE/bCbT/ddz+t9/7v4J/47f+xmmZ6Vewdb0FRQOFO4EqlRgCS6o1xMoj7fqDdaBO/gABKCor0ifZ9nGCTQG9n/jVwMiDGxQk4jhYJgavFExX0FwjN/khI+ut2v2GfaSp1zjuuH8Aw7jaCnjPzerTWoDz2qST2MyikDxxn5kj7zzNOJhrsVvK4lTzpMDNHOg308mCeuU9SEJpdHgd57Q4PyOu2D5CDaUnFejm9iOlBvHGq5fX/Px6vTWL+cy8ffvWtXNHHiUKNKNMK9yoWlaDa16gmJef22xqAWU9zTy84WoazWRfczW7YkYvOgAnFH5Sh92BMwVu5dNC3ka1z4dU7h0mcXkPYHr/8Gju7+5NudtTYtMtsRzAngd1AA74263KPHEL9cc90pfgTIrMeytBGYyDZgbUJ9xTDdgWpt17+cLBgEM+CzsjMZEpBFxk81yaJiM4RRauLmtTVwqyoNteSMRSMy2q9BF4G4Z9R0k3Grvgvu1dDQSBuFMe6QG2BGSml8bka7N+uDPzOUKE1HnjBGZTtZSYm8zmVM5IkswU2UKuO5N2ujOVtOOkmJlpFjNAQjsw2zjKWPtstAfDvi29BrsPbJ4bGnnQTgDatI52EB2MySIu5kTsy2WrfDTTe1WV9LCvcZAwBuYeyD53WfV/+/PHuQKcjwts/fd9ATKe47ECzlhF5jkHX1fbNHjH5WeQUun7g3eqX8QBUPL/j1DI7qIUz913NCGVNB09kwfT5dG1jbP//D+KpkdxZuwJ6AMzutLPSqodhYEjesTDQb9d9xlgJcfR1XtTyPgAgBn4a9ZoSgC7AF75gWFaS0UmBBAdee0MhsmfJ2nKBcSh432rusqAkwyN0/23ahoEQGn1b5w1VtTgYQD5UciDTqeJ6ZqKwQECVxRXz5Op/D9nxn6Qfs7xDzUUuAAUm8oz18t4nbgieDRkKvvarSEA8KBmZAJoAXyhsDQIULfkEskRrEYctFGKIqc8ps3WKanF+0wZe4hMqPUo1xK5AlXLsRjXRQlHjIVs5pj1BVyydPrs7OOYF1B8ncTaXnRz1fGTqjB9f+DXU51nyFTqMZD2B81FxoG8AHDP5N4MyJPTfXuQUDyQZwd8/LrTv5FBgCY7w//IyYnGsQ34SsgVwjCewGSKRkpn58td2duyD7Pqv/oP/+YJs5xA+1+/7e/+3f/iX8K65//yT37X/M7//N/95NQi3/LDE0dcq5UJxNblRh07owkzMbS25/zizWXcoxb5CSxVmbKDLJqa/0ROjxlSgh68I0ub534inXAyrvY91UWQDUIiDQWGWqh6Zw7yDUYt2yHfjmXzfYnl2qXZ7irz4vLCxLMFwfsvPzwQOMONc53umfFXt9KpmSyhlpDLoD1RwP7+g7leXph+puf9uK1JH0FGHxOi2anDYZHO5Py2EJpgmyDt/sUXv+Dr5gtDV1eA+7OzM/lZmqYuqcbS1Y25OF+aF1cvaM6EIsnbm1tT1Q3NT9J0QRCBYl0ScKIM0urmYbWRttiY+9JL2JUMFNKlnGeGEELdS6MUSxsF5TW7LqWHYdzAG7Ax6Twyq/dbtjXwY7lbm13ZHAAz9rffd/xRgHl04hyGnQQWg7w3PAE9XoN9TKnwGU6f2RwrfGjmVgkHoLE06oTulv9h3b7l5A1pT5x7LY2RCNJJZhNTSv87E1AESchysyb46dtjhrgG6X42M1snkZnAuReAQqKcLAGyTeSK1tTi7suEgNbCjAWASo62291SA9vIPZD4CJOwyaTf7bcb+d2bTIK+q+WVaSVQqPul+d7bz8zL12/M3d1X5ro4M8vzidnIOaI/48e3ybgA1ANZDVCrQ3vhc3i+wrA3j4/qZYCATcF+zaJCXCYzrpFKH/YuAB5clpdeAyZ1Gef0kMkeq7V44IpzGhed+oy6P9exC6unv3gzqfE1eSUhACK/ogDg7otnPZA/An1zCCxd3p1F0SzKnRWO7tM7qosL+Hozck7uNCCr6UTlrt2vjA1Ok14DGl3Je1IIrIGhu3a9BgXDvVsZNOfSNmuVlQwGaQ+cB/p1ioCidaSjyHkuKICH5joy2qBZTOKKjpwmUbDZHpq9Zx9LkjPBlVgVagnEEQAiBgmDhCAViicEt1SS6UmN10y2tvm2g3/F1MTW3ScYFNGlNTfLqfTJ7/6AWWRInqLQHJSbfAqVK1XagXithEomkRN7tShMKGMYIPujjDe1jAW7fm9enF+YOm7MkJ+bVPpeJeMpesKq3ZgP93dm9bCjVj4cKYbAi/4GNEKikk2vbaZZdMMiVhKVYJLUN6qIg4ITFpZaV+hrHVXGl58qwg+MBicgEWElICTFxVIRpnPFqyi5GiCUgHFFXg/RIKDM1QE14iMZS7BbaC+icD+gAVRH6tAsyaH+YmSGYzAcpjGBOkhDtQQ2kJtHXBJlpQQvsq8uVglQGzLQSKLIQglIRjn5ztamixmWvoaXZ5dbXQdM+n/wH5wA+wm0/zXdfud3/vsTUP8Vbha1NUFkrW0slDrSOjtktTyHXNkc+Kdw9JjSrVFHaqLjU8KHRzFmJuO4nB0dZOv08zIVxKrBvBeQu9mUTmmmpdzj1cXbAMVWAAR+Lf3+pnTAA7z1PsinuYVbKuQMq3rLrDQ42uv9xky6goAKkouYwJWG00BZgS6vmvV3y/md8uXBE++h3QtQGB2z/FRFaStzc/OR/99VG5OEa5cBNzQ68lr0ABFzAZQ/+tFv8Fj3D6ugqRsbOeUWfh8Si/EEhEk7UtBjJn6cOfQgxFOQ0FYIGigFidWDEUjm56IjYEORGl1UMYGXO4J3nw1Vo5zoCQ3Cgy18BkWG4LeP5Ryfbx4ceVv6MVD0vzXj3zLzWDhQCZlHLImPs7OgtCQxzH5aY+sHiUWmpqx30h4tlTIw29PDZQCVvKJue0zt/ETu25QZuRL9pK9MKGAHAGyWZgJ0MmY0WbsrE3ANmhUdSwNSCRgOto0c05qGUhMtg7qXEvS9vnoln5e22+7I8S33cF1tCZIALuHKOgasT1xSn2mZe2nMJxloASpwsvROpmM/TkjjoaYDnwOwBzBXc6WngHx8zLEb6XP1mDGH/hmAP5A0PLgd65yPAT7us9fq/6a+gPcO95PfzR0gj9wYkh4KuxEE4/rG/cXz2TFmgMKB1TZVnPGAHegOPPaGKwtOajPQwtVj/z3Kx/ZP+ypWMAiLZR8AfeWW93NQ1W+TBJFS4RD8Sb/qSJcB7QPtFQbqe6mSkUEckBqSGV8QH9vEtZ/+YEyt1GAJ/5Hnki6abB9LCUH/5IK2ooW3rjbBNW/XDgSYAKyp02Kf5oU5vzwzLy/OBLgGpIzQYZrXrI6fodHrX0mgjtWzdqPOsVCjGaQfDdGj6bcK4CfFxGShGlo1rdJUMmqWzwXYPnqIThMhuo864yQS2ANdDgBdxveJgGBd+yGr+8NAkTbgd+gAOlYMIjWzGvekflB/BuuqfVvINfLAEdvO68FrebHs2Go9MVxMOT4guALtDaCdxlTk7TDRkiUSZE1zBhOg1CEsSDDWhrr6AVBOmUrZK2hBME+aTuHozJ4o/5fX0tiSrhNkdlrEgwzFw8vLqzJLil1ZD20QJSdazAm0n7bT9qvZQo6OfdB1qjA7ySem6WpOtNAFjpz1tq4cOrBQK3UmNtGTDN+Rx+p47TCUy6KD+RCW9wk6Zf9No8ZLALqQsJtOZ0plkf1eLr9j3398L5O4TuDg+G7Wa5msEvPivDCf7r601/fI3Hdmu1VX04vruVl0GTOZi8mFnF8oIF4pMlsBeuv7tblfP5Cnj6Vi6pwLkIZTZHe/56rAlgCkGoFOV0SJ35SaSx3IaFW3WV5DVjLOPG8/NS8E9GEF4CsBHev1xgIeXL94Qf75kdPcWK1fdYZVdADxmcLBHUPpI4Nzg6zrPa8TryNrhHZULvqWx4VzKu5Xw88OBP+aOT3KAnqA5kHagS//lIpkx8DeZ4g9nWJMQ3hOwzgAKJko9xJIGQl2HlaPPDpAMGgPiQRs5e4IIgsJFLPJgsEb9O2zbGKimS6xAzTvd1u+pwC0lwk4ITf4xeLCvHn9ihKPu/VWJnoJ3spagpSSCjQEpjD+QrAAvnA3kBeMhkkzDQysfLdnplcCgHxpFrPCvH37xkwTdHbo4OvtqNstVwKuri5JpUFBsgaUxjnrDk8oJmNH0Oe0EbZVkjm46FcgBvedkPKncB29vV2Rxw2JULgAe134b9rf+NnzQYP/rGaLY/NcJx71K/6eoi/gXvvPeADug6vn1+EDg+fmUP43AjB9Hf11zL9XvXZIwvrg8sn0zeRA6t7vj1xyVZVh0Dc6j3GB7ZNrf+6I2hPwOWUW2SeNT7PCtHtDYEoaoPXBTkinTwBFHMH2kOO0NDVK8LznWNHJyOWWjm59oIJMMWpdEWzCCwCrQ/0A7nVMoOofQQSNkYOsMup6XRrdAqV3pKGaPSWQtxK8iO/MFql58/LMLM5h7JPpCmA70CRqV8rIsB6Ml6yX3mTacpB+W7t2nhj5CoGrShkm5tWrK5MFuVlv7pj5RjZ9v9mwyLVrBIz34M+nLHY9CDPib6urBx3Be6+rL3QZdersAPEIjCwXuIjxlcNP1yXSW7x4Frnk/GBwoAlxP6RJBqQxhVS+txzvCODJpsH9aWiaRddlzEvgr6OOBNKMPf5tNODFyqYEI6C9ab1ASM6Vjcl94bkgnMudMAJWEvCRNNarRqCP+hh0pSTNbCAAfp5MmyjM67IaurILm//4P/q3+xOSOIH203bavvVtu91gOC1YSBpEtoL7JUGdFlj5Jd8j6IsOmeA4irxlKgvmejPWee6fJd71ewAG4FKC043MMVVRZGC9uCgOGX1kwPf7NWXPkD2i5XtfChit5DgApYW5+fjJ/LzINWufpzRsQcYbJ14tOrU5d6cAFRYUiUKlBYAdnHJQEsAvJ3CERnSGbOb8kN1DprBtd3RJ9YDq6uIVVET0OsD575WLP5/Q2MiYBXBeZK4vrrnfKXXeQxaJ5jyWctCrSoDlvpbP+mJZ8Hk144/20CX8cYY7osY7C3xTDWJiQbXISUIuEeZJiCXqToOMzXbLbB+CD3LGqaoRHpwtATCaZ1x+lWnU172GvdMXfwLinqnIPAHtYz5xM5QCxKmtYda7O1NXSq/AZIgE19micBncKbPWoN/saqhmKDhfnE1dEGfMhy8/mPcfvzTb1Zpcblilz3MUlU2IDRIBINnFwnHpJThbx2YjIF89bNRRlnAirM3QOkpGQGFvKljM8oW5uJybmfQnZJSpz9/v+Dl5yXQy2cOYCYD+6oUqutRdcuCh+/bxuuueV+4LPz3w9SsbHuj618aZcb8f1CmgvwC4oR3SNGPfwOFy6WNV039tVWO8auJXVBqadHUHbfjnqwE+4PDn+bwgdny+4yDk+d/YoNXvs901zK+M1jUcAwXvtmqojoMMPAops6xzz503ZXoSihwy9vo7fFJM63n2z893HLToSfbHIAmmRwCDRgKnCRSaWnoVYFFnJ888MrPIroK/DeJgBxIFM+WZ/CARkDGYGkzO/uefESbVKQk40LqNGXZlvWvSQxl3er8DJowVDINCM4AzjmtKeK7kZUP/iQWvWiSbFBIwLGOOAQEyxgNWCuCaLEGq9KPtbm86F6xPp5faeok8Z0MgwWzFYxfy3KDonpSweGb25cbsqkYC6YLjx/uv7s3Nza1pgsJAkYVa6IFqY0L4PGCeGtcRQ9+WPPrBoXK6vSJQgxa6Fx7qHX3GBSQm8hqh+tv/EIxbqpkSvJNug6cXDqxB4vjuodJfgP3lmrAawfMBTQ/xWGg53kTQW080yJCvGrA/7bDn/bTg/cv9k4GEQDyMRv0GSlpxYhPIatYypuLLoQYWfTfYPoBOezgkSVrn8WRfVX252dvmP//7f+sE2E+g/bSdtl/NJqAgbNsuhctd20KyD3rpe3XtjNW1VHnsnZNg658mxpxrqHoL9eQhe45t58CnzmlK63C4xWS98sdRxzoRcBdH6Ygmgizao4mzLZj0MqeB4VuaRdSTnlAUANPgyFZm39TmlQC2Wa7UEyaausE83Kgrq7whcydOILR5NgmaGiYuM2fo10MbXSY9PSnPLVY6gjFfftlzJSDLCpoDIRsNmg1KXKeZpwbteb6zydTRccyBtz+Tz57NrkcBUu2KF2t3neZICeh8sa85AI6xFCWCB4C26RLZ3/xphnWk2gGOLBiW+t2Es6O6SsYHgIWC0DHIcXKN/BlnTf3mVVC8jN5Yi3ssEejfU4yEjLiC7r4qOS8jO7mvBVQ/bE0uk2XXomh3Zl+/fs3vXEDxpFgq0KwfBQQWGiRezm3fnAeLIlMALqf+o9/4vqr8SGCy26wJDpCVvFxOzJUA8KrLzcPDytze3JHbru6ZArhA/xJQBo4/OcLZRMB4Zi7PlqRBoSlz6WOR/A0b+DCWNqd0ZewoH54XreDar1CMnULHtKKjTnnjga+u/6dgNcsZDEpL4EI9ihd7Ij8qFaHdcU6Qzowi1EEcg7n5Mj2sBHlwOgapftXDr2aMaTHjoGJcUDxeafH30fePcdZ9vDLjOfB4D/3K/50kWsDn9uBqGZwzpkFAVDizLRRiDwxAj2ZKanKm3x9GdLGnwaGXtkR7jh1e/Xu++PcQrPhMtyughJslgCozr0YlClWqUJVP4KKp9zZxADiRMUnAqjxXGjS1rp1D44g8/Jf5AqrGBMegIxw1Lgu9FYBaf01WtV+wwtJ11vZwHWUBanAIZrAg2kjbQEFmt7qnFwJ+INFbljXVsDrK9MbSr/YaKiQRVwXXLAIfzCRbCljP5P8rU7Uy9pV77a8CcjdyH9YA/nLOoMtwdYKyjV7PMaCLRyAgvWvpX6tqMCjSHTq6jeJ+0j3WoWvr/Yyd8ktgXUNgP+aojMPXI0XyiA/CWN8D+AePMAhTFo9q8Snapaf6GL4CFReJrkBhMkHf2JRp8ZqBLj4AaiO0iiGaEMuzj1NBMS8CM7gmAJtHia4UBAgyUD/QByabpDRmgjtrw/E6YB1S14Z9OQR1Wbf1f/kP/s6JFnMC7afttP0qQTvMKrpQBkGrdIraeu656q1npLIAjPu0MCgYyExHTqItx2ujLCzpG0X0JDvfHbTe9ZUay9/y9gTukygODRVEQGYSn0kFg18IuIYCyp4OibGZTQtTTBwQ6Kem2UO5pTGvXgC0arFnI4NuR7ClLoC7rRajVg14772dTOYmzXUiBVivm71bS9DzVVqIYbHnvlpxvnz12WsBdddcGbgREIhrT1E4OkVmRn7LBIDs7NmLCzn2ltx5vyGrjmBlNtMi3NTx6DMBgVqf6wC7+XqyhhxzFBNS6lIDoZggWu4JzJb6yHHgO/7g9chMuESNVQpkMlm0iqKuQcGkLx4dK50ArCOYwN8AY/gM/g+w42kVzxRJnhCbx7b18l3qkIPja9DmjvN9dXZhAUDx/w8fPlChAtzRy8tL8+bNpf306ZHfvxbAje+/f9+wzmG1ehAwuKbW/Pn5C3K7cwnQ/oV//sfsi3B2pePs/b1Zb3aUdlssJjLJSv8gNSc2ban3OCHlAI6UOl2w1qFIJODK3HX0dE9F2UaRTnk+ZRlSpQNBwZhT/rwYd/z6WGVlnPkevW/hxYVnDYIkyHIiGMUztpVzjYJvriPAaogH3z4QGDuzjukz/vz8scdqNWOwPwbz/rPuu3ZMwRnz9sfSkH6fvh/hHPC+70fq3aBgFoC0LB9YW9DWqAeAWRP6XH4IxnxtDC5jvALhr8vz7n07u+t5ook/pm/58yXLhrapRgugWXhawfWA5puWhY3Sb4uMwTwy/zGl/UYKNCotQ0oV13AQDPURQSUeiFYeyn09kAaGQQx9MQF+7sb76NS4DfQP8OejgYA1ID89ZPbcEv4ONBOKoTYjwB1jxd2qkiPdMKmQ02QJ6ivg+LfMsGuxMrIRod12pQS0Da+1Zd+pyY3v+g0rA/a9PJfrHakf6HedfH5TVyyiR1qfEqteY5RjY0CwTlBNYfbABR4BqSuDBAAMXFHsDRdRxKahXpcCdg06KNNIID4cBpLgYNOlFlOsW0XGHaCf16/cc1JoelWUMiyIdrSvCHttqdnOAl+L2xk4SQTLTH/oVjRDVjFYUyApReoRFHF65dIj3KHwvTUZMvIwrkLgB3nZFuaqmW26qI8HiZ77tjsB9hNoP22n7Ve6rVb30TCghqpLehq3qGshindAN3FmSYEzDbGqBhE7CktM2glk0jrnE5hlKAwzlhzvuA+cBKT1GXc38QZuCdxmURqcn53Zi4sLDr6gBIR7+RzkIM3S9FEfFD1cFQVkpM0Tegb+fVy3QTfc02QFIDrPZOJ3k/5ssuDqAFYO7h/2NOWZCjibTKZBJqCvN3u7lkl2vXHnRKfFPvC67WX5aDOAj1lhzuZzM5XAIsuQec90kpPgAsdLJx6wLw4Z19mMDpTuujWhBPAOQHK2XFK28dOtBBNdHaz3ta17uLeqKzpkTTrnoknwYZrDygWK92ZLFNgWMlNOLG3g2RjtAeggeIljBAadnENrFchpMacHkeOCQWRHXZseHDQ9WBrTP9x3g5Grph2DorGeN3nqKfTmBRgIGFjIeb95CV39ywBc5ZeXC1uuViaSNv31X/++mcwXEsSVAlj7YLVaucLCVILJkuvl8/klzolFyR8/3skxbgLs+zvf+Q7dcC+vYTg1E0jxEddj17s2KNsPgq0ayvQNct7gIwsIsuDUx2lozvOMjohwhwUnWAKqYFoUFuIhaNSagWeubad6fgFNqihBn1I2c5RJPxREjgLXw2twJ0WGXdqF7SZgN+j36B8NLNAlcCh437bbjdluNsz8FmnEPgSgjudiTLfBMaWdAg9WvUOpu1e8P+41O9Zfd98P3N/WBWUH11B333mO7nPW6/W74wYuSPPGW3DSObjhonBc2j/wFB95WfpfdugrZbOVBpuaYbsLyp2TEzElr8MBd7nmiM6fDZ1f9Tr8NTnuvfWBxjdRfka8fu/oq/04ot0xVFqgfm5NPchzJjAw7kFIIYUkkec5gTdmC8XHhIZIOHTfel68BTJngJ0lUYC6aT6DGgzQdRfGRsxcK4uEhY1hwFW0wLi8MXnSgWakURMEvg5VwKVdaSDWxizSByUHVEWqHqLmQNpi/Yj2Tc1yklqsACDQPNQYwOWX/kLSJ8IuKOvKtjRfiuTc0N9w33E9XWCT2Lb1TkGpjGc7CdKR2CgRmAbORCrs5ZwiC5NT0tEht0KLIWDmOOgFzdpIi0vl0XLKQqED1Ak5LFRwobVxoBalIKb1BMlam+ppNDRBCiBgRvzcA2hz5wP9k6yTf0Sm3fYQimIFsIVKjYLymCsiyKBDoQfylI3VUwsTtFXE4Ciiaq2EQWhuxgUDlWcsXVohKCMfkAvNksJCw7+Bgy6OPDAMGfIi3ydRut51cX1CECfQftpO27e+Pa4eMNGGA9ddbdq2zYtqX6WQMyvLyuaOH66TIgpzOovsTU0tcU8JUe62JkvUlRGTT9WpjbibVK1f0n4mRUdX1fOzJegkBF3IUOvx9LsDaTRyzP3ewvxjPtfiUgEqxyx2zyyr3W9uBdTsTJHkBuAfmds8zcx99UDFBNmrnTjn0nySmkmWW6SXBL6btVmPl9hxsrZxknOYmL/7/e+Qr24iXSm4uHjFoebdu3dmLwCkkqAEGf08zj0vgpn1fDZlttkNShaZ/6pTrXhw27Hd3zcCx2urjoq97Q8kCaN54AOwPmZRAdpBGcniyELmEe24r0ty/lUhMHISm1QggVmWriFEAG7DgbahRa31gcfugRgAjudYe1WYcbbdAU5m08fFic9pCfgpcC0CcBZZYb73+q35wdtfM9PFxO7We3MOGtKbK6UTTc6UPvXq2kx2vd0IaFXAWcj5IKu+cMB3MJvNnkZUOI8PX92YfHoubXLJImBD2/NU+sgn8HttnHgqFnjy0hYRnGPBVz8zs4Ucv41Yn6D0i9RM88RC6RO61lQRggrQK+WSI0sJN0qlxMi9GELvpnvo0145xGe0cU992wJoOj671eyotbW0TVlt5XgdlTMgKViVO7PZbVkEmUbFIQi4u7t7QsFxVJTDMUeUlsN9wu/n9QhOweagFsOiO+dg6oGw7wf+XH19g3dTHT/LuI5RJt661QWrtCF8bjoqFu1Y7Mti62KwiVOHadvSKmULMpiJfBcEt9Aa91yMVi6sDwh9EOHfG68CjYJHO14haA+FqnCs7aHkIvfAsGAarYTVLHCXEwl0amTZ3eIJi0nt4AI3/F0rwVwAI67XDi3fF5hnIUc40JM3IP0aRZRREHvqj9VyGS00B2BX88zIFfSHtuMHQEVrnGpNYDrpj33YU7YW4Fr6op0gIq5RGG04VmtgBZCfcn+Dq/cEdx8Fz8iPg/eOZHSCtmtqLhZgrFClHenzlJ0MiaQwFyQBzlEAexhr7Sm47ViOYCZbfkXqfAqKG+kmXn0n1nvBAlP5fjg42gnaE0ZWCKSM87a1gwvHNMseBOTTOO37gViaMpDMzqumO08hUMdUVZRRIG9k/M/CjJQqfgNUNkvKk8QnEeteEKCFYWaxqiUw/ig6GQZae2BVtz+RfojVhLKV8VEO1eGZCKIhzdNdGMSP3RDW//Xf/1sn59MTaD9t3+b2h3/4R7FE0f1v/ua/+P8bLdXdesXx0jqcN6jXdgjDhz7oQ0xcPTMvHQZALFDGMmEVMvhF02IyCDhJ+3ovs00tI/yOdvPQ5QWDLwdAj3dUe0knnuoBp9EJJwZ6I8Werx4dC0+NqwDtBBZnYH/U5GpnrFlVl0gaDv3aC7OnznZnvAPiTIA89vn55+8QAJDzrkv4vXNLRWb4gdn+MLw0UZGZpgxNB/DZC7gQEJ3KZ/OFADlmlTRDiQkYBk5Qj6kENIN/3sQLua4XZn6GFYeNiXrlkKdGJ7M3xXfNJJqYBQA/bMGRUU9R5Hgjv0uAKrqt5unELemDSyT/ny31eg60gxllJ2cxAD2WoXe8nunsnucI+cee2UQJKGYaFJEeFE0cGFYe9/wspblSGOv59SioRWGnwGO6YxotYgUHH0VyYZgTlEF7HvtLkimX33e7mjQEGKeATq1qJZ1bQckI8DFh1vWKahlQqdhu145bnxy0uaEOMpksCF7bthpRFSDZSXauuRbQ++rqpfnszSuDkoO+25jphQDn+ALMGVKF1o9rg5UPgxXn3cq8eFFIIIIgJKV+v16LXOU0MYvzl2b1sGKhnBEA8+nLv5T7tjWz6cwUEsxM00Ym3L0ZEgQeidy20sxnifxckWYFl9ksnpoJNJunVJBXurBcgwaDBUGQXmtuNtvGUaYy6qWzleX6GtYJRIcCSA+Wtci4ekLd8KAa7ea55QyM+lieOQXTcHmFgRSoaOfLK4K6q8vC1OwvNUCW3KvBnC3mBKVVXZmzy7fSdx7kGVrJe4+87/CXTSbS16QP3m53plyV5qU8U9D2TilbJ20LB9xOQKkz3RqvXjkQf3htbA41psH4olQUD7OwfFTbgFUBfObyci7APXO0npp/O/KNWc5y1skgCEUgfnNz44II726qspeeQz/mzY8pQD4w8e+NqUFafN0dV4zIn5f+rGR50w4FC9t30r4tMuGRK4SFVwQYLFnMWggqmgBxpq6cFKuQoFagDwwxizsVjbfsShQbgvOySxRQgxzPp9UC2DIcWLtwXcs5OAcitWYaMJCzMBrgsm8jUk/gdYDPIxjoqE0Zm023NRZ8a9A59jKmQhEmSGn2RIUpaYcSuB6rRGCNoAi3bmnYxUBP+qhNkNyWJ6LRkGIQ8F2Bzy99PZBnBupgAWhNtlG9eauyiMZR7TyFMnApD2bCSRWyqrMeTpxEY6/iOL3y/AdH5FeHW11twI+lK6p1DJmALqTA8EGPdqidukzIMlhLbfaU6jIWzqi4r3lsggRp9UHbjNKSIY28cO9TeQ0qmRGMpaAxnxChy33E2or+yMBhGxsxBYVC6UoClz3OSWKDtE/tRIKFIsqHf/j3/vYJsJ9A+2n7Nrff/d3f/eFv/MZv3MlAvv+/f/KTPsvS7gc//NH/J8H7ZvPAhUQsv0ZhkPRdf9V2VS4Tkq0eN+FuvwmWVxeCz4agKbHcWQb3n26CIQkFgC4omcjMU7nT5BEkAgGOwIlGdphuezLZZt1BGaYC8DZHvind9eLMZe/qw+vKrVZL+shl10CRUcOUyEwEWC0mcxoO4TPX12/1WJ0CWnCec5nIv/vdt+aTAGwAgPv7lQsO9AdLwwSNu61phtoVmlVUXyirkIB2JxFFZtJDhhr79RM4eOzrDuYaoaMLOFfFxjlLYuItJgTNOEcaQsXyM4llP0aAP667ND57D9CA7Hr18ZOjxsj38EG0GCMaLeLtqs4FPj1lDaeLiTQx+EcTAbMrAW3HjLU6sR4dH9V4pmfgYfa6PH9wh0Rm0enYF0VPAN8I4K1lh5DH89lSpVH0X1ONUWx5HD4B2L2Ovi8cVCBEyPbki7jfAOwe3EVR73TeoSkdU1Lu6uxMM76yz3Q2NbNUHQc/yb1lULRcCOiemkjad3Cc8aiLKPGIc1FAKNeGWgBXQwGef7n2JzKYR9kXfooiMa9fv1KJ0CYyX3zxBek/AMygbAHYQeFEede6CtG760ucDJ5v0x4yhXDDZdMmtHfn9UfGjIsjxxtALI7jAa9fyfCg0me+AUpCcqgNVSygkAE+dZop1Woqfeh8kUpQvubKQizPLgA76TrSJlXb8hqK9NJ8airzsH3UIH4n91oC4TUCkjwyWwHL25s1eLrm5dUV6zKgw92Z3Tfx7J+A9TFPfwzsPYgfr654AI3r8nSco7mSV6Hy/VklHo9mXsdjeSrLWIbUy1E6us/heB6Uj89zrEM/5ur7cx1z5CMXbIHbjrYH5+MARMNOpSbd5QXOGVPBOfbTuKy2tkng3VUx9iWquI6At3cMoAjGYQz5OnfNPTPXHI8QbLuMs/pMkxtC5ZSQzBPVgwSFa8B5IiiPQ5q3DYqFZeyW16OBaklQ7aFnBPjxaB+rhdN11arDKzLY0p9bMlLUVRcBoT4HITl6AQKGrndOyO6ZDCJXDxtSncVCUlKefUpXkloCamJMXwRQZZCFh/mTcW2m1BiVhLQE6T7Drq8Pfr3TKndIM+ueh+e04JkMxzk57r8EFKQY5eq0ihrcCP4hycxkeeTu3ECfCBSaQpYSdQZh4O6bccWxumqkBch9QAOnAXSksGdghTXSyBUj98OJxn4C7aftW93+0T/6H34E/eq7u9nFdFacCXAdptO0+XTzRRnHaYeIvOVyeKfWG3HEgpkk9jbTSMEMtQye/dn5i/9XgP5mDUpLD/O5uQykuYzGMdYNAznZtiyTtq9BKQkwScdBaIe6xgKrDNR7s5WJX4A1l5s3+7WAqcwk86WpSqcHDs1dGaSgN57D8CiPmblBRgWZKEBE0FUA5o2zUVdQZ1yGPGKWUgH7yNCk2x80zfEyqDWQRVzKDzTMkb3NZ5kEBJ25+3TLySCb5NxlLUDk+voNH2vVdO+p2uIlIqGkwomgTZgR0cm4NZW8vFnlmp3Ono4MDAh4vpkWoNYblyXUIs/UqVdCuz2V/rIA6I8VCMAEB8cHfxXtwUWFSguvYPftj5P26g47y/ODLj3T6Xgbr1WVazfwL9X4qZtW0jbY4YaVUuS4MrOrwCTLPB2hp1lT5NyXNAPv1EQiD/FTZqwFu5tH0zEb/tRSXjX3ATo8FRiAmCIZg4IJ/CCIG5smHZU89DP4ThzqyofnL0+nOYEwnRmlrX7w5oLOtOTM/j/svVuvbVt2HtT7uM/ruu29z6VO2VVlG8UWCYF/ECwekGUFzAuEQBAWKEI8gBIgIMQLQhjLkeDFIQgeIxAgQ0isgODFxkIoQEjAiYRUl1M+p87Zt3Wb13HvtO9rrY85165SABtfZO9Vtc/ae605xxyjjz56/1prX/s+GSsCdphLwQVXgMV6vlaQJfPmcf9IesRmo6ZXLo1c8YRgGlxVTKWlBFN0hy1m7tXxwW1kDkE4JlHjQwG7N+7iYkGQ+PLNbspq41rwB+eKeQBwnULv3h6BPJ8x0IAG98gmTQHG+4abPOcRTVpwTpVm2ofBxiR5YupzDmIRLMTG3xj4xEw2vzejBMkjn8dI64W043MB1wDurVzfCgCePbCtO8icP3DeZ8ROaDC+vphpJUnGva9n8lyM7uXdvcvKzt08m1Mf+/7VKwK3rdyDg5zGBx98xDlz3tdw3kh83sdwDqrjtZ3zyFWNp5xoV08bc0ebnwUboqNJm/HIqIYTm2FjZjwC60jJeddh9hyIx6x7rHK8ayj1bmPqmXrPNO9jI72jOelA2doUiBsNpGiMBSrmazxfAxOwgM+BoogZmVHiEJSToKwZqI3okgOJx0HBMeQlBzCwCf+JZRso1ci/oOnOxksfA4RAkJibeE9vijakfMCVFe8HoO6UnsgW2Cy4IxPHwbV9q47BY66GUkiayPPeNT211X1sTJY1nwwcAeyjniTBaw7SPyoI/ZHqL8x2I8WeaqYdQcSYkJAv11NQnhKyj4kfqZk+jt7MkEbTX9cgV1ViRpW6NINUKsZwrli2HRNE2wj0gYCbKl/vye8ftfOHFBmsZQD2MEjKqwXXbXbnQ6s986xWMDCDSn6esNEbz0lOl1Q8kw0dUynnKCeTgXozyBHlOgKBerDrQaWiD3mZj2VV1CFx71H7e9D+/us3+/Xrf/tve+XzOfdH/74//ARQ/5+//n/4//qv/uUfffH8IlzfXMj60PhuGLK2HsNx3+fHzi3RnNg3nb/fPJBbXM5XsmHOPMBUlS3l4UUrC6Xe+mq+ePnw8LaThZFB+fXN899WAP/4cAtZPRAI/TAOWV0fPjxuN3kXKH/gF0kWyuXCI0MkwDW06j6K1S1UxczDDKasylC0pZr3mAGFgG6/vd+pt0TGnjrq0xJAAbRCA7ysfO9qUgX72poUkXlK2CQGEM2mKjSp9r02jHGVQz6GqRcs+gcydzJsbgX2ijQA/D9uHiiNdr1e+7puwq2AjMfN3n384UcAvP5O/g5DorQAQOnlXqRsIkJpG1lSzbhhE4YsXu2r6kieooIGNMDOQK3wyDapow8h8nSvGICg6fWgnO5hOMq5FXw/GmMFL4d5NZfxrcL9dkM6TD8XwOkKNojWh1bZP27wjTXLSUAT1tdrfI5HgPHwcBcg9wilsiyLrM0MPHc5XzS8Fn63m5atgBYCgHg0KgpUDE2rDcFzqpqkbASmGypSSVmqDW5pPzlEauPp4JWfTHDk02PGezWbtaecFrOWR5obytynUwpBuwIXrwoeeUBT5gCoR2PDJJrH2L1FQ6BK1qHRUQJgd7m+dKuLJYMHNESiD0DOPaA0cbfZMBP3jesrVlV2O5kXdRYuL+ek7qhG/ci5V6DBVuZlVaHJrbcmxizEigOunTLPwCsjqBgC9g8PshmXXsBj+Cj5CFQWCV53qEhhYw9lCYTRBo6fm/s8X4eLi8ofd0Ogw69m170ErdqDEYFeFuktCjpgb68cc2SDO469uW9aY7W+PzZAxmCpYtXF+chPt/6AsFpNsp28NwCUCCaWy6UnrWS25jwYY4NrC0pTh+cwoFoG7r4bVi5PesGEc0zzAF+Bzab1dbOXly3DzdWN3wnSlCDebY6fu8etzCO5niu5Vwis0Cx7xlEPZxnp6ZwiQD4PUM5BsoFgHwH8Gb0mxCrWCTxr1h0BPp5jPH/7/X4C1jJWcZzCedOrZd39eSUgctZtbOPYT+fjjJPvpsb39KnKzKjBCeUJx47KQt04uDMRJ29qMfpMjVGSMrZPEjASxsI1M7M3gqcOEAsqjOtJSsR+4cFvh9JMlgTgWcHBGbq+kTJR/XG0w3oJskHTML9U8/800UhQvsdAAyE8e6MqdgmAljUDHO+en9lijYdqj6wxQJxj6OlGlNChKbPPAlAdPEndQdaAFKeZoX0Tmuho13TaJzx6NmYikw7uyln7uZd/6uMzI5YfID0ZqKnuoQQmT4Dx0T1JL9qIahWJRIUgZSDY46p3CAGFvHb0RpHJQkKyeQgK+DNTjcQ1UC9ejyvPG38m88QXOddAZNa923rIROayNsqzjOhDjlbiHTieT2AsxljFMyhBj1eC/8o5DlCmxw9wPmjDlVcWZTFU1fz4Z//0P/pek/09aP//5+vT736LC+cPffXrv6dpH9/97nfwQLD0/aM/+qO/6XP9+Z//uR9D9Iy946d/+qe/+eu//usewI6Lg6wDv/zf/uUf/eTjZ+4rX/kIHM+wXpQCCqpQAeCwk7IJde2pCXW1vnAFMqT4XsQGsF2QRdajO/2w32TDcPWRPOgdGouKqnp9f/emvbr+rQH3t29ekiUoi2aVsrxsO1wIWd83c8ElmVEWkvr4kBVl4mYp9ZlDs6md23XY2AW4bLlsI/eRLwT8DUdZRBvSNrDkV8iGkaWhjY4n/fTUuXGYysk035HFs+nrkGaqlw4Q1fNEMiqzjC2yxEOwhtAQG1GxIQiWBhhUOgjAKBZ1JFfbNIB6smm2rj8IqN1v8XlUVHl42IZiXnhk3DM5/81hQ0Atg6Pre5JZZtqRnoJGTGTHj0dy0Nk4iz/YlJGhLApog6fhcXdkVhb0FkQmm0M7Zf1V0nHSqA7LmTqjVmWhIFhAeDPu5foPcu8L1aqH8oOcc0vRggLKMWF/gLmRgT1wQ9M+ABumTQaN9mADizR7MLpMQEBIiQeXWWOgk3m30FGUn282mwDDGWZ4M/J8Q7s5Uhkm5T2bBdINBrUv0eZdusgSJOHvMj6BRY52NLrNENp64gjbnC3CMKFUZtjDKQMr86tR/xOoYSh2o4abvX9w8ypzMxn3Dz547l7cXLrFvJD5gX6BMuA+qBxez+x6au6tL1+9Dnf3D3Qe/Pzld5gxv7545i7k9aX82dxtwps3CJSaAJUZBW+nbCmK7+ogO6BhkCV7Ug66JiC8RWNn0co5H+EiupBz/WGU8AMy+Mi4S9AQlkttToZWO0d0RtVNjgmccd3UsFgJpqk9aANJl7rjqEZLyLQPDHqOsVc4oKIEFQ+9F11AFhy/q6pFUFCJRtSa97CqcgLXy8vnaGScFGZId2EVQQNIuILuXn4vPNxvQ14k/tnNR+55OQ9bCUhuX9263f1b1xweobnNhsem3ZFegQD02O7Cdpv5xQrMAhn7pHP77ZYKIehY+Ykf+wkZn8sQKwJxfGNG+l3AHmkp8fu5olDU548/g8uqzBEmU0BxiiC+NTMoNVg7+QJEupY1NgcD77ZO9VMTNBpRz88pegpEV9fzqkAMmiJQj38/z9R31No0RZnReOXE/kqLkZnOhlWwO9JkmNAqmjN5vgyUyfSA4CKXUUqTI8BL9H3o6FTlmYHraUZvVNJdAppXkUghUR1VBJxEyAVEgpKRUi2GiiyOAioCurvgqBZDNO1JNZEnuBbsDc46KDNDlKNPVeiQDZxdT2+kIin5Ua1Mdq4cozb7JrFKNKa6djM26TQD7ah5KXj31HgMWA972BA6AnpdFyybzjFgUOL0dxgwwl5Wr3kpo1Ji1FApsahmui2CnFUqBpW9RD7Hk65iPPmQGf8/aEItyXQv3B9lsuSyJhUhk4A3QWUuyfhcZATwkNfMGdh4V4A7HyhHaRWDUeMJatMgcEOkAFJ9jy5USMSi+ZWKk0l4D7Xfg/bf8terl58ju+fbun6BB+Xzz77z+pOvfv33RKPEl19+4V+9evn1t29fw8CHPFvlA0KybO9+7dd+jYtybDaCQshP/uRPfgsP7d8N0P/Fv/gXfvTm5krAwZKL9P/yP/9PP/L69l6bzaxE+9Uf+UZ4/vzKzYqSPL87AXoCJQS/LSltVRWe+sFYdAuzLwbnD3/gwIbjhLFGMoA26Q/3r5I0y0qArqvixYs0yd8KcG8EuP+mxvrh/q0MQ1IeD7sPj8dtCr3vLIN6giyecj/hvLff3qk8m2w2MMQoCwVcAu4QSJAPDVUSrkGQPDQAh+a+jW2GcePLnHKJFUSmJzwZaaK9ktG1n3RUakevBkTMVE96xf0EfsvypMOeUe93mH6XGegE0Hy2vpGNWLnfyHTPq7kAs4OjPJrq64XPP38j72vIx0TmeLO5N9rFnPcIlQSlyih3/njc2e8Xds+XBE0HAdKHAxxBH5+U5DMCxwjc9RrUIGZwpQBLcNQz2QTAGwd4a/cHztdsHpkupYw7ApN5AMo70KTJ5s2ICsKWYwXax2JdTWDmyU3vT023WQb71Jp0JLOEctDurmtQOWRDsupHTFESeBSnjOUQB9oWPwXrg9F9QP04slQ+UdhpJqINqXjWqkqbSKGZfaQpzskyXnsHojKJcopBfcFztb7MXUmzn8wtZnN3sZyT9oTENDLpUPABr1+bMuXDF3q816/v3aff/Q6yq5ShZFNyutXPk2P1fP5U+xug9+Fhx3uD90aaVWrcfppLXRZKcchBt4E+e0FHXCbk5efXFxfuULWuq4/WpNi5Z89u6L5KkDyf6TxAsFloM6gzHwH2FMhn1geBVv3eNVTmQKCUU4JTQag2H+o8Skl1wpj0vVqnY22y2xdOwDTy3itofDBIFawBRSM1gtFWVzZYPB5b7S/AfNzLfBhvJTCqBXjvJQCV+Q1jKfD4wfVPKjnHozY9limt37t6DA8PBxmbnp9UgwsvYMx/+YX7xg99TT7vBYHwu7SeH0T1ieZa8fcxo31uIhWBd8yOYxyVanUwFldmngItKW37vQL3CKgjTee82TT2BZx/Rnx95Li/S3s5p4PF157TfiblGTMy6yEZqJCTDysaJZHJVmXw1E1A1mgtFFgRIDieUcfiGkjTUIA80FZkrJFHz4wOgs8EQM1HXWqR1+2hOe+D7UOydkOxpR/UpCgdSNPgWSWj0mNk7VD2t4DHjrlpdYtGNNuoFjlOKAGtA9x6/N2oJnQYhQ8H0if4PDqPytj4gs8Ln32UkLvaRTCvPaPyM45b1KQ1dSEkyqHkMxjxHKMGWUU+qwlBuhpGARSPrEcwa+9PIF3Ta0oICkENriIzxgUVVvAsSygnHo2sJqTpLItPyk9N04pRAqmMFJpBwHgu+11eVPzZwB4B1A6hi9+TqsRjJtrwCmUZNsEisQ5nVdwwZpsGVZLqxtDWQ6ib90n296D9/xMA/p5X2VmvQrNDKBDqdt3gZWGbP9zfzRtZya8vr1903TfvZHZ2X//672zWHSA9GiWgIHZ3d//Vw6H2KLkBDGtFVR9qlIeRcYGjJJQaaM9dJe5XfuV/+AYWiF/5lV9xP/uzP/ut8+O/fv0y+dVf/dWvY9FYX87CQo5RpjMFX6mWl6MOtYBpmiP08hkq2ebUwr600uNcXQ4XVPtgtk0zxOCNYHns9v7YNloyFgTKBTeXKF0W4sP2saiK8oO0rB4EfG/lfMb1xfX/q7GWAEYCfHlHMqy79nDZ1ttUFj9Zc3vyxYegOsoAcKktbwAuZZWxFAtQuz8cfFGWAWkb+oLIK5fzOSh6YX9oXL09uDM/Dx5XARAPxqy5QCoDqa3P+lQzmETx+jj1MMbpB8XvyTsPGxF58/14VDfLiTqARS8TIHexnrtFtXT7YkcqxHwtG4WZDEHm7LDpCdIBPGFcBGUJAG/drLHZt94qA6R87Hb1k+xfksw4RgIQvCyyAaDggw/WXrOWkUOu/HsEBtrkqLbr6zU4t9p0ysJrXwa4pG4xV+R7KudT4e/y/lK1631WzQO05Hvjmsue4bM0DUox0oEADQTny6xhX+selWWhr1Wre1k94z2QV5LXv9vdMRsJkLaQuSnH8QXk6ZyqrKgbJugqJWlIch3q+Y30oLnRUp+n1cZiNqsCFNBxNfWQgIQp0cXFQt5TBqifgB4hHyzAUcEqlFoy0m9SZhAhE8mMV1K65ToXcA76BoxzlmAqS7AzIzXmApWCNPFVWQVc01sB3K/vtnIvmnB9de3n5TzsBPzOr5auXM2gN+0hTgRxDnymrBOuuljRNGk+B9VFXr/b+b6fgh7Sr7ThFmOQhSx3fn11GUqqZCwAPPxyeSkAeQcamN8d79i0iYeoWsgGLs/P8mIW0kL5/4WbTbrllI1GINudgqIWfRoOknYAaEcCoRYVJzSyZe3U04E1DSCf6juOdCg4wwTYz2N9OQWIlQHegj8/7HZyrILmYugnAdBvh9ZTdrTteY7Pnz9zy8Xavbp95fabvdvv9u8gxVwlI2UOAdgNaS9wowlpmTBA7t7cQq1f7lNpjZSQCG0cDMZicgPman3fh3MeOKgpeHYiEH+X8250mHDOb4+67pFGoy6de13bGaJ0TuazO3Ytn9Fzzfmo/EJ9f2s+xbFjI+9Z1vzJmhNdg8/pMO++Zvj+juGJ5IHNNEXgNEyLl44qAB1dWWOviKz9qYJ4gN0UlQTynQeTRXGnnAbUVYZesbcFAak1ePZj8N0whhTZXK/NueCW95oJ9sGPoR/h4NmQU+LIDhkYCNBkyAXrLRlMmSVYVGhkGuwEHWG1a3JSfjxh+oAdp2eeHEYDIbXOCGaaRx+Y8SbxTdUsoaQFTUemgzSXDrZ3pLmAT0MWfxzJoMrzyG6zmduruyyHlNeqzbTaXKr0pWBUHByXWJ0sFa8i7UF55QEcfK0gK5celQ/y4NX0SnfHlCK5EMpJZZ+HlCgo/V2mrsUFBANwXb7jM0oVyQzUF20sTrPM92MfULUj5SqJNcVSAoBOdfDDyGGbDAbff70H7f/P2fRXvmv6q4eHt6vj8ZDOF+uw3Wx9NZsj2vXYYOq29g93DwKADvOvfPWTbLFav/72t7/TfeMbv/3A/eUXX2bH+nDdtXW12T3mh/3RrS+ekx+GJi9Qf2H5rFqy6qTmfW1Zl45NirOZ2sCT74gMnYCK/+Iv/ac/UlYzt1jl7ubZC3dsjm4hm18YZqGSjfJ4qN1xAIBbuGfPngkAq8k55SaAjN2hUdrBcMoQP7RHt5KNoZbfJ9lcW6VS07ze9wSfyArv6j7EFEtWyM/bjDrK7CJPj+64eUiLcnE1X1+5vCyPD7evUAkdnj//4AeO993dLch0KR00BDUdj7urptl7GTNSJawlillolojf6XfJUuX2NhLktHUTnl0/53p9kM0cyz4ronwMDrFMfVYOVjqM0mJUzYRNpby2IpyhcZN9ca7et4rEzcobaRptnC/5flQG8DvcUyjInDFXaRqTFpoNi8oyOMfHuy25uOvLC5kfz/hzZKs3AuhAh0DDMCTVttuHqaSO6xEgH1R0RDXiTcf7lFGD2F2rmW1IILLS8tWvBgQXmqVvLEPf0GUTJjYA6phvoHIo3aSGxJ4at8Ba3bKjkFasCQzkPOR6F8U8YJzWAF6HjQRQ7cRnxpc8f6wYffjsWVBkV1u5P0NKjeX8kzlMpVl2VE4OaMQ8SgCATGkBrBOyKtUAa9RgJoJY5fAqLekktanzXEFirJNrxtAV8vpWG0QvLm7IlX/9ekuKDMAkql/4AygLDjvGA+AXzwEkEFeXMwHrlbu+ENC9TmUM5PzaFTNrAOygt2Dsq2Xq6l3vvnj91j1sj+EgY93UbXj+4hnv3UcffsDT+ta3P2XwuSOxv3drIPgKlSI26BoXfxbO8FaA5KKWxjVzXWSz0O6O7s1uQ4rHs2c3QbXT1SNgZ4E6+OHVDL3bw8Qzx/M1LyGf+IC5YRr5ArJJmdHGZOjCj/yumh6gPKSDSgNmAqzKVcGqkGLGyZmWBjaK4EbOaXKncfT8pHyC654V8T1H124Htx3Z7B2gIKMVoNQCU3ndLZRIamqK68PUmfZ+zkoC6UozWUN2QQDoUSaOBBONPK9N7ZIKOuRyPI+mwYZ84g8/+Oicax7O1woD0eFcyvI8W6263icN+qj4AsBzriyD5y6CaKoypZNrMqlCMRMQAwJk3VV5qJiy9qYr/yTz/643gP381LNy1iR7rkwTTaLia+mMIMFV1+r5TTwsEGPk2e64B4VYpOJ/wHam98Ew8en1rwDySaTdWCbcnkHSQgbyZhwN7KxplUooXgMDKsTwS02NgFx96o26E5gFTkZlcce1NnPvJFOUhaPNpeOkBR/QBOu7nsqVBLmJUU961YpHdpkQGlgYkTCy4TAP67twYj9SaUUNjrQnlyA/kdcl7F9qlXrulBZDjfbRZDkNsHsLfoLaVQVPSytWEMCo0av2iphpJoWqEDD0yIYAjgOUW0YSanL+noSjVBtZEfzDZXsUxI71YwkTNQmKZ/noilkuq28alWKop++IE1hhCLhujgE+z7L8WAMGYngJTlOVvg3vZq/ef/2WvnRG/X7MsH/xZdLU9eXm8XF52O3TFsYnshB3sqlqqIvSYu13UCvowMcV8Luahw8++rhdLldvJHrtvva1H/ptGZzvff7dZ8BJ7Frv6uL+7k0OoAQgd8BmkiWM6JEZhWkKjGLyvFJzkE5lysA0o7oDgNOR7EA3L0p32yp9IUq1YWNB6TxuLtvto7tcLZjZoDbtcMqSASDsBXRq03uUHSvOFv7W3axIAHZZCS3upZuvrylHt5MHvwXf0tT6VK5ONpUDwbIpXoxuK5+5kPtwdfViTBLZxhMPkNhmWVKDF8KGq3FauAWxDZVsdAXWDVms0/6w97Sjhw6znEdhQJurvxwfvN8dAEiZEfTVMoYbZCRlQV4nc1e9WLvfePmSNI6kVJoGypy49h0s6J/EscVZCJAZYDw8CQuQBctMftEpeOJYA0zy9/NKgiABtrJAl+wLMOUSBBINgM1hGl/8twIgvlhRkQHNiF/8xmuCFYDtSwHt6qqqwFkBzt7d3z+46EgK7joVUqBK444aYOC+H7Zuu9u77riY+Jsq/zYI6L3jp4Oi8bWvCTArbpAwkzGqePxD+5oAH7jgRz74WF53Sa1oAIZbAdvg/PZQ2RBQOLfSOz8XlQoZ1+eXV65crt1hJwB7FLBYNwT3oG1AhbqoVJkGGfj1ak66CLnyVTVxz214SSEhHUk++5WA3Pu7O0qm4R4iyHCFSWrSeEcC2cMwUWA0uRcBS2sVBKXFHA6P5GUObQSJkRKkutoA4GwC3Cl4PDeqiXQqSiLKoWdVLue5djDAKovT9GHAFgNaOd+PP/7ILS/XEpDJfYbxlMzJbDWPvB3eg2oOY6MV3wOO+f5O59XDw6Pcz508/0sJKJbMAiOoePXFZzTgwpi+fXPrXmKutx0BOFxlX7654zXBWAu68B9//DWeNzS/AeIjvQJjr4HZQP1yBZ+tu5T73pjkJygcu+OpenPcwbBq5m5vXzGpUM1n3K6jsRd48XluUpSznLQXVB0KMww6tEeZDzOr3g0nUtkI86ZWtexnZmUv71naudy+veX5Pn9+I2/LCPrxmff3Sv3TnoQ5/z0MOwaepQQlB8Ev93e3rpbxabeNjMmDQxP1Vp47rIHL5SUpSNuHeyZH/tSf+hfdH/lDf8j9b3/rv5cAupZxX8mcltNroV2+t56Pkxymxn85zzVi232tv4vZ8HMKS5x3WMPysqKk4BNqnRy3PlMeVWBdTAG+wd8fSH2ZQPwQ0xEqedr23RP82nTNVCWIyjPngH8/HshrL2Q8AVjN/Io0wz1Mh/YZqVfItJLGDgzdI9ubsrqS2AmMw1MWXGKqL8fOvBpCp5n2XgUf23bP/aMLJUEozIlGdf1kLz+SWvh72ame+9gHGi0hKwwDVsidoqSaQjFI9tO6a2L22q5dg5NM9iZKObasmxEwt+wAwfPYyuyszCSKZq6ksrSdBg2gz7TM5qu5FA2tupHANUEDLQKVkkZJ5Lt7NuV6qrNwjuCeBatRsFoQJRV7fS92p2yhlawx1gsSVZwBSMeCAcoKDJ8GlX/U6tKoXQEA257EeQYFPECi0qxstEW1crmS71vSYJ/fXLubi0tdjyWgbbqt7JlzCWhzyl8mmL+tBO2yTe8TeX5lTC/9ihSqNC9J8ikurjo/X98/tv3xP/43/uR7bvv7TPs7mfVXr1Bu10nvPcD6fLPdJfXhiFKsR0kUD6f3aZAHFyoW5MfVoB5Ug+vqzm82B+xAz2WDefPpp592eGh+K3SZ169fgfDlZZG5aNp69frL72ar9fVYZKqH+rC5Z18HSnm57PBzlk77IGDXo9wLTqgmYoLyrFlJzOA+NunhsswM1qhsapeXa5O1A592EarKU10AmzwSjR99dEGKRd20ls0ZDeBllOXS96dTdvbEj6UStxsOL3XBEqB2J8dAlnM+RwZ/7gtkQBena6/7Wnl/vNYgnysP+76RBTPIuHyWDEjv6+ac06cbi1ihGzG+1qsLAaiq9ZznkKNKCGZj1iQ18mtWqDsfMaJs3pe9EigI2A8bAjgY2lxeX5G6gownNsZ5pXn5zAA/APXd4R36ilOpwIGZ+JKLd3TtpIRfVtJmPWbdwIcucJ7z6ny/1WbIojIDFOVos2xIjnvJplK8DkAPx7kTMApDnJ0AXc2cHwWMpBZE4dPn0XmVgC3SPtakiAzUqSadxfCPAB0kcfxRQNbz59c8zkCVH9AjLsCHDrvdo79/O3PN6kHA4ByBRxAg5VvYpRelv1otqQ/ODDgaWVEMPrQ+jpXMAw2gMjVbiteOTRYymnUrQZ1DnwEyxCud1HXvCVYx55BVNLDdD5q9p4V9lkWeszmnZqbpbtbz4Pxnk9Ri4I4FsNG0LpZA0EegwJMzBc6otHxXmgf0pQuaSmmX22krV712APvUwI97Yq4T9dxjkLxez9xqrgHW1aUGHghucE8qe6auZR5m5ga7e9iwuVjmo6c+dFWcqj29GmRt7rbTan21vhJwe2ADby33sjZ97tlsJ38KGgrJmucyQZPH48E02wXsyd9f4vWdZlFRKVDNdRfpLvz+rgRgdId1xlNGYOZMlxvB8wU518UUdApu5/gAtJ9TxMjT7tEU2XtQXYZB9ekdXW0TTznIVhaowpKL6v3oR2Tsza8gNXBf5Xm4vLn2RVmE4+Ho0e8BidaXL9/Q+EoBazoBW5XXdAT5O5wgoVVJ1Z45Eg+LzK2/Mg95lvvPvvwyCLj3oNVsHu5c32hTugTY4a//9f/RXy9n7ke+8TX50RuO2c21BDTuIuyOt/7x8YHjqmPZnVXrSLD271JP3qWuMENPycPEwNYpPQDWg6wDXhPg+VQV1EGO1+qC7hmnzzo/9ukfJECQr5zCJMyNlnF+mmE//7Lsu0DmlDngAi7AozmeBuvhCQoAEyi1pCSj6eNodI94qqnNKW1CHeL1uUiLwa+TQe81f9f15r8wGP89aE9PLIwh9TiMHnMV+uCeOpDUYiVgj2PuyYbrrSlaNd6TNAmexMuUn+tVDop/QOWhdGKq7qSgeTJ9P1ovaeTse+OR4xhBA4AQx88O5j1dqmJzqHxmSpUdqC0BP4ML791028AR9/aXuKoxG6/1hJH8G4Jyr6QZfQFlFjmGYYwcHAP3GDQODdqsUnbG8j/ItlM2S2sVzQ6qVY3vaS7oIRrgryR4//hm5mbyrBwlGMk8xaqUVx/UVTZyflp1ZHVK3/egNyVDfZzladFPmZD3X+9BO74+++yzRCbhskeVWh7E+rBb7I+PEgzuZEG992VfsuQFhy9E8bKpBDRWRrvznGVTOCGCI3zMZYN6LhtuW5bZ8L3vfdomSd7Io4pim8sybQxJzpRLGN2eDFXwSJdaFwOGGPL97nHdD0c5TB72xw0kxRR0ItJFQhl7lGzUHVwbQXWRp8YLICs8SlqeC1hU64Lk2mxZMmuCh/0aQK2Wzb3e0qQiywYD+Hs3ExDMKtrKtHmx8IBug40WShJ4jlDWs4wYGsVWq+LJZh6NamJzG0EXNjIBFTCgyBo4gc7Dcl24O5XrcBPfkeXA0zQry6VuVtEG551NizJ8MRntSZolhxkJIZTq8mzOzTuD2YmAXsDuikBRgTRa1QCRoGm9aQ7c9wDQs1I3o9d3r5UDXqkJDrTE+7Y/8xc92Z6T4dzo31Rh5ODm3PxoS6kcdRp6KoUjdh4oiyZho9QoQBVZd/BxCzsmgg40n65Wa5dV+nlzjN9y7pbVEvx9zVYPg2aWz4ZJ74lyyUsYFIF6AuWbvqBiCjLUqvrRUhqwP1snwTJUekxKI6RBAWoA20JlHIfwRoKFT+Q1fSlAW7PTAtgL9/zZZfjww2cM6qZlI+PYhgGlfzQ3ypiqvnjNAKiXeVjve7q0ZuSwN2QJZTJ2yAQzyKn7MBi/FWo9BPBJqkBTg9QQP8xkM8/mi9rGY5ygWFOBCmMpvN72VFWIUZUbBcONM45l0OpEPL7qe0YgpVlTZxn1M96u6aufg/bYI4A/X/vqJ5y788p0xWWtgOlPSiZLReMrZJxxXq9fv5ZApqVSTFlVAYEIAs/I78/ooCvBlwQ8kB2l9CjGEYZThqUjFtOKQcoMoVJVWga/AFFFoQ2lCD4WyJ7L/44IoOojM+xG3WBFAf8+v8YI1mPVgc2hMBSD3W+sEFmDI+bQ8ah0jiRJDWwnU6YZyRPFEBkB+wAzq4HwOcTxhRxoWWhzatu0E9Uurl2gBAJ8ZwLY2Rshwd0SzbFy3/cy71VaMotKKhO3m3OdQKtjZ2tZJfCpZeYdzymCuuVsHX7sh9fu8fIhIMnx7eH/co+Pj5YZ37u/83f+VkB185/65/4RBqivXr6kXOrAeTMPrpH1NpOgtx+s8mVNgLoKkknyrvlSnEdPM+7ZFO0MYzQc0jmLBI07rTS253QTkLefPZFyfDebn5wWBAPQp2xzpBvGY59XkwjcEaiz2V7dYUFxIeusV/dUlxm/30fetKU+QAlMelm/S9fJejAOpzzYYPz1nr0U3RTr4Q/mByqqA1cJTzUvJLZBzRghfmDckxw4FnukVyDZErwGzl2ln+gVytbvTOtGXUVHNFmmpLYhewYnat22RwYz1ETH+VEtJWXIgnvJ4AK/GpIIs5UKaeZGBPKoAOC4aCh1uSq0mV9DkruQ+UyNkxJtnO3JQ88m3E5AHM76oyzzbr5R6jhrHx1dl8ZgpBp/AvrKnScFHi2lHDMkLjEKWkvAOJj3BBpfkypQJGA3uEOzDX0vQb6sZx+jcpYoPKfsq5wIDLAk/Ag+urWCB48GGvhWedX8yUEuk4H+F37uLyW/+Of+yfeuqO9Bu3Pf+ta3ku12eyPgqFwvCz4oQ9950D/evHnt55UA9izhrIVO4AA+FhqKBGuNMiEz0xzFZgXwjc1HwHueZXl+fX0jIMOzRBTgUNxvw2jas5rRNjkzqDPMc7fdHgTY3PApY8m+p9Oa6jbLs4mMGjJrySyf1LDQjIcmMMrjDUpdSEwXu+Gx/aRQcS1AL5eFuzIaADZy2UC97PvBbaA3e2AGrJiWThDjEypooBmwaXZBN0DZpLNSmzgHtXFH0+vhgEa2mo0zLPXSqt1P2cXl0k0Oi5qtTX2NzQRa4m1LUJIY3URpMswu+tGaU50516cunUq0J/45stGZ07z/2c8zBUBZmkWeOpsfBbUG/I3uoBkjBS/BS3hAFUDOA2VScN1BS8GG8BtffE4KDOgsc2bos8moZtgL1G8bX1RyTCgSjJMnpwD3TO4f9a+p7EJtbLu+01Mk52GbbV+j1F97ZKobASrIIs4Y9AB0VKRDAMR//PEnTjC6u317JwCl9oLewvdefkGXysayz/PLFa8fID9an6sMmzvPxPmiqAIakuv+QP4+pB0J8FvKKxomKkhxgUESgN3NzQ3vKzLsw6DqJDwq5rLM7atLgGEZq0XhXjy7ds8+fCFAb8fgMoKiSgDovlVLcIDSTOZ7n1a+bvoAyoyMhFzbYE296pkEdZrKqb59CyQ+tNO8GA5sKvWQcUzNrMpZoy+CJMpx1v009gwIoZwjY1JTQcckIfuo6KKVCZXAw2duuJ3hkApmUqN6qJY4stXaqKdUg4EANaXeeJFmfkiLEGUvY3badMcVTDLwHEy/XXOQaRwbDc7cgwDBt2/eut/47Hty3/Lw4Qcv3Icffsj7+PpwH9p+OFUpANIH/ZORIjTjz1BxAl9ejYtGmw9HJsyOh5aN0sglYp0r8plsuijjy/tmpn+Ovg6Zm6DfxaAjGimd5AZjwAcPhpZjNitgKKbKMTGP3LZbBgXI7DeNgKlWDYIsKPSpLLQDuf8DAyEVsxkV1MM3foYsu4B+OQalWQEEUhl3CbTbUVcI8OYRAF3eXLLBmG6VjSrFpCb7KMgWmhY4FyIXmaPkkIMig34RHaeOz2dZyr3NBdzJGOzherk7+rJ4FBgyYzCD6ymrlfObLZVGART3des+//w77vblK3f946spWErTFQciLws2/mbOmSeCUQ8wywoNCMe6nhID3++ym5jTqLL94NiZJn1Ul5X1KrUqWzRhys+h/1RdePeYTzjrqb43HnMY1WgnIvlm7H2UkDzTdleICM5+TLa09p0ZYlVu4aQ1NdwhnM6lU/UnauVTbWlQ6npgGsFMeVJlnYDnnVu5BdxorF+tbLydZXK6XsE0gLynPxLaMpli5ntaMyKKgB0wXlk0gZ+FhmhvvRijZbKZ8UdmGFUHup8maoIEoA6tdT9ogygUUbJcm1t5gygCr3cDnx/0sSfv35umuldXVMXU1LchFQicfTQuaw+pN+Q9xN7SE38ZUpGk0Kv0o2bwLeChe2qundJeqwuajT9NEeAZ1YxPVDUGPFNQnxQ8KPAPcV6oiRUbAwDcoeTTJLJeCabIg6tkAVpdL3wOMQe5iMQLjhpoohVSGeYMIJ4yrlFEHtKTndyg0qdDAJM0/Jlf+KXuz//Zn3kP3P+ggvZPP/3Uy6KcCVC8fP369Qwd/U3joXpCZVAsSBdXFwSGUGIqcvKqA3hts0Sdz8iMGKJz3KANbqAsyMM5q+CwJpMVlAS8rmvDaiVAFyAEmfLSsgyRAMGsFn5/5KobVWqpAtWrRBbkyorsSbYlKBZV05J0Naf6BgwlOkg9GhUEnHaA0x/7+MZBszkrUwKlgywkD4cHgH7lzbJRUJsNZVMOByh4kNM+uPV6HvB3zZirVBwCD8JnPL9etYZjdkY57eWUicNAtUeoG/QG2oG++wBe/dvh6O63KTdq/fyS54tscCa73g7l8bphkBGziIN7qlCQkVaRUreaVAFkV5Eppyxcovz9qRGxD6ZEfpJiBBjb7GQj3svm2JBfX7ChTO3fD3cPbn196UAhuVxfC+AsFGzLOT4wS5SFfd2cc2OYQVJznFIDEZOCdGZtj3K2cuJjo2pBSs7Dw0MAtSWmSdiwe9iyQRG9B8V8wdfX9UBOOHTGXwuQA5BqG93MqX6SRnqHs+9zC4RacoqN7y2AHRn8ill9DRR2Rn9yE+UjbsSRBhE1rqMKBhvmkpl8xszN13B6XRi3HPdyoctFX009uYgCgd2h2gKJvF4AOioMmQSo1VxtU1R670AAQ0ALqk/Wut3YskGXANsyagcBSCWJXo5a9KmNaQS8eq2929WHCTBW0dYdLp5tO8nxpPF67UbW8h4a48gz0buoL124qJKjFI/jqQlw6MhQ0E1IKxNQzNi1w5Pmw3dl/w6HB3LQq6wMpawfUd5SaUM9g5xPv/kt981vfkcwQBdi1r2Bm2qRBTSBN/tWgXmpVa3B+h8Q/PWl2qu3lF2MIK5Xq3VH2dNIGWOFRPkIWimYyesfH0GjyQOCk+MRAUr9JAABj/00BlP1AXQiNjyvljNdZ2RccD9BxcGah+Z2MH+VPdPyvusKWARVi9Em1bJUxRMEBwDGPEUAd6fW7ZC0PJojKNaKJYIMNjzr+EJqMO01WYHzKcsLPjOmEx5wvl13oCwjPiO6uYKug7UPoA969Lv6DQP5ug2o9rhBgEhXKs0GjdLHtuF7MF0De4wq7hfIvP+N//1vustnP6GVQ1nr5sXa7bQJnONv1R4JkIqTfr09x6A66n4T2QLKOY49Rdrzos3NSdqTooHvMB/CGKoIis059GDYayOfPQat79JbJj14y7VTki+y6OU4RW4SoU3/fYDd3quaIxQWyiYNLFLUTUcec7ETENhBisWkKwO9RYwipAYGhhNPgF0HLrLqnYFXpc/0JN5Yxccrl1vphSpzCLgOad8iiU2Xmm3m95E2nMGfk/YTrZIDIOBawHtPgn6+snYUzLNWAZSJpldLXiepVp0Q/AeOC8yQWgXMg+mka8emAuBcwwPSRaI8nDPQjGDAsulBRSQn0DzyOJpOp7kTFW40g81XA6zDidUnpgTj4wCqg6q3ZlwA9km6UoUsIpWGR/NpTMfbeaXkxfe9XECRy/kvtZ9kbCk1/LAu3NWLS1XCwQDStUnvcbTOGvOEcpVwoBpapd+GPsmzuayHxSrMZ9l4dqPff/1BAu0C2LE4ZW/fvr25vb0tZDH1ABgtOoPkMawEjKyWS0j+nTh/lJA6EgyyYJVaqS0ZIoOV5R+sUaDAlLJh0GBAZe3IBfe0i2kJMtLGPWkCwuJ0XS5Vjopd2slEbUB5ECXO1DZhgIs0O9/0z2nz8imNltkACGfLubu5XAngvHbJvrEsnBxlXTD6h9TeIlMaRQlMZKtxOZgyBrL2WGwFGMwF/WVm6Q7+G0rdyFwXskIi+zkWJRcUSDRiY3aWRdRN/ajOfK0CiAEKNLNU9wxm5DFIc9JmIsVkeFftqY/Shz3NYxRyxMx6NjXptZkCsQzKKPL3Rbl0UVoyWto/mcDMToI60LqC4i0pM7CgihzcliXrcr0kwFyuwcu2DbLK2HyU1Rk3iH5UegbHF9i8GRhesKhiso8KEk9zps9OSe/20LuH2wf38Hg3BXPzWcIGTSzMb9++QfDEN3z66Xd5s0gHkXO9fXigPv5EFUr1PMwEiAFU7DUAVYeNl9PcK/m6w0a5zDTSyWMTcWJAAc6abyadZjQpghKBewXwjkbE1F0IeCwZKAEULZfyd8h74vrqzOoJCkBP2ukA8xvSTjhCAHTy/FwAVMk9xkj0+8PE54BCUdKn5GNjHlHfhE6sUCdJ2dSaVOVUVZlusYFlcsSpAz1O8+UgwS3BRmNydgRAOkO0Wa4lzx9z2KWxSjRMknlKcSgmAOtM8ULBVD4Fm+fZUYxZpIYMxi3/4OZ6olZhiHpk2QU0QiEGWf96N0hQdySwgz76aqlNo/vd1j2O1jRLKpHqjmta2k3HpxkVAvJjzTmYlvnE/eV97XcE+wDlJWhOdo1s54Np03JmTdBHBiXRbCeuX7EBMVIjtKVDAP9MGz/PbgePrWPY8Hq0cbK3KmNxRt3prFJIQDDpiwNQAxgDyCqFpiQ9j6qnKZ673OiAhWWqnTnBDrwfi2ru9hbAOcuetoNW+0DNx7hjTHAtkMnFz4+7jk2IUJVB7Q9jisC7l+9eQkZQ8aHSgsZt+CFk8HFYra0hW+bPq3v3nW9/R8bzJ9xXfvgTt3lEsFgzgI49GYrZlZ/OJkOs+QTz2n+kKjvZRFYhbcap4gwuMOXYJS5Gx9w75DtM8VKrmg5trFRmdv+T6RnJsu9/ZuIXzI26qPA0dnaW7px//wPBfszWA+onuRoeIAMenwvFigIqQ83jdaPqlfNRQgUg74xnrnK1bKAcnmI30FfTfjDvA5xfcnZmKQMo0DCoRwOVFOinI6MNE6kYZCKrTUefoFz9uLNam0A2ejUYtaoEjcYib3zUf7uge9JgnHaKwZhCJsh8pJKgl2OwBlG8jg5RArpBneUa7TXjfNYQDHCexXYDguxJtXFycR2D8cRPDToT9WXKrp9I7tF1ySnVfdQM96jH8MG4/fG9qAqMUckmEHDTSIoZeq/a7lDI8R3fn6E3AQkyea7b7uj2vQYFg1GBsH9iXqejDz3YCtizVFyf4xLoNyCY3Xd+UTxLC9jnygn+e//RL7t/7Z//qffo+w8SaP/8888xefL7+/ubN2/eFA8PDwTseHh3tSpMLKpLAeWFNiZhAYQD24By257ZialsyUx7aiAJpWGYVEInupTAM6OdMRbxMKOGtk9GGMXMyL1jEwnftzQOn4YHRgWIik2hzOYSwMJ9MPdDBJgOWbjMeJzjtGBiswCuwKaKfMNqsQg3N5BlnPu8mLvu5R3BPzL28kaPYy1WK7dCwCLnObQoaTltMkxzj6xpUmgJnQs+QFVCzq/PEs2I6QpR0DAIih8ppGbdzCsnlZq6tGKn9XgRE3ctM4/4HZoc03Twg+V8YiMpgEthUyyqg1BOI9MMeQTHMCFKzGYe1Ahs+AWFEdJQVnN/sb4woC5Ar89OgVKWGoDUsRbAE8iJbxuq+YLjjPwfALts8GENTXab9DvLqFcGiB0lM2sdA46SqpaAGtLUg5rCZdNGCLk3tcbItGGOYC6DwkdjwC6FqZOBO3W3xMJ/RJNgpqoLyJ4CtCMbi1/K68JqvfST6c8ZHImyhagKg/aF9wJwOKMpCT52BwN3QFYluObk1Ttf1+CMygvyIiyX2vC62wFIdSypg2IBjvFikbtiXgQJYrx85+ZP6hEjrUrxWFVNdCDe4UyuBxULuS+oEF0Y5YivqDQT3/fzqUJBZn9sTmzb0B4OmMPaUiX3kcAHfDC5P49u466vLjV7aOPOeYvQocxUtcay+RFADlFiz54oLRC10VkyQNM7RfnbOOtoRoVng1K+iqlXqjANcAHu4eLi0iOAOWyOT8AMjodnIvLaoyumvFd9ABiYZ57a/tah/fpOdfUvL9bh8lKOS3MqKt+EPZp6U6WOOROagaJKZoo3AHyr1SWvFZrrMmehHU/QrAo4rQT3S84Tuf+ehTB1fDVL+szNV9duK3NQNffbcwUTNlQDYOSx8520q5zys0VRhrKUY7r2lInvNZCn4gyb+6BasrbMcW9SqnA2PapsH/NxyRQsxXFMEpViHKxrGlQkrAHaCKzjOqP77pKZCD6fMs+QrBigi6t9dLLOpeiE81E6EE3GSo3pCdihsoTkb9eOXKuOTRcOdUdN7saDZlB7rGqdPBeH417H+XLGHgzNxg40xvr6R5+4H37+wiorjdtKkF5YohPZWcyxYfo3Abiu+200MBptbAur7hZGHeqCbQk+JiPJEOO6XcTyEZt3nbJSpj2nG2tWNbhGn9FhIg0H1BZUojsqO41TkKPgfVRavDIr/DmPPWbZ8V7eK1RA8kRzvUbXb0BDkWHPMzo7+0khQc4H+fEh6elGin4C6oUbWX8MwxN6TzKkIfEJctscI2vhAhokWGb/Vxd53fYxAhhlP/SsY+OZ7lUiOcQesNTbteszMA4DfUYDNRGVeZ5EKo78L4ckO2lWun5gGHKvrqXG/0d63I+DfgabQYNXWURk8S1C8Bn/HQZKXcpzNQRd93w4BUdBEzND0Ew4M+ca5ZjV6Ki4XlPaOhjkovPUPSUfJ713T3UclRsGAFfTKnBEI2XGT4hknATy1Qg9Htufxjwc1Scjw3gFD2UtVKXkY+WyR+rF02irV+BP6heClJ42KALkzZjJk43g275Od8djuZiN47xc9O+z7X+AQPuXX37J897v91e3t7e5/EFGhZQObEBoKixAJZlXBL2woWYZ2+gYzKyQo51M0W2ODdppKRVrd5lDsSUL6O5uCZY6buD4nLbWDatXbDQxx7NUwY1ywwdKjyECqJSKErIhd3WnGq58nym0KGjvmAlio5dtpB0y4HnOTCeyTHXdhM3+4LAlrpAJXc8UyAnoA2Cfzan2IeAtci1JYQnlbO1Kec53oOwAZAGIy0ZSMSSWzbEXYGdKB5RqIh0mR1YwQLXQAE8wEBOOxwfyaWem990ORza0tLCANzlzbOYPhweVFXQxY6xfBCnMKqUTED8vNQgAC5nxl0GPAGUA/wZ4pHJIlk4c98nUyFw0ZXty2WLpsvYQ2r1sVPJZ6/n8NHnKLMCyJEoGsgyQLXm/4HxIycWq4PVhIyUHtnaW7e7DeeaKwL3Knp57faJNXF4sJyfKND1lHVerCxogYcNez1eklDxs1RBJADtpFczy9KaXQLWDfnIlRcMqwBmcTaEUAW48AHejQZRLoZLSaNZ1sPOMG1Date75h8/D7e0df4IGVmRPVXFCG/yKYokxC8tqIaCbxAy292qEk+k6PgUvtdE+QDEqwDYh5Ygq67X+ntUJCZ4W8zXNonAZFahZlHA/oGk4NIeBwUJqkpiDcc4IoZvRadyg9BcEI7HSAjDTy8+2G+VlI/g5KJFYwbo7k3s0AyWXormxcvYTGUf+PNA2SK49ZpahrKKVhiXoLgE89bZMp96OKIWH98ZqGUDN/QPG9iI8f/GBXDMy7OoTgMbGjVzv6y8ftP9lRjfZOOenljw2ZprMamMKT8TwbESdK7cdAR6UemR9WS8uWU2Cjj7e8/xZykw+g23t9HblPA0n/XI83y3NifYVqFA1r0X7eHYIJKbsqqyHAdUaaN0rfSgLUFoZe3XZbc6bnA2laoa+N0lRaIarNn5ONmJKrXHQ26KcYAwmjB6tNEP8L1NSLu45psWl3Bs0Ku/7rVtfr7RHodYMdtq0xDpwNC7SRcC9m0CzNaPCKK5p9lyXmRcVMFPLmtvJ2oa1O8ckE5B1AC+/a9yxPvDN5ajZ4Uw+e1E+c//QH/0H3B//mZ+SMUGl7DNKhJJTn87do9x7zuEO492edlhZ/9OhfSIVyx4nyjW2ZpKkJl25asoHDWK6SZknNqBCIUxjmzGY/Siz8HrPeqMjPc2yn2XLA7LcY6Tr4DnpoHaVuxZZ9zF5t+Q7rWeRNsnlM5FzS4bQG/gE+G5GvXeA4kkMB3RtCJ4m0Q0xaCYAcuAuKOdsIg5TVRoVb094TrDcOzSl5uSxgDsNeF0kgT0GzOKbBnk/avsl5qWntKKquYzWSDo6C0i8KcIMeD36BdTKKIl0mFH58jI3gnooqSY6j4RzloAgUDtCwC1d1Sxbjv0eHHXEURMoTkg3gTJZT+3LXrH9GI1Lg2qyJ5XGDsH6Sgc92TGCd2q3h4DMPsF4klglAd+slqANwtpgCooLX5crXSdxZjCV8sMjyFeOfKQK2Xevsi8A5kh0onEdTccJ5BvHlHkrJimR9GPME08Y1jIqzCHTgkCdjq6k5Qhih9IQ5KXlzbOyyqHk9x56/wEB7a/ffIFJl93f31998cUXhWw0HhtLbc09WFSgxIAMK8LKrt5pCTDt+TDuD7JhzDO3Xqz42Gx2B1msc3d1tWQU/Xi/dS8urycOIsA7aBYoQ7PMXMMoJDDrUQkWLHypCx81wxsB7yWpEpltlghCaxVwtcyjgGEBXJA+VBESecSRqQWwaPcCuGdukI1oCQ7vImXD19V6xc1+u9m55ihHW1UEZj2a7srEPZ8rSF8MjVs9u3T3fUZ5NyyPdJKElu7QalYa2atRaQd17Aq0/nFme/OZy2VT1J+jobX7Pme8F7MZzXYG24RWLFUkbIoi/7B55KY7KxIFnNi8htkkCOPqlNnlMRuo184ugt1AkI4suVI/tAkX56RqJXTKtOZW2Xizhel2R1lF5PTBYd+5149bXtL66tLE/kxZBooz1pDoTDoT0VOcO5X8voZ1M0yI1Dqc2bGqWsgSV3MpPkjQMDcaUpapVnykruDcwcLYwj7cAhrlYajJTDtgyUoDXJ7hhonBu5fABvce1vBldDo1qlAm8xiZ5JhRx+aNDO6h3QZWitC/Z86RNM2R+4JMZJl97PpCf4bvw/Aoi+/OPX++dN/4xjf4Cai+rFZLApvLmxnpFKDVPNK0R+5fpqY+fZ1a57Fx2S3RHkvwNv6+F7CHiX9BXfU5Oee9gXoYd0TA/0jQPec4T0GcjCP47zgmuPhUNEqfBnr6ueWUwUdghXHfH8YJrOP5BOAt0uIpG2tQOgVNhgSkCSKWQGAvYIVBqJp7pzMGAHjmu6H1s1lFJR9mdkmvQWUEPSSXMh8PDKB2jzu3g2i7i7KIAPmZPI9LN6+Mmc9wR8ZD5ubrzcF989ufukt5XiGdifnT1v1UkdD+ksIyl87vtrugUp9wfd0LWCncJ1/7iusPrf/2t78XwEWHFvxs9uAuLi7dBx+84PjsN6+s0oYKTqogMg4EqDzDwXjtEkgJ4E/To4D+W7d5OPCMX716BYlbNSorQFdSadmC8owH1/YrVXhCBetA5j01KFra2mulAjQO53oXG3ZjQgVJkbIEKIKiErjmml3vuqOM+9HJfu6aTSfXeUmePCoC5Sx1L26uSWtLqJjkpmrIyAs9KSsxUD2q8Y6sRf4o4Ox47Nz9m1u3fdzTKKmT995v9zIHevKvCV4ztEvXShdMSlfvty4XZHKQG/HyyzdyXnMsu+6P/4N/zP+Jf+Inw/W1PC+yl6zXN+xTeXh4QxWZ5epDmmtBOhSndFGZBj3oST3tNxyUw2aogoG/n6gz7LHW3hcAHZmifl4mQRt2yyjNymowqU2ccxRrpLjBkI5soG67loB0eLfXwmSD8XsA9CHXShSet0iFotoXuP4IEnD0pmd1utRGGgYxkduO7QM14A57KqpieDhk38PyBY3xWbqcaIMaRGiG3HWyXqKNdUgtt5sabx0IO9ceE/R6CoilUk5sEJXnFoE+8lO9/LwdIYkMprmMEZIZHaoMkX4ioB60DtS5Ei2/MtAYdWw1wLBGYEt4p151avKE5iRu1ybadMpM/dG4+UFFj8g1LxiW0KAIaUFITGKsSU0Z2NODjDdoMJCqpDIR6I8AwQD9MlYqtegtE258FQQUXQyCRhe57ghsQBuikZSp86gRk1NZx15LCGi4HQ1s6/sbdVhFMIEHx49Rx9Ilo7rAeoXkDnXBYFFNIs+4x5wbJbAuL0hH6tsHt5xlsvd7wgpEMAnyjzJ5kV0f8yrQ61XmTY1qHmtsyNsnoZP4Z/BJKASLJJCMPT6kbTPL/t3/8JfHf/1P/9R73fbf76Ad5nGykF/t9/sCC/ThcBhns5mP5dzFYuGhIZpmsNFuuDCiwaYoGELK4pOH1axCY5vMyyQIePaZ6uKGRMLDi6sVuGqxNRvcO5a52aef6waPUtdgTdkubZQ2oQCN9BmszuB0B8sW4oGmqY68JZMnOS2zoNk8tWWHdnVTg5/a8DFzsakxhThKysA4M6vvUq5zviKnOOTyszwrPMSwBODwPEEcgMpCNzQEiBJ1k27gQuEbanJbiXDSDo4VKi0TYkwGJfpoOZPXFMAzVfUbsuAsnZ72sabop2T5ZNyR0EctUje0R0xTaZvtFlkoX5awroBeeuljIxWACzLxkctcLRf8TLhhmliJJ1BEoJNV3lJXluVufAT2CtQpiSjXTzFczcQr6PM1UjUy/pCNNPQf+rb1aGjaoJR8IE86ELhmNK4OuAMAY5E2Exsb5TUydzJYz8ORNAAInplRBUto8X6gaysFSJVj93LJZc/7JzhSzxnqENfLBaUO28PBNMSHiYJxPCJibKdKijvjslIBCJQH1SufbOzBu4a1OqgY2IQh6YfM5mp1EQRkkvYRx6acyzzZtuAJhxt37ZaXlxr8QdXI7WA386SBWkmeu6A0mjmdQPEFwIuqSF1Xlt3DXOgNkNby7wza6Ai2I8VI5RyHwu59akFmOlWz6rMG4b5X+hodRWVe7h+hXtL4zWYXQAXH8wANb2SsQTNhRnzX+D42mIzqihr1v03iMSDTd7EEH/wyaJNjCdUeqgAZbYB0MAmeApoMYbQyNKO3nlzKaSZFymd4iYqAnOODzBPIjH7v8y9dCyOi1Q0BO2hVk7CoZkQ9gC9kDqP8ZnxeC5yrAIjb1y99OhTasC6BBX4H3f003Xl1fpX7KkH+Qo63Z7adjZEeFJm0LHwlYzI0rZw/AoE+AGw2zU69GpMxdMfGN23GeYcYvmOWP4cLqYzHzEcnWRkPDzUjBZMqhzgM3SR0Z5KDPgL2s6bIYHxlT9EgjSOYiY/KgzfPbryZC7vLlQSiM9C8Bi8BLJ+lIZVzQxMnelLGDFpfjinOSQwg4fE6AZO4zZhDULtIfeP3rY4JFMQaNEJDvjfJAzLusnZ4MN6wxqKKwQQJFq4AqcptgJvrD/3w18Lf842vyfPZuMPre3eqs1olKzZcmqNumqVPMorktKeFchk4BTEDjiFD1QFZ6KTSShO8a5LBgw88mw2n9aS3gRmSaEQaZM2G+w90ocKQtB5updBpxz0g3QkQs2vtHOVnTe/Ps+/x/kR3VhqC5qqM0jSm+JUkmlRFD4T8rMhPOvBJhr1IaZ/QVk8ROITR6Ott0EpA8AHJM1A9UkLdoG6hVKSxgCWXudHR8icdwOFvvTxwSDJ7Sn8TpkMWsuePadIJMXNVffOqu65OS8FEym3aKV2KnHalvSQMGEbqszOTnmjzO5Cx5t5BzRktuABdx0g9ANCJWouQsIIjYO/oJPwDeB2Ug34mo0kfUt4Prz8fgv5MW0ETD+Eb+gZG8jx3Y3l9qlx59gqYtwxw8DiAnDMQoJu+uwfWYDNrog7TAtI9njO8J+ihcWXqmirPNnoP5CXy9zARZrxp+0PDfbSzGeS6XNKH5XrpXzy/dM8/ulYd/VH583a6oESBaxsiO6gfuyBvC6y5yFwCykLBTaBV6Lreb3b7qshmUav0t/T1b/+FvyLPlJO1LeF+PJeHWE5//Kd/5o+9B+2/+7SYL7yA9cUXX3yRw6obGz4e+NVqxUw7MjnL5TIUyfik5FbNoMU9CzC9KfNBIkZQANKQ56W7XKxDRz1jNM/I4sMmzcQ0xj2fGbqQKbGQIlZyWOrUKghjpjOcGniGCJJd70+Wb1rSpm43F1tohPfyeYf9kdk/lKGQCENyAEEFWY4A7UXp8vmc0LqcV/z82WLBEtjSPwFnIRs1k3NHAmsaTP/doJsPLNCdi+NydGCw0QL/BjIZ8KgWshGycS1M1zUXAGLOmmHqJnWqRY71L1UVbvt3zAzpxpJFLqaNgwHMgE3f7QfapON4oOJkAvzWUHWplLeufGr9TKPDBJcVJ9A48TQiiKzklpBHrJrtBR1NVWXG+Nm73d7uyRgiz5omPuT0Dm5uC27favmTlIretLPJ6S6smTZlQ3OLZjW5b1GOEXNL1ReOT0rLAOxlVk70CphoZXI/9q6ZlDBiJhn8/732AATLwFNuj8C9PShY55xMCMABMtZQ7IGkYPFsUo+Q52VShcGYwxESDY4r0GLm1BAPTa2NmAWpN6twcA1pVq9fv3UfazY9WGkhaH2msvOsp3uQnTqMJ/UWzYz37O8Atau3bt320EKSMihQHUJVlNM9wGY6mloSXU6jKtBZM91Zk11AplmBWuYOmw3HqBFgBropFHgGvr+IFAzIhLixTSewmaZDiDxqvA6JxcvLC87bRTk3vnEfVPccmxMA6y6gShGfDdB68Amgi109u3RVJvcM115R7Sns3m7c/d2Dutq+UwWIgar1gATK/2tVhsAc6xwaddtowtO2YYegUgLz5bzgMQHaFeCnzJ5X1YrHHOy4FvS59WrGZ7gED1/G65geZX5A8nFDwYlhbJBRDV1Av84oYHFJ91HQZeBSO8+KsDncKod7uwugm2CcQOtDNrujpOMYhrNn/BwQkvM6qra1s2cN3HUqcIz1VBXDNase/JEOrlDiAVDcHnYMbiUIC9o/okZn1mgbVElHAIIEqVW9d4c6D1uoZnU9HTwJxMbArCzWdSw7wB1gQCAAb48HuWZIXgZ3/ewDt99s3ObwUnnXMkDbxzv3y//dX3H/7D/zD6uIQJnavB8oTTrEnoa0P9fPD21j+xGChEGbGyHzyUZO+Rm4wlBEAWBHEyOoiCuaXiVBLefzgERMH9Mh1tx6TieMDZegL6rytguTYgue1KGd7gVUdaYMu31FQy3+vm1CankbC6pIB+F9sjnfkuZpFPsc4gxJMIEiN2kNJpTQN5pHGlQpZkCiiXsRBHACzUNHlWKlIowEHKR8oKKtVB5w1pOBlROlqQjQ1CAwCdpQ6rUNFn4o4xi3mjBadl3Z4ZHjL+9xJgQBEAmInpsp20i+ySmRpcIuco6dIluvTaOMOE0fXb4zHw7al7em3LjHOeOpJ4wurBeWOT0dW2/3CQgzJJp5j3ryGE8MDqtAVglQ8XgGJOTKT921PpBKlbgo4ULRxhB9ZKg6SUqNUuMFNgdWBpjB1xZWU6JheADn1pHxUI+KR0D322J5Ez746MYt0ZNaaz+gt2ZhBB2QeiRRaEwkgEvY0EoFH1y4OtXKMI5ud9z7y3yN59GjjPtnfu4/G//8n/vHh98sJvz5/+Sv+UKCVtlyvcSN0LtnTSFFs977TPvv7tdnn32GrM3y9vZ+9vh4z80fpl6QD8OfRBY8cBTBU88TdMfXTACXRVAFCLnKmYA9aGtXsjCnyal8SL32cqG8RZTIKe+VuZMFg3LTphUMfE2ULRPNCDajcrixyrTkRqsEV1WaygcBAmTrQEPI3bDvIhiYurrzauaQPAI9RsA5gwZkmksBV+D/UvmkrNysVP3aCioiPqXChwLOnokn8nK2Ld8LkyZsCNivRmuiYitYZqoGsGeWjRrXO8ZmzEwbUetBQUIsgxvJRLNA+KbBiqlwaFaboCxKl6dmdDqU+hqqJ0y9o9a01/A8a8usqtomAihksNemvX4CgU+/Kpu69ier9T11bcdLTHUkUzVw410b6tNzHE7OpoSPNXXaBfyubXtsyOYuDmqjDaZ2y6xofGpScig3NHRRcD4jdUjL98pjj6ovCthdpqozkX06pRf7QSlYoAHhfkIqi8HCMH2WHtNRqo18ZwFrHRv0ZqYBrypJaLijvj8bXRv+HTJ+EfxSdjHRiwBgx+sxRxlsSoB4fb12X7585T4/fM/tDnt3IaDpYv3CLS+XJvPofgDwrNWqvt7QZpvOn+8sM/2gVBK45OL6EJhANQVym4VRg5yp4YAWUJlRkw5PP1VfImhH5h0KOsq8kUBirVWat28emAllY2Zz5Bbd8pnsOd6wF4/OpjGgQb/GbKb3jyolrLC0LgZKLeU91REXGt6k5JSJuaMqVxyutOv1lVzpQQCdgixUfiAfiAbEZewBIa0tdcX3c4b5tUbwNqAhuGTQCfOlwRRkGJC4fOqPwHMMwAVlE8wLqtHMVRWHxLRWaVUI/MgBz5SaBknWI/XnVVrvQc4T7qojeOfeGpNnqkCzRl/IxZqF9OygfgFKr1Bt+JhEByiK2vfnlJhzzrtWRM/2aPKrTVIwibxtaGXX+vxkpxIeADv12U3ikIo19WB6/AnnMMQpEGhDnrSsRnd/3LntZq9qSj2qrjlcr6e1CInWpu54nqPNieN+6xYy9lAOw/rnuxqW7PI8evcb3/2ue/n2tYCXyi0Wazc096Svkb8v5/uIvgL2mJwy4wrWn/L+h+HUy5Oc/Reb0Ez2gmq2YAKm7fQeqNpTT/36kr0qw3myIja3MnEym63deYWjtcZTNNcieEnHU5MqKkk4V9wXBOq8r6GjW63OS0+lGK2ORFdaP1WnuhbAclClm8Qo3qS1xHvsp+sEDQVAHcprGlWMpxpv6Kb6r3LFQ6xvy7+P/DcNQoO6twbtP1XaC/Z70FPl2mhw6FQTnRrrNqbkaY/JpKOCAAJYf0xyNkwGU4bBKRG0arZdm0yduraShIKyEHtbmZQ3cyajpwSVeoyAfrD+ztFkILVnLJge+9mX9ydLB20ntQbO1IKExFxPvdUMUvNOSvjKxKQu2YRqwD9OOCrToKF1nE5QNdu98t6ByRNSEW2dhQa+SlEqWUs+EzLZcwTtpLW14AvI4VvnUTIYvIJ/VIbIeR/ZkJ6atCYutZFnC07IoffsmSBeaZFwHdPE5+Ff/oX/MjQStfziv/Izf1eqzL/1H/wSm/pnJdQoc9x9uVPg5YIRJFeEGC4J0AIayzzzP6g34z1o/x36+uLz78FIYbnbbJaF3LSPP/7AlAcCH1hVVQBPrOTiAiCD0s8M9AgBummizSRwlYPCDGymyfsCh69rWQ6FHN/IZqzGqYY6mv5h0x6UH9mbjfeowCluJdzAQGo5o98uMjX+AIiBpTga5TB5H5raIQpNE6hFMDGmZjnMsqRuvVqoeg20mXujB8AwxkDrrJxzAa+7AwkLqqhhjZiNrY29Oeshd51ok9G0RnhNbTA4sVVEMxHjxNsnrsnmBO5qjnJyIwTYeMKPtYvOrHkwmxC7ZqZjjOOixOWU8Y0uq2pqRL1n6LMzq57SWGiwTDbs6t0Z//ksw3tKU2bnvOeKfF4zX3oyxbN3mrOysjpxpPFzASeDBRM47aZXKUeU3KaPAx9bfrjd3rlzxRCAOlW3mFGVg9UFgPXiLGBh/NEg3NRgoVXufjSJr830qTEaCJtYU5X+U0lBHTc0Sw6DVjm4KQ2qjb+5awyouSeOnZNGuFN5Pygst22m+unyWex3sObGsd1CcmeSTny4u6VDKe4VQft0L2rjtbMBgeB032x0/pcZKUV6v1LTVq8JKhp2p2olgeeVKBDD/WpR8QHoMsCOZ/XdoE2rJYU6vfb1FNyeZ+ARoCSHPQeV46EdqeYoPJhLpzMPgqhfr3r1qxWagefUj8fGd5DxOLCnoKEOOtR2CrCzSm38PUPd8v9G5saGvH72YOx3HDsEdaXx9Ok6KkEQNtqK1TZ53rCJHQ7WJ126pN5q0IIeBkhEoicAokulVqyWEiQcd0c5t53LJNCoBGDtXz/QxA2Z8bZZmpSqXMvlBZ+v9WpFV9YIDHlPSfmDI++9q+9aVakRsNsL0ni437uNgNcs7d3L9cJ95cPn7tmHNxZxa6Do2EesCjSzmYDhLmHGOqpyPXHRTJJ3M+0TeFVJTbmvcozlxcJd0Km3tHsj62ijUooZK0kA6YVa2Ncn8JuqWhLz0MfdRhs4i4QNk+xVSChAosY23hMYQsYT5UhQyvDvvJxpNlXObwPNdTnRQtaIA/Tl25p///Ef/8PucrnmtHz7cDftCzG1TglfhFXYT6z5Wak/BtZddKy1dRXZazZ2jnwes1bOd6EVU/S5pDTuSs4a2dvJSVoDgmECyJSShMETPgP7RuzzAmAH/UfWnlGAf+5Ka2jVgGmJHinkJ9NOq6UyLjHYh3t1WeYmmWqBojVGkxuN4lBzcjB1Y3qqCICWZIkgPncSEXpKASIYaZ7MEc3296ZmGAgeMTAAh0rb9ta4OZ7UC72CeHCzE/shf08zJL3uYCAVnxPly4dJl8ekGK3JFXMqJCfTKa+CMBP/PE7cqMMODIHPg0PqaACdKnXMZuu5jvah0Q6JtKHoUOpNad67KctuCf5JhlEd1aPspHLJQ+onFUeWEHrjqPSjGkQ5bTzV7LxTyZgIAhAgZNH5tZPvmbq6s2m15x96UfH3vQMjp5qv2LTOzL3TJCDgchKiXGXgfQf9Bv2DCEwA+CkNiWe+p5w7SEBk6NT13mdjkoV8ZH9hGvpEguDuX/33f2n4+X/pBwP3f+cX/ytfypu8vDZ0DNuSPozp2PUpGtYL7veocHtwqcYs+f3d5/p7HrSXVYZyR+i6QuYiOFILhzI/mjaClfaSJDdQMqDfDRx1V8pkS6gXrA/oYrngwrtItIzaJPI+8L5kYblQgxkzq4jZ6MjZsxxrbwsksjFDo+YQvTp6ckP1pjjet+7xsHPbh0cei6oP8pkALF3buZs1Gh11OW16NSmazxay6SRc9NGAGAjOrGH0eNDjFDAaEdA4HCzhGf06FZxAXzhLnC3w/tQMZPbE0J9F1k5lFrFJnJ4PRvZnWa3MynzaGGebQll8X1NqBPDpuVY9c9JaecjMOXWYKAADG7ZwLZo1dJYVdEqw4eu2DKDghngJ4G7UiczA0KRk4uznJkfY9ztm+2HE84O+euW9K9A7DwJMjYbMF3n4X799a026+ppN33JsIo2jkkF++7YV4HhkBoxKMZezKYihChYy64WCsN71JgOqG5XKm2t1RAF1ycwwx3bfuNuHW0pEUrHDShPq1hmt0bVKA9WY2eyaAAoW7IM6FCnYteAkapBDf12pHQf38WXBTDjuxZJqLpk7cFyOzIDf9ffMWOMPwB2CNahyXF48SBC15PjXdS/n/Gj4vWFgycoLglXIG/ZnOtFolG30PGqTwjzdkeKkw55p0IVFOAK5LHs3aDt/7/cfX5uCS85xnD+qXZuNXPewk3kFY7DW3GEHyzDO3Gw5WJWkcIvVfPJAiCZbfC1pyOZCa+cAB0+1rsxOhmFoZE41QEAFY3NHwx13uV5G2ou7evbM7qtRoeSejGbIUyTa0LxeF+9c82CgXp6bTGkxowXoMB/aSgBwlPNFcHF7B2Wimeq0Z6j4za2qYtlVuUAozTw+1jQ7gnoFMsnQd4c87nEX3Lc/+5J+F2gCnC8S9+VXP3R//x/5e93zDy4MJLvJjMq9Y3uvPXkTR/oHNCZFmceUlVH8ATBE7xGUeq6vL6fcM4NKk4acrwo+B6U1IQ+G+Mu4Lg06b3K5dgBSUC7mM7nabkld8PbQUZJUmY7yOjY/antMWWD9rRx51zInRrnu/ebRHRslXlMTXN737Csf8hno6527u9s4VWCasSEXc2u2nLG6gfUNOwOaUFNK7ea8B6j8tEczBosGSXC/lkUha6MUYq/c91hLYVWztepyYYpSw6ligWuJ8sWDZXnN+K0lyBoJ2FGNQeA5T9R0UIFeN411I39vkbQq1JQoBDULhJoYGotj1aQbm+mOgzo0kG7UG4/7tD8kqSbLdAuC66rnGKDqhSxyT4nQ0x5EEyYBm/2QqI476FbodeStDaSzsBk1mGVhUB1wHzJqjxdJQhdWJuQiSJ+AqzZ3UgiUXO7EzIbM2oo8HQX5GJuTEVKiWJ0KK+piOhign6YzQbW5n0baojsZJEXX1WCaMc6dNNuJo0HADtHAygC4OZsSEFPnHfx0lZcJQwT8yMEBCqesCBDTQ7kl0aBB+wRSC2TcpDpDHXpm2lVZh4Hq2fHdVP8f9b3Yn5veQXgpqxILSLxqsSN1pC6tAfcI1YyMGXxrJKYsZ6Kf18o7sScJRqshfk01jQ7dhuPYtbRP+zd/4T8fJfZXio1AdMCYSoLILIVvLFWnYb2KuhqISWnOvdu7Ms0DAt/K56aWE96D9t+tr+32LTIIcsPqjFGvWjtInAU95p6B3gLNikPnu2EIeaXNmqSiUPCWwBpGS76Qn5WzQHOYuFjllRrPD7I5gBk4z/PwKAtXFiWJ0NgBAdrRWfkUtr1obBwCOt5UidShyVM+R0CPLNyvH75gQxYWD2wa89XSLbIq1HwNtGpTZHGRC1dKWZr5qsjd4moe+rbxLPVXKYHVThZ4uEmSHjBXJ8zL5Tr6syl0J8ho2CAHasXgrSFWLiwfSvR+e3lQA7WvE838RMBO8S/DP2M2BLPZYHNNpbrn5BlOzzEMLlyULjtppUNPHc1r1mkId1avQIaSbMF4fn4YCm5oLHcL4MW4kdueHeU1RdQ21ia6N2+1CTWFnXLtAe4uL9fGb6+89ppWBn4U1GeR5tNH18pMRWPdSeM8qsbEzGzfDxPrAxnitYAqyAb2dQ3eLXXpsWjWMUBw8wlEg4eepsq7T7UZTjW6y7NGzfiU9SpBmJ2NZxFpLQfwThuOodJfLBusBkHBGlk5bnd3d9QRRsVoubw4432D797SBj5+gR9swNOjHyC1aA7B3Xy5dtVc5lxT+3K/dY+bIRyGIzW1M/MZYIPzPCU1xDjukLn0yOLt6z1JUxW01TMQNbOgQdgIff8w9NrwFsE0s4Ic6Nhgmam2fjT3KgpqT1dlRg38WOFA03Xv9FhoSEbDIK6laXtSMwHQdodDEICnY1rBwFKVT1yx9tOzAQWeQTnuRTGAs+016IJFTA+KNHYiGuhMXdUmrcgaVdqzMfAoz7jDemLZZoAsBO8ytdn4hybntm/9fn84u4cDqygnfwHOP/Ra+IN5E5y4Y3M22VrjbZjPVx7Avlb5x4DnRsCtb9MjqzEIlnKoXsh8BA97rGHCU4TFeu0vZe2R50vGdetpSISKe5v6l28ew2a797cPGwGmaFZNfDcS/MjfSyjJ+KMAU6g99EMWXr689S+/cheunl94pb8cw9GUczA3oz69gDs/nCyifeRNs/9naoJ3rG7m+YLc7jxPPQKM5TynR4GsQXIv0RTK6puuAbinGZkI7D1xcHJxmixAICOYNLTpwPOYz3IJDmUTl3+Xy3mYyzMPegx55G7pF4U2GB+a0W0PjYzdRZC9weey5De7R7dnP4gA/OOeLr+jL10hgU+adu6zT7/j/ub/+jfcJ598wn6F+nDw0K+fz9kwTt8KPGMqAUm1JwPYqXHfU9/JczPxvidgOAtjAZ8LBcCaHFLZTIwd2pRIweKcA4Wwledgp/MdniFOezPk5577VKeUH6i+HCBf2UhgLfP2YNUpZSOlpJQcGgYyQQI4eRa7UFMNIfWgNQzD1kFAKYOT+GjUu6JhW1GRZCBe0E4Je6CA3YAGSK4bSRHz2YDBsQXHk5bqo/2W/mdgtYBuPR7Z32Pcazs0sRIpU5ilTYJHMIFFJGaj0cU5EIwPBLkYr1PzqWWjrSnWWd492PQk+HTMzDKx3TOnD3Z27zVBDuA4EtbabFY6TOLMtAjXFrQZNii1JPEm005A66hn7iNwH0Mwmruev1ciO1VkjC8fqEsjUB+fgyscU4YEKglpKusRlEJl0VTWqaLBKoA2h7IyQNdSGyf7rES58KpNb4pXI8eS4BzrprwjZRMuqnUIYmvZiw+yPwyrK8Q6Sp+TEwatBizLJHrsjp7OugjW0FgNenIfgx0S61UPIkEyCmyEtk+hyiYLTujqXe57gPrWM0gs0xE69AX09WdIwoD3MrKfzQIvCnFkgmtUxCERrBN8zjEav89Q7D1o/x362u9vWfuXJWE2hhrOF6GWxbzdtQGZ9BzlO1k4n11dCrhvQr19cKv5MsxgBiJ/2Kk9tlODDpTLkMVCGSlmjKucOsKy4SmIXzDrwcg2cFKPhLXhpKPsIdsU5BNk8qUEITQv6VUj+HG7A1/LXV5fhw8/eOFWC1XbQIZlQX6EE7CBBhhZlPAA6WoWZsgK5siBqWKJ8stTZu/rQSkIqqjhBaYWmh6i3EAKtEeQhYYkUilS2HynU8MoOt+xqsqyHuCmmBWWKeyfZs3ZBEhOQR8S09ctYMxRU9udjV7IXILaG6kw/SQLYxuzaWNHkDycfQYAD0ER5QvPfg4+tWP5l6APVCVYo7Picf9AAGbqHcy6QfqtqlTthNn3PqavsyfZ2PjYVmp+pBzooQ76s1MGt4567QbkKTFZH9wBjcP7gzYxyfhmSw3wNndbAjqlw8wnwAwVGXx2OxxCaqbUPfJCfWsuuIP91E1qLZVVD9RkhbrfIbpsTioqyh+1JsjW+K2mY04+dbxup9lVASTnFREFzf3UmPawRYZ8KZvxwugmVUCQgXOsDkVAZWHf7Nxh20IWMoBageZDCRZYbbm8qfAcmmZ6L++/IJDa7TB7Doh8pkpvXavk2+n56Z3ax6rxEJo4hzO+enVRBluUQvakByE7154OzdBb06Oj3v5ojcQcf/KjwJVfcPwT6psXYWZGNkgYogdGxiogewsQDyMzzN8e/RTFXF0bKSKq1BSsIse2C5BZBW0OwVCku3AOH5VugvWohRM8lH+ccsdJ+8LzCwqczBeoE2WgOwmo6yVA6VXjNDRGMeudO28wdwu5PwD9G0i+ApRCBvXqIrRlQT51O6h0H6TzdnLfYLSZF9okDEDL5uVDO61h+/t9IPVAnsfDYRSgf3RtZwF7oplKJ0A9TedusU4cNbNkO5TXuEOtHgq7R6WEGYUuINBUJ9M8nGXYQ6TGuLNrSqaAEpKPywj2XTEDh78M24cHWc+3ARShZ89vZAyhFMWJEHioFjW5RtcjmB65Uua8rL2P2qDKxt1Wr98a8YPSpi6xZ4S1oNBagOqXL9/IvHxUx+lqEbb1PdcBQCGo/BA0wUpKQG86X5I28vrVS/ff/NW/5v7kn/jH3PWLK/dF3bCJfr5agb3rbm+5toXCADvu/9PqZBtm1Zryi6S60BsClQ66fwZMziTPbE3NzOCLlY0Ad9tnz674DG229CUI0VxNkyNsdKVMqPLXdU/rIXJA8F6TvnCsoeIi+2OuEoqgVg7WpBnp0DOZx+CZo8n5KJf4/P9m782WJMuuK7Fz7uxjeETkVDMJEGDTZEbJpEc9SGb6BL3pD/SgB/0B9GUySUaJoolstpFAkyABFFCoqqzMGH2889Fea+9z3bNASi9t/QB0konKzIhwv37vGdbeZw0vbzBGeMIzWwZVOFU4YfJ0AEcoUnRd5L4JcwJBtw3zPwZ35mlAuJrLXtRZ09lPHXrFuSODmqA7YWNtSLgXgb+OPJ9u6JhYHt1ZwCtPhjOnP2M1cvlZxqnrHRk0U8Kot9ChoB7vsnqEKC5V6lLC7VkDhzTxNMRgqMi10SazcutTJbBHrr4CcxCuPcsBA/vBTaJWtdXh65hPO20pydBK9et29awq2Amnm42Lpu6K9VkInXv56hrD6ydC98qZwedIZQz3UnDDa446PQhIR011xTjzHtFSHU5FgmZCHGUc7Zh0XErhWsq9PSUDZbJqbO95j31qlKAArX8tWAtrbk7Zr9J8EmbOzHJZH2agLldIxSFznzJqrGE8XZFiAYXSKKNIrjdjmFeQ9YwhlnTtwpkGCgbQkirE7CVFgBw4T8axlO8/IciqH/4TaP+P/eu4v5cFNk+GJMtlEJQjjtW63j3JYj4OqYIlqfyPu949JycGxOEE8ehOTul3HTcOOMzAtirPnxjXjp9786ZSD+Jyxuhq0iKS3JUy0J8PJ5/LwFjIADsgXVQ21FU187UAssOpI18xmedubDqdYAwSatxhd5SF9NktV2u3uv3YlYuZu7l56ZYCjH72d3/n0NH60Q++QI+Ex/SLzYKvv3149lmFDiNEiiv6P1M+GUN7pP6/vp67PC19VWV0O9kDXLFRmbKzjIZmlc24+KKLgg0AVIyB/qoNPwMEfRTQyH+Pp51gGvU81q5rQqBbs7usPN7NZi5QZs6uo4oUZROqFMBHFRwBqFnmpcbjHyjfNMFqpp0wmikApBenSCBR+GocU4ADeGcfITjCHgKOO56NfNdue+Szmi9K4vLDu617n70V8LOR+3sj0FODWhysBbPKjq7fkiLhsqPyrfu9FhjZUSkY2acG/lrtnk9iR/m7gLa9PBe4ViyvSvcOVfuglnxtfyC/r0fIjixmt7e3KPx93TZIWtXIdAFSxbxy2+NWT0gYDFPopuqU0lmVmYcbhj5jOgrJfRZQtqOlo2yKN7S4RLYAPdrbZ+O4Czjg5rQUAPetvN8tOfO4FtVX7F0Jq7rhyV8WTcNJ+fBodRWputdAXIoXq91ew6MESA/lKwL/L//qL1W4PQM/3/kj7O5SpUc9PG75WvBaf7Veky6yr58v9AJpDJjy7ShAsVZ3DxR70RFmJNXpzFXHOFBKkzwreGljPoIX3w+qJ4jP6FJ/IL8fBKy35IJnRmc6d7FRPjxAAOq0yz+koC7Ie81Sd3qG8FSfSBH5yPIg4ayOsCtQe+r+6JJGtSJb7aC6K3mBAbGXRXrBhWerH53VQFvXWhOAi2qllBd0bdGNAtVNxuQDiott426ur0npOTxvzZ1J5puMK54QVJXpBcgRcs/7A/+8vpm59w+t0sqOKBRwHVfGMYep0eifT3ehE4BWjqXcA1lfDt9NFC6AOKXV9Gx44AS+EvCbDQLEuoN8nwDIEe46v3WVfP/CusQCSN1nH33sr2Y34fikwA2/W/KtVYSLznRMOo2UmChwxN/BiQZ4R0HZCSDbyFq8WePkU0EQxqU68qTu6enkdvva4a+4d0cT8yPUabm+cQ/brVybFstIRMVaoyFUPUHmtj65TsYGqDDNScCq/F1qWbeWF1xtlgKKN/6bX/4TLEzd9RxjoWIxBBx5ChD9n+j97ZKlPEcBNVnnGnkNuKQcm7n7i//j79zL2x+5//F/+h9cfejd22+/k3ly7zc3rwKunQ63mPfpTNctA5igpqHonq2kkBtkLr19RtgeiyTUSQDzJOontYNzj1JtBtJoMBc3L164haxLZblw7fjO7Y5fO9iO4p7vdu/5fEHj2T11moA66j7lZJy4Q+rKBqnYmSYXe0tFBe0FXVdmjilvGiZRuK8UgcNQs9s7hPr1HfQFtcubzH/+6ZoWoWs8slHWu63c7xE2mwCbW7lXFpaVaP50mgzGWcc5bU2HzlSborQVbQUAHuTaTzClwelRd+SeAEoMvu4JENEO18wLn2t4D4J86Aw0nk9TO3qa9xRETnQdhgdlpI+EZK4JpHpmo8JTDDRvHXwzauFb0gElI/cbNBQtUDrlgWO8hxPcWFgjACwDfDeDRhnjx/TCR9JxlGNeOEPaCqbTMIlECeRBKRkR4CT3UdaLwdLKYVXpeQWeGSnwUU/Nh35QKyQGJmbIiYHGzvr2keZCmo3c2x6Ca6rNBfrCeRpUREf7WY8EWoD3fCErrHym/vRePk7jrl9c+1evNwGXe5DrWQBTsK0vBUCCxkZCmrGCdilLksxErFrwV2rDiogEBi3NExjYtkyeR8ecHvua8+g8nLgK0INbnHgg0N2VWRIqGaVSAIRUPueMQB5H5nivXuoBWLfmrk1mruvl9dD8+0+d9u9RVvaPvjUrsVcvP/4PejHN6YlCUmiB27ZeyBgo8jxLBgsioOJZJim6o7FDhy4gJu6Jvrq5LPr33BwgzGGhJ8sEOL1wfTgcMvf+29r98E9+4F78yRsn6Mzt32IBrLFquhe36/C02yo/ONFe6aE+hZbV88AOfmccS4h7HvZbZIrSMaC0rumbT9+469W1gJmDu3v7LQHy7Uau80ALP6QTKnRtBnrCzwXkzehxnSs3HU4HsjkiSGP5EsB0xeNPQZ+CCVqG10z87v3BbhzSDGRhX2buEBpNiTuZoBGgdgou6wnAk+hcEu3GnHpij4KMj0+1gAiZeOwQKi8dgH3szbKRHN/iA5FqpAHQYu6C5ZoaJeTckLevDoPx2WXRmA1nKmQUrcLZDQvTYAmqpDrIAkCNqwYaIXAK4Bw8WAoZlNxvgT89Q20wuiEc1eOy8aL7/L1KnKbRLaPRp8AmuYhXr19QZLl92NrPjCpmLkpuzH1VTnaSmuDoGHg1dxpNf9ztKNaj7gELkiZqsvsbW44ZhDQUHWvnHPZ1yrkerJvpJmDTFg3bvnm0KWP3XZMwW+O0u2j3Jr9BCQFlq6aXt/Lt/4t/82eWlBptNAVMSHF0bI/8t9m8uBQOh0kwmOkd5LQrTFVB2k9FsKG4OsWfkM5CwK4iV9CdWhXWNu3kw1/JfcSciYCd/yYbBige+H6cqOAQRIOULnQIEHA2tVGgnCk6hmn8ZADGkw1lxq/i/vRwj8L1Fz2FnuX8whP+QjQ759yS94b1JehMTToJjl1x5m+TX6688g8IlATp2fDh6jqeBdAA89AKRM1BtADVoN7s7PKT6UOyuBy6yZSHQkDZ3rQNSs9Bt1V90tX28XyypaAaa2U8FVBbTUcwK2tmODVH/r2aVUphEkCCtdNyLwhO7DQpqL3kia+rAHGyduT34dovuezf/3rsuEfHEovM5OfHCVFqOiKaGOHvMuAeHu9VFyNfO9Y7/q6kYOe61fcqhG2caTc6dTGhOgYuNzAaGCwIR8bgrhbQ3cnYegyHpyfS8nDymjKV9MPzDSbtAmSyYylrPQ5FB7pguKf2yf3i1//kfvnL30gBccfnURZp2G2fuL6107qrJwHg4MOlSU8VG7d7VtcneMPjF/aru/sHt1pv3M2VFOKLkyLoVO8L1uYXb254KoHi52/+5u9pJ0s9w3LJP+N5bA+HM90GvG6Za90AG88T/PZMrzWS5970DfVV9ExHUwKUmFGF4WmuxWPSewWWVnQ0SIqV9/f7MfzxH39B/QcE1CgSkXIrJTbzGWS51M5p1KqAV9+FyTQdZBrc82DmlGobCVDckLYzWPLzQIDp6M0+RM6L13HkQzBRuTrkADNrZ1k532GSfjoNJhqU4his6+4J0CPX/Uz+jKfp5IUP2h6PElEl10SRZ6bU2AtOvqPbSz+RItUL8gycWXTQ5cWErebvaKYw+h7mChOUT2NBJzQ/N0IODt8LTVGxvAl1hMzMFbInWOZ1WKETueqjH2K6qhuTRG2fsJhTQZvTAjuRPaYfdlxbqxmCDW8Fu2wCXKwgeGHq9diQy46xRDfTjB42mt0UaH3/wSmHcvIC3XySNDUfe0bA8ICBuIMiYKA+UAZ5EEgSacpDCFW84k6x+y7XgsMQ+RmylPT9vBpq9MiRCS78fjfa//9B+277DsdEns4mcPxomySMfS6TpLu//ybAhgqgGWAEEeuUHdhG2JkgIToHdH3nQedmJ9FADh60TCjftU02dH1SVFUyDG0OWnSSVXhSMg+7ZNRJrgNi7G1zGCi6xGKi0b6pu1pXdGEBAMIG2cAaEQFLM9kgMnR6PI8nv/v2LbmVsqzS7g3WXIiTd+o9juAxOv9j8E0WVugeAbg3EDVpuA1eFzaS4K+vr67dzOsm/PzuwT083Lubm1tXruduuz1ygQSV5dDWPH6How325P3hUa5rwWOtzWqFEwXX1y0TVLFx1/vT2SHldxw1DP2BLoNR3kaqbU/ADk/fMi9QfMhC3U+gdGwbuuww2IOBKbKpnRouhOiwE+LY5yYQ6tWuLi3TiyNfE/UZHKc+IDMSiHXe42ZVpOfkQhVLKbXDuKCMuk/NkSfLDN6XF4I8vPpa7nWtoLuWguUZ1o6wGISBbPRuJNndQpMA3qsbcCgEvJQa0JN9QBuZgBK9+DMDhb1eQwWnBSmojuWRdcF6Ceu72j3NZ5N7DcYUNmbMDdp0ApjM0bku9JKGJzqxYC/CZtVbR5U113HHBEZnYVCubQ2QTRqzSTjZMu2zdM+08dPNEMfxtKH5YEIXU2ECsTaoC7T47kbTjZ7cvM2cXl2hpphMdtWCByJGCxuaOlWDde1xErN3h0kAGi0Ys+xKfv5ZfwapheaX3jTDBIyh+Yh/nhtgJzj6FxehhGmw/LolsWYXvu1aMOioa6JYNE3NIjP9gNMYKVp0F5HvWU0jNzWr0fYD4M40ZfRyMnjp2/eiyDTrUs4BG2oms1ZgGS1krSDD+sO9unfT844UFY69cZiuk9oGcxWK62LUAfSaWch7tF7N3NP9npoLMP8gekQzApxtBcfKrQWIi2sufgNsTw4ugzp1wN1G74uA6GrGNbTr1UUn+x3HJuiLdlORYRz2SXwaC4JLqpdzZ4vDCNhJ47kA9Cy4BrWIzCDmRFEH2hlsDi0Ui+dyxcDPjwbNfH2rDQTYejZIpm2UxiGFCzruglFdc+ykEK0t9TPlOotxgDXv7h5Av+bGjvW2c2j44FSr55rZyf1EoibGHu6NWyzd9vHONdsHAdx3LpkFWunCGhVzb7d9dju5/7vn93LdV1wHYM+IrvvQ30mxNecEQoFx2o3uPLOlgJA17JtvvnXv3n/n3rwZeFL7er1wr17duC/+6HOmtvIkRq7h7W/fub/8y792/+7f/T0/F54TuPUfffSK+gBsFbT+hMATjjdsbpwIGLPCZN+w3AMtC+JndPk7uKi1ajEL35ksdx5jB+4gMn6VKZ2SYnM67nlyiHF93DdsEKnLTM5T7O1h4CmK9oMy7pvotKulO1zW6HluB2IKgDs1v9Kxa00X0E1oZjhatyBJplMcEsKZtOQolh3o3mL0F2OZw02GnduoFr3QQpPKkvRnRzXi2vNaEcWpseNOoI1r8KmJP1XMikk00vFdRbsUg4yWUHoB/n0UguK/ViUQUNr3xyJEfdv92dHGaXMSJhmgv5CxM47WofdTyivxttk3BqPtAKT70WvKChMgB4Jg48E7tJS0mznYuplwzckF8GTobMs3J2UmWGblXr9+7ZbyZwS7jUjFhepi8HQZ6gDAM3Xo5/NA+FXqzhgtqCgW1KKULk56D/tUUFqiTjSYK2AnVVw7PV0igdZTOvkjlInlETyCcLIQQLeBhwwUuL0yrkJC3EObP5x2BPUC/QMG7fvdOzzcXB5uLkB5SAZWORjPOWjltmjLeBtAkRoy2Gf2Sm2TajtFopZsLAkGkiyaCY4qT8dmXK3WHrynHjZDFJoEBiQBjJfN0kNjsVwtBKSgY9y74/PWD3VHkN1ZBR6CWj4Og3LbSgy09YpdNA2GGGgblZYq4NBuEJqRmfvFr3/rTn//j+76+ir82Z/9mf9IBmd92rn905YJmnFT5nE+1O50s1LUWQsIev/w4HJZLa4gBJxTgcYp9+bjN3TTQAf88PzEzQid9FyA3dHi3PfHIzdkXA82z91+6+7u7ly1mLnbq408kBvSWnp0U/e1u3v4hi4K6/U1OLt+siwkqjQvc9AQ5D33DFpRl6i0rKaOem8uNyG1o0CcqI29h5Czt8AIFCFY9OHmELu46N5BPNVfWDzS2mzyc9T/Dtrd9TGwLzsfTOJBePrJDCcD+S15nAgyiYA9An6A9NPx2QSDLTv7oCQsevmc8t9+rx1IAz+hObS+LreaxDkBDfMTx32qzCIyWxp/vP7AeSSLBZA5ldDv3r6jhtah1uP3eTlXvruAdrpGDAzVIWBHcqosZX4xKAg5DtpVhlPRejnyWW7PnesLh4XJOFReQ6lb0CSkrnVT4A/ubdsQePO+gweRCnivTEQkyG04XXo/D5NeID4idYDIp1MOaArW/UyLIFJVEgEg12QTYYyW1vnth/bsnuKmACDtptcpiSqtO6plI0CoFRsUm6Jgu7ANPfP5B76O2nu6s9NPfA4oNBFUA89p+XMj4xpdaZ5iWcqkus2oEw2A9WCFAWhnPJFpmDjs+6yP7k5TLw1OI81w/ozngaCjlu42FdvoDoe8+FzVoqSTDDIUBvXT1IIher82PIXAibaPtLbKlMi0t7SiSoW4Z5tQAnez5MRpwLJamHOOjkVcS0uu/kCbzr5X3YmeQqVSvOEEsYWFmvzudF6bwDEWpAB2WGcuO+foSEEUT6xhHXLMjXKcxxAu/j2CfGcOXRQ2mvVfBO1TsXTxb/Y+Z2E6zj/zsw0kXhevP58v48mS2wsIPLUajLNZql0q7u+iTDkP9RQE9LbOPT2qIw/1OyedGwDtux286hvBSEvfNyPHYSevmaepnSq60DENFEE0FYwQ1TaxpetOaLvWw50MwLKXBbQqKrfcyLy4vWIE/EN9YGGwqIpwaE/+Z//4SwHThVvNb2UWPAloP8jcenblbIFGlj/1TGp1hd0XFFb7w9a86B277XBBO5yOoZrP/CcffeJ+/KMfydqxl2L8gY0AgPLm0Lsv//kX7qc//Qf3Dz//GWl5EITieSDdGOsgUsHVevZonuqjNlKt+IbdImvJRLuYgV74TkPsh4T7bx9k/Yamy34mbfmsaJig4X8dxyOAOE4H1nONtE2SeNraq+VnkVn33Ao1vH83GnpOXcwcjCko9C4ftVOKplZiHXXyN6ChTnKPoEKcdKBAGOR5h5BNOhgNRJL5Lp8AAUfR+kXFqtyAdK0lQGY/9ozkeTE+MmjMfaUguB/ZBOzV09wlE2A203RLBLVAp0S93Tl+0O61TrqC+FQvkZ6JA0G49s2jk0zsoQevOoqEf9JkYeYianffNAAEw+GCr27brCpSFfOY0FUFs5Y9pXm4g84H+dwQu2Io5rIGw7kJzb/Et+5KCs+ZjGHBLb4EHRge6/IEcEpPe080Pu0ZwuknRo0kQS2IUWyQGgehKt2wIM7O1OAy1lK4rEzdbBI9SbBM2GCfpafLDe3/7fsZ/STjsdWGLSW3nif5aruZZZ78+Gws7Bn//v5Kf/KTn/zOP2637wSoHXHilAmYnvedTJse1KUhzQs87rH06v6f9G2XDOOQlBB/ZtAfy9QYh3QkHPceOkCZBAkFD3KzIbjcrDeI4kVHwKt70JB0rvapIOHTvqOQoGla5gJ3FI/V9CDFsVvPo9mWDxg8UJj/4z3Wy4V78WIDIxMeieWMo54zeh48q1YKhrv7ZwEBnUMSKY4nMUFurjfk0CIsANZZ6JqdIOIJeqxU4TgXnRqm9HXsRmNxAIDbbK6UH4xu/nzhlvJa4OTtH+45sK+XK1fJ1zEoWwiBMtLFlI+nQhJurjhexOkANv33AuChui7LGcOaGgQgFQhbAZdxtAj2cO6GcdOrKa7q5Zpni4qdpZIiLRXTdtikMRmSZPK65TXITKjke8mvRfdFFkY42WCmIJUcRQU39lSt6HC0ncTcJFUOTQKUKQkOm+Vo4iN0cHp9DRjxJD06xjmPxxhIgs2cqYjWcRhSgo8+5vohwGPQY11cM54PNgbN1FY/engudBAIsoPttMuemEXKVJfC/QDBWUv5Uj0tdDgmLKw4Y+AQTh3awI0VUc09Q1N7jqFsnpPr+eWvvpJr6mkTinuF2zlP1PccD7pDYAXuCY7XextTdnxIlXsBm6ycl4WFDl7cM2yAsKuSD9mMJ3L+VKzVkYcaGCySU7xTzDRmPfF6+kEdE2z7UjhyVI5x34kG8OC/mdnaUKOF4295BqubtbvaLKzQSQhi8JmewSnHvc/V4zoeDSOIFs+HXvEQbo41NwjoPFoIu2k55lnkhJMUXsNpCvNSsBlsHKklF8bR1WpFoR7HsR3ZZtaJxakCLDXRacRrw+WiU/cUAd2DO4Fe4uOYk+KXXSTNhcTxOMFnp2MOnwDFVVIYBSWkF3aROk7Vt1vDUuBuAGoE+eiYL1Kcw6mAlAPcy0FzG6JFapGRhueyMqflWY7NL8mmlFfemzDZqTD9sG8NsHNjS9xM5nqCYDiuP3r6BAEkAEo36ufqBt0MwXQAqDwde0sjVT43QI1aw2mACeYkrgGd79idw79Hakucc0olLMyXW/+MtRPAGv+Gn42d9Oj7z/lu9J4I9OM6EO3W1P5RTw8SS2SMoP3Fixfu1asXsvYUFDjiBAxGAXDkWcxyDcMJSnwCYG+kmOzhciLgAp1ynBwcQdfoO97Lw0FPAfj+Q2ameQADOCLOlB4g94i0lFYzOiDKxzzj+tvpOkMwBiAh/7aW9XZ9deN6AXrwwGenXt4vh95e9oq/+pu/df/48187GAsgQ6OsZnx9iOjhugE8xQwQcxl6eN7Kvir7j6zVj08PArjv2X3H9726een+sz//z92/+dM/c7/49U/d//l//d/u5z//hctlX3l3f+/+7V//rfvuuwdaU3KsWZNhGFRj8PT0xOc0n9/YqUo2zaOOxuQjxxt0VI+nQDtPUMwAKlkcCyjH3kJ4OxqQtm739Oyj8LAbuJ68un3l1uu5rBnPLJqKckXwiqZBMLEkfiYGCiVeHUQyZqB6XRtoITmq1WPXK63mUrxM4IzudG+azUR91L2Bu8CCwywSPZ3lkolvQgsJ7Xj7xMKIEhWF0gnmnNLrzGKRImx6wkfrQwX4So2JHusd358UjaALKxxpwhSqZImn5NKkE1ClPWPi9TVTTSvV9qA/+7QHowBzPc3O3f9RqTXgzWv3XNO40SlloBQ7dVaAgBMftNMO2oxHeimuimgs5elALvMINtPzZekW88LNy4wAvoLN8kJwDBxbgMu6EzV7aFBi7cZYCUmhcxkxRvico2U5wWZ1wL7uQ+T8aCJsYmJYpQKNKQqzJATznvd03/Hcb4P16Ak87XXgHEPwz7XSuzog0xVDI+WejlMtttoTj0ZBqNswNjKo/uv/6sd/OJ32p6e3gnllSA/dWips//yMsJsxLfNFKKuFx7EaH97IbpjHREHbXe5xigmXy0acxx7i8eBBC3l+2nKCLFazcDW7dkisetruZdPfQQwIi0F5IB2Pu0615kWiPD3K4rJerd0SwBmPM7FjsshYsy5PVc3dcrHi4ulyqSY7FaDRJxeA1zWu2zntnlUbWfAAFk4UpHz7zdeygL6jV/DN7a17cbXWsKIo0nR6vD3Iax1a5da++ewL9+LmmgASwOeTFy/pYqHnyAdXPxzd9VXpcoj1ZLPZy29YibVNQ4oDOIUQhEEEE7uOEJ2gawiaxkL+7dAc5O8NNapI34vpnVV0SLGO+9sn2byOW5flc3d7vebX8J3w/kbSYb/TxVBNtTJb0Pvp803eMQhaQNKmedFbp33qpqG7C47mtj1eeAXr9/UXg6k/28JYWWiipNZoErYgZmnx4QAclEsNUeuMISomWcXr23u05uWeGY0PQHm/3QpqNg5wNZiX+MReuaBWXLiRQGxYD8rZz0oTI6p9poZZIYZegEyt9pbs9Mn3Pz88uuHYktGXEQXqWQXmA0FAIeC5SphcGJNqM6MMkDaAwB6G1ljyJ3UDbjoZyIwLDfeJIbqTDJo6q68BAHDi9ZwgKhxVqKbJnCp4VbrieO7kT+mLlvgodxF81wNoHuSPZkq5sm4pKEuZza1eW+wM8TmSz4wncnJzN3MH2k4oP7ZtS3Pw0fNuiJsiNUovq+Bnw+eCKBUcyd4oIBSbTqLqQYW/dIRR7YIqxVXQx+4ztQw6vilcjuMU893EsDFrQDktgz2Hs8vO5WBFxzYzGhZOtJ7dju9FZ6SL/IF+uosWKBZPlShqLy9GfmrCWdMMxBOKZFJ6kC8fx2VidB5cH4rnwe7jRKQAJQeg1bU2Xs/BWWoPiuetY0BTK8+nCEyt7FSUfzwef8cKLQJyfE8UjZKiY3Sf73utM4nXRKXxV/zZiy771F2P9JxLekwE+zx16TXsiroOGXdzeQ6vXr5Wvnq7u9CeYJ3N6WAxmw0EplgToNWoDwMLl/g5m+OzcaWRLlpMJzenpid4wTgh0AlKr4xCBJy6A0OVSMyWPQMuUvNV7rYPd/Kaez15kCKjWGRuf2rcV1/+2v1KQPtvfvGV+8Fnn7gvfvCFu10vKFo94ig660jVgdsWRuD+sXYtDhvzgYFbcIBBY2VRLgnEQNcER/0Xv/iNe3rckqryt3/7D0zaPR476rVwDej2e++nQgwFD05anp528lm/cx999FqfC8OJPLvcdEhjSFhLql7bdFropcrRpvf5qPkdnVNnlwGc9lTJDizKoj0MggKfnt3T9sltrl7aSZ4WrYfuaCFLplkCxSO5hBgmUpbnjSI8jGeaijeQnFB8OU5Ru+jcdrA6Yv9VOdsAe6S6sHscu+bqGU6gPoUSRbLGmbaCzjsB+PeuiQUvDBcj3z7RcWNkDwWUAZbKnoA2mA859laAYYYJjeaQHJQTT6tG3Fdw29PBXic9hyMxcujD6E54GSfRjUXrFi2EfSThe3XIwempdfuVOqONmT6+IK6B999NJx44/EjkMyxkvVpdq44uCTXOAvgc4aaXQ7/R1XrNoLbkBYuGdqhVW8ACJd7/QAxF1vqgnXZQbLR4R43RO5UGeFBelMaD+5IzKcuCJXMtz1BU0K5HAL2l7lqtwyoNX8Ipw8l78+CXj4c8gg50G8FJx57F2/Np8GOS/V532qdP9/j0npajAugSn8ut97pII3Si4SKX+Lrp5H53CuxGlXvQZq5AcFHKw7TTYQ9rHwYkbJ+e5HUfOfhzi9ndPT65Z3ntY73HxGX5pZ3YjLw32jDJIEH3+XTUgZula6fMNm/dG+3WYqFAGhZssiDyA/AtQulaU2QftuhSZ+Ryp4kM1PnavduqWERFVeCCHvgacC+ASHQDm8ZxnABtb4mo6FpQHCGL+nJeUQxaS0FTRgEc/r7butNX7ynqWwq0AcDexQ1WNjtUxPgagpYoSi00gTNy5tHF//zz1y6Txfzh7s7dvccxKYJFtnJ9C/fmzWsCzp7hNiOdThgGIRvtYqY+0GqD2Bs7JCW3WnOaFfyyAW6bN2zj26MUFMea4lWAkX5UXvvQjrpoud46eSDVKvggB3rqrF/QPfAMmpNLv0cCIbgpaMprYSHOrB+jOWJhFmjyv+XgZka9ubBIVE61fQY6klD17ly0c0zLmois339HXnqVLQ2gVR9w1yN/vFouCA6zS39I+cvSiigtBgsyanp3xr90xEkVgFfteRrhnqSJ3Me9+cZHyk8mV5pNBpSCD3ZkULk0wquBjg692ZMiKEkBk2Na42DuHyW9olFUnTge4SrCFGcXw2Vm2vFIx98RCaN4VfpK666uFq4G2G6O9pqOx+0P20ZPFWTsKf0mo50oXICY/Mtx3JNHrVZ0GqcOUNq0kRc+0HVILUHltbOjRcan8rorpoleCbBRTUPr9gPGcTUVDZe0JQXw2o0GmB4nK89hAvOgIrVNFDILeINbnvqRs0hgMZOWH1CiJt55PIMpv+dcdVDnCk2tHaaaChNqsjC9SFP9/lIax1nKMx1zjzF71CymCBvNJV4HxlK9rzUVM9H37i3ciYUJXDNIL8M6Atri4UKMD7pJQlCHggXPPqcPev4BaI8FOE1sLQAmN6EuLgaCQnCh52X5AdiO9Bql8+lrxb/Hjv0lXz3+XHzPczfz/D0A7ff3zyqgpmBWi1rSG+dzt8acOc7dYb+bdBq9aSKQjcATF6axDga6RgZFwXkDz6jprCmRZ07P0nBP7KmkpnMQEJUw2dILUJd712gaZuort5CfWqFDTgGnjL2gJ6+Y+8VMwPx847b5gYFWv/rVb9zj/SNPSH/4x1+4jz554Topsp66Z3f/9OBuNzcqhKXve+fm0OEIEEJnvsQJrizI4Lb/9qvfukcBwtunvXtx8wnpcgn1LomA+dekLj493cGBI2ZD8J7hNA3dUJw8dA32iVv2SQYBZ/VJ5qs8MxTozWkk3Qy1H6ApXFF6gnQAvlQ7pRgdvQLhxCcmJtWTKNLBCYoTAi8IWcHnLsuYsDpo48kKodHMG7CXD+EMkkto0IJSW07T6Evgua1BVkiH7QODxvBoW9z/wcYUnWQcu7zeRJW0FLSOOP3NR0sYhYu5G6zjG10ak2lnSiy06MNfKlymnfl4DkMaJ5vHTouHMRiPPEynCpqImilnw6m7ijMDjWD9d/4l8xNK1w57mFJMzSNHrSX9YJ16/Qx6EdE13k4A3GgCWxXeglceaDEp/95qIFU6aJFU4vRvlvL+LxaChXAKx2VIaU4lGkMpMuBbPbUTfCE4kKcczaAAmyFJTF7V5Fkwo+ENj3GQGHedWIanv5mmwfJUriOQz9k01EeQqB8mG5e8BUlCxj2KBz5br8Ji1jdyczsLdm3wjFpNi8VJLIA7RezybFo48oVyDOkfAKf9QQB7D3/LYUxnIDhheLbsfIcC3QUeiWYcrPAxT0dwIgNdNJDSmWHiQrgpm8vbt281HIFKiJFJpAsBwp2AVixuvtHjLbCSILSkQr4syW8HhYWcUfyGhVdzcAfZoOZFTrcGAH9w6iCunM9LGUP06SQnS+oMLjhcBGSxo91UkVgiW6C1V55UAtqfXS4Ad5NuBLijS3De0GG1dfkLX2kQ9w66jCWR3VzfaGcOgE8mALv7Btyr1do9tV+7G1nUq6sbVua4ZizAsH3EAeR6cyWf5VqBGZIX4dwhoBncd2xabXO09MqTgKGaR5pv39+76+uN22xgIynFwX4rC/wDJ/l8fSNAE907JN+1boPESoB2dGCaziwTNY0Or/ss7wdvdCZ2DLDpGmiPhm4xNrnITxzYee3oeVwQAOjHXL3YTBx0umdMYNaI1MNlLt6FkwybsEqBmQSOGCdtyiPV1DQD6ASdysJdso5pXZhCdHhO4wMdCHZSiQkUh+FIjm+5WEvBFIFa9juA7fxk3VTg6Pcd7TnKWMQJhVMxKr2zDazB2rHebAg08CxBB0GnflHY/Wi1IwqVPawfXXRbsf+ifzsHMGGXuOTc0E5gtIjR36A1IaiCnP5j5KYrIMPcaPozbx3zJwaNFklBd50IjqLAtr8QU3/x2WcqhrUkX3iPv3t/53ZH7dpnN3C+ydTD+YLybX7RPI5UMKZqYSTRRqGqY+CU/QyVhNol1ZOakh32UopoCCn32wPHAVxk+gvBcVUuZXxup1Te3sj5vdFjyvVMbRzd5BOu46bQEu/slPJBmOq02J2tTlNy4nniZVaUvN9pFFL3E5Hq/PlM02HvUaTFv8w5nMThl++dGle9mYqR6Cbj1HVz8piHMNBZKNPgzs8ac/R06kgPOhxOdsIyu+hwKwRSGlsyWQ1eFkNtUN4w28qpnXiNqmEYBCxtm4bddIwfvM56vZ7oLt8H8rHTPhUEF4A+fi3+Wyxm0E3W+6flEMY/nLLm8lwB2LcPRxmDmlB6cDtNB5WxhHApOLXQuQoONmjQ4HUStZYsSwUPeT663XbvajiboMvpgx7Iyr/jlBhWjAB9zLbMPE8YZ7LujSkJBzx5ycmZP5l4PHHI/oDwLp8tdC0aUfSvXbZXQI/P/u23bzm+X7+5Nmcc+f4k46lbfA67w4HuKoiFx76J0CNUCon54yPrY7HY6Jo9x3q/oS7hUQqc/VjL117Is7mT+yVzqVrxtBBAHnQc6qoENO2Oe7XhFJSDcKhjMzBKXlM/dbwhpQq4sFNmv0kgockcXcSqZH8bKB6NU03hruwJG1nDNuD7yzp3PG71ZESeT54VbLaZhZUmm8o7MMsyhkxNy7+5u6D5lljRgIYS3JqSSD9LaNmZskmX8FSP9VaiGw4AqgeHGTxndNjx/J1aCJKh4dNJUEo++DhMTXeOZdLEjQrjx4mvrvLHTosXSisHPiecPHTI+MmV3kP/eKf3LPqnKzj3F+1zo8R44wdciGCjVjZYUcPGfBguChED+jw1yMj47CJ1iVQwFd4GeqsMmo5qhZY6xlkjJQcTQefYLBu5V3tN+2OCKZ4jHHlAxxuzjnzyQDviznWkrQqIzhMjGMFDP3FqkJ/wJIFmMJxTno0HWjx6gdoX0bGkNsvfi8xHj/ygUYee6y+JdeZnL+tn8CxcAo8uPB1m6EFPqkwrHx6NWBI+VCdMDSpO08bFSvHo7zto7/ta5vGYJXnmka2DP+fpTIZP54+nU0j84BeLFG14NKE9khSxUAG0Y2EH/xQ8PVT7qyU71fDvCQgXgsgGR2Fd04U8r3yetiFFh09Kref6MD4/Pic+r1y1mMvGfuUK2ZBYRMtMeN7tPMRFvTzO6+sXoeuCX86SsL6CDeDgh65h7YXj+F7+uCyXnuYt4DnllYkcTzq9hgPiInCI4FjjQ+8hA3iQB71cz/1HH70JNzdLnw1JOEDYgmheDMAk9YUAxq3ch+vrK7+5vXF117i93J3qxUtzY1Gv6E7uw0IGzfLN2u26o5tdr0K3H9xXX/9WgPXcr+G1vlp7WX3c+2++dXd370Je5u7jzz71649vQi/g++u/eutPdR3Q6bi+vsVRpndXIazmK/fNV+/d53/MFrp/Wd3Aoz3sDyfvqrXbLK8CPLd//vf/j1svNj5LF649nchXnBezUC7kuRU+HIrahWbnYG2Zwkk1tahmC/QANBbMEBicHSr5ekE9PmDqu6f34X73Nbj8vlgXQXZVj01O7eYK7WuoUbGhlxMKhJCmBWs12Q5DWaS+H9KISSZQiAAnwW7oI4UIvri2FAXTXHt2h4ewgvDRkj3BUAa2rNE36lMDAVsB00e5lwLelzgayOh7rlwIc5mR3TpSV8yrEGaYTNqs5KZmVRpqS0pFB70+SIG2UEuzjwVUffPNtx6BT9AgtD2SGLe0cWzrnqLbGu2sGjZJ0Q4z80Ul46yYu+c2czfrl27z4kZTWuvaPz1tY6IqEwrZmc4WTKir5w0LuOPxiaJgJMxK0eCrfC1jcsuAFdmkvXa/EUPvwtUVRYX+dHoOz/vad93Bba434cc/+Ny/erOiEBECi/440nufJwIyvoeh9dC2wQVKky57FiHKpGw9lCpFqimrx2PD5NPTafCgsdEi89VNkJLQr+W9wAs4bhstxlIckjYQ1wXr/PvlvAygxtX0rz4qcR5WvfPWuohz9OPcdtt4JECWFPcWAur2vo1WlJpeiqi9wA47TmpO9wJ05n5e6nXKBPdsZ4IdgXGQ0d7UI1QKCaawdWSAWBT+yms3sRBwKvrsnSXpMvlWU4PnzC4oZfwN6rs/oHeZugf5M21K5T368ZwOij+T5tLf+0yuDScBMnY9Np5+kDHaI7joxo/Je4wlJG1SWDlsWyYFt6fB7fZwR0nD01NLLjNeF7zukV1m/PxKQHbiVTTac76gENNLLtVdo+s8Ck5sfuy8uibEgq5nuuvJK/AvaOOxha1tV4TFcgVM6MpMO/ERkJ+NErVhiHFnoD0YgPcG+IOC98K/fftWvm/jXr5cQ9kUsIfM11J81t/4w3EvY+g7l40ruTcFN2b1IsfpaOpmrKASrl04OcLY7motNJi8niwAXP3+MNClogYHO3HkXR8FNJez3g9hG7qxR0JngNtgXuQBDmDYJ47tEK4WC1elFT/PS3m/94/v3fuHZ3cajh40xDR0sreVXkqDwNCrOvd5V4ZlX/k6fSuFg+yBTSeg/TqsZyumpdbzLSwnw5MAYym35JLKkJUZ2c9FkYVE9oEX5Upu/ZHMgNWiD7PZyW8f39EGGMUwUkjz2Q9w7317akMlz2dRVuHe3blT/yzgR9Bkncj6IDu2FAxd4sOIpFeBT3WdhhYnemnj27HTe4hAoUEDedCYbvtWNZM4foC2yzrRONlGE5fub3LNx3Bys7n8vGw4ZS9Y4Ih5m4VjJ2NnKCnmbSGKEpgmBVmoFqoNw3N+ef3a76TgfHt3JxVizUaHLA8+FRDXwi1kXvjn/T40rex7cJiSZ9OeGo+iqvQl87h7si96trFHUFdDEkCOSUCtkPWHjW9PG0TWJ7rBjV455b26moA+xHAgF5RaI4DEZwEfRuYDrQtZ8sn+iWuD3yBI+jmjeZWZAo1WImsyQq3GXjFPQCXI9vloalTt8asuSf5UsIAJdIMU8IlLGtFlTjx79IFUVlxZEiJ/nqcbQe49PSOBr/ElatQChLOg1LCuGoKy90Mamm5HLdXVeu2X61lYLZFiugNvi3smIkczP+O6Kp9L3ruVH249fNyRoDYKNvIyPnqKgh290PHZUsFyDHlKOu7DwN4ozroxMTtGvUJBEAFzX+6PfC84MyAn52H0HU4CtMbR8Dr5uJ4J8kWWB98Fph27PGVBJUUJ1sgxDar5GZtAcDK08TRZKUp4z8VyGWBVWfn09x+0p7KQul4eWN8lA2a2jJKBR++gF8mQyJMQuWNSfTGcq5hVXPjhhnI47Hnzbl++cAt4WMvgRqcOUcjdtudPNhSVSkWwnFEclOYCzkaY+Heh2e+QpCVzdMbN/2SBMKqbDHAXkM1yB4FluFqWrLoxQsGzyyi4rJQHzAOlgVX7cD7xYq2ssbtFUPeLHY9a1gtZRD77zL16fRuW2GgzOpIwkbHMEVTTMGk0MoQXs5kmWcYj/Cw9H4sTE+Zueb1wdaM82tP+yLj3PC0RtBEgVpWtIvzzb3/lvv7y164T0PH6xQv38LgLW4F68IufyQKeckG1E4d5GqKF47FBnDy0m2XYXF9JITA7b5rm7YxEx129DaUJ8ODvzDTD7TEUi0I+O9TWc7da4T6cQr0f1dGjrFy5zFipp4N6uGIRi30BUCwgFDu1DxAJA4irf3wMSlKAGmI38kzRKM4e0ikEUXq9/UUrXrupBPEhLdOJK9/gOcS+RHpG+SzML+QYI4BsNrBDvd22bhGDStjZW4ep5ZrF3mkffofWYLKleD+zCz5z1mcTNcM6lga4SbAP82Qe28QC+vVnUzVwdxb0QFelvhjpXFLBVhInNXpdAaK/Wgo1gKbr9fWF80gte8hgLigkhzPl8nSSOTUiVKcyi8iBsfK5jFn47QIEAyRttweOfbz+x5++cX/0R18EHC5kNTjhZjFpd6DEidcgBVLqYgZCQAAVvljy8ygITo2OI+9HzQk2RczV2UznLoqZwhxW0I0H3afItHGEriNSRlPZ3FRDAIVrSopYTJVlVLqJOBtSbzQNFp3g/khvnTCd0pBuZQmGsctuYYngh4MyhxQPuLn0WhRE3/MQk2KTaOA4KD+9df+iya+OjUFDmYY4HpVqo89I5gSYOosXm0h5CTFgiR0FpycH1eI25ipiPmsDUjZMdLz7/oGpwdlYBhSLoMXI78DiG51sCB23So05U3Q79c83X+Qz/Tgzb34UuzipOPLb27H7wBItUhdUOIwgpMACFyK5nsArcTPZyH0qzzVDdGfzATUoctfPMqMUm/XkNENCxQVdZr8/BHTv6aIi37uUcUMbSSlojlJsO9LC5M/DLjR43u3ZcQevedofHE5/Z0UVQJhp75/c/rCj4BEnhfcPj3zPxWzF7qtS+UY6FeF99/td6JUCEkquy/OAjjY+wqneh9la/k1ef5D7ADHwScYROtX4zLNUCmkkRfZw9ulCXs1dLs+mRmyoxlWG93eNyyl6TXA0J/tTHU6yBxzltdgEgNWiy2QeOwpr8ySXvabkaex6tmaR0badpcemAXaK2jxyjIgf9Z4HyNalEAk4jUUBh/RRgMujFCf5bB5kJ3e1jMsDuqfQNY6qzR8hxeZJ1BgJ05pjIGuoOrJlfC69gUcdyyr0hj0fzBFqWccP8p5r8Pwxz+dJODQnNsiQKqyd7A40jPD69Y37/PM3tMjcbKSYGZZMZV69v3W/+uor93i/df2hCQnEz1K4HOuGxZ2Ag9CZqFkAXQBFpkMoD4qRkdaDwYRu+jkQda/GCCHmHhjjJPLjA7+V3u4qalS6jPqij/KQ2WfXUwW9/3I/YXTgY/pp7JRb09zrPCATfkzGMPlFknE9yc/N3sWf00n5b0N0abS2uL64Avbc6DKW8hSUJKL0mVzZM15pTZSxToFNSI3t9eQlUWpJC/As4yuVPYtcfXOhKrV5znUDvitk4Ag2oecTaGFoX/toZan8+8Q82D3LHdKTAqk4OIVwanLh5T5Ixai6C/khNDLwX54mscOecu5Rv+BJiofJflBbTJ7wsGGZmAl+YvqBgVm2HoLxgBMArK/gwzP3xB4j17NcSvEhGX7vQTsG2MgT9JHH+OoLOvDIgUcd5uUNWgqOs+m9mWVMD233Lc80CgtKSYvUF0kREMawbfbckIs897m8aClfx5FWz8AFeDRnHpZ5HdK1xkjH6GiP1TNkySO9NuDvKApAIRlkkWdgRo/rmpmHsZfNtqPA7gRBmtdjm8FEYBq6UZJeEfnNABUvX27cF5984TYv1r6XxeJp/0j1dNdkk2gLDgc8Vl86n6M7R5/qMgJ1v++fBBSo08IScH5z7frvvvXIJD1i4z32rlwo0AHn/ae//srtHrbk/b95/ZL8Rnqof3vvEikcVshmNFJWT7rB3AuYCLTck9/vSZVZKgdwqUfLoGnc3VlyZk4Ham58tLdDZ0jmGrYM8GaxyB3lmZ3qkx3dJq6ELaWABimq/H4vQKKTsl8m+RL2axAvRttBdklnykmHj3Y2txAYTURNKYKdqWgO4IxRxd1kFTkpUtWxNSj5sld3mCExDL9hwEakix/xPPG6cLiYp8aXzj6gHkQhH/6/ZYTiwTWZgj5y+6v6LEa1n82+r+rA90W/9OiHD4vOfWMgEl3RIYD6EgOCVNzXkNKiokOEZy0i0lcgCeBu9obYCKuFiYWzMwc6ZmUBjGVL5eC3z7X6Jxv1IPKO8GPqvQ6erjp94OeUG0zxlJ1GDwJSFgA3bibF2IvNLU8KMsbpHgPqF8yxQbtFbjFfcuv4Zrc3VxBFqWzEWBFG4HSkENarFn0wG0/H07Y0vSeVYRgKzhED7Be+9Ady2pVrnuDBwKqU95UnKbyeqQCcglagPVG3xcy1w0nbKxchUilOAECbOLUc+1PBOKTslF9yzRWkn7XsGiqWca5hvkStBrpILOSG4ZJk5dG9phA1PVNblOpGso6vBaDrqc/5PZv2bPWZaJAZO+/ULQjYwXvJjwTqZgbVjAxG/QFoBZ0Ioss4B6tc17PKBg6fS6Kc7r5X0SL+rEuGzPvD4fy5QFvyl2DdmShzjIYd/NqpbjkuMI/ppOfWDHQc0maiwMT/RoFpam440Tnm+8FKvBdSPLx6deuurq5ITYSWqAK9D8nFg63VmKJHdRAaPth+ddy3JmcfTNDKe9Dr1wDuFDw4WWNLij2zQkoQAcdZrnzyhv7ngafCsCaMFKDj13vygVHwwU7ycDxRtEnxLa7L42StpwFdikIQ6ZgyodKcx/ju6e7B/VZea12SDurrw3243x7Jp/eZrK1No9GPLgJ26LE0BZdCczBT8xmfM2024/MuZ7TInbFpksoavQ+H9kDKG2hEuJfN0NFxLbm9CqgXcDKD/Vdqe58nJfEf7C3HQm2aFTiRW+zZsbXxDMBEy8MLP324MIFxQgYD7Bv7hBqCQ21icPmn+8f38t+je7G6kn07ZwFye3vt/vRPP3MfffrGrdZIYl67x7e92x2RUjtzSyRMy0c8dk/cA3A9s8qppSAaZgy4csb7Di4m0hEQ0rwBz9qC89iDToIlFClCt6wik5vanE/ND1356uT3G0d8GFvTUQWnmT6JsWm8JpOCZpSOuoZ4deUBuJVywuoF3U+dv8DrMUQpmHtUP0ahpgZNeQ0cUlyuYyyoibsFJKVnNxxnTiz8NBmfB5H8qEJZujqF1st7ENAGiEfl/dJi7fIq086DzBkZD6oZwHwKeudV4JvS4pqFBahSiY8HBQqc5f5koAQNunBolWOWjaleW2pA2yws+WBInwGt2WtaNU9I9Ft0DOJcYhy1sEFx4YM6jklR4E1L08FGFoGUMo/x/LEFZFkScuYJoMAYPKxLUylox777/e+0N3UrzwSGgV72L4+kIszyZHQqaqJdEk7MTDCqIQlJ6GXissrHotbgJKnzM6nyywxWUxqfSx9O+UORl9zQv+n2DAvq+i3BNbo3PJiEB2gX3Pbpmd0NnTjWlaVVWYtYdXcvle8GwrxKu9EdXBdkMh3rWu2wwM2ckUFKn17YK8Fmb2xhFdaoM4jx5XgCgOCI3T5gDiyMW9vI++22W+V1CojHxl5WswDOfr9HgqhsogJyVSeeXiBAQUJ3792//em/D/Wo5DtMiUU15+dqBBCV1xvGT9/gCLYsyWs8bJ9dscrdzc3GHd8eeU2RGxtTKRkOw+7j4B7vTm4r4PflK+c++ewj+jhvt3fcmBeyAa4FGKLfATFrkx3d+uqFQ9YYhMGtbDanWiO1UaTRdWRINFdyqAMs73w2hqWsnqvrK3U/eHqgHWCet7IQ3zAsiXxq81Me+vYCXBZnEaRGoiqgGnSxyabOZcaOruoXkymxM4r9jFiifc2Yujp5q1+C7X4C7vrnQe0f6eoCkeWDbL4ZubAVgXs5uYuoC4+7APP92Tfc/q64ix7uTPl0VeGWGBPmpw0gGt+fIK6wa7JOexZ55a5VVx+eKBUfEK614IunAYUUYQK0hpGdMRQIBEBtyg6fNm5b60C2nJ9RuEoaRTsEPFJwh1HQrWB7ulBggHTXjYwEfRE3iSCju8DYDhceKQMLbt53pWoQVNc1kzYJmFUId3YzwRh582Y1ecRHlx0WNKTAyGsUJpYeSA1ix6QfNFgnnsDQ0YXBRzFgx9HecOwO1DaQppKcw4wi4KfmQkAMzrlm6fx3xKI4/cJmxS6NO9syGkifBK3nLvZwpqZrqz0MkUQG8e3Fz8OiVS4kYH6i5CyUPsOCk59vUEDQ1rAPzUJVJEy4xdxJS9KP5DNCnHk1+drHQglCxa7WEDu8T7rOKJaExSc2NB1/RxWUWru97vTYC3aGNegKlsBZJbHxeCEYHVVsyC03aMpC39q0wyadqY2rbJG0vIxe7njv0oSr3xeiXrrJRDeaOFZB5YIWA3x8giTUb8WV3E9QTVTHcYJgvwF4jTW/Unpm1dK1nax/Tzsei0OrdHV97ZLdgSJicHf1KaUE41ebNZpGoT4pzex6I9cge0gpazI68zi5gG4Vj7qX/Wd/lH0JfF6+d6uHe3T6g3UuhIhlAAsF6ZHpIHtM1TG9E4Lox8c75355cp9/BrezJByf7928q9ybTz+CW0fod4N7et9EU3AKLFILDlKLxlrzK2TO494+PT7K3K3cYrmWAmNBD/Rhr3sik7lhNytAHhaanXzmx6fnMCC7BKfaICOkOXzTAj5H2qds9NRDw+4uOtbs5qIz6hMNlyvpGKjiR6ci3d5459yL5ecLGXO3V2v3+s1Lho9hjb0t5zKnDmCvu1W1olh4tVq7Vx9tZE+7oee8BofhNGnrHh4e3Je//tJtIfqWIgbpxPD+wP1FpskKQttaipK0U8rWINcRGp4OFOab7g3IKn2crdYPMpOYKKrRmc6OtmJE6iSWRcsaBT8tRsH9wjGVFLloSnoLTbr0fE+sqCWfGzaMFn2Ke5P6mPn9oReMIdiL4CYF7aPZVLIoMaEs77t5uAdLNI1Ne5B1AHHJeWd7fgzRKIZUn9ESZKXC0mZKT8tGcKgq2LVIgYVebJaUPCHQoKSR2CbIZ6/B30/UThYi0cxZaJXZamoamRUpQfUH0QaePxh4ImKOMAlPQMms8ZowS5eSxLzlgx40hJSO9ADm5hEjaxE494GpMjJeoWTVWgO0uzYksm4OXupuwejMH0HFybtBtxpcL61Dh99/0P7xR5+733z1y0FuNP4/SAWDUwrfg/+d2JGOBXH0Uv0DSOSzuWsZbV3TjaQschkaPsDSrpNNPocwc7ZwxWg2bvJAMp9osEinHsPstMoDxYbUyOvw+BPezHbUqx0/9TyFVRKqe/jgolviZNuCrzjlNH1rlkcFKk2XoIkLQFEkUwbKIXZh5MEyne6EI04BMYuVLOwzV8li1Mu8/fqfv3GNXO/hecvzRGj/T2b9eKzl77dLwzU1bbGyaj4BO6QTdtta1e5ZwpM77KJItQQlQlZady3AHLhD6kYC9qFreVSMTtGXv/y1g4wyN+9nRgWDN+iqcyy4gdpGJiHcFZ6elkxD7WOgjiU9Fh5AQkWOh/1W7s/eHU8Hemjnslmu5Ht2ci+f5WtYqCE2BQD69NOPmWap3uzyDNLWYrMLLgroPCMiHK89KyLAvvSLOdtBpuZRgXujrJfCuvBR06fAHd8YHSJd7CpHB5lM0yAjxzhiWwAM7XRqH/RDcZ+KCKuLTjyAagv9Q7ZSQEnQXSmlaKK6/39bRfUMEGldtRTgjmNy+LXLc0ZMOVyB6Gfc1haqm7kqTSbLS+6w/9paYiAfYL5nZ97cZ65kAywrFmuPd/B5HkiZKOczAgr6pg/1BIrQoUM3Tp1GfvcXRM0oXOqDxqT38d44TZw9yh1arWYs6Np2z+eMZzOjSHuu4lN5f2wKbXtgPkBR6PPCPYUzTWHPDYVkvJ8lPo9szPURoUioLA4qBB2VT670l4txU1wUwlEYOkZKTORop5zvmqLYTusFQrgAcDITtE8nMSygMhUWf+/0NIljLDq7DGcr0/NBjHHcS3XzwRymGLos1Q+d9Cc93VFry5IWqVFsCqtQvML2uKWzDs7vwLpCoJiAdl2TAOzhaIXAEBO58vRBPlZ3UqoSdKdDazaxQ0dONwpBnPpg/VyvbzUhGl/DNcHusG5UZoJNuWsmABFV3fBVU9FdUMEbnnMaLPVWrQVh39eDx1q4yREmdtj/1RCQC7AefeAB1vUZOwrvj8edrKEzd3O9lvebu/f1txQcQnCLMX46AdCquBo/sygWHOf09E4zeoUPw9otqq27R3ic08Rd0EouxbI48SnWM3KiB4f8jiUNABoT3pJ2MagdJNZighA810wbVXAxwb2blaA/HonFQPPEWk0HJZlbMBHw48ZtVrfuaq2CV5xWo2OOvQMaD7xH2sA4AbSzkZkIGKa5/RenG2spNGhQgNMHeejz5YzzDyfOsHwE0NzI/UJ+SS3jAidaM9Agx4p7QkfzEuRSlNyAoBuBe8hqfuUOJxPze42fh1UfwKm32dHzxEZpMmCgZGadSIAW1JHso9dv3EvsY2lNd56Xrz9161cyv2Xtq3eyPsq9BY89lz0YxdfwgOL91lWvKoL44Zf/7LZSkDwKVvDyUGfJnGYrghroDgKKZJnO3Emuo5L1DMUUs1nIcVbgCACY4rroyz+ap7uKQ7UTb/vvheHjSMtFc3sJo1kwqohTQ4/UFSaNjjeDCpEn9xljHRAUTsA/pn9aW5+gepxcXnjqo9hT/9tTP2DBh4llnYxRrcm8DrWXTNQVhl7m6j8/OstBiES/iPhBhxnVQ97L/cjJcydlwq3nt269vJE5s5OxPON49DwR63lPVYiM4qKYHPIwGvqgHXIUwElILf5JCx46A/mRpwSaE5KYR3/GhFk0eL2PQUoamzTdLK9uMAg9VR6fh4jSxM8J6WOI3YTAXPNckqAec1KEImnKCrWUcTJKqAGHerDqqm4bnw7+D8Py8fPPfuDefvsVOdvgjjPAxwYTTfITPRLKy4S+uvh1kkmKhXEBlQy+JuATGzPEFA6uMxDa9J6DnH6yGCCyCEMosKgWqJADUlNpJYdQnsFPVmJR7IQFFYtwDPRA9x4bWdjqxtExRS24+SxjQKijw406ddAHO3ZpU+2uqw3aSLBcFUv38sULWRiW7unu3j1sv5N7cCcL7lKuPVeOPSYpCo1Uq7/KAAM7gWk6HVGjy45i5Mvf/taEdCV4bqTt4NfLl7cul99H8HBlQS1pA6ZuOWhXoJt2B77mlXyOjaZYlpaeB+DeHmNHbaDaGx0YAnIB3mk+0MapvCnoq304yEIpQ/36+iV58I/v792hfuYmrZSYk9l54kbNpyIJI//p/kl5k5A5DOaTbUAM3Yj9vpu83bGhMvZcQEc2FOpq0pYG4VvCNXTIMrNGAQDvL2F+P5ihQGawaGRHsohALdNNv3eXgN596Lpx2SmdMPAwpUpmU1N70NFeH9np5WFLX+tW1X9PuGJdduU9R/Cmiam1uSNU1nFXZ5m90mSq8yFASsrFaD8VxSPug4j4Wp43vnZpM/mb3/xWgOwRl+nmAkgA2ksmSOq1OIA/AHO5vQ8PNbvtepIxEOSYST7nzdXVbLovpN7Im+1lUQcoupoXH4Y04C9tai5De4JIvp5cB46y8TIIdQJpHNSBYais41rYyS06qHOlP+F+FkZdE0BdVmt28vDqj5YMfLywDYWlpHp3q7VogdOwCTxbSSFzKVsup+RNAnZ3kdRr44quV5hjEwWpnw5QJucYl05APs5f3B98vdm2U3GcXbwu3XYwHstiykzAycsl3Q6/Fua9XhVnClRiNqHYJNvhWYD7yZV9cXa+aRytHIeT6j5a3hedo2NrlolZYumTAK+wTcSx8YmF037/zCYEfcoBeJsTAfvIk6tO3R7AU3f5B/eMgS+W3pio4R99nOO2QL5seua+D9+zyOPp0kWX/dKn/fu/GHYn4/blyyWvF8FaGN/HZsdJo0VKRprW0KIwela39fGo4zCBq0vqng4taWEA5ei6F2UxFXrQdGA3B11kZqFGu91uOo3Ar6fDlsDg/f5bdzz09EzneiQAAcC715smOFb3PDhXIMNjzhAv/RpOiIfQoBogxWW1XrOrjVPnw+5J5uU7ef5v3KrKeFfv775140NCS9/ZbEU7u46DMtcGDzj02B0HBIxVbrla0mHmAc46+JzFjOP+BM3TbMG9ph0OGg6Xq1vQTH6/u4c94kyK8j31ZNmshC5J8FhBZ7dnudfx5GMc1W2IILNzk583gbAxyNjPJX1KHWTQ475eL9wXn79xeSV7b62gT8fx2aBXt4vcwYTh/elJCouT+/rr79zX37xzs7Rg0eVx+r0L3Ftl83CzfK5r8pByH+ro7uK1Cw4KBEKxCK4TC+3x3zdyVRCYaCd+NNtJ0D5oDGrUFR2mqXbWXTJZGjvas/ZSLCzkvg50TInJSIotFXqqXQmZ17xDPAiPWVAWxBSvJ/4M54h53idedfFjZM6Ei/TW4EzyPkbKjwYlefM7dIkFJCp9x5tINVL3NQU1Y+aAZrHksGZw756kAJRxiWcPrLaQAg94Ac938B2vYaALUuD9puGI1wYnTjloZwnazqDe+Cro1Q46QpdSs25kOB3WZYB22kI68jVGJrAG64BrQRV6tSlKNEWJVQ9gSBIsHhUUdwiGzd0zBTtebp7Ac5ZdUZU2WNJ0Nw4Qlsv8HXlNfxCgXRfWIqDip9ZZ4+Q8OGM4RkSdNfR9wBFXU0s11PY8okclXMjGXR9OFsudsyIlG7LRnYPGT0hdwyI3aPKYFoiDHX8qOPPm2R67I3Gx/9BJFRaMsmD0XdSXSCER2J0cyt7NBpuIox7zFkw4bacoeGzSSE7FQvfqzbVbbjb8vvf39+7u4c6trpZufaVishl41HI9z/T8zfmZToedm8FWKK+mPJkoSuxlUcSGOQN/OfHsyuVlQWrLZn3l5nJvHtDFwWkCLMXk3gCsYxIvZDGsNlcuPXqzckui84h6Uve6ocBWjNTrVIVm6KzMlgU7MdEh+jjY8bY3b+hRu8/oAKbZWWpXCHC7Kl4RvANgYoOrO+WOnk69unPQ91tfFyJWShEL3aQB2gHwlm5GnBsj7xWIm0NM7LhG5km6nLqYmkgfva8LdWxPL17HaUw9xanR+q/v/5XRi7AiWPfF1JxLzz+luaRWfKAPrz7qeo9hkVmxLz+ocbe9B7rqEZTBcxvaBf17amBeQWvdZHocP1+41Kgn6I5HP3w8QzhFsNjNymjZxNepjIqzf9JjY4xBCl4RmrQ9+73XtQJDnCAh1RTgDUJUzEFaUI4a1x7573TkKOcsXLNCrwkAZZ6t9PYM/YUffale2Gnv7mRxR0dPg5sGcm+HAY5C5VQ0oSC9Ylx5KmNvRsCIn4lHKHheeBbLwuhHsNNL4Vd/dOqyo1SFqNvQDrqmeuI+Ki3nzJd3U6l3/l8A1ljDpefhQfCkegMFvVlM5VTXmA/80i/tGSfalTvaadaH36v+/BfWkS6dhhcTRUH1rQfOqcswL5Rs6Lhrt11PJFqZ+/vdswJw89ymlaZRYuAIhA0InbEIhBNKANbRYl1dntrOBJ+BEe3ojm6PStVA7oKmE6fMY6H80avnuWZf+OmeKSsouOiED/yc0n8uE3CmbiCOPWxnG/nwAf2lt9Tj71NjsIbHvwNEcy2XFyFlItNgMYDTTMYSEpnbuo1p9x+8vgJNPX6XEUer1A058Uahk2IIeiJQnwopBrjOmRvnZjM36taeXWr8RiL209Oj7GMjizxvYwYfc3CqRYk2oDyG9EjFLuX6G1kOB9kz1tyH8Fq3Lz9ypay9+93J/fznP5P3uWOhrkL4grSFZo8Tvpnyv+XfKQotMQ4ypqZyjxyUy91yr1J9ytXVeio++G/0iS+pWxjanCBnvihI4cSprTdX+i3GRX2StbxlOBNAbydQp24OPBlo6ZutokzSo1MDuj3NB84KTq9gdxitGyvf96M/+qH7L//8R/Ip7vXzdY7rFubjVvZG6J2Bw6sqrqF79/i45TWDsnd1Vbq6ZTeVQVbNUSEscgLoN4PCG1qP+sjCQ7HvmVsd+dtqy6hFY+RSRw55pyxtA3UGHpUuo/0FAF+jaYxhgtuqUwnhzBs3UjxB+tAr0MZ86QxQ+7Opowvnn1UKzDgFO/GyFZGyyAtkdlun3xnNZIyFc7jwlU9VjBo+pMoEE4L6+LM+jeiffXN0x2FyEWRevH94zz0FJ3IAzTebV3Auc6+za6XGoNmEO0bLPk2tjZaYaRJrh5GW3KnXNFdGH0HTIgAdHXZ9RsppHzI9bfBTFSK4PVOrzCQdSdMd/Tkryvj+wRuNqOBpBzZrge9ZQtMvPf3wyoCX/ahHhx3agF5dqbqO+ROElGlaDUWW/eGA9hKAG+5BVAWoVeoQqFThMYVMPD/wYXoKA4uytcmSkPMIP1tGz8rrdBRFqS8qjlEA/PeHg5sFrbTJj6XnbdBAAKeLVk/RYztFZsdFO5jKnUc6SLdLNbwA4lY2jMuOPrzqUjGoCKPMCY7x/W2vgRC3t5+4zz57I8D92mrdwX379dfstIFTfjW/cVerhXt83tLxhpV+qhxEBkh0NY8SlxvjVPT9tMuQM4vgDAH+j8cDHXZAv2nNSSEGt0RFO5JcsTljcd3LpGrSRpbBiv+Gggd0DnSjAPrIC6TYM2c4E104MgWHi7V2Te+f37rXizcawtNDiPSgz1WAhCuWrjm17NpvZPFcSxEBVSIGP4rjuewiN9dSjGRr93C8c48P927//OyaQYkm6EzoMW5mHbBh2lza1oR48uwyJjZApGVFXJqZULQwcDC42FuPW2T0ok7tz1HYB3DqMgOivf57dJrJpv68uxD9qX8/hZygTCTWI7eUR7Y05XNWafXB6J/SS6NjDED6XmkHpAigEKi0Z14ty8m7Pf53uADAaaZF1QCOMYD9qAFEJUS7FvTi1M3k3NVHr/6wd9++/c7NNyutcVq9LripwLs+TecTeGxPR3aTlWqgII9db7hqQMnlNKymkg29Koy7HU+e7DWUAmFpsQA7FcLA5JnePxOU40PMZgbgUhV3IoX1avmSvH0FfNElxtH+FVxlhkOhy5xovgP61uDnL91R71liReUFz5tFga0JvJZ5YWBM3hM2iSz8BRD3xQVtrmMY0GjcbLqRYEwUF4mhSHMVEBcBuzvrufRzV1bmkio1nkWlsZAc9PwnBl7xvZt2KqQmag15ZFbMubOo+FwUVTwtxDM4Hh8cxPt7GV9JIYVMqsJRDvEe7iCHyf3qnAiKebfQaxtVi4ImCAARhKwARKntsFhr6vZEMKXOLgBFmdqrBWfdcgjWjLvex1uicxqi5VLGERovGUmpqVwnOsINTyIiYMd6HPnsl7S4uGZHfvslcCdvW8bqi48/deubtTviZHGuYxIFZctxnrJ5sH8+kXrZWcMFtCBkW0PMuFzN3FzG/rngu2jqYC7yZCgWQEdqLR4fn0jFeQZo3z8JIGwskTPlaQTOPuG8hLsBnVXhczaZ4A9PNJ/k7CzOELyFxFP58/x67b745I0ri7m7Xzbu/rt31JH88Ic/dFcCSE+nBwHzR3KuB2M/nATV6j410KUG++SIoDhQFtAUOuleAYEqChod7w0/C0Dv+4c9TwAA6FE0qCjdkTL34uWt+/rnzzIX5yyxDv2JHH3sGeg+hsxOminQHzUaHmCLuDRRcJ5Y2rlTGgeAKKlTiXrSfvzyyq2uVu7p7T9J8TR3J1lLu0OnWiYTUaOQPBwO0zOJAmqAq6M8W45tEww7Ty9W3UMHLSagacPJ/GAAXVNsg2kBxokmM5LO5C8Ch7RBrj4s49TwHsfRzFwAJkvjjxMO6oltGtgBB1XHdwYLrEjge43mkOK9gViluph69Gy9PmpwmQpntUPtoqmMavQ0VC0o/Ua57XblkbueJFOgEsOjxnC2j7dOf3w/hBv5CzsbTY0NpAt32OvQ1W9rC2DV8MqHu295jYuFFL+LoCcHpgEh6B61QZA4pSxGjn1inB7tsqsOFmtfErsI5Pbr80pIp9IiApfYywdLU3t+/cXpggH7xGhCepIRrEufawceY1ZeBOFPzAlIGv3MuDf0tPeRDhXkWoY8SwLMS36fQXv6k5/85KJTOXPN4aCm+CxcUg/7RlbmI5lfFGuaWSiP7cFbUxNSXbTHdGBIiD7QkoPo4WnvjmjhJqXrENVeJu5E26yTB08KjgLoDMwq7aSiSgVwwIKPDVqPVhfKs+ujmhrdxb0MxFqHKhMhc3c8rdyxLd3jvnNw4uplsOxkA33a7xjxu7lO3adf3Mr4k43z6dH96h//vWwSW7fIZm5Vrd22fksuHNLocNSTyKKENef5tJdB7N322MuGcyvgYO6OsOdil6TneFzOF25xe+O+fvtWFrQZBYPH7cG9lsoW3Uhw5fvxpF0rRAjnjuFFfejcIq8ogOoEVCPymBsRCpXEE6D0nfK7D7VsPvVWnkfrKtnw1psluzHo6iLOGo+u6YJra6x2a7mupXvaPrqTLKJz2UiuXnwkG88Lub9LB38MRhLDKLNR/trYySb3/lEeUeJeXV2RewuXhmSUgiLt2HtE92g2S+n6sNsdCRyg4l4tIYAlycWFQn4jlTJPtXqXDYqBFNZfSC7cuHhMN6gbOCt4+ZzoQJ28inl5FJYnDGeqgnVI6HB07pIqdUru1Qmpg6D+pG6GQoOK+YTaIfr5yydqvCaEIhGWUTPynBF9jANZdNfRcUL3GaUrOl84hq63e5d7tmKoXVAha8KkwpaUmZGC5/1xz9AwIO8TuLfyXpvbWwHQKwFTI4Ww4IwzJKKFM05B3gZSLvGM22FHR4WaQFzvy+P9XkBNzQTTp4eD/Bs2uRkdmHC9CR0U8QFlwzy07uXtyn3y0Y17cXtNYRsYf9BfIDX1Cp07KPllg5ojlRFH750nAOTaiw7jGAh+MA/xmQLBBuandhwjPZGuyBjP6CDJWECy5Go1UIgGoSWKwkSdd9xOxtcJvtsQiLOrqGO8AS8OE0GeAdaSNF+St747NLxfiQAOWN1RZEs+KDjEXvnHXp2E2EVLNad7iW4s5qIAzRcCqjD3rlZLug3w5EjAGjr/OF1CqE6Vq9knjpoBmeFLDH1HsA2kk88GO7oUFIn1UjepRPmyI7UL6lMMCkK5EhBTH7iB9XGMY4y0R4IzbGbHA2xPMa6CJi03Mq5xailrJte7piBVBEV7LYX84bRlgErqpzN4/dqxYXc+BO37g/IHUMTv6i0NMkSuL7iqnuCtDo1SIXLdOLuxN2GZBh3B6gRzYV4VdArD66AJtqDFb8L1KHbUh2H44DdAvDpj6EaMYiVJhgue7+BuZPzNZd0pZe4h+RinmQspXirqqju6yDy/38l9qomVm4MCZ9DEXsraulivVX9T5AZyW/fw/OAamfc49UoTNE60I3oSkL7bPbNAepY1fstU0sE9yWBEtx3rHrqbPHUKnkWnNz4xASySJCHMx3bIIrzXfSGXeVF69/LN0r3+eOmWC+cOxzt4C7lP3twy1fqNzD+AJFz7QLc1NJhk3Mp6gTFzBdAk9yIMquFKvQI+WPbOKlAYrtgogZ/drFrJe6w5Z0coUX2vndSgDQPy8eFD/7yT/UH+i6JtzMlfR3he3wby7TerKzfH+iqfFWtjhwAmeQ2aHXokUVfqKDJqMwUUGmjJcEIzk3Uce39RBHZuf/yjPyeffCf722xRyf2VfWOPlHNH6gjmKgJwUIQgBBH8ehr9Jwv5eiXrm6wxtdIvyY3G3ii/7yGKlXEH+lCN0zhytQP32CCYwWcF5wNANE9E0IX1wRpAA03IhmBJpYk2H0ZzPiHzGaYrXsG+47iXMSCfI+3lGseM2lNQSzh16AGvoVRwKEHoHO035RrwHigqMA4xrwbjrodEbRjHaNWYehXCpiMtFMeg+2zE4Xh/tXT3xmUvXKStT66R+gWzgewJjmH5mExZsHbN+LYuGL0YtqbaXlDxp2foZF9siAWwTi2qRApHfW1ovfr+yoIj8JY4HVSlKZoaoCHDw0BFph5WpaoBGA34kwIzwlBdC348F7QCcsxJnPAvwiD3MAeWtNODxGjXg9U28HSntmEGVzSvj4op0V4LZR60+MB7jf0zQPgPTAWbSdpdc1n+X/7n//4Pp9NO94XrF+Hp/juYtvoyL8bcF7KeNykGPR5gw3htbGyZWYKltO7S5NTCnWRRARGJg3ZoLW57IADBtzO6mZ7Ag2D9lN6h0WIKR/wAGXiQ2ICw6EcO60iw1GgVyK7HgFQMKuITTKKhN4uxVM0xCP5lcm89ufcoCjCZYCOWyY51d/fk/rf/9S/gB+r+5Id/7J6arfvpz37qbj9bCPCSjd2v6EygleQQVZ7I6mHSKJMeM8cUuHiAHzu12MS1C52RSgIeuTqlZNa5jtbjqVm7BVWs1gr+OWkZeJFMUeATD7pGUp/cqyKYm4hWyUjJYymDbv4QvbaPBEDonJX5ws02c3bSLxWRGe02UWjJa6G7L5vcDkmqeG+79+jwoJv7/Lx1SbVQ72f5e1bk0xE1Pu/OIY3vhnz2KE69pLpoh/1DR47MHAhiZ6wdzimrIMy01plPSe05X/olxQGCwGyy9jtHxvMnY3fZnakqUwvGnTnotfmm4+iQaZhMO03dm08+5vf9/Gf/yE44Q34s3TPaPuLECGmpiCj/8Y9/KD+Ln79MoqyUClMhoGmhDjLLc/ourOIeHh/VjSXb0MWFbir0Uy4IzmI3HfcZgKi0JN7oHKO+1xB/renKkWR6KhXPInROjO7duzvB0nKv1rFfrHcS4+go4/7YmM2g0VeKQs8z8PpwkYnvZyP3Q46zfAE++ZC4oCl+tVywCwnaDdxNkN0wXmgT9PP0HMcqI9Cu9oXH93QiMQmx0WWOQlvSYVI2+VL7P7ixzGZrPkfQMCpejDm8YCyMKiIbEMiD7AMbEyUuAHx1eXbw/AerC0VyaWLKinQJPSlILBmMm2U7TFx5zPM4LnC64oyOc/kLXG4672Sd5VFMmacc8dodbvXIGtApYSYjT1AsG2ESgkbNz1mz49jU8GlDMDCOloRrGU8BHWUb/9pB7YmJQBMDXQBPJ9BvbyTFAWsbaICpV9oSKAtlmX7QVXcX4ALvF+kcsQOvjhZnV54hptxCGEqb4ISnPnuZDoUA0fSYkqcOgTNoLqA7zbpKNnE9wSlsz4GIHl173itz/QEFJk07d4Q4c6nXsbxay3vm9CtHcBncd/LiRBD2gX6eLamKDZPU/Lvj+FO9SE9g1PY1xxSCA2EnieHUwvUEYXibK4prwctHpDtMB+aLmaZqpo6v8W36DTVJm82Kpy8s9vMk3iRXyXMuYPG4nOkp1sVJJFyVeNoI/QLnjtKWVJM0stkxny3cToqUNnQmJFTLVFxos+rcf/Pf/bdu//7Z/dM/f+me3/6Gr5EUI4sF0IvGXguXdPRuuOhXUkQpD/PXX/7CLRaFUaJSinSPwARwupI9ZitgcAj6TOjvbm5FTNL0aLUlpOV03J+HSSKKNDd21euOZhR92yvYhMMZ5p7RUzu0bhMF+aOJN4OtclowmqiRYUOddq45x3OziRwmDUdML40F8eTGEskxPnbrA6kjvYYOTEJuH0+Q7D1VOJpe+MeYbaP3Z3rLxdeC/dsUjerUjlWDFyINyE0d/3P3P3fREGeMWGFUAbHzhbn95Pay9rNGP0mGRt9C1q+TFHMzJAnLfUpxtDsq1QX7RF4YLWfU5oUC7NjwDyxEMwp/cXtULKtjka12Cn6V1qIFC95DxgotOeOpRbA1CCAfT4PCU/iLBuMtWYEAhxgthAZlbpFjH2RtAB1HQDyaF3IFLL7z329qzL8I2skDvH0d7t9908umkHDhl1tyPO3oVDvC95semZmLtmtqgu/ZVfJjxs0G3UpYLrZt7Aipd69X8rNMqDQ0Te29j8dWkQqTs2tUltnEJ9YFQxepzARZEEgQADJzGv6hpW0evQm2UjproBAAKAAfisfFXer+97/4a/cVBH+Hzt3cbtzXX70jReXVi1cC6h+gTyTdxh8LdnxZnIBqkVbGI9bNFj7YQBtwFQh1e7YMtCP3UjYwdBEwCbBYDAQlC/pBu0buKY/4U8YH5+gEGpUDnWx6IyflJEYdMjeF7BQz+V9aVBX0gW9yKXCymfxesNNQD1v5DC27oARb6BitNu5aNjCcECDFD0foKvBT+ylMOLgpYCPaQFxioaOTiaNMiJO81my1Uu67LM4pizEVQjbmKT4zAKUR7AqWU8o49Sg+0oMynukq3QUCv8boL85AexSqAriDI30JfbLvWfllaXrhr14oUMLrVaUJWlVY+iHIHA189rKh98rrl+8Bt5ziygt6wtuvv3Fff/Mtr+/li9ups19bUQPAfnNzLT+3MJA50BOdXHEr5GC3eGBHXoFcdeEcg++5Wq84Zh4Oj1IEaFw3axRQSIznD6Fb9ML+/i8CQQE2t/KcX75YkUetwU7aicUt2O6kMGmOrhig1ZCNfHn2t6cgFL7U6KqfjpOolf7oRW56g/QDX3J3wUdngcpzmZS8VnyA53HrlvP4MRty2ZshswL7Q6VKDNEBCL3kRl/6RWPesbCJJ4MRxEbRKv5N5txKxigA+4uba73fKEjRyZPvL7PMCsaeYANe+FmBsaLLIWlVvY6pWDBHAfXkAxQBOX72eysoRM7Qt2SJUqNILR/tPjtNFG3KVlvdg9F8hlhEtlz79MO09FZG9xtzOE9mPMHAlxAZD/0sAGuSdBOw5PzhtatrSEd616Dga1ReL05+usGEmfIZcuP5Mo4dlKtMC/4gQLdp1EYStOuKDlhni8tYJEzdwHjSamB9EuESj0Yv8mqiHsF6rkKRJOt8FUXjmVK26DgjhSeaK7rednQFctECdIBN78k9gzrmlJZJUf5xR2rAfDGyGJmR3y7rYjU4Y4PJXAdgDOfcCNu7iNt8P9GoAFRoNUztVD854XSnhvQZnFqWsFSUop2iUrm3q3kpheqVrl2ww5Svz1fqwc71Qp5H+Uefa3NMxiiDkwCY0miNidfV78eaCNEg1iDU7w1oWahP5b6Mbk+gzt+w+7MxhI62NsXwGQe14PO6B2P/AT3z+uULdzVfuN/AMCED+FWaEDQQdaduUZ6OQTjB6uxZSzGTDGb57NybNx/z+lt09N2du3//yFPK0/9L3ruE2pataUJjzNd67rX3eUXEfdTNmw8qQRLs2RPsFPjA6ojYEUQbBRZVIKgUKNUShRTsldVIGyJUp7CXIgopdrUnQpKQkCZl1c28eeNEnLPP3usx38P/+75/zLX2iWtVdm9FZMY9cc7Ze+215hxzjO///++BcVryungeybkvvWCb6fY1sshFhx8BQEjGDmzaiRJC8SQ+LwoCZYKKdjGpGCZzBVM2Zz84cUPFpmstGIkeVdEDEKJ7zk5/KQ6/ITuCXnSFgVUKB71VUfnz33mAQ2QhoXpuDuIdSJSqyV6hP5/cXYeuJu657tFYiYWK00D8+zh1jmHh3F8tJUtZWM5OwclYf/GmzxT5PHFjoKo34fUeyN0P4oQzB2nWpC+6YSVJJIxzLegi07UptHsriJ0mhJxwPPuMuUnzC5FvIdtPVjZUEEy6p6Uz9PkGETNfq/vO8Cf7LHDzAfOQtKVxXnzvE40tnNyTGOAZCsP0DazF8U5nWU8WFIkXYcq++mAxzZzlETOhzmnnmSwIe4bmoYjfT9COf9588cP08z//J+iBMxzJwCdNCHuo521zAS2kZqE7xEs/pAEJpnPN0gsXGqN+VMuwdgRoLYpcQqIrmxz4aizNyrHIh/a4dJGyyAugHQ4TPFoYwjSxi17Yn9VUzjfcgDhqmYblkJ9nJbPhP+hHbu/s5z//xO4oLMVe3d/Z5vNAisp+uw/vfvxXQvVBdnhYWKIpWGVqCxHfDrEXgmMgAlvDdcUWeo1D0h7WY3sOH8+fmM4nO76SgD2UolGAVsBIdFvB4/sLQQCAKpLlGk7FYDtZhvNwlELT/q3RBahkpTTSYnIKDw/3BPL4c1yr3BFFUUM3h0B6Le374Kfe9iUB3KpcK+SnckFkL57rCA6bfG5p47gjB1gcQ7iY9GelMVabbfjxg12raev8xJNPE3Q/9puGh6eAVXgBkDm4HMsXQsJ8aFbOUy+9e7kqG7dfKV94dZc3Ftrj9JlbDMqdUcC9vFqEBE9WovVie9UzhmkMt2x4AiPZ21UL8Kqu7Wl1ve3ngTOqjvRZY297X3cGtg/3dw7k4SW80kQhvwY76U90ncFhuvbOf2v3/fGTFQi7td3T13zdP/+Ln4ebvZzrA9f2cpn9um4WQPRdK9qSIGX7oIKjBRWkl3AZntQjvajPLP5wMZ/6czg+nck9B6BCum9X5ruTgbJPK9DtupkM3Io/Xe3FewwsC24tri9ux3gCDeH9i/vMTusoQSZTJm1t4ugnt3qeviNmvAXsedJwnTx5pBEmDeuSCajQa7y2e/KALuZ6CUEL+3DPYghOPZQJcmL4ZM+J603w+/msA4k+/5UL628mOgA/XXY8krsR9Q7V1VYSoVEluPIQpvfaA+Ut1S33aep0QC99xln2jfjsWT8N7QjFxvZMoRCRg4868dU0hhtrnaULyud/WhOglBTkR4EKj4UGKG9HsUcBKPPUaXbONPZohuuVBakEwtcXe70N94rSheC/DLBna8fbCYnuo5Jx4fgC+gme82mZzIzuyuRi5aJc1hxf055l6BtKBMWFC59DCN+xD17a3u18Nfkh//zShvUmi0on5j8gyAf8aoQNIbbjaEB/OI+cVoLnjc+aiwFZworXngiKc1iVdFqgrYx1Gw6HFX+v7aFfjK1IC1uLRrQIkbF/+HRMk7Y9/wwTCQVUaXq1p62jfOvz8h6FYa8uW5WsRht7Zo/TiSCfnuweSgaMfWkHPwPn7KkiAaWdy5195v/7j/4vez7eMKE1B92giJunxt2cQP0SFANwI8cYe3Gs2Xl+8/YtNWGXy3M4Hp84Ve6GmUF6g8cGD1yH81VAgj77PMglcRZdK8s1aC84KoNAyaRR7jyTBMGYtNakQhWklbGhNc5OFSkYAMQEUdKZSu921+qCi+fqVosKayuCOu58JKLzr+U3SKDpXoyitBA5w01HAH3One4QveMtASsVebkTXmThTCKFpkjyc08e3EpRd1GRdkbR6vwyARX3NMVh4cUXLjSl97oXI8Gf92kSdYfJqChMFrqbuOdFKRKOB6ry+2uezBKPn614umPhMvAzFLNhBh/PFDH5EMC57EETCb2XQr7rBrYxTSljFt66aBSTEA9ICtyX8FkHeVPNVx76zFIF36+8POkr6FiVSnpJzixAZtlP8n9kSQlqUkoVnXVkn2rny2y4Jf3uf/Rvpe8taPeDkpTn9Wo9Gegt1QXuXfQw0Q8azyBSuNiBiaNcL8akwA6vgOndGWstMoit5tF5jtH/HXkT2bBIAuzDcJM2OMllRgs10aeWDxgOe+wUq8Y3h9m7TuheJOfE6+vk+GibWVuQl/X24S05qniPVbMOu/t1OPfHsEe63AXexmMYukHqc3amKv5aph03z8GO+49dZ6AfiadbbkItXSHOtrmvw3Z/xw5X6gzgTer4dtO1WwSudE2HGo26QC+qk4F2hFcliYKRAEuRHBxoJlEDVvCerzK1oWfXG5t65+E0cAvIbik42PpOIT3g/MMtAd66uVs2jxlsRDoA4V9U3OdTtwS8dL2EjjhQ4ImMSSsKINiqnY8XbvwLeMuCRSRTNgJm4LmGpXeuQ+fW7WMRoDrNJ1u43TpULH7bACwOXG+TTK+mLyOTUCunJ5SZqkDrxcrBWfuiE5gpF6C9sBiolGyYQRhoFhhjb1cNO0VPds/h/sEJgf3Z3v5uv9vz+wAE1zf2jeqwn8KpE18c3Xh13PpFNJdpPqezgfgPj/bzHsh7327L8PzxQs0AOuwqdidaaGZB9tU9RfoCBF/xtVwEy2lQsIJiB9F0KzAEcWw5LXaeh23Da35fSSgNhxMUB8DouftdutgoZw8t9432bWcXISszASFQm83VFGjy94GfoXTS5qY73TjJhgr0kH2NPrcRBOjJgkb8Ko1Lwy4uJwL2efZ3O/v8b8KPDVCV8LtHmdZCQFzyX/zMPQXFO66EfZXpVGcvkEY6mGD9U5h8G6yEz9F2i3tVyfWW04CvQmhMtFT4jS8KSgD9yel1Y1eS1qHCpfFQrNY/o/zZBXjxtgXkmjxtm3ov4mxNnTrukQor0vdgSjGAz17K6nF2gTSC7SaGpsy2x3hwW62JJbwmJ4boRVomYkQNazdYBBaxodsIZAzYx/H6t5SYxVffu9CfT4DkLDM45x7rdaf1YJ/1+PyE3UrTsaZyN6mS1Ivzs12XxgOqUMRvS3Ui8jWdc9G3ppgZia+wCAS1ZMc9U3S6C+ww7Vo9Pp7CE+xVO0x/NVUobqrjqNGtg6BrxsF8E9fT2D52//Bg3+XrpTvT+Qd2kDi79vuSDl4FRc4zfbCvIVaTF2KNU58mu38tm0xVJVcdPHNY01v3sV+80qaOk9lcJOZJXVm629WgWeiMgtx+IM6gRFDFdjdBLeijOI3B//1H/+8/Dpcv5/B8USI2QhBnd5BBR3OYZ6dEzLINB4JK+m9QSe/2Ci379OkxPD19G47ngZRZTGihPbmcL+yiT26xWC0iTf1ZGQqfYGISVdH/n/nZPmGDvoUaOnTNUQDPsmouSqfjshgY3KmFIhzyvPHKic4tw4KfCYRn90PPjjjL2nS6zOAJp7PKaKT+hiWdNN5YOAp45w45rSSZFCtMQp55KBZNx0RQXi6C0bB4xBcOhlVsAJimaV4K+jRfbbYlM11cztlqj8UN9SYoVZVuKyLeO94SXYeML0XZevffu/ne/JSGymWyU3DTVz0PAP8Uf5Z0blFxG2TLiC0OhcE4D7JXLBry9VP+dLoxYrigmBqtRIGOIM5xsEtUlTOLkwg3GRT0FQcbdGqKSgxmRcQAMEz9InQ1VsrFMuX8WsNwCG1lMNhcRXXaqzJ8H/75p4L2X/vpb4Y/+9k/CpQq2mpYFaB6NgTZ6DBcLlPUMAOxztqgsSlhcUqlPtOkHw/g5B4/PayqOK/FbRpS7hABvAuQxJv0MAHviT7vw+JFmoEEwCaoDIrTBjCNGjUGqbOxKZale4hNGHcmdrCeHluOVQ6vt9q8K3Dq0Imxn3UJ/FlnD/dAgAXCnMpSoLLAITTi7wW6MPJ8h4NnZSCL3cSZATW79Ybd2I78/ZFjQvLpZnWPNwAvBvBqRCP71OLWB1nhMFEwxrmMcIE5P+HAb+kmkx90+P+6vyKciWn5FhhTgSiRwf6tKUqB1Za6gjPFHb0/xJlpR0u8StZ02TIvF02fHj858Nj7KL4Jd/fl4m4QStGfLo92YVZjaNidLRQlj0N3lCMIDqDKaQ3eXFcXr3Lg3k1ejjjvFT/fKQqh628WrntwL7z2HK40kWMOFxHSiW6sHycmoa6WDtjKPbrVaXf/H/uPP/l//pScWXye16/uF/DJoJO7Vch7A8A8CqjMhwdgh886ACos6fB7gjOujzWDSR4fz3SEQUDZm9ev+X3f/MXX4f3X3/D7zuzm9proTOLa4xmpawkUyzLH2wenJm2clnC1sh8B6EeBg9HWZds1rg0RWC/t71Gk4Fqs9+tlwrDerTidoZqAoKgjoAzlZpmRTF6kidsM3vGKgV2jO/z0MyZZSET0cqxxCg0KS5G9NYmg02Ujn/mg9zddXrAWluKtvKGqYKKDAhdTBU15LgRuG3sfd+staUa6v+gqt2E9rhew46KQZT3gf8FP5r3zYq434H7rz/4CuHvxQZvOJZHVnxusszYXpPPyPOXvO3cCg5ejqA6g7UlzkMOKJM6FPkjFivY57B+NDjKK+kAVYaCdTyo1dZkW0IyUagA5/D3AT8kpnxXlxYqNlO7inF7sjwRrNVMo4Q3+cHjDn/OLD39m16Fnl71u9gSjCOeB6Lppms80BtNicVmWV2/66zREoXhYx2V5CvvDmkLJ8rn07jGur6ZhmIoZbLW1aWdLOS5UGe4BbJrMXJtoXECnBLAFiiNcweiNv9ox0G/2iQyK6CfbL/G8XTqB7RrpvjhTnAKQsovJTfdf+2/1HQoezo5VUbN4wZ4rQuMdeewrK4IO+zVFd9B/9XaGVIXWOQDi3M/cjysPbMCkVy5A4SZ7oAhvHr7wn10uhWO21lcBjLyAjR0jmjyVBcwgBtlhoqs8FizS2NeMOg/B58ZnxdH1/ttveA1R/C2A3d4fMoJLNNaKDiwGAmBl2QCwF+Spi3kw2HV9pnZcieKd3IuCOumj24OicccObLwCTvwZ7RNn6diwxAnY7b10tJ+UKxIKxjzFqUnJiexaQwwOwTLWxpim6xR3dg56kmCURcaorj4BPCtCvE5DWgg8xWm6APvpmHgf4AkewRQA57ss3F9dtA+PY6I5OBwx8ZxSpoAm1TzSyhALikVf6SLUzLFfgLcCioBfRFSpnNzDpD97v2mhZZFL70FRxeIxL8EoXrtUshAdiIq5WUSrsNCe2SAN4phDRE/86/oWgOLSLRpJ1Zk4ZSk9sbTjfUZjMpE9IM6+7lOZNFFFDaUjFc5DtehAc+E2jTU92YH3ZKY+cS2VhfzzKe6uQZEuEl23nJuOrjrpMqVE4NF+CJoKUT6fi6MMPretN5UfhTztYRJhxWQiHeh7QI35Z4L2xV+31BhqcoAD/NxfWuoqmnUTwQfD6KqD+h/+3uQY9VSPM5SDYyK5JoS5XYJAcjeNnG8o6Ok9Xbl/cbl02tQZnv1gqgnEi2J+WXHOXunFmQ8Vw6BmPSQYZcLJ5PI8hsvTNzCZCH1qw7fffgzb+2340ZdfEgx9gvPDKVBoimDLZBskfI4RW13BBxh+t70s6HJ1/EyB2zoc7na2mTYc8+KznNoLk9vAIcf4J3eLIfZb+VvHQTg1jmNcVJN5oDpArNBAEMuqpqCvKrfhaTySIwuAgIClrR2o58uZHtF4kJ5OE51EePSUg3cBJZ4j38+DhwB3C3sYKPKx6w+3Bn7trqZZen+W+DaLZS9WvPTPk+w1+Vk6Ovzc2WHfdRsDTkcdIqsM+MaF4kGw7UmWq+YK2IN7uV/9uF3M61x2ImkUK46cppssnTwtGG95ImAlnKggDK4PJo96WrNcuFosehcdnO+yqhxkjcukpu/6BZC8/+bDIiB89frAZ+DJgPUJHFP7dXya5OcMbvvhQLHqjmLDmfZ0AOphtefrM03VgPy5rwji6f9u7+/rb94jgtw5/aUoGAQel6UrlD3mM0DLPuW4nKKSadqCiYDCirqwIU9/ov91y05sL8/7xulktOcsmMwJ2lsGonh93FeA70s/u6i5ceywcGicX9wtPBkSMSb95fMzRH+i1mDige4qvcj7aikGUYRgWqGpSy6MXwb0ZMAOsJhpBBAkgi6C15/cBhL3Zw/7wMyOGgtRL1qfZiyG9youcN2PBtAB2tcg3oO3jpAz0Fq4Brtreeh6Eqy1ho8ePPvFCZ9v+Pi09xy7xcc/r+f+OrlkgI5C3oabXbZW99CKjKlUABKnMbbPgW5zcTN1da1zd70g7zhf71ugjJ+DvZg85PiSW85EUdubsX/p2ZOpwMGu55v7hzDYod+Nr2yf+WhgfuIUg45OdclmRM4pyu4xi52q/xk1By/u30RhtjjYPcWey7TRCoNPmIBQs5Ofy6smKNt+Zk4bJlzy1Vd3dACn2l4T9AlMCeDfjr++ELAPfK/ZgQy2v7rkFakcDKBhQRoWeqEL3QhWRrcDzj+/ZvrqgWQenCdyrlqx8EVKOP3PbR28eqgpfC2LQfoqTAtq+7NaTaAZjvkoAMbaKVqTi4kLamIeH4/stqMhUHlStKaAagBlSlTBgtUph3Cdsf0k1nJ3ivHMz0DrPD60kXw10DyOn+yAG98bYNoi4URO5GiizHTjYIy8OsLitsspUaE4eO4+fvwUfvazfxLefPmKlBeZm9c850GbwHPuzW0G/KkfpPMS17cp8ieYCXgx1UFaOmiaaKqNsDSFZ/sgelVp5xs/9axcFgY4MtVX7i3q/irAESmwArD5/a+ybNJ/aNJdRXc6iaM+pcK71xLyU5Qt/8WrnWlSBzn59CDkX2n6IhFmutFKZcOXxRpyWjSdocbPBs++8GY+gX3yUKGC7H/aWPrf+chAtB9aXarg1sKtGVokEpR7t0YPRXPaCZALf++2nnMOpePkDS/d8foBAA9WuCEMj3z+Sdaa0gIE77TPCgCrgqfm2toBiq+j1hv95iOd3eZJBV+RRManCB4FVRGdsuQUHv7WHWxuRLrAJLGOhES8BDG5TaR93SzqDYuiQXtLit+PLvtfCrQjFZQZXsOYRgPqxXZHMQfS4+whtHU1Q4JMwQ4OGmyUDH+g0GRkEBIA3OjRwqdLuwinWB3OcRllAfvgYCe/ybloulFxUUHrgNDXwvoKoK4oB3YnQLmBNR27oox1Sw70A23yKF+A6w0MH+1wnVOv2O8RQQ4Xbq4d6DuD+GV4eGsKplZhf7gPzVpcYPDcQbGBiAojnNPpuKDJr776kbxqDYnvSPVI4fHpE7sa+IrX2/vQuk8THtDGnQWUeGK/m083w9HAris67tVWATEA6r0VFUhs3aJQWE0LQMCvHHuNmccg0Va1+or+4hCKANyLPmPvn37cI20ap/NMrnb/2LOzlsWTsMnr88FVlQu3GD0SUCjK8p5UjumsA/bhfs8DBl06gU7PTwdAR4W+3b/gpI8LEhevfYuCodRBwcAfD2UlHcSpHb9MiJrpHvTz9mUNEIU8gclFqOSEOkDIxhF0rqnk/FE6N3l0YAwO+zwqUbOzz/L+6/fhp7/1m+GD/fr47YfQkT+9l5ezzKbDD7760nUIxRLEtF77WNveP7IKgtOSfvH11wQnsAo932mCgYLp2ek0t4CMz9bFDqZm0ETjMrGIFBe58BRC3fMMejxMlLxq8oHtXmybPV1UKh+3j507PeCZmifvojQL5zxz1q/dVadNdVeP7AxssD43q3t7b0eCJXR+GmgdSozABSBE9RHFak+evLzd+76hdehN05OfK3PYc7GCz8FnBlaB2zsFG9n1xuTi4X4X2uNHHryV++oLuDutY+3psLgPXcu8g4qH0UHd+NI97cerMwrux9hfC8PH50/stk8oMlZa00sIEwq+MHmRLP/7a5s+i0U3Ss9dQPbV5UeanNnB4sjGxIUcaX0dQU9znQ7hHn/8eFz4rfi3rg+iDKVrUYADFJZtZZ3C2zfvrEA/8VmPHrAzXfpwqk6hfm9g7mETattb3r17y3C2mIdxwfnO87iA8tx1z8D91rM9+7UDPNe1umS5CUQXHL80FTy5cc1RQKGI5QL0Ih50oEahAKD5XdyJbL/beLE0+xm145+xpKzcYWjAOXNLsdK05whzLU6GkjraDsByUYaJFmEexcsT9w5YkSJkarc/hFeHks/h0QqcsZP/epg73hvc7xMsHWkVDLHfNd2ShgB2DU5P721tTJy04HtAcQJoBxgqiifE4obXrw/BwyhUJFfaI3un1uT+zuR8NU6eNvYsVJ/o9oQpKqYHZa0APsa+4z8AZstWRWbj3G3cYDiIQbjKdE25mcnF2cFVPkdL0dG++eZrigZBWenOAtjg0qNhgts8zWk5wYrp2mq/1nLqbs8Z+LpJQ1yMG9WxBxkC3eaB+9IQylvxJoos4oJyoYYwU0X5S3IkKSr3eR/8GZs5WXI6tmhWQTxqflZ4rE9XASibt4X81tXzzUWBBJWzd+TRyhc2dXAdiquv+uRWjR66RJpRVFYCrVdI79Frks9SXk3Zrz/r2rmP7ucestU0k0hLeb9X/cKhiZgoJDm+oCgDHuPPdwsb2XpP9HEfPMQI1+muDktwFBHQHB30R08xnWknWrt4OtN49H7dDjYVDGOCABXTjLJWQxXrcuZ9AtWpSP5GZFJSyKZTrzUSwouKUyROTVJ2u9MVjoY7QZ0ZGSRnK6COLMK+D/+88Gn/Zf9M8yWqvsEzVMXLSYJIjETs34iRF2gpELqAlpEwZhl9ZAY/z6aSJ3PX8UHDAYRu2Wq1ieJhtkxDwwOGzq3GYrWH9owUiSopVSEK8FcXZy2RR1cjabKpNN7BAgRYQA8BsdZldK7VzAerN3DetpMCUawqx+EEDuTONlSkUl8MXINB0g4XbRq2EFbbNRfs87ENz894OHfcoIbCwHBjr9y0fF34ln/17iGsYx3sLYUNfMnh89xpdBmpiNfYHtX5BRaUsGeCn7ABY4Cy/XYTdtVO/qjg2tmC32/g1YtJRscDZLCN+GRfW+10iKA7gq4+ksrhbzq56KwdEVZjYKY5hLev3oXXD+DtV6Q7yOgmOWApwvPpHC7nn4dz99HeR02+LA5JpPzhdrx7+0V4df8uXBghXlBPgOuIES/+3RuwYBN/aNllouUXhMIlxpxnHgIr5/NjPKafm5aNXJt5ovsJJDi0obN7g5FI708sHYHIGa7dYWcWWMopl4VG85gEjAZ2AEbZHwZftFrTrhC++z60EZ1qFM1LB7OANsb4EIgCHGzBT0da6dNJXFUDa8WxD88GlKYikW+72m0IpBLWYCU3CYyl0RGSYDCGLQAcGtl2zQ9fvQ6X56fwzcdvbX02Lsy0LXNT81Do7bo+fYJ47sIuNrpGdS1g1w0KfIJOAPcBhRd+xZqHluGnP/2r9l668POf/2M+u/cGYtNgRePzBwN376nziPMXYRoSC+mp1nRsmG1t23srVjswm9i9PJ9As3rmoVbzoJs0qtZJxLQ9HGHoQNKeDTQveDN3sn/jPS3SMh3ru8SUXT7BfbcAuPV6TyCA4Bt8tt3u4MLz7CKTnFM/CuxybYFjXHgc94b3rtkgEjvyQNnCy9uAXNuncBxnjmiPtuifbD2P9nMqjMZH+PEP/CyNHRq9ga32fGQHNWJtM0O0oOgeEfE50GWFsTH2vHihKOTcHkUXsAcAxX213/oBjYjwgsBioD2kJnDPtrZKphknPvPgp7N7RC960ASvFDCCKOwh3vhYq73vupHWCqDnRbifnVvws0DjAIVRICaSMsPCKvmeOMuCE+fj4X7FqZTdHVtfz7Y+xtDYNQfdDx34yrnO2LfOnPqtlmZK9mPPwXf5EMd9raqk/I1ukB7BDm6E8fzgx2/smbFreqjp6YzDvbN9A0YGx6FlMUpQan93GY/0bZ8LAOiCn60dT+zksTmDTrnd8/2rvV2bms1S/DnoBS3cluwaoWg4nQcr0jquv7ocNb6H41hRLcLoprmjp/kwgRtdszMP3nI/tLwHv/FrPw0//MErusIAJAEUo2lkWzaLztqeXxgPvH59x+dS3tUjqQFZ1Ij7i3h4dOrnScAV6xuFKahHp9NTONsaP9p1G4ez6HxrTSNPx0fbl761gv7MScmIc4XnoO0NoOzYM/QLe86PHzpOzdjsGESBocMMW0R2Np7P5MPTuGDOHvqJxhIDnNvQYYWIAVOkueNeH+nBPdDiFwniwwTa39Z++IaNhY+Xc/gI728rFBHSh44qOrAoiuirjrVuS7fDuYcMFru+JdyJrOiCIHZgT2dk2myCaw0aeaMsDOE8BqyBaQaiYxBuOC0N6ETBK0KRigXw+dkDMd4kVx9SeOHHHq0AnpSrMCOjBI2Nwmk0mDzhWSlEb5FBhjr40fUWoLlCQ0f9GTj2kyhmoI5UUdk1+Nwzwx3RBW8cz7A8UXYCAyiFz/meswd7lPAX14uhSsEDnyjqJIWANKdkn0Gc+JmTFHXYxamXi9bI91OX1UIlnu2+4PWRTIrrELEuG/u8dq6sy4bNMYiP4TTU2NqAtzoSrOnmhxOAPzfy7ylG5d7iFLIbVxtgOAhdqVkc5MGOxYtQrwIjlm3is4u9r8L9Jg2n4HpB0nFR7FgMMiUa0wsWfPZUlY3vM3h+VsSHENSfUSyCnoXmqu1V+3WT/uD//MP0r/xL/8L3t9P+/PQNyVH2gFfRM36xsJBcaP8V7aFI3MAwaqkgWqooAMSCp8dsLRFJg/GZGzQ9vHqDQyteLl265UHqQQlLrHdiJ0eUjsxvS0mBDaChYAKw3e6Y4MfAEQOuGJfBtxmd4dn9ptAFqOqwRHDn16KC3x/2SzszIAd443LSQSMHGxUB4M4DONT1mgIid1ln6A86CQ93e/r/hrSiDztH/3Q39Hi2MwBSzQ2fKY5ZVEVJe6O0uXIK514BJyVdbdXV7Jb0UDmGbOGl3k9hdYbbiR28z6dQXUbZgY32nnaNgcJnfu+9AZe3bx8klMWbbUeKIeEtczx2PIhRFAUeHg1FquezEvfwAILKgcILhzB8wQEcc6f01uLtjG4oO7DVwqvOnd/cTdTu+NL1ZfG1H7/bPV/oBeVLu7187xZaTPnyz7fr6pqUypE7POhP4sTjy8ljL7yz/suX/+t3bzi6Zge9wzRGjjoQah7HilZ1+Raiu4QuL34gBKA7p0Yw/RZc6RLdw4o0Gf6040lc6ka+8107yo0mqBsulxepa8mpDOUL6gPWI4TBeGayW0emKsAl49whrt2f3+eJokeEOdHNzV7jy7crdZGLk+sb/Dra15wrAy/sLubu+a2Ly/jCqrEsP+cui8N9hFh2ESdPnvQp+gEtQdHJhI98oe45gB27oN21m585vllHkikhnCJM7qJRXikoWSh7KzBeEmch/F2cgSrpUqk/WIejPT+0HYSPvntwjueZdjNwhaEgtLp2y3f2PDyd9WyN43SThlssu2nPtEn3ljcANvXKUsgptuVn6zy7rkzcNwrngA/ssiPUKTuUwJv+ye7vq8ObRbQqyomewcxthwgSVAW4qNDa0Duz2CvfffmV9hakaIaD/+yCz/TT04fFBEAaoYK/5gIZay6LUT//DDm1Gl+fqU8AKtcpk4F0A+qv7+/osCItw3V60WWbV88AwJQyT2/okw+r2XIlF66L7fGbdVjXoEmouUObRLu/vfPRsf/31CSN5J7juepJl+nsLJA7TOGTATSX8Od4jwXpTpFNKVwHgB7w/XEtcwcfnXh2OCH+LjVtAMihl76tDwC6PrhN66x/mzJPJmpSQvA15cL3RyOkY/GFn3myoo60gvF6jRFANfnz1To/iZOV2d77BTC1pcC+PV00wYjem0WzaFBbHhND+FkX3r31PMRrAQYNGiyC60L2uGzm6tTGI4CuelnXnggayH3ms4uQMPf2x58f2072sKBJgUeN62tgD8GCHWww7blrMa3p1T2fg4pquowMcO/Zq+OOZGQ7b9e2blFYIyl96C6cDsdJFCOo6SZYRYN24eBRn0fvnc1E3tFqERyjm1ulG6MXt0NMEDNW3lIv4rW16wFA+fvpvMbrmxY6VbZcLEgxccvIlH++N5TLhcirIKUiLUmtJfnhJUH56FOKMhRLCNGck1dl7eTWiwLJCl3KwUyy/cwtsSiSv/jm0S3g0bAxrLLa17afNSoqyXqAxXvNZsYIgSjpY7gPBfcidsFJ6dGzwwKiFDFHPoygWSW5v4wKV6IM2e0tWZBgqo3mFnUCURqMhHi40i1XZ15D+rAX0YXg0RNiS3q8g72B4g34LvfcqbuwNdj2bZzH8ubmfQ9Be3J0CoCObk3HFLbZQztmWecVYv+VvSzMwLWl7Q8sxWrnU7l9Dzph4OqRg5QEiNONQh8PMVLjWINGiVmuNJmRwBMpoOhUsLOCQ7brCKgYugl6y3lcAg4AvtngdZeFRLrB6A9LSczckfjYGZa68DA7nYYbIISioqflnrxKEQ++McxRU+B4tM+8hXgPI1wDtSN8aoP4FvXWgEAnwSveRyauo0uCXW3FitpBBwB5MXEkCx92dGw6ACq7NluZOy/A6YF8bXdFMcBenodwgEc2RLd2TZ6cK7suNnZIvw27/d0iFsUItuueDJDO9JruWUUjRXRmaAhAORJUOeqtMiKOSwgM/LtBFZinl84+x+MnK54aCcYmOce4AIKfR0gruLgqLELOHAyVFamjM04zll6A++eLNgMzD2qpbgRwGK+vpXK8UmSK7/LdRIkZF5eY7GkOIN8UKhTGG8EdO/k46P3A3hrw7PrruBpvsjPgu+Ln7SgUZcoQFaP2Srs9gTuKgfEz9xqEQ/Ue4PXhw7PHk0/yRXcQhEMQxRMAFqdJPvbPwB1A7ttvvzWA/imAlYSz98PlEzuy+Ajg497vXzv946SROzz+URie9d45lu7KReSY48cZ/HU14vN7LxtVrKtbC8amyQFA4YUtZeEiVlynDEjEBffQqHlyN5p+sZSkSKtwz2Ws1vmFW6juv903co3XeW00DqjDd1yCKgL2dSAh3X6zzx71EHW3snn0jKXQSvooN5kqLO9Dgmmnu/jrrryAAX/+7OJS6AfyZwFwn3wt0TEEn53P/rDcP2ZIzDMpH1pz83JNcb8B1giyi7V/3UX7ys1nXElEIDpMV4TNtmAI2mgA4fBwCL/+6z8NQ3sygH6y7xXgpSaBP18WhPAOxx6N96NiYnpBv8k89sxdvy0cX4qHrxKSogDffEVnrgodtfxEW1FzBnhzEXmzutLkGtKGxhcFIuxBm83DQm2rbH0CCG+aVRYN2D6ujAE8Z+cjJognFt+YBmG9nIZngfNRwn8ATjSMgOWhr8DhPwU910UlYLSiTqegkA+uGujqNY14xTsDlQo2K+352i/i4uuqf6k3YAghg8pE2+y6gkXD8TKSHobaNTYl3cOenkS/6awoCf109dfH1MHOWbCgQGG8DKAOnXlfnyFex1kJTv0kPjc6o/C9LufkuhMlDQfnvGf+dXLR/uwgkPSQUhQZTB3QvZ3dFQ6OMaDEQn/TW8GJvXCA4QKsH6NoV32p0C5YQGJyxUnS7OfxoIJp1McRhzqVS1qomizzkhexGCkC3cEWEd1sp8uOdK6s2ASj6BQgMdMuU6aeFApbigK8zMKNCnrCNAx8f6SnxzFz392BJc+Es6tLIZ2cBMxaQ3GhsXjwUlIwUIgLr8Z/wdRiLQBP8axc8xR+Xjn9ZxZdJ0m+6jR1TRXYzZ/c21zOPnRodC5EgjA1t77nxTRS1GIWWjMnpNAzoAEJtgFMCejE4/fbbWGIkUkSBvVyFrOKuIniW5pt6v3ibI3JxawlpzIM0irKxSqS1Br+7BRWHrtYJc1GKr2xECuUVipkQDmOnj4Ozj4yfGZVJilNqrbwuSvuxzPXrZrKFQcQf/e/+R/Tf/Ef/9vfT9BOsGxX0Q7B1HdjAZtCJKXO4rJSOYA1O8OnHaMTK4/6NCbQBtAJiaWk1CiUEBSCO+McvoSuoB1GXI8E1MnHu7hR5AjOcZLNjPi1EGnAk7NurOAt9QjMSE8bQpUjfAVs0a9PSgv1EZu9DQQ64PCzwybOihzmd1xOI8eA5PzSrUYCCz13M4WjUoMDONmSnArYqHKM2JN/XoRVAa91W2bbL9JqzeApfq64WhuoPqF2TF0GjpMjxoJVeuzsM27RgekSXQcufmixw9xmLrAKARyvvzjTzo9mqlMPI6URQdMEFkiTg84rh15BoIqNZW+VNfi3u52Ej3Jn0dGHB5OBHJsd9mv7fLvE0Iy58MKlC58+fXDHg5O6Rbr//IyZc1yiFtk0el+TApUyj5UEykn+ztWqvJqt+wWpHLhXDtQdcMWqwn2cMqiPduimSl7R8dqF1xqhjwzOnKmPra3XbL04OgGU/sfr9VUE9bIAWKrz3XYbf/bzv0gIGjrc7dmJhTMN6ARw+ylO3rVdly8AYX6Y7D7EbuzTyjnsE7WPs1xL0GWyQq5H6E2eGOA9g9PdTTgvksSGwZ6TLqGexGPUIDs8A8TVaimWsjYEzwqeqQ8fPixWjKAv4d7grAEQe/PmXXj79st4fny2wtfPNtQSEO/i2kNL8Hzh5GfytEW671TlCxehGyDOawZKWw5Yguxx7+8Vz6GBg7TkjRXOz9U95/cyJOeiTnyxFFbF0qXNRRsAO/mX15IhTt/tpoBulyjC9mIQzlLjWEa73EmW/c5zzxOeytdMq3thd4XGwSvgejtexqJjYTGPXQxNxZ93d9gqlOnM4VhybjZaQKlzsAfAfunl9HKTaBnVk+spdJ0ueSI12Da5TrcFmK6nhHtywKolxC98ks8AxOk7gJDahpUi1etV9HTCOqzsWd7DCrNBgUY9UjyfL3puxjO76PjZKH6wvux1bI8t0q1DzPL+52uQza0F563to/3qYZFFUtCddBEo8E6eK5H1CWdNIOwaFIkdd3sWKFZ/IXbO2omOidl4/evZULGzjvV3tNce2gsbL5fuHPvRnqFeHXc1BKOnb8POl4WIvc5IbDN0l4TnBpbG6KbXW9sXN4pgJjCauhvoWDhvHUdcnVDEr5rGLTz72Kya1DAQbiMr3llOap+vV3wvdKNoUeJMvdhnOKx23Emk77L1c6pYhIf5IseMUiJ3BheCxkXqzyleOjtj+tYAe0leOAAe3UeQsAJLT0TYgHa20DE8DZuUbDXHwrW5Yd9VpNmAfVUIKNI5BNMdRNXbXjzEIU2XkUnaKGSG4FbNaLoNZbQiQj0/FHyF0lETztNjsj2nCju5xMV+uiRQ50RtVKc5B0eNhjc66OgKfKWtJdCV8Gyz1rCziVQW7RegfEkzm26aC3HhlpOy4T7ohe/VMQtE7dKMbme+IlhWr5oWkPoQAMUxAcu4ojQzzxm4RESLEDNR0igTMKwzyvtR1JSE7x8BrBNFm0HOTRS9RvHeB2YgNN5lV4c55kKFPugJ7zTJEQbfVkag2LhkL1nhMc9u8ShakJPOEzMHEPKG9wOHHivyBqyNoqA2lEWNKgFiLVwranPIS8bfIQJJxWJVV4YBE/IxqTugVWUpnhCaodFtY12OmEABsj+LM18BRYC9FmgytKssWGxU9oLUFLhbDBUPReEC4In3nxce3Br0/cFIsPe7Khr7tjnZeyKlb6SvexF/9+//T+nv/M1/8/sH2tGx6YfOqmrYOU0GIrDJDYmPELvpFTh6CRZa4lmVCTzBlW2s22aNgzCdPFyJ50cFdUQXcVi773LKHsOoXtFJB9fQwwMSNlDRZyQ2o63UEBJGurWPJOnaSt/zgcIyO3IdNBTZ7tNDllDZg/uE4lECpa6b2cFnOEfvAVDlwG6rUsxGTQcQ4ARBWF2loRUgeKZFXGOg3xbeBHVTldbhMax2DxhRpQw6pilnfGvjg1UdHi+4NE5zl5TyoIS955PTAAz7wlMYZSgAH7r66ATTFguG7aspae8aU/gsTn4TtuFiP+vx+SkcP30Kb9+8Cfe/dhe+/PIgu0N7WL/pn0J7hJPOs7vMSJfU1E1qYYnmntvBg6zke18u/vk6kOt0pTPY8TQ1PpzxzkgJEeB2eV9bKxzoyDt+JxUo3ADzW0tGb/ysnG5QptxRH0f3x6qCCwDDTbInFWYvKDWL9d6N/WNOSvVue8oA/HQ+p4xMs6Bwfes6g27mOC2Wj3IEOhMMwiXFgAiLUGbuODjsx9GNS65e008INoKlZSPLwbKbWGiS78pJs8AUhlG67nLByB3ZLMwEXQHPkUR/rTvNNEuHqijWFD+Ce3o+27M6PodqvCP3P2xFGYHs7aP7hpd5PTRyESJAKatFmArbQf2+TLc+3f5tibx1fm2VBOQkfM40GVFAtAFLOO1WqoWKSN0GF9aCaMCFPhFQbFDwdXyN9JkUGd/nxVvnwFzTFgPuKXiCLZhRFbi4eQrT6k21ixMRGngz79XKA5K4lnorTmf3PIdjCKdBq5R77VX2yBjh8FFyuNJ7MdJfHaESRacUf6E7mWkOOIRap2cUN9fTnTl4bURVUufXQ9gL7InjQk3JKb3shLswGdqine3DoAJt7Dl6/PpbrtXT6SllsK1sjMDnGjQqfw7SL3HxSVjvWG/sDi7Ut5c0GRegsqgg+K3L5X4CiH37/Kz03MZtPkXx4VqCTezG/g/7WYOgMKxvTAQ7TSqwXzcyWELDwgmEWlvyrj+H9qTJhBXBCVNXCE5BqdQ6K1iU0MVlBpfcIKx8uNOJFDq5K80G0Ova7SZhUVcLtPeXI33kQSnYrFmNpE2dpy89w8u4NsvrZJQTOGZGBFJ2JhYvAzrtyTvJaUDzC0UMLJPPA91Y1gWe+ZW3HXo+rzOoZX6OALDj6xEYdrnY2UxeXfAclRxQRucfellHWififPXuLbBcWXkGCRo9BtBrq+bnM3u1kxc57ConNXfQBZ8G2ELOCU/ZREvjkULRVHgYVARnvEv4O1o/Y68CCMU2TQe5mRbL0AeBYE6XERpdVKSo0LHGKUBMEwUk9Wh7NiomOXVzDyTGlB84NQZOI1niRJdY0SlkTxXQNMrFP12GE0R/oAjN6gaTiXFDpY0KJmO4z8iJQFar6vlM/vpA63PyDBQ3+U/eMc9qUhg7RKfcRHqVi76S1G53Z5icGyoRLD+K5FFpEaJOdJKRKSLRtjr6fG0H/VGFWEKxQHcfxuY6D31mAFaa5+jvQZQpaGOHnHXqwoEB1wzUFBawJLawWSH2ir4ni9RLBlwpKdUXDbvutA0vo2sQCnXzGyWtQn8YiCkNbntOTe7JzMGtY1hAyf4TuiNMF0p+4CLhfC9q6HXKuF1tbdmmGT/j7/0P/2v6W//ev/o9A+0zPTjRXUEyLcE6qqCqqQwkVKyiOFMZ/PJaRbTdruAhnvBgtF0XwRVv24lG+bG1+nxFzmfK4iUWvOwWRnq9B/9zFHbgmmLTQKdxtcaIvIpprFJD0WDNyveC7v9EW7vIrm+skm3MkZMUdYOWLio6NBlsoFt7tZ3EIcTo5oSxV7NbxYf7Q7rb7+N2s0llU/OpHqzq/3R6piokHncML1L1ORgYOtla3vHnUIxnh3vqWsU+4OdyOoDHurEf0cfNqgoXflr5zAIjbe2keC7nJUhjQkcdYB3bdqnP04+9TB9Qv9vCr6si4esMHNgGOMfdsU2K2yjoFf7VVz+IP/rRDwKBwdEA6X4bHg5kjaUPBV0ZIgD2yT5X28Ob/GDXt4iwE/OOB0Pb7NBLwmh95HALDQW7lrThW1u12zDFzq5VH8upZNdq5BZh/w37G3t616VVIwuPndgpeTc1uptJ8ilnpPtHO6YbSsx3peFjSG5fGTPw3q5X8QawJ2xRLSgyIxQH0sKWVZU+o9tE57cngPi7w13cjfJsx58eXr/mPXn/9ft02JZ0H2HXe93wPSEpswIwX6/slqs7va7sfeAcckD41LYR7++wIjBOcNjByxRMhQKv19Yv1+W8HPjnc5fW63LhaN9SFDJwz/SeDLCen5/ieo1pyRAbWuGVnIY8Pn6I6MS/vkeY0jkZ+IxIwsR2fkZx2eE5ZKcd56u9F4GZsgzeFR/dyaWRY4v9Oc7l/Fzpayb4Z/O/FRxTxxsbNHsu63gF/J0XhCG6j4+/Vq3XCkMEYAfIxbOz2TZhv9mHcm9PODmVIUFLAI4samwAZ1yHo11nFXm4fzQTBC3Jtg03P1yvRZRsW66N4zjmEyJygjL1KfPk+dq2T2By0895PSx2GNmBh9eoOxN44h6m7KdOqpg0HXx+mCiN+6J9LzG1ZOIEQwRSAh9OkZIB6khrQeml7TqcsQnEcstk6tjYXjmQsrHQ1PK9yBNMThMNsMeN7WGYMAKwO7B2+m/0ArzgQYmucNeV/Nn2b3J6TMzFuZorMeV9O6+5Qp5ti00I1kMj+2hONq3ASNVqYjcdnx/UKna4hRajz+L4+0/HT/E+3Ns+0kT398+vh+JTeyDDqbgnyVnG7lnbdhHi7XYYDfPZYTIJjw+D7fP2m7yTFDH760cWgIkTjIbwsNTnieywzti36ni4s2u3RvhRFadytOt5iEgxXlUN910Pg8tdf5+K2TrosR5mxf8Qo5RxvQmp/XhiMivOzG5o42PfirISJ1Lk+g8fU7vtMFe2Z6iO6AtwKtEXqSEpAe4vIT5fzsgrimOHiVwHGaPsAN1lLRaj/E/i7GJSNwOs3AEluoU6CcJMnkx49hhSRCXkLNO2WX4j9mzEuqpx5IaznW8NhOzoijuv2+l6EQYLBKxTjJOmYzB9jiiIB+YK7Ej1WhlWqBolkLKpZmcovOzhUIiJKvq7cAWysxzPdQQd5/n5MeGEzwJUer+HWZxmIT17hteYWlBvx05vIaCpJerhp5FGavzsURVKUs9gpAOjur1TzjJi05oLnLo7YRRh8ynJATJJ7Jq/L3fGRQ3h1Kpg+xkXu3SXFU7LAW9TcDca/DWEygIsUR4u8o0E0OXndudDrNtIa8ik5KQoTWtSaFQR5UYZ6UY548fiOomiHNFcqjcravXS3AkSJ1l9Mt8Gl9TQ8cCLEVNF/njJCUK9utLiEp3ese/iZ49sivIdqbMQ5zmj7jGWqyIV7pGZVMlookMranvH9bKF6GNSZxf12WGhb/eorBSpyR9BdtLMBoXo2AWvbF3S7z1Ce4Bh+3/7D34/wXTpP/kP/vr3A7S/ev1F+PrrP5/tAI6eYDpX4IhEjavmaWAXwzuhPIxl6VVQZX0x0AHPXDxgOLNsF0vt4KIK90HFuhIIkaewFkSEI0dyGhNHvUhsW9nmT/cRdrFTAl1nZjATQw9SORQu2CxSdlnQATW70LWxzf3iCXTr1HtIjZ9hfBChkH+426Uf/viH4e3DQ0LHB+Dx6elRMdlrgIBNggMKQiAGt6LCOBEdBByM3Mgn2VFCSHUOBihBmkQwgNu4oogBVbFrHdRMV//rcRJ9w3Z7mEnR63xqxbEcPl1s9SYC1toA5Lba6GBDs7pW9/vt5g7AM7x7+yo8PNxBLBDG4zk8Ph3DWzQgrah6u7bPZ/cX/Q/EUf/5X4zhF3agDG3HJNzcBZXFW8SUJQf0JPh/l7UAO7t4d9sE95zeQB9Yifoc6C4bAIToBQJy8OXLkOYbQ8txfCmfyNpcCRzC4iefO+883Ck0ra5CwwzOr1SVlLntAlVVqvIlVuRpml7qV28O3cKZzComstg1fy1+3/ZXjnvX9vy562bFUWo7qvdKagymIC06rbBZ1MEOX/DGO8AAnh2LzY6duE+PnxK4z6dT76FBc5jn6UUHMweN3XZBM789e2T3fZtAC6kqdDZmdrpBd0JHV91MvBdwbzcwSJXlI7jkk6hO+2aP70mL2yO6ZlPv3t99WCHuFPdks03yj+akJ/VOBxF4zxOUQTQONso5zkniKffecZd5srqxutJdNySnw/gkZ2ZS5P3DfXh9eLBruU0oknBY7m1Xhhc+aFTt2C1TmMqpP+D/gxKzX++We4oiCvdmpBPJmFq3YzRQwo58xanZ9aZDbg4afHVWX/fp6Tk1q8bzC1xI2eEaVdB+pHO3mLUuWgMrdDJ5D0A+TeUm00kSr9lQLCmdAH34Hiucl44tp1cjRKGFv06ZFO5SvNANaF2s/MwM7jYj0K+iG53mwqcfVcqhXOQsF1s+I+ik4xredP2XADw6Kvl0KU93bigx6aZ4TDl3A1TGHKIaaHu7ScEFzf750jKnYfjXJTHg66xi0+9Futsq5OwReQagAYTB6VWDaJJ27dWkYeGXIqxR6ymsbE/kplNJYDrRbrMkJXCohjzhSKBZ4LMNoUso4LerdXh1v0+v3hzEd7drD6HperNOyATI76v0XA5w1HHvfAKRpOu4Uoxsv0gMmkH846zQvqM9q6DvYN/oAW2RUIoRrKGSE1N/90mJ0uhwI/ek5TSvtYKzu8AwIaUzuPCXLs2FBMOw+ougImIRuOc8NpRUJUqoqkLVlLjYtEqUUzjFqvY6aVLnejQYDKewoqSbOyz64KQkYYnO1hzPiTOiF701gTYKzUKE4tHtDMdhZreWLnLgcdvPOk9DWhcSZMJqkBwaw7GDgUg0/KIVCFgfLP7rmvuINEVwNJcwkl6AaLolt1UEYqCP/0Qqja34hACgELPfukSd7ETTHWeUkSNAI3pXMzyyRrV6eBYNic4pQPVOByOdQ5xLDx/KB8gsakf0HkX0FvmsyRiHHASVtTegWVfqs8eBlBQ00iZnHUjHZ1/B91YE1wtzSBmJ5dF/FmddLjJJVLS54vhBNcxE2hXLOQ4sal2EqHwO0FLm0fUMSZSpiV/Ke8XaDR7s0NBFpXQFNOeiU2mySSj2Ejb/nbUAXZcVGWDyKJHVpwzZT0SuMmCFRYYscXwmjk6Yh+yUOVHj4EJbPmeoWwADOI2JjP9Kc8zJuArTjEUXJb4dyZd/2FbxblOl3/uHf5D+xr/z174fPu3oIvMZn+3xcs9QJpRNQ6S/7KjRI8dtESLJyPP2jK4HuNHDfPVmhS1cwUREPF4x24U5n9MOb4wuj1FOJjlMx/umfOCjLBTt5oHnRkENxBioqlRbhvNz7+97FJfR+V/YWOZZI7bVSh04WoCQiIyutsg297utbdKisNAu6/nEsI6PT0/h8eNjWG/bsH37Jgw4cD48672DP1EO6KynDp5RnnrDJFAAd9vsEYPOvcmBStWgRCkZozxmpw62yAvaTwHRppVCVTB67Q00I8DjbbNKduDQ6fXhsE+H169jpn6s7PpBhws3hbcPdxTcjY9P4c8+vCez9uHQhD/905+F7Xof9nYNkID5+T/v33/L8bEsTyUshYNPUWj0insTPPwK/+Kge3jYUwDXP1+WclkgWixmhtKA2rJ+kUb+l1+gVfae5z4dP2+3h8+dZTIFx/3IK7eewns50bN7XPjtnzvIAPjC+QX2djycQR358EG+2wC33ZluMeONQwmmAgVSBu37MF4fnalzgr1aVXrscikHB/+eBmmpJwH25+dHufI40BElLLiLj37fukd1BuiZmpA77+6Tzc4qCikrHgGqYr5PKKYlJj6F/aUJHTjsORCruaYMv351J0pIe14KFaTDinZhoPrSSx9QipZ1S5EAKIL3es9CflgcYyiqRXfejn/8fFhdjoVHNeHWVOxkcrrwyQpIuG307ozSuAj3cNiHV28fwq7ah6fzExdEBpCuIfaUVS0WTLjgyKHJhZyQRgZcnZd10iJwZxEOjnQmgNvPGMbFAYnwNnPuK8lRqvKasDpRcDrTmeMMgn7RLJ97CQYK041As3Jv7bWmCE6EEYWkvPlVfHYAUtBMkIaMyUmfLRHnnLz6UgCKIDbs2dBCVNWWEzTYCcomdBVQoPc3D6GchEA3jrEjCO6yaww73BmIY3//PH3181/pyLXZLA5Sg4tnmf6KwqNpXKhcqQi0a6ciolo44ysUOJOmrzkTgmBxKyrZNH3Spc8OR/Q6B92l11QItAGEq4JWV9nRD2eDQimLeI+dPWulz+BIOxsHAh84nUGch31uszXAbgXi4bCzf7dYSWFtAPYOBSI0BkEhODxCJmk/6N1/MwlTAS3B9gRXr0WDUDDzDo2YEd7msKybHQADb+WAsyDLs9mzEybYxNiP3Dol7kKrZADiQWmnTjklt46ta/yiKQYZJoU87AFWJ7dnnSvZBSpIaKKTWGF7/Oyia91z2b2WhagMKBpmeqq7o8okH3RE2utJqwmg2DKZ9fJzBtgzjsguVgSM+mw9M13wFRtwpQHal7MFov/T8yVczlqLbCd/p8vjAlH/O3bgo7zbNbGvDN1pqi41TMHzi4SfUmhSto0cSqhZFkd17mPhctSCneTJDSzA6QE/mPcKz2ivsEiKaRtcLfHAOUJ/MWskrUB0pbKKpRUNU9Kkg+LYSsnKaDCTquOpsam8cuhjRsAS0nrPulDuqqpvWUbSvUZrYy70+igycE0BrslCBrAFdx1/HjS/R1NUlBcIdJ1GZG+xgtCHoUsX/ixgvNk1AtGJgiwa8WzE2Sl6kZbDuJQVCTKB2HGOauKUHu6HZwpFwEgNRvJ9MzmuLJ3Ok/TcF8kLFXzmmVID+enjPfUR9KmaQl5+DaccG/Dd7Rn87//h/xbGpz7BDvbZ3td/9rd/Nbvv/0yf9oNtXh8+ftQIDKJTyApSydRQ/IsJ4DCoyoQobWUbH7zc+66jsGL2zXuEQLTIQHBewpWiG+Jjs0RHEBu4wLaSTMtiFeZJghNaN5Ud1fYSTbiTzVzy7zTejO6xmkIOtqA1EzoZzt8DgEe3HgubXcSxpeoZO9CPf/JFePv6Vdivt1YgtPZZjuw+r9DJBN8rjoz2jjgc3PmgJGd7b+f1hhsUO+MlhBEbbubdNFAAhHUHX9qikR3bBYeGleCTLdzOFv7T5Rw+XT5S6MieBPhvjIYfCfzfvb0P/+Jf+avh9evX4dd/6yfhzY9/FPYGINcG0vevHkJ1twtv7HCGZzfMl7/52S/Ch2+fCPbP8IQ+pfDYv7da42P4+fsP4eNzawdbjX5reP90tsJkoJsCxsy4Xjh4sMGsVpUdxms+fPUq2etFedNvK1q5ocsM4fFsX3s+JfqtrrcHd/Dp7XsgAl2FU+aeB1lMwpmhaBiFQzcDcPuibzoZWM30VK8W7u7nNnP4PmoQvAsyXuDj77aGHNuW3MQ5e5lZJmmaA4CQx/s0QRrptYvwIzokuQd1/hebKPIASMcqAv3BEXRFPh7WMTjTsAQ9H1mgwUVug1Fi1XDoAmYS1kabPoVqA3qJFahxoJDrI908eiYP4/kgN7fNloLO0e0zx7IiAMMzKPeQkmPNrP149eo1r+2bL74IX8HirywW4SDA2IA5A8Sj8DyeNrwu4P4C0P3WT34jvLmztYTsA86E4WywCnf7Xbi//8rW4Ktwf1h5qu3VQnUFCztYgxrY2a7r8OrhYPcbXPAL7fvAIgLtCUBjVe8UWMUJjpiKnBzZ958NxKzmDcWSAAL3u1fhyy/ehB9+9UV49+qL8PpwFzgp8yKk8WTXNe7BDI/7xJ/TrNfciwAy8Jzj61CwE8DPhRd2+vnwVkc3bvaDp9kaMMbXtgbV2MXUCqmKjR3sdUhsBSl+fN2sSRcah8S8CXYrMU5w7+txVL4AfpVN4xgaA5NlatyirWCnNzJuPu+DOWFUTQaMjQFyaka52z0s976HJrdOzM/JvIB9jL1pmTYP/roudGPgEO16CdwpVgbPGuDPBWXIb23qlQK4fLrTUegv3jI4vxmkp5vUSPwZ1mVVuUVcyqFLE3VDeEYTPefFkRY9rvB9WdcL1wfalx7Flv0LQwOKJA0YrCt5kSP3Ad1edvoYajMLhAy6T5xS9h0dXsBLx/V/++YhvLm3orV7DsdO4X+X/izPdFrVQYDesOH07tWKeRtvXhtgv1tx7zzY+j9sD3z29ruDT4M3DHWCXmSzOth9sddPtQt0a28plnSLkVsNzgUBpqTQB4Ik1K67emv7h73vs503tiff7Q/hAcWzFTSn6RQ+zo/hVNjf1XLF6VsE/PUM+TvCqtXu6cXOoxEc4WEkbx3WeRXtKT3tFQkYaXTPclvntnZAKxhGrefgOi9YUmL6FmlvoJi6hs8Qvs8KjEryzJl8/NG+X+mVyBSJU+S0HPscSqEeLmhofiGbhMZR9jPTmT93hggzah+boYOBNTPEvEkONTgf4dk+++t1to8P9rVDdimgjQvNLaQGt9cq7B5UsSVYJeEK2MEbTwlcf3seKp8oFRB5J6VrRkL4mZx6gD8Cy1DzDFgotKUnu0/uB58kmOTa5RUhEnWSHzB77R7xSidNsQd3h/ke9GS3QyEm6ehI3JNiUw4zLlTV/jq5E4xIg9FdaRj0NLnFohYbR5yFt7QT2xb8oHKrQcce1tVdDNIb2Jm9vqc+JybZWY/kpaJcjGxeoEAE4EVhXRRWmNh5VXuaKZ9tAmhPKcUVL2XiAdYfbUZJ4hmlncAZbOfSqrzQUQ/mCyukABt23Np9xnQa7/+5Suih0iY0lnYCNa71wZ6Ma60PSzCvgQY77wk+nriuVew4zZa7fRU3zEQADbErVthqqzpWbFJN8X//P/4w/Mu/gp7u1V/mi376098If/Inf0IU7L6uRVzmNVxc0cFFOp/A5wPPDkIVq1nHITshkAef9E/InMobuzNysHp6wKdbjiZnPZn+gLEddcPenLCfQ24hJkJO01neS1bCe6eIncf1ep26rouXyyXd2uaBewn+3H6/iQBbBsZSf7TiYxjpxmJYNsJb+/DKgFCxDkfbKBt7wtdM0BvBuUvTqo5TlTjKQTfi6XwylA4Fh37ObrdOFXjdgAigLkwlZHOxZBhDojjHIBMEp2Dkx7WBpwkR4P0Q7rbb9Jtf/CTSzrAtskdmPB4vqaVrjE59exCTnXBQjSQDM/HMzp6cckZ2U/rYnuFmEFj/dj8vYrka7b4dowEijiHBPd7tdgmcZNg8Zh9sgeaG1KKpdxpQdl4BZ3gqmabqyaPgtcew6lM+GdeVaC++7MR9BlrjFHVy/mcjiz191eeNlVsP1liIH59m0l70tUUp7YD47uX1ddBFKUYWD6uq4lrp2haoTo0M0GgQrmTXB25J07g4ZmRbSewasdLrk3u8tXuSBYAQQSMgKHtN212LHRNOJlkaED2tJDwt14AZAJb4WWGDDir4vra59BfZnLkeI2WnjILeznJwafG+7XhbrRpqEzRGLjgJwfPz+vW7eL9/QCBPkkMG73u6XJ4ifPq9q51gMbfdlvH+/h62duls95SWle6oM9LRpwzSGTBVNkmEq2tj4D35GrANfhNHdRkpGL477LkO9ucLdQTPxyMmEeneAMlxULY6pzYUzhlUPFthMlxSOW3i/esNi4TXr0BPK+NujedGgmVMEm5pTesqr3sK0OM3j3/hwnVyKZf02UruMpladatpiPpa8ieSaCDSSOj+T3IU+47taHnDhXff+CBXF7/mSRoa6QLQjZfz0uzatXKxr9Q9zpQKCjS1lqmDmdnUZKMjaDKQ963xho+faSmk3urvl/0td8HlWCLlHbQO5NXiUEvi26fJriWSlZggPWmSinsqE/UQFxO96/UAFSQX03jfShQtfWIkr/DgdAyI4vr2GJ1GYu+zScInWMv4+iJezq4pqJSOTV1POWIildTYndmJB+/Z9uXYAEzVTarvCnxuvh6EnZjcYtJwh4GjrRlMquBYNr1/IhcWRUQ9T751VeyiP9ja/LVffxs3mx2vvXjHPtlqRAfEOeHif+4bTcOui9xsOIVwZ69JIlmuKzzrcOOsmnSchiiq2gU/I+73W3IQPl2Qr9CSy43As7P99xq0zYbpoOymlvWUzk8tEE1k0B4mc34nxjRg7caKQE73UJ7fc4TTBsAmipO5h9jRhcZ0wSnjqHY4ae5y0ynFjKcvdwlxoCzOAW7h02/nQgTtBLSp3n6uPS/qHtcEraBAj0nZpuT1k4Nt12Swc7pe4tliPw8wlIn8HjyB48zsUDZVq9IOUrunTEoH7QaNkM5qidpB6tK+cYqG9JrQ3yW1pO39zHae2Gv0FRW4nnkWOR5wC/WbJ5uWcXYFcJ7Y/w5wuib2GAmW0f6e/OdE5D1Flqbz9a2QqqE+udwvKG4dNemhCQw7wNQFxquZOpEnBZ72BZPca0RZgtwyFXRVYd4n0TdIypKszAV54qQq4/8hF53Zx5YDDG70DBpzxvXs3kel3o4ws7HSCh04wWsD5DUvHZqlNSYBSTRe6GcwGYjww5mlzOV2wishDI1CHWVQjUKcPmhogc3ykgeXXvoZtsvpQlRbCcCAwhKBS8yiGjwkCoVcYz+9cE0FlMGiIqETP0f3fcfEIsp2krMBXt8qrhKKEDy6JSlZI12SsPHZBhEpmbLXWm8akuT/6//uf07w/Pi7/+G/8c8XaMc/v/VbvxX++I//mA9FAZlvYmsmerdNIjQIhKABAkcPSX2BaiC3LpUjzA0lJmXQnkevlYOp3BnM4D13O5WUSHcZ8g5R4Q/cyyVsRaEA8JH9kUXZke4hC7DQZe+6E8Q7ARsPPHi32zVdJvb7XRiOXbrEjp0iHBoDxt+2WPYGYutmZwAr0Ld8bKWkPGxweFY02gLWRlLdaltTqd0henQWQMCoVbZgITFEZ+oXJ3wVNeqUDbCkste4oBjBtN028LVVoodmbYfKOhnisf+3730UGf/TpXVv45V43eCxjg5YyJ0XdaYDaZkIZiLvENSBbjSQhgjS4xieTseEUeV6vUUqZUI3H1vphw/lYnW2aa4+NXtZryH4I6HYmMaemzr850cnAUEsCF/30e3lUHAUVXnDIwenbhKvjY/YlS8OLrj9uQD5Lffck5P4d0GdhWIBUNPVSWS8JdBM3Cyq2ekwVK9zRE1xarXbphzINMO1ZlqsDhMsH0mF6XqBxJVArYH7tLJ1tl6vwy0dCB3KDqWYgY/zeFlsDqsVhJi4/it2EUng6A3gAiZboVPAT/2IdTm7dkAd4ly86oIWC4ca0fCTO5KhowhACP/9DKT6/jl8+vSJYB2gHJoDAcmGXTM8q+ADN2WT3n75hrzv4/mJlB5nUS92jXiPT+eOz15mcmNQBcC+5mRnm8WNV3ec9kTXj6BuOAEPvbiRYlzP5GejwOv7M11BsDc3QCjNlPb3r8NXX34pTra7woBGBPrKw/29v68pOw+lG0//hLcPkRyAmEyJ7Nfj6HuLuC6jAyr3V0/uDOSvI8DLwCx/Nq0g4/ee/drkYpAc+Bv4ICtVcZqzONQZMinTnmRdOC/0v8xtd25cAJhjpMRUZtCb8qelPMBdhLJRQL7fn9EZlwlRFiw7fSb5z03ac0s2feehJN84UsuQQ4e8gPEfXjXVbTZD+twDPz+fWL/qTrp9ZX+lUFGcCyceFjAFnabwXgD083USjQSd+DLHUyQEb/UlswNSL3cq6inQiO97iOpQHDd0G9vZsyx2ohyJwBhBg4bBY6Sr2fuy98EYdr+PSC9+ONyFH/6VH2CCltSkyISGglNGULqgd1qu9ZT3MIZ+JWlHetBz0+Icw1/7xOd2ysVukZ0b/HrxrqXRKUuzg2MrYMN0GqxeWXENJDgpgUHU2uey66AOemH1grrcAK7Rw1cRMoXpJejdbVKMEqgn7AgX6t5mzFiwz+piZCozlaSJ+Hiq/ZSwnZToG+n6EWD3WMgweHKzilSoiYZ7jHNkTLIqlLWyfy+45nCNKgL72AwkTpQ7smPcgYYDgS848iMDoaiBSS6URjHQlNPVHGaKftKQw8wzz0Ao2vT2jLchCq0ytcXK51Qi6Zb9cnelycQVCUepXJYGoECiJNELe9pOHykoyooplblAnn3mEEJ+OViXMEl1jrnTLoeXwgXCsXJO/k0bKpve+MukzNGf/UxD3VMKNcFikdcCkGd2/QSf84HuNiUMKQrR5mJ0L3p+6UxrysJ946mRMAy0sutVowCDRBZ7kd0DvEO7nElT8InppihdwEbAvlRwDXkqKsM1UQ+UtL/0PrjUvTFjsIL+uG4hzvOEtvLorSElF531yZ4B0GNAxXEdL/CZ1LWT7L6ZUEtML599qoujfi4rTE3lNBKkboB5fOj2V1SnFkyaJ/HHvnW1KqwGtPLGqoX/8vf+l/Cf/41/7Z8v0I5/fvu3fzv80R/9kdxkNDYCQI4ZZCt6PNFuMXfhsbHjv3F23zpf5E59PlhugPsLbuDtGF48wZl+ronx3MH93Sdx36OisyFsaxptS3gNvLY8kBM3cQB1RM8/PByYFIh7j4PjcHhlG+U3HBHO0/XSQFENS8ma4TZPjMNuu5kxIfhgEILQ4w0g3UAMAicmxPTK8HaxmAJgBPBo6U984aInbx4PEPioRSOu5MoADn5+q/CQH+z34dXhdWi/yXzcLpwGcUC77GRCga4t3uOna1gR+JZ00ejpHkO+H0bqLBikE8hAhDQjUAYg3NtvOerOvsgZXPS9qECc7iI9Ez5mlZ9gaMcxWGkPwGrv67Jcvz5ze5tNOGybDKQ5LmUnKQsub+Sh+G8AdneTefHnedU6E5sP5Oi2gHhftIFcC4VXbv+4sN+RSGrF2eSTh5X/zNGpPOzm5u6xwKhG0uSoX8hth3iUThfhSde+afi1uL+fjnit9wrRYpdSXdjK3ze62fgXnXwUOAB+WI+rcg1fCFuHAy3dbznr7JIWwaccDUOu8qfHegfI2O3uPIwEorxPtk5VRINj/ubNfXj79i2x6YcPj4t4Ea99d7cPX7x+x9+jGwnO/imDPAfHXTheubq5CCkbd+GQDWfuuK9XogihWIPXPZDnnd33VbOhRgBBTg8PJTvK+NxcftOR3MjN5p5A9fW7OwL2drT3c+4ZdlVVN8mrpfaJ7MWP+/OEVFncW3DX23Gx/IQDVclg3JE8+SYH9txoIMiBn/LrUo1ur3O/JOt++vAxtKAwQVS6LW/0E537vTuGs+e26MpFVOmgjXtW7qqLh371+75hKt5w4K8BUlf7XapJl/TTJXX1M+vFvL/+sn+urx9vuPZKmi3IP5anNskC2ZISnu9OO1Qq7XVt5kbD7e/b9uge+aDsKJ0xf+Z56GlBSk/rpXgpnBZZLknSmc+Pj0xGE56+s4vCV/K9l+FBqQTfSfsPALwXusvnxfvBuQTNCBN5d6swl7KOK0m7GzlOx+shIRLgHgmkRV1w71Wo2dq1CF5IwfizCWyE6Ppn61NPyHUBcUPhXqlgOy88w83qAz0JPy8L8DerbWjPN8FaSAdngNG8tGULsSVCh9wRW38DSwB2jvl5JntmltUwMwTegNHMUkH1BCN9BHynSY4oIWtKKVjVvUbRw2AlhQiRVjaBvqZMjCENBEiggRRWhPcYNKCgnNQpxRmKjrY3p1ka0CMfk4A4hsHFmgUV1aKIjAzfG7UOyXUvtA6x/pI89iMzHGp3UZ8CE1uiRO1zWprv7NhGWbu4+0EhsWgR3RUyhbgIVOecYOR/Jl68AGcp953scZjTl6M+06QOWd6YyItnO9rDj0R5cXe93GFf6D2O1EuBdDr1eAmVZheysryRlpaYaVJOgj5TJbtFCr1UvBR1pCZu5M/SnszXZLjRyDUlyk3P87VCCGYa+Gc4vwoMhaEHqCMBfKmpi9VpUxg9HpfpplGWkCiBQGkqC3HW9XeF727oiGuNsRqlW2Pp3jiFqJE4X5z+g3Cu1UwRsr2XyDULK3raREbQyuz0wZr1MLDCMSbdgYJSVANJrrroKTqVKsWFgjgPI5xPHMNqTTSVrvl/9Xu/T511USrcy/AUvpQYDfqF//Tf/9d/9UD70h7wzjp+zZ0ZdboH14VE575IER394uXo8txhz3Z1GbxrzL3nxgdajcazs4sSgguoKvqay3u9XxLaCo837y4DQSdAQH9p6T8sDmbtqarPFK4eDncGZl6F/c5ARtsvgtJtsScntm5Wzp9L4flyNKDVGqDHI6TXRPXfYyMwUNFDLIbmLau3eukqscloi3t3WL0AYcshijGRB/0U7kbRMKBjZId2f78LX759FX7j9ZfcqEjIXNvmmQxIM520C2cCjjmsAKgQJmMP5X7rAkx7L1v7uycWNZUBpiPBco4Zn0JY4ub1HxX5/jrgErug7MY2pTtVTCyIVCR5YuHYKLQFRQsKp2kju0o3vs5JkOi6MgxpXi3xRqN31W8TS0duJjdg5RawV5+5c/umdF3MJVNHM2AbKy8Obl8/g3dw0CEWtntNqzuAPoiF6TikjjB5e5WAXD5v51F6CBRe9j8E7nsD7ADtu8PB1tKTfd6VInXKy3JEU3Bphyoj2ntdv9Ht3xFodPWuHr5ju3r1mpcGA3zd7Xbv4uDA3+/3a/s7APojwXoWb/7wi3csTnHFIeBkCBI/Y2N//jrstvae+tafvXV4ei69GLgopTV3DXNdNpHW44JMXI+ORYZXSOHp6ycWQ/AIL1GMQIC6dj98YsSJyZerxtMvAVLsz/b2dV+9fRMOBtgrK2DQKWvpo677mCuvb95/w5+/2+/yXWZg1fHpiQLiQ1C2AAE17mPVa415bgIoP7jndL7B13rRWlYNC471Xt71CFdijdeqKJrHKzjmJEntehElRol5m77xtylXFiUJD1eMXhZqJlwDgx289kt4FVSK05IKi2rAE0fDxg6Pyws3oVvg/v/3TxaK3gJscnydr4vnnZkW+n/5yvueANboEl2f0gvwf7ufDe6rrdfWFIGdN9noSWh66/tefLYPTr4jTANFyHxtCDCLPHWbnGF4zQVoOCHdUDCOvUW0oouuXRmWNQxQTJG3F+HRlkXnn2VVy+9eIl1+ePQVmPK9sfUl3UQdrr7rnRcGHD2w4D9fPvm5JA0QHozeE3BD3y/F1/GixG10KqVRkVOPzjhP76Z+x/bYZsOoeYj5xhkm8acwO/QryNgpydEGy4xtGS9EPeBUQPjawKVZw+z/F+Li2uQ+7O7XTq/ziUAPlBucn3hOq8LdOQg0K+l9/MVHr//g1zRO7h4FnnqUQQSAN51dphvrkLGnU1HhoJVi7HolgSzus72G3BFLdzQpOVEPjjGq3YbvQ3VkL7FinlkjxGWg7JVnBYAW5YrQA6Fz717qcr90HBK/a3M9J3caS8ImgYBUujh49Bc3jjVRHuSevJqWkMfoOgHJWAPNEfEaxVwuoN+RPb9fKfMjnWIyS6DweUgG9NApzFGTBnSzojvfpJQ79QLTurdBew85UQ68KQRV9xxrGcOwEpk3kxJhqfHBJNbdzZDKS6o+L5vt4xC2YvTJt640V/j7s2mZn++ZFAr+rDn5+VGq8amCRM4zKCyoI2DC6kQAjwIB8yCAfHAXALKnkO8bmuQDdmX5YNLktGSxwM9dKnmVRWihwCrggVp2kCk6u4nnbcr+74OMNZwaVXiHXmFag+tB2MlPVRl/NTvteVFniy9UK54sGq/cyV6hS77JOkWFYrn5BoGN47gcVBnE67VnLp6CUbbj0pESSAeA3C3AUWKymUKXQMcAA6mvdgZgHgICmD7iqlNln91Qkm9qimeG5yg3rNBTFIXlvjbQC87VAIoDCmu/WZ3dYHRB1tHAxAULqNS8juIWexB2jTrdt35xBMirRaSlruyKEdD4nmlqHdCVy6FW2muePx7DxjbtH/3oq/CTN+/YLeQWycCX1gqBigVK27s9pF3Dj8+PBtBRbOwMuJfwKGPxgsMdP48xTLDlC/RmF/Wnv3qvMEjIx7ZYt09PzxSuSQja3Lha1DyU6KaxgqDriJOVI1Fw86Gvqm46fysGDTUS1trvAazy3zdrddJuQTWvXTUtnfal3Zl57v61Iw/yKcgDOTDRM0i/7F9aLb/KIWYMyjqZKOxj0o7QJgH7+w+PS7fkdo0yeGecFkeapYObR/7o8o5IYzwTvPd9dXUeoeazUfFiQKntwzUhE4UM/u9JHf4MXvTclC+eN6ydzeZAUIJuOO7V3d2duoC7C4uPzebO1xvpAPx5oDihM4lO3+PzN+x8M13RvgaABIUrwO1H++xNkzvlKEiCJgSZ3oBncFNI4NOJ5uIcbg+a6vxeGIixn9Vh0hIEuKdy4vrLIA0TiE3llnn+Z5sJ1qhWZGx34eHNPoz2GVu7qeqky6IPa65l/oHuRe68Z1Hs2n/FWmgJhJBwBM1IzwJBnXQVCgf5g8uExN2GdveNd+8F7hEPn61DAUTz9WnxyXwtcE0vAVNQwIJDM3C/yaFken4C3UlU/CpUqAzTizXf95MD11md2ulKTQlh+qe7CZQvu/R5epn36tvi73NAr0bLsPw+j/vdQ532fG7m/sKp6GUQ1BWEM3GycHoOu6jVcq0xAxvaa0GCRoqeleLFZKG4cecJToED3bCpfYJxczkYvLRMZnu3I5zJuX16OvF5WVyeKiYd2fO05oMGoC7xbEUAjzzqXb1ZNDzLO8gVe+kFV49nYHKKY25B9D5dW/P+qmCb5czkUwW6DNm5cTn1tkzy+6rc6tJOHHtuMQUIdXV9D2jsjKRDEKCMXWJHEkF7oEEwDRacgUH6DXYiWVGLyjIlJYiqG1lQnsguJQ7EWgL+0vMhJvq1y54Z/HQ0A0i7ISdZ4ki4yjMAR1b9zKwYp4v2Lu8Sq8Md1AV3B5OUXU/oyY6uabWAONkxB0+rTQLatEPUMwHDh+A2iDRsBFATB1zuKp4oyrXT9ypMCtFKppzNBkIF6BYxec5RXGwgr6x2CVHnQRwMFjyVChW6gEcVRG4vKQrK7OFJvuYxGYju+sU09koC0bhEQc4uQr++hXmaltecvaN+5YMKOwU1q3OiCcF5RfvI2dNHvChil138dRqWJ1or2n1AANFKfzZHb2Ss6IrE/nST2F1HXiywBZ412mOi4KeJw0gQPiEcIIqSQhtICE2T3IBYWJUSnPPOUkQ8K+EVXPoCPkz2mkOpZsGqUAOQhYXtsas6VEi4x33w9UbWeimhL4nOi5uOZ0yAoUHAXnLBlRSmzqTSFDIc4rMUaQSCBNWoLC2IKewhqNHBD5RKhBk4ZpgVppW4HsmVT4T8dfp7/+APwt/6d//arx5o/53f+Z3wh3/4h6TGeDJezMAcB0Dmr9/GYBdFtURhZ04kfs0C01snAoRvqIPIiinJFKQkNx50d3Qfho5q+KgOfaRrDG743X6fDq/u3QJxSpsNooRXaRwGZko0BlS+2r3ie94b6IGHebOq4qZZYTkiTSvNzyfSVY4XZsjbnjOmbhxiOw6glcUPlR3K9ubqaUURBHQl6/0uNtsCgTkR3drdeptAO9jttlzXcBwArze4TzB5z+jODEWUdZgOQgPgqWwv8fV6G7764RfphwDsAJfjeCP4NMhejUsYDIxECPpAGrTrU+7In6b4aWzPiROL8WyFbc9AH9yG8+USL+2U2nbmLqVU2mkZFrqwLUFRDjGWgmEQcFKny2Wg6ArThpn+ACWDW/r+xIrWPlhcrTYpixXZ3cNIu+tpb+sHLP+8GnVgUXbuh6os+yT0HJuQ3EfMnVglYHT7DlbSBhYjfNJV+4/ZwpHXAt9XMvWUJJpUrpVcja84tyqYOvs5VkjQ93h7d8e/H0nLmWJ/7m593Bkm1dzweEf7rEhA1SS74etM4Y6HsYGwWKqQSPlrAw/HxgqdS2pYDTZ2PT/EKweWwTYUqGFC1XpRsdvt4FQRUYi27WDXe8P3sl7DwWLD64GuYnYTkWZwSuC0kxKwaZjpcem7KKoGeLobfM44kStOjvISUEXeMNYTRJTNGCEwsusYYWHawKFhQVjiYueALMTGM8G2JEph8vHlWWubXXd1SJOBaFwLCsi3oNnsy7TbNnFNH+6vg7hNIWwPmtWD+oKk2ok0L/ts9lrQFDB0RemosCZMe3T6n85cn52CsRjecT73KYNruBYEK0i3EBW7FgJde/Hb2WNcPNV9IsNQIIgZ1d22c7HqInITumlyIWlDEl0T7DmwdaTAI6TZzi7SLKOSMhnGlVRYzS5SzZQLshX4WSZmR6pLXcjAGJ1rO4ereCOiXWzsMsfcn6uUO9/4fQ4+cirjwo1xYJBkAkCzAIYVzTW7sqCRKuCkrFMOqPN4iOVn47P5z16anXVd5uvqrzOCa0FtANRvrmuKvk6dP04CYVIdN1h9mNtasinEDx0pVCdoTwgiw/5+fjrSUACfE1xy+ds3+DM6MOHvINL3aQDPC+op6NBT8/tgnVOvqlRXdYRLCig8aNhSHHwF7sz0aORwyHskqssUcmIptCPYA4vpS2Q5xL6dqemqW4o9FahkkGiw/XPWeN4LjJ73NOH6p4Lif0TRI4tgA64xepR238scDjQqvR673wC1FXOQqC6koLgCoEUgJG0mk6pYTrsLCqZ7HLV0R1EqPJ20CwXiBNpLgI5h13RsSQuoJJQwZLRhQ6ufL3YwNxSm9soEi9kIjnp/x5DlzKSgSBZ1gXMuShg5lQoEosiX9IkE1xlaDNqfMXuHm/DEe6wea5FI7ynXkcYQsC8oIEUsovINyqRiM0W7ZobnZ7RG4ZQln/IonqrhEHvtlhSZ6FbQLwVTI7EGhwAqdID6lDcaBdyJ+bnk6S3D12Tnd07KOQLItgorel6ngo9w/UsnylSKS11SXCVM8sQkXRo8IypSiFSdLiVrx5lQWsQaAX14HrKNDJwFN5+YEAYpA3Z8hAJXt4768pm+8BGPWL2p2fSsqxmmDZGUlAkhY24FH9Utx9RiGOdI32+26/Hx1L2WrhGc6MghBgwuKtKmZC1f5lAv7qsJ+T1xhB8Jmp7gNxv6x3mxxsQLbjJVQyYE1xGuRmSxmkSlkbUlyfKY/GNAYNdoxt6KHm/JI4uhedBMRS9wOCyy+wTKVgJFz560tb3oCEfKiRRr3mVi0KZkZx8ORHQDI7TVXoGAp9/9+78f/s7f/Ou/WqD9Brgn8Zx7T0DUIovx6uubOWHBxRzYpPNmfwvY8/gW/40USKUmRt/GiyRaDRaWRqialg0URujQVELX7rAPAODokiFe2QBNqtZNGPohga949wArr1cYpyeMyzYYl0LIkS7heOzS8/kp/Mbdm/CL50cDlAO1FK0cZxO6A7M90OW68I6ubQ6rtfiATZUwon86fkgIr3l1uA/v3r2zIuIuVevqKpprR1oKBn/PiCoDL7HwThkAFLQ/P/3xD8NPfuOn2T3azTyq7IZBV5TSPmc1qqVL0A4w0cxht9lC8Jken87kSJ87uxaXo/oJ6P526KgY6Ebn8mIPYa3rTxcECJdaiFGxc+QO3UDhGA5ndGdxOGVKDR7iC7n9DWPFgV0u9vcAaFXwwEE/wLtJTipdyLHvDSO44aecpxOZG92D0jBWAq3spE9XQWqTxWohC2HSeKM6dUppCjmOnb8v8mLnimqn+bavr4LBgP/hcJd6735RkOo/k3SZ9YrppujoIu4dwtTz+bJci5V/1m5ctBgJtBdSZCR8NLBnxeBRI/y+aShePh6PKX8w+TuXdBmCOPOW1gCB3ONjH9bbDe5xEhBBUNjGllHHLl5ZAjw80d0naxCO50+hR8op1sn5QsHQZrP37m7HQhLdagh7R4zrJ34ugTFczMYKSXZMR3pxVX5vCy9eEKc+iuMh0S7oQwwVaxLudWPXyYoFdvNCI0qDFa0JExcAkp39vjEwsGaxNPq1O5GjD7rOaM8qiO+koFQSPE9OUyKAzffZue0tgo4M3BOCV+70s3h+j7ZWV8FLsQSv/HWz5bPoosqESSGWgAKq7M/2W+4nx9Cm3LHNADN3mSvXLODnqSF/Xrq+3mlPPrdIGQaW/x9739JjSZJmZeav+4xHRmR2dTfd0rQYIdDQLJCQ4DeAxD9hwYItYsuCBf+EBfwDtrNgpBmxA4mhpiurMiPjvt3dzLBzzmfuHjmFxAIxlFTZqs5HRNzr193c/Hzfdx5ToNfswjI7yyxzMvpUfM2XjjDlM39FjUlf0arK90xBSKVhMlMde1I2yEaNk3BEvdJQqD4Vizn664+cmiRphNybokEFQJgFzA2sRPMeZ8VnDPr8NYKsOLmrCixOwc2dehRO0rwEAl2bsKVuBf9+R/E6Xa3yz11A5cOxdq3lEFxSLtwyaD9SaFd+XqLgwE4puuu8H265EByiK0FIop+BJrlhiNIevHnTkNT0ZA9p33FaxCC0XNCSt17c9nH90EW/IiG7lx5pmhoEOna5Xs4JmoDeUPD2/F6fiwgc17XHMQ1uoJAYTYiNXDdG0SfabpPQ7XSwXwzeOq0V08Qh9KddI9dJMiqcutpozlTk2DcM6qPVJnbOaARpPLMbANC8efaR0zEP+oD48GmDZGbQ1thNzveY1X/5tRNSnSV2hNPaRjt/FBKtaMlIGwoWASWR1hnoBGAPsSf9AhgWNrEAX/mJnmTaV0/rMkKsOBivHNaQ8AMFpK0VthSBEZgVs03t3YY3FyZ/x8M5n3s4X/VOrBy/uFOMK04yumeoj6gwXuFMsKRM0gww4AnNSJMTi6giC1Sk2HCPIs1HNPlEp5fINZ1cEYh7nRpO6UPxe5KFIwG60W3s553RX+AQY0UOdilqVCHcROkSyT3P17saSOxT2q3ZQRar/sLblxiUIVQIrCZtxFMnkwTg15ikJID6ZFbHpOD4hvrbJEvKNNFxorniVEEmQYb2vTdxvbf0I5bc+Zq1IRU9Gq28WVmKksIkj7rY0dBehEFWROGMRY2kUZVJBGk2ivyZ3gelLJ0CsY+o3cRgMGfWm45Ww3BDsrpElDKew0QqjUR0+MwUUyez7GStBuDu0v/3Pu3/u1/fff8HVnno1uFhtuA1Th0gbvQYwfky/no75sXJLw/C4nJQ+bUM+hHWYLHBidwjS+6DH/RGdBGIjIbhTIHlNm8qEBm9e/QMUFlVeSPpV+71ULhJ8hd92G1YKIZcYr0efnAvnz9m4CGP5SpcMi7JN9gqkO4w5IsO5w2k64H/tHpA6MaGXubjKR9T3+QiYZuh8dUd4g/udfjsHqq9++0vPrj7/YZDU2JWdDPzgx/DIoB7bOAN3g88sjEf1xUg8Oa27S6DQ9AWntw9go/yMVdo0YCPg42aXeio8JsMvsYMuAGyrvlpsMqL+dcfvmG6Jftz+QF6yQ+kaz7W4yW40wUUmTZ//pqCpVwbke4z5tff5w3u/uEun/vBAmkkcqKAKng+fHCbIaQlXCMtA0dw/PvK/fqbb9zz3QfX+g3Hxnd37yV6AlcOIAFevv2Fny8Zxx1tmqCJnzzsgzZJ2HoRQDr5TG82LYs+iIDRatmut/l8DQRk60puMCB2VoNEKZ3vSLlhkIdTcBbGYOTw8fNcuVlQeJYBJuDo+XqxdQcf8XwdKLiaSFRiiFaNnmtNKw9p+GJDqEWQUmPiTgvQ02Wkn/bxeGBRumbXXP+Fsc1FW+W+vJzlTTzK7QgKeQFFHbMKWk/OITqg+/0DqTAAIIfDF7fdrEgPW69T/tqKHvpwoUvpmF8L1xheOQO7QhBXI8SHD5KxpQiQeRb55x/vHpQKye2sY7GG9369XfISavPPtRxp8mdWeV3mhwHWDygneBDjZy6XQN90Tgl8TX/vy/Dq+vGS1/mBNpjgB6MAxxgW2OHhTrx7bMbbDMqr7YqbMqwwI+g3G4kJY5/P9TUazQI0FdDTbnS32W11n+BphvWL9QyeFDQOr/kBnStReqfDJRDnmLTUStSumomM2o829Htfue0KOpAN/d6ZkGzOJ8UqEdz6G1xu8mf1ER7/rR4wDCHn0yVjqMD/6mpklwb1kHdKEsR1QGcWicHIhAAwqcCBXzcsKOUEF4gEkjWysOFJlDciapwArmrY0SP1LymskFSIst8WQ4CytxZwvhT9F0/3WfzfyfM4qrEy5vVU1Y3tvRr9wzWlW4F6p0kY1iOdrmzPX9r/ahoxcPxtYIP3TgZN7LKuzBqCzXb2YYWAYP2mbm++t7dyJELGAe/FKnE/gfg/gvNNW0mRbbu8Z1YW2oVfp9OVzwuF6U2uZRa0M0+E9flrgmoa6uWiHaFzzTpxv8MUC9a+LrVcXwnrOH/f5fRCbRRSu5FgisIeOQdfDvn+/HzhekcQUgXHCqzJJvBeGPO/3SLu/Zs7Dz0LgePtTDvBmyUtA4St834FXc6qFj2AcSTK0CRIAfUL3F7khSDQCK4zQBItTUstqRRNzDgysbtClsC6hfcHCoK8R6uRlkitMC0kGmh41oDWUMt1hyFh0E75lTRkzCjJhUfeY9klTfLipgiSXd5BVFVM2wuRG441eGRx7hvltWKuMipoRVRR432maXk5g3CCXlRfBNv0OPdOHobJ1pHRw0HtzNdlt793sJXEntSu8rrF3oC05BqcanXZo9lRRvLaHWlHbX7NNUS7mATE1smNPYr3TOtCA5JROreKRawAHu53H8Slj6CZMsjIQlErUWJIPPErZxlGQvUEkUlJ8F6NiCJAReYJbTNx/zDQcMXzNfpcZFfyhI/8LATU+fX3pF5FONcixybKSSUa1557FvVBFQ0j9tCE5OcrnHLXcIJb1aQLd/DGD7qmOE8N3z/qcsNUshEmq2QpxGaT5yh8Q92NLn1lBYl6FJU3mnF+711UmFNgtEaiq0yLplje90M+9hUcR/PzCfsa9zPzmR3zz8PKtSEFB/etNko4VraVHK9BzwXVkjkBXsFPra8U7MTwpsjzygYx/j2vjeI7X1nuz6aPvN6j6SjhJp/PHEWrIEf89/xv/+k//7n7Z//k7/20Ou2lp4PqbxlnjRECul+2SXIUan7TSwtGiSwW3fay6cvS8cqmMjhX2Bg1cksTfQaAMiVt0OhMoELf5cX3+Pjg7h8f2DWBlVwYmox1r/APZaf+ej3lzfGU79+L++b9N5x4/fDdF3fKYPrx+Z3b7hp3OF39eo3OUGRaYiJV6oQ6Nj+4dhkYNw40CtTaeHDsN3c8rsv5kjfggz8Mffq7v9i7h/dPbv3uHYWK+O/l+urG8+Ae7x8zOLjP4PDkD9ee49whA4EqL9LfffMb9/zhg7s2Rvs4Xq2JmDH9FfZYr0zPe98+IdE8//nKany3vZPA89z7fLOmpu2mEfo5b/Cn48GjOwlKDsIS7vO+cbu85PMb3Pvne/f07tk9POfXyDfvt98OFEKpuNLYHt0zPaBFrdlQpNtRBLXkoRb3EFdLVEf1tYlB3a0mR7rwk6n6BxfSmauKMys+dsrNaYPdcdMbmBgNDx0km1k+02T5zvNFPvMIpl8qY22IHzvFZLola37mkpp9H/7ri3B2FtmBfqHI+5EAC93+qzmGBAn2zbZOrhF4MGXEDlDKMaulPHp2FkFLul1IHzCrOI8UR/jTq8s6FbTmpe0mHnWhFJXOaQFLEgmzB8TuJF01Ot40Sd1TWecpxr63Jmpwz7mgBHcdtBPG6YQb+e6gdBWecqMRljrWtZ0j8IcBUurSYT2bh/3kpuLr1SaFm4klgk0AOlAqa3abXw8XcoGbsSONpkGeR1cnnF+CnHUzXR8LNyXlKRdsPN+Fv9ybo09nDjKOHObXhU3QLJgkfaKTtWITej/5q5tNJdcpdB+NHCzK+zazlWRZKx5uNiagB+XGo+v6ZkO1BFfUucEEicFoNEOYJ0KRXvsuwUJ2yk3tBxOoWpqimdH1nCxEBUd1pA75Dg3RMS468sO0LpZc86WjzBzANKf5lt+N3+7hu+0Ig2uK3xFOsjVR9gogoH2jbfKWJbDIcQgmWhftbxyLRabWI7rNbVcR79WVAKYSRp2lXjsLDSvSclDYiqySFrG8vExJnZjn9LXAZGmyz9XvpPGkpdPNSLrTbJFJNywUt11lSc+OBat9JvNcp9+43F+iJoYHo8dcLzpWcPVBa2HK6VXaiy5fj44PsRq2tn5XtenE4vhcuPk+AF+xYdwvdEPz49kcG9WNDH7OqUhuCqHz1lxQaqSAO3WUEI2y6GlIRahISY0+TUzuODuukOdeqxlDYV8r5/ExkJGO16swKelq+ZAnc1kxonpkF2bIu9rKxKpAmGEyMjfrRFKDZKtYy13EaLN4Tbw/v594IBpFdjK2sPU6UFxIqgSAa76fQZ8AQIWd5+UKEb5Sec+nC/fedr3LoK72sG59PRwFpvE2jXGhPWneSUAtEoykBc8dqBPasbqyTNJixZ4ETNWvZj2hUCHqfWmx6T1T+mwpEZEbrWU67SL4lLRTnAnlzo92LtSeT7B0hFMQBZ02DYNQNsi3PFRXdtPHkoJJZo6oQfyMAOAYpqNA6LZutVkTJ63XGWrnog7OMtjb6UlPTUFUKNgiGUU883oSI1NMTJpyS/qyGdOrqKqTNcwafqZikh+9imR2xfG5Up28nzUkcKBuoq2rJO0F3yuQCu1bps1VKmRBSqcYtgQuySJXRCWJiaUDmAaIfiCY9KSO4VFM8hFuxShxcdSdmAbsl5wXJHn/0243YMzP8/+v/t1/cP/2X/7znxZo//t/8nv3X/7sz/ggxEY4UQKMx2wC1TcdqwLUy+8FrBdAThDfVYubNL1xDCDPlcK6K6v6bQaK8FZ/ep/B8N2W3Ru4w+wwZoS7y/hZm11+BEGlDw/14YIlsOIGcTgqSnuLcCJ2kof0V99+527mhRwr07ego42O9Sm/anN210OiNdANnbN8qx8gxswFzNN25+7f3bt9a6K4AXHTAuwAdMdcODSrHUe11wyS8BAAYEfHcZd/bv24k9Y0A/bxCpBOf91EoZ875wfDyX37Ku/rF3RN8im5393nw8vV4BbjKwvoBpAZ5UN9oyFpRy/wfX6f6/Gj6xnzGN3Th4377W+eKFj8H9//JQsmcNUBVGK8TvZw3s+isMtwyP9fHHIcnRnA3Q69FOm0cw72kM4Pa74XQAulWnhw3t7Er4MDja8KHNXueD45cdTBRe8nUNEVp5jmrTZ1dEvhaL6zr1IeFWca18i5ZGJhUyNgMoFGI7s1edymjRzfWOilxt6wv05IkMAsuBlA5rMiQVhPnj8pRHiNq0R3qXhGoyu93++Tzm/x8A4LwI61PSTRvTZTDLy9zwTYCY54DlG8rhOEwnFyelFAoEb9NYuw4vnOIrG/mHOLY5ovuxih53UEdaVzBtSLk1H+3y6vJwpyQSnI3zuea9J+Ck8c1ncrULHAPW4kCMa56I2GFPrIcwCbyPF2pI80j8liYWhDCnC30hUtziinswl0R/rspvu7O+skB1J4ll7h7Igj+KVe0aTSmVe39o4uFREqgD/O6RoAvpPt5OQqlO/vZrcGVY6vexSHPr/2VfaDppugDejtpsAtozVNCQZNz4Cq/V3NoRhpFHYNhyALRTuS5CaXGLvGTgDWADs6jUmOUjU7zGNU+BK8v4tcFPtmAewFmC8NA74Wof6oi5X9GYFE66jCYYdp1D7vGatc4NFmQhSPKj/gmZJKUbB7Q5OZ75sw/39U4ThRBPGE7NHIhVNGN3sThnIeBiYyYx/abDoVMONcPDGkCXrfvMNvVcAwfKeIPVGc6nsJKCY60sJaOC2TuNt1Y+epZtcWTYmqqScu+9J+GAUDaCFX2HgOEhzHUanE/XDlv6HgIJUSBXPexvqMhzo6A7eM65U4uS7uMdwLBhEuKPiek5+LOUPgMywOcNkY6bA+JDsPdLZoJyewoiAeKcCUZSIC5eLNihhzftODWtZ8VVL30Vk3MqabgTE80jrSC/FoRid5QOpqupHIXi2sFss5hvNMEUYpOiV+PV1PxbWmKj7iCMfCIJXg2VshogCgZHRu0C+C6dfg8AFHNh5jYBJ7QtJRTSpIQ09upT3DxjDSEBNpz+t2lRo48hx7FiUwI4hKCgJpjRSLkd7sDPyz89MadoxiqEejjU2rlkFIFvTjLN3XTPOSMUi8dWBI7ciAEl3wYs9e3GaiJUUmC0kG+KaNo4hFMFbEa8b+RqoT04aTnFrg2U+LRS/eBooLD3pHXWwxTXhbN9N7rfM9vH98xxTgqrqZAF3GD8EMhijajXY8xc7e6Dm0Ykwl0b4i1PVUStecQkkYXNsKLoEGmqnAqR8fBzQYIL6GE6XWlUoS3XcYizRKAWLzAOuc7AjQrWrzRBIjRhQc1kW6LGjJDCaF8+ZYk6LWOg51og0lFYbOrnFgCronxSj42keGq+n782dNwH/XHvc2U8cScNu/+ff/0f3rf/FPf0Kd9vzrH/z+9+5P//RPk7kJ+OKHXgB42cjLv389vi2baXGQKSNLLYZE2sAcwORIy4CBAMbeuHi7+6378P7ZvX9+75DE9en1I7woqGjGJqpufEXP3duQL9rY0ov988vBHmT59TKIPueNttg+oiAALUR2Q4P79DIQRJKLCxspOHmgy3m4uU+HjxlI32h1uHp357aPG7fNAAQ2cej3DqcTY4GpDwQXP//37V9+q6CYQcE87z48ueeH97yRXCOAALOYprnPfznL3QLJkhkKrO9r9/K9OMSH16P7/viaAf8P7vHpwd3DVWe9fdNp3G5X+XufSHXxFhzz8umTO/evbr3fuHfvt+7+YUvf8M8/vLjTBXSjSLcYXRdQA8bJhxjdreDi7GyAh+wosApaCxqs6EQGdDUB/noVAHRVqIPt7ZX1e6PCdCZvZsd45T4fq/zZa+uqjbJTLJ/tep7cO5ZBN+T3N/MDpLjMlO/sx9HgqKOXsbrv1m2HLSGOPwNKeG0XHrR4tYuiIITJIpOfvV4YWYy9eW07A8hyDzEfT3km17Ubp2ZrIH1omLrBpWOqTqVyBmRtWu6ZjuFcM8CrgrPkVDlIcMe1LqdxqCf3kuleywdyvrxI4Ff3rpxKYjLYUeKVAeZX3QRET3B/yZ8Hk4KaBVnv3lKpA4E7ju14LF8blQyLtbFpSZ2C1mFsrOfau8kG1HHNNLS+NPWnApDEW89f7l3xH5ETjEpAfC8mH1v7PohMQcPC6e7yA6m/9TOIbAT2OtBg8nsiPEnWZspOoG1ePm+n1/5H9zrel0tPolU93WezlSLnNOTed12/XH1uEagjAFgaGmHufpMT3HWLxILGEmPdNPVwLr457wKb1V9zhFlOZMqxfQ3Yy35cvk4tEoyCUFBhupHBzuP2XhQee++b+fkXDnuZspbCoXTZVZjHyR2lHG9n1qXO/Ne1bBt9ZgDD+PbYMdG0lFmzkNRrg/d9pPB0r69zrQ8GzsOb81QKmyUtcy4watKNSoEHChwdifg5VAVj/7rAThLv21PLQ9rV9XJWYRpF/cS/3Qa5mvG5ZYUublTsBzwOnMMbAogULgxY2cZSt1STUWM0+0cdf6PPBzBnDjCj7Fr0E8SviZMcOreliwpGWgnm7x8Gfr/EZ01Rjc4UjSmmDucmGH5UJxzPAo/1i643vNOZdmlOLXVxeTPrwsqoH87SV6fgUcMD3lyWShPIMrF9lSaOMqhZwQIWffFDZ49U55hWknGZcFDzPZPdA6vVnRtA6xwVlCS74QOvlU2p5GZiJUQIctMpzUMEVaW6TCDi5MoC5xO046vpXpUjjPqxErXS0cYmICXdj84zbFLKISUYNW9KUbUuceUsEyhGm3okUkK9ddwZWszhc0fQjCKHBX4cpRit5MHfIi4wVZNXOpvfzvzTcRph7xu3XP8tM1uubsjrkSZP8L8fbUJDsbJXYYTr4ipb08DQcm5J5stOnj5+x3s15JFyuOOMzgSdIwMLsat5lTrJWuBypsEINR9vHUR9KVMjc9mpTILu2FDzk91mVRyvQrE6zSs1RR9rV2x4pOO1IrVk5ZBzQzZMzYIVkdgkYjGRVXdCIyESX/uW19IhPxuvoAdFSqs9ZhpjSj+tTvvyIbFarcyvHU4jicV8EZUt+e22YbLVUW6S2S84Lrrw2nQL0Ad8Bv+7Jn3mmP88ut3u0X3z4YO/f3xMEI3d2PUQ4L/2kRzCqol+vd2w2zKu175brdP93S/zcf0V6TL04c7HfTh85s0Li8TIStQAImy68us+PN67D7/8hdtwFK/q72MGv+6//cF9ZPf0zt09PLDLh00aKaqDOnEEBeuMwq9JD7p71Y5KE13vcsX7MJ3L6/GSwbSEu2ojr7w72u7OsNOV2wPLY7p4eEHstTsfznRCcc8fFIgEcNUL0IyTe09Nasn5DAA0uveP3+QC49G9/+Ujz/N33/5P9+X1lRzSNm9Om/2aNpMQnQHot3zwiC4T6BKjDVu0mLUzjanElO6Qvyc/PELjLnyIRAFZ105+zSSz1PNInAEkpYMaZIcHD+QSHNWN1ryH9V7TWO6p2Q3Ky2/yX2+W/u2NgN8McUZayRsKU7BR/u98vcnNBIWOjVYlrnTsLL8BPXXPwrAUCzcTFc/grOP57picWwoVnbCWIq0wdfWWLnwFlFTVnJQpoFe/AYYFbCAuPQMauE0YmAl+uPSctnDiMsznVPfhbAv48uXk7u4e3Xa1cYfzkb+7XBaimCyR9SygsI4IJFd6+OW/7zuIkW8cO9fm287rytN1dMcvsuarS7eyMqCVQc/5oItJBxt6T4qzvN1m0A8er5K2NE1BR7mJohqMjsWc3IVW6sbXG3OpQabZjY//Dl+jP7tJGrabRbElYNfU9TTwpSjZut09rQGDu0YmMRqAa954vNs192UCw647pg8LP27cMx06euZFP5gtIHQCtKOD5BbdosEWYtXyVIBOmKFjKl32sLRvZD8IGw8esgKTojy9LRoWCam8VqVxsgTmxXq2TCeW3Xm81yafwwg+ypgmv++JnFKmUyUwrGkmClfp9Mv5ZwbQ81p2bhk6FRcTgMrmZdFilAckTk+5Hr1RuCTSNqpKcXHhNKkUyADNVeUs8XdwS1ebck7m+6cUKnqf0m2nnakmXtr/e1lJQkyNzrobKo7j0WEnbos2AcsnZ7LW/aooQtOh/DpDR5QLQEwqUhDlR/bWXiC8qqm3o4b+psgc6gNG+dnezG2Ma3TyTE8qcFG8QMdEcBhIi0g2gUChUZmeqNgjhrkL7pPRiHzXMmk0FUjd0B+M0wOAK09QVZPDXSgPUgEmmjvIy31BLVkUSurGsx/Mz1sRsMv9DaAvmpd6SQxN5jcOUyd+LalQwfuiRwKdQ1V3E5UJSTiY5lJAWBVv/YHrPMF4AUm4vjUjRYFadqOLSNOJqh8K8K5maogoPXYvpDAB8kR/cS017IOw0nFG93fmacP0VZumOOvIO5tu6AYRRZid81SArndGAjG6i06G+O8SmJIYVlcll5ee9tiXWFhgclDsJaPwF92fosIWh3MubNZ5z0E1ACNyJBNjv8p7DEWrPOyk3FIshrqaijUVO05BVGDFNNG871HA4/oE9l6pTasL9dlonsR04o37vItWgyowXl9QG3aig1HcqtAlxVh5FQsSddtvldF1UNjkH2v1I5y0oDOPr6JvBhoUrnh+7LCzT35+tEmJ8nFz8USbUF/BnIOW2mK/XvIxn/J9f8rHPOQ36K7JNV6FWgmg+8mB9uLLW5s5P/xpl12NcsMW4VO5DcoDpXxt7oAUcYk69BpzicuGseDtdMog+sH99jffuF+9f59giTjmG7LJa2+fwTZ43GE4E3ggphYd+Kbb8p5edxh9f7KuytoCoS7ia67UMTpej+7paU33CHT+cOnud3dukzeBTd3y8zWb1n3YPzn3Yczfu3fb+zuGPgAcIDxnu2pdu91Z0/vKT4ybad3m072rM1DfLVt4i6Aps4TCv8EJAxZ6fAiezFJcHNGxgP7NWt3E0U1dRbmEIJH0bN1W2VFgz+hvAztTj4/P7v6XW77X6+tn9+m7L+Rk4r2G+srNpGEi2Jb0IXauLHQF42MmiXbdm87dTBVxUyCPwJx+r42GYJE6iwXYucnu2EbwYR4WcLqBkffrF73y+/3OfRUWOYH4mame38EoQiXVc1x05WsD/sGAOx9OFthSqA/8LIuOfpgScdBlhVpxwy486BUolPCzsJpTF7Fe3B9zR3S7lfPMDNwVXV9i6UMoATgzbJvoMM5NKZAqlF1apjQGcJE3EHD2Swt00Q66enoPNv1DmEKPQDPBa2KS9PLyRWum8Mbh9z7is8WJGhQ6gKeG8eKcQ9g1xlSKlJTWOqrd0ok8KPgmMOZdvtehtrUh8MRgrDrfn+6cV2Fla7yiV/sYz5MVqDMeO9P87FaBm0gBj8447tG8/lUN30TJNwehStxm16AgaGwNjGFK5mUIUz6mtWkyMC2Aa5AaD+KwcwL2VUBQ8ZUOCEEaO3Jr27F0Sy8UWyEsiYCwbRZe53LWMq+WyQLJFqsza2Lr/tYWxFUCvyq31A2h0VFoVbMbj5voiAurRveV08wU0KMmbOBDiUJjS0HFOS7vAyBazjneB1NDOfTMSdbL95q49CWXYQz2Z2diw3qiF43T2r/k1+gocpSGI6rgCaNxTnHe2+Kys3ik9RYxVBNmlOlDKTbKZ8Dv6LKjSUPhaS0uOzrroI6h0EVjBCLtCApcvm7VsCa1guc+VnRjsnhlrsXBzh8E/RCdqgE0qFjK33q4QJSqKZRQoVrS6hriXNIhMYNkn19r9h8vM0TAHfpwU+IiigRDiYJWZoSAnZOcStfSvMXVW9YiU7iNTqV1D5BUTzBau5YTYV/lv0UJTAmeK00Y8BoARo0FB7mSXJ/s2eXkl6hU037qsKswaiQgnNZjJQEPike6tUUCzznwSIJLda6tE+5niwB8hsoXMW0+Xkw/kpplmJggfBAAnDa0QdafydxjPMKBjIbLbizEnDZhcMkAexSI57Qg6B8oypyEANHcjvzM864sMdTNAJcBUEkgVxiockWp4IyJkIxP3RhdQ5QXx+MskgaU9Z60GRX75vqul0l+4oBPAuYoEwaIimp4s+MDtrBfy/f15YRMkbTPz4C2UcaoNAQyKY9kvaih2nhNfsiTj+pol3VJipMGvPx8uL5gAYEmgyYguuLQIMQSesSiR38XFRUkhIoTBQpwETkgHj/XLCkw8my0XZDqByXUYm3Q/1+BT7UJsUWW0YxHUoKM8yrO9fJ9pQkF9yneH3QF5D0R6NvpTURc8b5kEBqSwrGr5Hv9zrc0gmho/e7TTxK0//73f+L+4i/+QulgLNijL4C8WD+Wm3TJJZwtxyRGXYaBzDKQ8Y2XKkzzn97t3K+/+YX79fv3brt/yFX14M5DPrkInckPLF9vMrC8cdwHYdqQzu5utYPki97oXw6vJhtJFF2Qst5pYncdL26769wvf/Xs1rsdAyvwUGktsOby+sVdTvlh/PmEPrDb71YZ0DzIdx38cUC7Tx/dIV/cd7gZG0HUiwHqI1IpMQLO/3b3eLd44LVzgFK5LGOii4ArvO3bK90G+vzeoz3Qt/l9V10zRd1f82dDMxdWXiWtUahN+yC6n2v3nC/Myr1+Qkf+h3yOXtzhBMtL2dyBLQqKTIxndstKcVDn8wqQtd8UIL6yB7SgOOgP6EoB+ouHjlCgkWIXUS9Kr23j6sVjaDRQTRtLi1QvDOFV6aATfN/4d/zMbrUWpaExoHQNFrAzCwjJY2/kHFBoNLWJUoNRZUiA4Q9MZIS/Bthr+5qSamcLSIy8QVuCHzJLAhw6aDHHoHTFqI5fa/oGFIWwWgz9i/Gjw9uxfwF+C7pKAVOgI5Q/U+RIKg+Ooy/mWXo9UJFMzOh6C3b5SpCIsKOnh3t3f6/u32kl3cFoxyHbSX3WuqunBmlHwFjxGtWLKHtRyeJka7fZzim1/Jnuxyr9ZXSNruEV48dwJdXsepuDc4qmwbz7WWhM9p8o+dZfp+S+eRMD8o19r1yHnAV6oLCbvgv2jyiUC/BH1xQFC7vt3ZSOi86jtBKOOQM8vrmBzPWn0KWe05ZtXu+k8oQN6WAcMDhxt3XtS7BQKdYqFkPwCw+LTyIVSDcVYpHds+pHt/CFMcBf462XhsqPTUKnnyEzS0LkafKCRhQWdv46cgOmcCN5o0+gXoXrXAwsu//TvCu6IkAkvQT8W1037QmlhsC6B2hcppKKHEK+f7GkNTpRQ+eWyE7iHHmkAKcw0TbL8RbuOIrC+/sdP5OKeqWPDXmNXI5X6nyUcDqKKpPfrkPhhfwLnsvIML7IPWPgbIzhfAMaJ7mwGuV+chvtvA9KZuQaNlPzyqb5VaWrPNySAomskE9TcgDoQ3GOv4oqrrCHIZWb3eooYO+MEpFiNf07mzcGKmtjfgAo+1q0KDxre0uGY9Osqq1THFh4VOU+R2q10RHYzffLHlRvlAXRRxJBp3zRyzEx6Mk6/gDaqVjwEtwFs10pnP5UQLnVCELt3hxogoWfKZxItJaBHHTcg3JbwnO4hBf1FJRWTAZo0Y03rnww3nVxPDKl9DTOUtvHWrmloPASL1Z2vJh+ROONEIg7CT9TWhTOdOUaF/6s9rNWAHGqkeJEOyG2hzjUq2PfxlGd4mQ0KWcFgdOxDv5GQNvWRSOg7r0iSi3kCZ+/EY2MmTq1jpH7gSZ7pOo1qVBXPa8RPiuduoroMxl9ifwVc8Cx6QSYEZxg4Nx6a0IwATdyH6UzS6XAo4bv0NLVC6GPsHZNURxzRzAtqtBI12tFCiRLtk3FlhGm6xDqJznKySo6F9ceNpb5fq0gMIVFXaLPY5qc/WWbiqZT4LhhzQ476FU4BjSDcR5WSa+zW8sREdgx3+/euf/3FpDN/40XKXaNA8IRTOdSLypIUGKieDP8c1HvW6Iqg5iMGuPzQ2WiztBCPWl0jLXu88n641/9wj0/PecHcEevWmO3+WsY0xqxD806pVxZd/nKXtsMpunVq2HY5XxhYX/pBx9AKqxGv+EIvU7H09HDKvIf/uN/5H73tz5QdHb4/iWD+JWvA3yBj5Rf9nmTOh1f/Xi9pIf7DbcTcH1fezoYpC25vAd3+5iLhd2dQyANRvKfX1/T6Xx1u6dnn0E1HUnWMEpdt6mgkpf8kHjcP+qq7BuFCmFsf+0zsBaYrBxcKyT8rRjY5Gg59nJ+9VsIKl8vDJpiR1jfK+eDa+8xGvvN0/u8mPv08vK9fzl+zD/rJhA0XGOCTgDddcR/47rC8nK/v/N3d3cUTp4P3zEAq+7k43w5D54+6hhTX/pcM03BSrCTY4CQs6h2gPrHx5XXVGE1+V4Llpj8sT57dDYZ+BM6AUkD8PBSJwfZQHITGt8jgbcxYd8o89eRRk34+4hwHfnn0h2vSSZKZYCNfneFYoO72tvEgmE8zaq2MJw5wxiC0BFFwnpRS9J3emCHD+EudIuoajYtMO0Rv7dBp93n4kjb8wjHmF4jdvl3W/DY1QRwem0DV3AaoisQxuoAIOt15c2L3cb/A8ZUBDjINOgttAaNB/wsfsf1BA6/2+/9drdN+bPyXszX2yOICde6iO/wmWu43MKasFtNgEtGMjPvn84wOAbb3buNPm/XVZwUdwwewmceeQx4JG9gQ5e3wcY8rDEdHm+jOx/Pye3xmcn/SFcaUQfzzNf7IYKDIj85uBA5rPNaQhgN/n2bzz+Cl+Ik7RLIzuCM17CEYzXWuW6sm81KCtOgW5+uoEvBC80oAuu1AHsG2P7h/o6eDOtxzRwBBpNFczUZGUTlijvQqmMegYe3eKj7BD3ASPpG8KBOwRu8cKmdhSst6TG9useKCKnq1FJLUIleRPcbAfR8DKmA7nxMvqRV498LRWO+11wJOLKpPwHU9PNlz2aGxqrxdVvLpbrJa2Hd+nCSzzvWYKFMUdi7XtNJpoD20tku7+PmBn7+nENykzamWugOREPK58QrrEi9RBbcYGSEKGUijrluiicE1zXM8WanGKaRFiYsxLJ8rphJQpq77K1Shbu1x6SJabXqssM73WfwbfcOsyB9JH89/xusFgfZSgIzwREFmhk+/AdKyz3XRP65WCG8DdPcW+qH4OvtuxQpEqUlkLgfJHSMxoWgAMrGLgLshC4qNAFzvbHOMo5CINPS/yUSJzN1eYgK+8ExKKxIHetGKRnootd27sWjVmAPXg3JO8gvgbCTHur0hQ+cBFMASsHpQGZBvjGFzfVC+VxUpCvTj70i+xlrkAF9ta+ETuHDXjX5bfM1G0jRohs2gF4xoCDMTGakLXo7vodrR+mXFrgHqxJ0SM2aN9/reQ+/8rWLHHTo4Yp0SVV+3gZPkJvQTIENDP6c711Pmxcz6GLsZlUVEOpZCDHnJ4guLv+TRKqQEpCscxtScaNxheWbih2r85bABAP0ZJlNSnotslSEYsEWMl6sKMKhtCy8AH3zj6eOdpWewtNSdxE7Ib4JTbDE+wpH6o3+Q+/5KgrU0zJ21VB3g3fv+2tqG+ueY83KJ90L3Dsbzzly6hOe85hIWOjUZOUofhUFmoTxtQ4oKvmJx4jMKso/kyw3m0qWn7D+wVWQQ2aTz0telyy08vNDKb0JXBmuEE6IWl6hGmprKks9Lb8bvPWo9Isx/yus+wHJo5f4vcfVqxQKNyYl37K4cJqqSNMaCPJ7cwYCfQuWoWAsdz5jKWhfQAADDweWwjH+NDvthdayarcMjmj8wJNQV4obdhTIhFQ6CgokMB5fnJL8SjWagbnGPJsMFGAtiASvOA5ps9u798/v3PPjE296SjcgcEAgzO3CaRbCENx44rQbHs/b+tE9brv8+8qd64trH+/S6bF25y/n9PHzJ65huMkA2DftJv3tv/NH7nfrR+e/hxg0uF/sMkhsM+jctBnE1u71FVSCk7uNp3QeMjA/H1J967id1H6ToGBffXjPh+0pg4jT5xe3uq4y4OzSdnfvuvwfcihceHWXP7zg6Z3Wd+/R4s5H/2hMjZdpyjC+jOloACVk4HB4PbvVHXjrKA4atxrbfEwQT7KTmL57+eLW27U7XwJ5bbRKRAJYfhg1tE7t3eeX/yoxYqzSmI/9eund6zmyIwXO/vfff+92u9U02lvvWhQe6XB4cV++fHICGxmUli4eStER+3jv1hsEjn0WbedCQEfaAh1m6j27suPLd5BJ5a9t3d3dM8fGZzjsuLP44Rk8r5pNxk8retmzEQ6Ahk4pHBesdYsbmiFK63srEa4C3+eQGghhNbmQ/aN4FATsN7EhGMrDzS3f8Iimh0f4CFtCPg9qhQFhr2KKbX7gNEVs2JGXCmq7Yc60Ne40bC0vlqha0kJxvgrPlomXpJP0CaP/nuJNZ4EzANc2s+YxtKjXEnIIAIDa9iGhG1i64Hqtjt1cdVE7PaxDXwQA6OamEKrZtSEfyNNTvieenpOKiHX61a869/nTC5X/ep2LOkxwsTfP57p0y8GNtcCbxt2Rd+76fQb2RSyZi9ugTqbjdXRT2FTNjOnabS8hgSYCvnmhl6AoOdTqSFavIe23WxVmDNUaWTRUTRDFrNsR14AXTMoPgc7oHu537LrlEjfBe7wpSbSjqF11vv67+3t3tZHPjagprzkSc/Kmv1IRgLCcDhEPcJvKOwqFyM1Nrf56nbCAtqtORcp1ptSo0RvS621FytSYt/7z5YYqQaFovaMbirrT4xTks3BbsUAsm2ZU8FDeWSDT/F0hnGS209cEHrvdWmCztwCpCmuGibYEl4yz97XNYyBCRvhUNLFzy3NVkxEgMTRoLlpvjg47j1hzmzaxExWuab1z0/RuuIDyg6t2ymB3yNe1de2pnYqEMjmFK02hyCDoqwDrW6H1V6L1kGFFDYnuidIR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>/image>/defs>/svg>/section>section idbrxe-fifomh classbrxe-section bricks-lazy-hidden>div idbrxe-odddwd classbrxe-container bricks-lazy-hidden>div idbrxe-ldjooc classbrxe-block brx-grid mauto bricks-lazy-hidden>div classbrxe-mkpwsv brxe-div owl--s bricks-lazy-hidden>div classbrxe-fiuvqn brxe-text-basic>”Has access to the best rates, and is a pleasure to work with”/div>div classbrxe-czwhtq brxe-div bricks-lazy-hidden>img width33 height32 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%2033%2032'%3E%3C/svg%3E classbrxe-fgvxvg brxe-image css-filter size-image-review-small bricks-lazy-hidden alt decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/06/Ellipse-2.png data-typestring />p classbrxe-dxgeag brxe-text-basic>Military veteran home buyer/p>/div>/div>div classbrxe-mkpwsv brxe-div owl--s bricks-lazy-hidden>div classbrxe-fiuvqn brxe-text-basic>“Our experience with Steve was nothing short of incredible”/div>div classbrxe-czwhtq brxe-div bricks-lazy-hidden>img width33 height32 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%2033%2032'%3E%3C/svg%3E classbrxe-fgvxvg brxe-image css-filter size-image-review-small bricks-lazy-hidden alt decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/06/Ellipse-2-2.png data-typestring />p classbrxe-dxgeag brxe-text-basic>Airline Pilot Home Buyer/p>/div>/div>div classbrxe-mkpwsv brxe-div owl--s bricks-lazy-hidden>div classbrxe-fiuvqn brxe-text-basic>“Very responsive and easy to work with”/div>div classbrxe-czwhtq brxe-div bricks-lazy-hidden>img width33 height32 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%2033%2032'%3E%3C/svg%3E classbrxe-fgvxvg brxe-image css-filter size-image-review-small bricks-lazy-hidden alt decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/06/Ellipse-2-1.png data-typestring />p classbrxe-dxgeag brxe-text-basic>Military veteran home buyer/p>/div>/div>div classbrx-query-trail data-query-element-idmkpwsv data-query-vars{"post_type":"review","posts_per_page":3,"meta_query":{"key":"review_location","value":"featured"},"post_status":"publish","paged":1} data-page1 data-max-pages1>/div>/div>p idbrxe-jliwiq classbrxe-text-basic>Your results will vary and may not be typical. /p>div idbrxe-ipxpqf classbrxe-div bricks-lazy-hidden>img width1280 height640 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%201280%20640'%3E%3C/svg%3E classbrxe-image css-filter size-full bricks-lazy-hidden alt idbrxe-mifqhz decodingasync fetchpriorityhigh data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/12/Rectangle-2621-1-1.jpg data-typestring data-sizes(max-width: 1280px) 100vw, 1280px data-srcsethttps://aviatorhomeloans.com/wp-content/uploads/2023/12/Rectangle-2621-1-1.jpg 1280w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/Rectangle-2621-1-1-300x150.jpg 300w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/Rectangle-2621-1-1-1024x512.jpg 1024w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/Rectangle-2621-1-1-768x384.jpg 768w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/Rectangle-2621-1-1-41x21.jpg 41w />div idbrxe-kgkdhk classbrxe-div bricks-lazy-hidden>img width48 height48 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%2048%2048'%3E%3C/svg%3E classbrxe-image css-filter size-full bricks-lazy-hidden alt idbrxe-fkvqke decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/12/original-E0FE5C34-2B12-4362-93F7-9C5D116A2CD4-1.png data-typestring data-sizes(max-width: 48px) 100vw, 48px data-srcsethttps://aviatorhomeloans.com/wp-content/uploads/2023/12/original-E0FE5C34-2B12-4362-93F7-9C5D116A2CD4-1.png 48w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/original-E0FE5C34-2B12-4362-93F7-9C5D116A2CD4-1-41x40.png 41w />div idbrxe-taeqjs classbrxe-div bricks-lazy-hidden>p idbrxe-uvcatb classbrxe-text-basic>Steve Ton, NMLS #2053550/p>div idbrxe-fichjf classbrxe-text-basic>Lets Chat, do you have a question I can help with?/div>/div>/div>h2 idbrxe-gymlcn classbrxe-heading>Always span styleopacity: .5;>on timespan>/h2>/div>/div>/section>section idbrxe-izhojv classbrxe-section pad-section--s bricks-lazy-hidden>div idbrxe-obvkqd classbrxe-container bricks-lazy-hidden>div idbrxe-udkoho classbrxe-div mauto bricks-lazy-hidden>h5 idbrxe-whyqxd classbrxe-heading>And for the flyers out there, there is no one else to call. He more than understands our world and made this really easy./h5>div idbrxe-xliulx classbrxe-text-basic>-Mr. Jones, Airline Pilot in Georgia/div>/div>/div>/section>section idtodays-rates classbrxe-section bricks-lazy-hidden>div idbrxe-gehupp classbrxe-container bricks-lazy-hidden>h2 idbrxe-zkbtel classbrxe-heading mauto>Today’s rates/h2>div idbrxe-qneuio data-script-idqneuio classbrxe-code>div idbb-17c34>script>window.BB||document.write(script srchttps://cdn.bankingbridge.com/assets/external/index.js typetext/javascript charsetutf-8 defer>\/script>)/script>script typerocketlazyloadscript>window.addEventListener(DOMContentLoaded, ()>{BB.init(1359927437,document.getElementById(bb-17c34),{type:standalone});})/script>/div>/div>div idbrxe-injrxc classbrxe-text>p styletext-align: center;>As a result of refinancing, your total finance charges may be higher over the life of the loan. Your actual rate, payment, and costs could be higher./p>p styletext-align: center;>Get an official Loan Estimate before choosing a loan./p>/div>/div>/section>section idwhy-me classbrxe-section bricks-lazy-hidden>div idbrxe-ncxeau classbrxe-container bricks-lazy-hidden>h2 idbrxe-ukocmt classbrxe-heading m-auto tac>Why work with me/h2>div idbrxe-puqyaf classbrxe-block brx-grid bricks-lazy-hidden>div idbrxe-wueogw classbrxe-block bricks-lazy-hidden>h5 idbrxe-gkzdir classbrxe-heading>Lower rates/h5>p idbrxe-cbywot classbrxe-text-basic>Our specialized lower rates, custom-crafted for pilots and military veterans financial journeys and unique lifestyles/p>img width320 height160 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%20320%20160'%3E%3C/svg%3E classbrxe-image css-filter size-full bricks-lazy-hidden alt idbrxe-rubzlh decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-19.jpg data-typestring data-sizes(max-width: 320px) 100vw, 320px data-srcsethttps://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-19.jpg 320w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-19-300x150.jpg 300w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-19-41x21.jpg 41w />/div>div idbrxe-dxjpsy classbrxe-block bricks-lazy-hidden>h5 idbrxe-yjxofi classbrxe-heading>Constant communication/h5>p idbrxe-vsjdos classbrxe-text-basic>Clear skies ahead with constant communication, ensuring our clients stay informed and confident at every step of homeownership/p>img width320 height160 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%20320%20160'%3E%3C/svg%3E classbrxe-image css-filter size-full bricks-lazy-hidden alt idbrxe-ntdnye decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-20.jpg data-typestring data-sizes(max-width: 320px) 100vw, 320px data-srcsethttps://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-20.jpg 320w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-20-300x150.jpg 300w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-20-41x21.jpg 41w />/div>div idbrxe-ovwqfy classbrxe-block bricks-lazy-hidden>h5 idbrxe-jmxwpg classbrxe-heading>Trust/h5>p idbrxe-xkdyzl classbrxe-text-basic>We earn your trust with every mile. Dependable, transparent, and steady guidance for pilots and veterans navigating the path to homeownership./p>img width320 height160 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%20320%20160'%3E%3C/svg%3E classbrxe-image css-filter size-full bricks-lazy-hidden alt idbrxe-yjbwvg decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-21.jpg data-typestring data-sizes(max-width: 320px) 100vw, 320px data-srcsethttps://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-21.jpg 320w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-21-300x150.jpg 300w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/portrait-beautiful-natural-female-model-with-short-hair-wearing-t-shirt-with-jeans-cross-arms-chest-smile-with-happy-emotion-white-wall-21-41x21.jpg 41w />/div>/div>div idbrxe-rkkpey classbrxe-template>div idbrxe-jvpcrf classbrxe-div m-auto bricks-lazy-hidden>div idbrxe-yngoxs classbrxe-div bricks-lazy-hidden>div idbrxe-lgsolh classbrxe-text-basic>My pilot promise/div>h3 idbrxe-nmwjlx classbrxe-heading>I personally guarantee an on-time closing, or I pay you span classaccent>$500./span>/h3>/div>a idbrxe-iwaivh classbrxe-button get-a-quote-bb bricks-button sm bricks-background-light href#>Get a quote/a>/div>a idbrxe-hbemhj classbrxe-text-link hrefhttps://aviatorhomeloans.com/terms-of-use/>Click here for more information /a>/div>/div>/section>section idbrxe-myuzec classbrxe-section bricks-lazy-hidden>div idbrxe-lxuxbb classbrxe-container bricks-lazy-hidden>div idbrxe-rrfmiu classbrxe-block bricks-lazy-hidden>div idbrxe-desxnt classbrxe-div bricks-lazy-hidden>h2 idbrxe-pqeixu classbrxe-heading>Hi, I’m Steve Ton and my mission is to look out for your interest/h2>p idbrxe-tokwei classbrxe-text-basic>I create Aviator Home Loans as a trusted brand to delivery lower rates with first class service to Airline Pilots and Veterans. My team specialized in VA Loans and understanding the challenges with airline pilot pay./p>div idbrxe-hhhtiu classbrxe-div bricks-lazy-hidden>div idbrxe-eakxdj classbrxe-div brx-grid bricks-lazy-hidden>h5 idbrxe-xuwtvc classbrxe-heading>17+/h5>span idbrxe-ycjkbl classbrxe-text-basic>Years in the Navy/span>/div>div idbrxe-pclbvi classbrxe-div brx-grid bricks-lazy-hidden>h5 idbrxe-xdhjwq classbrxe-heading>25/h5>span idbrxe-wddejz classbrxe-text-basic>Years of mortgage experience on my team/span>/div>/div>/div>img width592 height682 srcdata:image/svg+xml,%3Csvg%20xmlns'http://www.w3.org/2000/svg'%20viewBox'0%200%20592%20682'%3E%3C/svg%3E classbrxe-image css-filter size-full bricks-lazy-hidden alt idbrxe-gahhfx decodingasync data-srchttps://aviatorhomeloans.com/wp-content/uploads/2023/12/original-BB322EBE-9CBF-4357-973F-39C97A2C76AC.jpg data-typestring data-sizes(max-width: 592px) 100vw, 592px data-srcsethttps://aviatorhomeloans.com/wp-content/uploads/2023/12/original-BB322EBE-9CBF-4357-973F-39C97A2C76AC.jpg 592w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/original-BB322EBE-9CBF-4357-973F-39C97A2C76AC-260x300.jpg 260w, https://aviatorhomeloans.com/wp-content/uploads/2023/12/original-BB322EBE-9CBF-4357-973F-39C97A2C76AC-35x40.jpg 35w />p idbrxe-wyuvrv classbrxe-text-basic>Steve Ton, NMLS #2053550/p>/div>/div>/section>section idbrxe-hmysed classbrxe-section bricks-lazy-hidden>div idbrxe-vbpban classbrxe-container bricks-lazy-hidden>div idbrxe-jkemih classbrxe-block brx-grid bricks-lazy-hidden>div idbrxe-jzzcau classbrxe-block bricks-lazy-hidden>svg classbrxe-svg idbrxe-ppqlyg xmlnshttp://www.w3.org/2000/svg width32 height32 viewBox0 0 32 32 fillnone>rect width32 height32 fill#F5F5F5>/rect>path dM-2378 -5414C-2378 -5415.1 -2377.1 -5416 -2376 -5416H6061C6062.1 -5416 6063 -5415.1 6063 -5414V8096C6063 8097.1 6062.1 8098 6061 8098H-2376C-2377.1 8098 -2378 8097.1 -2378 8096V-5414Z fill#DBE4D9>/path>path dM-2376 -5415H6061V-5417H-2376V-5415ZM6062 -5414V8096H6064V-5414H6062ZM6061 8097H-2376V8099H6061V8097ZM-2377 8096V-5414H-2379V8096H-2377ZM-2376 8097C-2376.55 8097 -2377 8096.55 -2377 8096H-2379C-2379 8097.66 -2377.66 8099 -2376 8099V8097ZM6062 8096C6062 8096.55 6061.55 8097 6061 8097V8099C6062.66 8099 6064 8097.66 6064 8096H6062ZM6061 -5415C6061.55 -5415 6062 -5414.55 6062 -5414H6064C6064 -5415.66 6062.66 -5417 6061 -5417V-5415ZM-2376 -5417C-2377.66 -5417 -2379 -5415.66 -2379 -5414H-2377C-2377 -5414.55 -2376.55 -5415 -2376 -5415V-5417Z fillblack fill-opacity0.1>/path>g clip-pathurl(#clip0_178_2055)>rect width1440 height11314 transformtranslate(-144 -4647) fill#FCFCFC>/rect>rect x-32 y-52 width384 height358 rx12 fill#ACF0ED>/rect>path dM15.9993 2.66797C8.65268 2.66797 2.66602 8.65463 2.66602 16.0013C2.66602 23.348 8.65268 29.3346 15.9993 29.3346C23.346 29.3346 29.3327 23.348 29.3327 16.0013C29.3327 8.65463 23.346 2.66797 15.9993 2.66797ZM22.3727 12.9346L14.8127 20.4946C14.626 20.6813 14.3727 20.788 14.106 20.788C13.8393 20.788 13.586 20.6813 13.3993 20.4946L9.62601 16.7213C9.23935 16.3346 9.23935 15.6946 9.62601 15.308C10.0127 14.9213 10.6527 14.9213 11.0393 15.308L14.106 18.3746L20.9593 11.5213C21.346 11.1346 21.986 11.1346 22.3727 11.5213C22.7593 11.908 22.7593 12.5346 22.3727 12.9346Z fill#001129>/path>/g>defs>clipPath idclip0_178_2055>rect width1440 height11314 fillwhite transformtranslate(-144 -4647)>/rect>/clipPath>/defs>/svg>h5 idbrxe-ysqmbi classbrxe-heading>Apply now/h5>p idbrxe-beenlz classbrxe-text-basic>A mortgage pre-approval is a crucial step in the homebuying process, as it helps you understand your budget and ensures sellers that youre a serious and qualified buyer./p>a idbrxe-qhbuwa classbrxe-button get-a-quote-bb bricks-button sm bricks-background-primary href#>Get a quote/a>/div>div idbrxe-ghzfux classbrxe-block bricks-lazy-hidden>svg classbrxe-svg idbrxe-qiwfex xmlnshttp://www.w3.org/2000/svg width32 height32 viewBox0 0 32 32 fillnone>path dM21.3333 2.66797H10.6667C6 2.66797 4 5.33464 4 9.33463V22.668C4 26.668 6 29.3346 10.6667 29.3346H21.3333C26 29.3346 28 26.668 28 22.668V9.33463C28 5.33464 26 2.66797 21.3333 2.66797ZM10.6667 16.3346H16C16.5467 16.3346 17 16.788 17 17.3346C17 17.8813 16.5467 18.3346 16 18.3346H10.6667C10.12 18.3346 9.66667 17.8813 9.66667 17.3346C9.66667 16.788 10.12 16.3346 10.6667 16.3346ZM21.3333 23.668H10.6667C10.12 23.668 9.66667 23.2146 9.66667 22.668C9.66667 22.1213 10.12 21.668 10.6667 21.668H21.3333C21.88 21.668 22.3333 22.1213 22.3333 22.668C22.3333 23.2146 21.88 23.668 21.3333 23.668ZM24.6667 12.3346H22C19.9733 12.3346 18.3333 10.6946 18.3333 8.66797V6.0013C18.3333 5.45464 18.7867 5.0013 19.3333 5.0013C19.88 5.0013 20.3333 5.45464 20.3333 6.0013V8.66797C20.3333 9.58797 21.08 10.3346 22 10.3346H24.6667C25.2133 10.3346 25.6667 10.788 25.6667 11.3346C25.6667 11.8813 25.2133 12.3346 24.6667 12.3346Z fill#001129>/path>/svg>h5 idbrxe-xdugvc classbrxe-heading>Get a quote/h5>p idbrxe-vpmoer classbrxe-text-basic>Getting a quote is instant, simple and hassle-free, allowing you to make informed decisions without any unwanted pressure or spammy phone calls./p>a idbrxe-qjoizm classbrxe-button get-a-quote-bb bricks-button sm bricks-background-primary href#>Get a quote/a>/div>div idbrxe-oimysw classbrxe-block bricks-lazy-hidden>svg classbrxe-svg idbrxe-zncsmf xmlnshttp://www.w3.org/2000/svg width32 height32 viewBox0 0 32 32 fillnone>g idvuesax/bold/message-text>g idmessage-text>path idVector dM22.666 2.66797H9.33268C5.65268 2.66797 2.66602 5.6413 2.66602 9.30797V17.2813V18.6146C2.66602 22.2813 5.65268 25.2546 9.33268 25.2546H11.3327C11.6927 25.2546 12.1727 25.4946 12.3993 25.788L14.3993 28.4413C15.2793 29.6146 16.7193 29.6146 17.5993 28.4413L19.5993 25.788C19.8527 25.4546 20.2527 25.2546 20.666 25.2546H22.666C26.346 25.2546 29.3327 22.2813 29.3327 18.6146V9.30797C29.3327 5.6413 26.346 2.66797 22.666 2.66797ZM17.3327 18.3346H9.33268C8.78602 18.3346 8.33268 17.8813 8.33268 17.3346C8.33268 16.788 8.78602 16.3346 9.33268 16.3346H17.3327C17.8793 16.3346 18.3327 16.788 18.3327 17.3346C18.3327 17.8813 17.8793 18.3346 17.3327 18.3346ZM22.666 11.668H9.33268C8.78602 11.668 8.33268 11.2146 8.33268 10.668C8.33268 10.1213 8.78602 9.66797 9.33268 9.66797H22.666C23.2127 9.66797 23.666 10.1213 23.666 10.668C23.666 11.2146 23.2127 11.668 22.666 11.668Z fill#001129>/path>/g>/g>/svg>h5 idbrxe-jmvggh classbrxe-heading>Talk to a specialist/h5>p idbrxe-bjdjuj classbrxe-text-basic>Seek expert guidance and answers to your questions, all without the worry of being pushed into something that isnt the right fit for your needs./p>a idbrxe-btuhgk classbrxe-button bricks-button sm bricks-background-secondary href#calendly>Schedule a call/a>/div>/div>/div>/section>section idreviews classbrxe-section bricks-lazy-hidden>div idbrxe-cuxovx classbrxe-container bricks-lazy-hidden>div idbrxe-iurxih classbrxe-block bricks-lazy-hidden>div idbrxe-vbbxnh classbrxe-block bricks-lazy-hidden>h4 idbrxe-hwjfhk classbrxe-heading>4.9/5 average rating/h4>h3 idbrxe-qjajln classbrxe-heading>Trusted by over 40 home buyers, airline pilots, veterans, and active duty service members/h3>/div>div idbrxe-yghxra classbrxe-block bricks-lazy-hidden>div idbrxe-spfwid classbrxe-block vertical-slider-1-container bricks-lazy-hidden>div idbrxe-yuytvq classbrxe-div vertical-slider-1 bricks-lazy-hidden>div classbrxe-cquzui brxe-block testimonial bricks-lazy-hidden>div classbrxe-onwbgj brxe-block bricks-lazy-hidden>svg classbrxe-rqrare brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 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4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-cjnpnx brxe-text-basic>Steve is awesome!! Cannot express our gratitude enough how Steve helped my family through the process. He was an incredible loan officer and will definitely work with him again./div>div classbrxe-vqigta brxe-block bricks-lazy-hidden>div classbrxe-fuhpvc brxe-block bricks-lazy-hidden>div classbrxe-ruvoxb brxe-text-basic>Ms. Do/div>div classbrxe-lhrwaw brxe-text-basic>Veteran in Virginia/div>/div>/div>/div>div classbrxe-cquzui brxe-block testimonial bricks-lazy-hidden>div classbrxe-onwbgj brxe-block bricks-lazy-hidden>svg classbrxe-rqrare brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-cjnpnx brxe-text-basic>Our experience working with Steve was outstanding! Steve took the time to break down the market, it’s affect on interest rates, explain strategy behind when to lock in, and was there to answer any questions we had in a timely manner. We would highly recommend Steve and his group to anyone looking to buy a home, and look forward to working with him when we refinance down the road./div>div classbrxe-vqigta brxe-block bricks-lazy-hidden>div classbrxe-fuhpvc brxe-block bricks-lazy-hidden>div classbrxe-ruvoxb brxe-text-basic>Mr. Hollen/div>div classbrxe-lhrwaw brxe-text-basic>Buyer in Georgia/div>/div>/div>/div>div classbrxe-cquzui brxe-block testimonial bricks-lazy-hidden>div classbrxe-onwbgj brxe-block bricks-lazy-hidden>svg classbrxe-rqrare brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-cjnpnx brxe-text-basic>And for the flyers out there, there is no one else to call. He more than understands our world and made this really easy./div>div classbrxe-vqigta brxe-block bricks-lazy-hidden>div classbrxe-fuhpvc brxe-block bricks-lazy-hidden>div classbrxe-ruvoxb brxe-text-basic>Mr. Jones/div>div classbrxe-lhrwaw brxe-text-basic> Airline Pilot in Georgia/div>/div>/div>/div>div classbrxe-cquzui brxe-block testimonial bricks-lazy-hidden>div classbrxe-onwbgj brxe-block bricks-lazy-hidden>svg classbrxe-rqrare brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-cjnpnx brxe-text-basic>Steve made the refinance process so smooth and easy. He was always there to help in any way and was very knowledgeable about every step of the process. I had lots of questions on different documents and where to obtain information they needed and he always stepped up and resolved any problems I had in no time at all. He got me an awesome rate and helped present the information and options in an easy to understand format. He had great advice and understood my goals. I would recommend Steve to anyone and will be asking for his help again in the future./div>div classbrxe-vqigta brxe-block bricks-lazy-hidden>div classbrxe-fuhpvc brxe-block bricks-lazy-hidden>div classbrxe-ruvoxb brxe-text-basic>Mr. Ruleman/div>div classbrxe-lhrwaw brxe-text-basic>Airline Pilot in Tennessee/div>/div>/div>/div>div classbrxe-cquzui brxe-block testimonial bricks-lazy-hidden>div classbrxe-onwbgj brxe-block bricks-lazy-hidden>svg classbrxe-rqrare brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-cjnpnx brxe-text-basic>Steve and his team are simply amazing! I will NEVER work with another lender as long as I have this amazing resource! We could not be happier with our experience and are grateful for our new home! Thanks Steve you are simply a notch way above! /div>div classbrxe-vqigta brxe-block bricks-lazy-hidden>div classbrxe-fuhpvc brxe-block bricks-lazy-hidden>div classbrxe-ruvoxb brxe-text-basic>Mr. Bader/div>div classbrxe-lhrwaw brxe-text-basic>Airline Pilot in Colorado/div>/div>/div>/div>div classbrx-query-trail data-query-element-idcquzui data-query-vars{"post_type":"review","meta_query":{"key":"review_location","value":"left-column"},"post_status":"publish","paged":1,"posts_per_page":"10"} data-page1 data-max-pages1>/div>/div>div idbrxe-jdqvol classbrxe-div vertical-slider-1 bricks-lazy-hidden>div classbrxe-rovwqb brxe-block testimonial bricks-lazy-hidden>div classbrxe-jdissy brxe-block bricks-lazy-hidden>svg classbrxe-sarqif brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-fogwau brxe-text-basic>Steve is awesome!! Cannot express our gratitude enough how Steve helped my family through the process. He was an incredible loan officer and will definitely work with him again./div>div classbrxe-oudceh brxe-block bricks-lazy-hidden>div classbrxe-fnvosv brxe-block bricks-lazy-hidden>div classbrxe-oykgpy brxe-text-basic>Ms. Do/div>div classbrxe-igqpvo brxe-text-basic>Veteran in Virginia/div>/div>/div>/div>div classbrxe-rovwqb brxe-block testimonial bricks-lazy-hidden>div classbrxe-jdissy brxe-block bricks-lazy-hidden>svg classbrxe-sarqif brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-fogwau brxe-text-basic>Our experience working with Steve was outstanding! Steve took the time to break down the market, it’s affect on interest rates, explain strategy behind when to lock in, and was there to answer any questions we had in a timely manner. We would highly recommend Steve and his group to anyone looking to buy a home, and look forward to working with him when we refinance down the road./div>div classbrxe-oudceh brxe-block bricks-lazy-hidden>div classbrxe-fnvosv brxe-block bricks-lazy-hidden>div classbrxe-oykgpy brxe-text-basic>Mr. Hollen/div>div classbrxe-igqpvo brxe-text-basic>Buyer in Georgia/div>/div>/div>/div>div classbrxe-rovwqb brxe-block testimonial bricks-lazy-hidden>div classbrxe-jdissy brxe-block bricks-lazy-hidden>svg classbrxe-sarqif brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-fogwau brxe-text-basic>And for the flyers out there, there is no one else to call. He more than understands our world and made this really easy./div>div classbrxe-oudceh brxe-block bricks-lazy-hidden>div classbrxe-fnvosv brxe-block bricks-lazy-hidden>div classbrxe-oykgpy brxe-text-basic>Mr. Jones/div>div classbrxe-igqpvo brxe-text-basic> Airline Pilot in Georgia/div>/div>/div>/div>div classbrxe-rovwqb brxe-block testimonial bricks-lazy-hidden>div classbrxe-jdissy brxe-block bricks-lazy-hidden>svg classbrxe-sarqif brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-fogwau brxe-text-basic>Steve made the refinance process so smooth and easy. He was always there to help in any way and was very knowledgeable about every step of the process. I had lots of questions on different documents and where to obtain information they needed and he always stepped up and resolved any problems I had in no time at all. He got me an awesome rate and helped present the information and options in an easy to understand format. He had great advice and understood my goals. I would recommend Steve to anyone and will be asking for his help again in the future./div>div classbrxe-oudceh brxe-block bricks-lazy-hidden>div classbrxe-fnvosv brxe-block bricks-lazy-hidden>div classbrxe-oykgpy brxe-text-basic>Mr. Ruleman/div>div classbrxe-igqpvo brxe-text-basic>Airline Pilot in Tennessee/div>/div>/div>/div>div classbrxe-rovwqb brxe-block testimonial bricks-lazy-hidden>div classbrxe-jdissy brxe-block bricks-lazy-hidden>svg classbrxe-sarqif brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-fogwau brxe-text-basic>Steve and his team are simply amazing! I will NEVER work with another lender as long as I have this amazing resource! We could not be happier with our experience and are grateful for our new home! Thanks Steve you are simply a notch way above! /div>div classbrxe-oudceh brxe-block bricks-lazy-hidden>div classbrxe-fnvosv brxe-block bricks-lazy-hidden>div classbrxe-oykgpy brxe-text-basic>Mr. Bader/div>div classbrxe-igqpvo brxe-text-basic>Airline Pilot in Colorado/div>/div>/div>/div>div classbrx-query-trail data-query-element-idrovwqb data-query-vars{"post_type":"review","meta_query":{"key":"review_location","value":"left-column"},"post_status":"publish","paged":1,"posts_per_page":"10"} data-page1 data-max-pages1>/div>/div>/div>div idbrxe-xqbtrk classbrxe-block vertical-slider-2-container bricks-lazy-hidden>div idbrxe-bpcwtz classbrxe-div vertical-slider-2 bricks-lazy-hidden>div classbrxe-dlqqdj brxe-block testimonial bricks-lazy-hidden>div classbrxe-ymntmf brxe-block bricks-lazy-hidden>svg classbrxe-pkgezy brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-lovtal brxe-text-basic>Steven did an excellent job getting us locked into a low interest rate promptly. He talked us through the entire process and was extremely patient with all of our questions. He called many times to clarify any details we didnt fully understand. He also reminded us to enjoy the journey of finding our new home! I would of been much more stressed if it wasnt for Steven and his expert knowledge! 10/10 I would recommend!!! Thank you Steven!!/div>div classbrxe-egppoj brxe-block bricks-lazy-hidden>div classbrxe-vaabve brxe-block bricks-lazy-hidden>div classbrxe-goxmrz brxe-text-basic>Ms. Kelly/div>div classbrxe-mxeqys brxe-text-basic>Airline Pilot in Tennessee/div>/div>/div>/div>div classbrxe-dlqqdj brxe-block testimonial bricks-lazy-hidden>div classbrxe-ymntmf brxe-block bricks-lazy-hidden>svg classbrxe-pkgezy brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-lovtal brxe-text-basic>Did a VA refinance with Steve on a property I was previously told by another loan officer couldn’t be refinanced. Everything was easy from start to finish and Steve touched base with me nearly every day throughout the entire refinance process to keep me updated on everything. My wife and I couldn’t be happier with the service Steve provided and I would strongly recommend Steve./div>div classbrxe-egppoj brxe-block bricks-lazy-hidden>div classbrxe-vaabve brxe-block bricks-lazy-hidden>div classbrxe-goxmrz brxe-text-basic>Mr. Doot/div>div classbrxe-mxeqys brxe-text-basic>Military Veteran/div>/div>/div>/div>div classbrxe-dlqqdj brxe-block testimonial bricks-lazy-hidden>div classbrxe-ymntmf brxe-block bricks-lazy-hidden>svg classbrxe-pkgezy brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-lovtal brxe-text-basic>Steve is the most knowledgeable loan officer I’ve ever had the pleasure of dealing with! He was communicative, helpful, responsive, and involved with every step of the loan process. He knew the ins and outs of the entire process and went above and beyond to match me with the best rate and mortgage for my situation. I wouldn’t hesitate to recommend him and his team to anyone looking for a mortgage. To put it simply, Steve is the best!/div>div classbrxe-egppoj brxe-block bricks-lazy-hidden>div classbrxe-vaabve brxe-block bricks-lazy-hidden>div classbrxe-goxmrz brxe-text-basic>Ms. Alexis/div>div classbrxe-mxeqys brxe-text-basic>Military Veteran in Georgia/div>/div>/div>/div>div classbrxe-dlqqdj brxe-block testimonial bricks-lazy-hidden>div classbrxe-ymntmf brxe-block bricks-lazy-hidden>svg classbrxe-pkgezy brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-lovtal brxe-text-basic>Steven and his team recently helped us navigate the mortgage process for our very first home purchase and it was a great experience! Communication was excellent throughout and their guidance was invaluable - it was apparent they were all looking out for our best interest every step of the way. Highly recommended!!/div>div classbrxe-egppoj brxe-block bricks-lazy-hidden>div classbrxe-vaabve brxe-block bricks-lazy-hidden>div classbrxe-goxmrz brxe-text-basic>Mr. Franks/div>div classbrxe-mxeqys brxe-text-basic>Airline Pilot in Florida/div>/div>/div>/div>div classbrx-query-trail data-query-element-iddlqqdj data-query-vars{"post_type":"review","meta_query":{"key":"review_location","value":"right-column"},"post_status":"publish","paged":1,"posts_per_page":"10"} data-page1 data-max-pages1>/div>/div>div idbrxe-wvcgoa classbrxe-div vertical-slider-2 bricks-lazy-hidden>div classbrxe-wtwtek brxe-block testimonial bricks-lazy-hidden>div classbrxe-wubida brxe-block bricks-lazy-hidden>svg classbrxe-djaopo brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-sfdepa brxe-text-basic>Steven did an excellent job getting us locked into a low interest rate promptly. He talked us through the entire process and was extremely patient with all of our questions. He called many times to clarify any details we didnt fully understand. He also reminded us to enjoy the journey of finding our new home! I would of been much more stressed if it wasnt for Steven and his expert knowledge! 10/10 I would recommend!!! Thank you Steven!!/div>div classbrxe-zxjagi brxe-block bricks-lazy-hidden>div classbrxe-jeecdc brxe-block bricks-lazy-hidden>div classbrxe-uxgcen brxe-text-basic>Ms. Kelly/div>div classbrxe-itqwqj brxe-text-basic>Airline Pilot in Tennessee/div>/div>/div>/div>div classbrxe-wtwtek brxe-block testimonial bricks-lazy-hidden>div classbrxe-wubida brxe-block bricks-lazy-hidden>svg classbrxe-djaopo brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-sfdepa brxe-text-basic>Did a VA refinance with Steve on a property I was previously told by another loan officer couldn’t be refinanced. Everything was easy from start to finish and Steve touched base with me nearly every day throughout the entire refinance process to keep me updated on everything. My wife and I couldn’t be happier with the service Steve provided and I would strongly recommend Steve./div>div classbrxe-zxjagi brxe-block bricks-lazy-hidden>div classbrxe-jeecdc brxe-block bricks-lazy-hidden>div classbrxe-uxgcen brxe-text-basic>Mr. Doot/div>div classbrxe-itqwqj brxe-text-basic>Military Veteran/div>/div>/div>/div>div classbrxe-wtwtek brxe-block testimonial bricks-lazy-hidden>div classbrxe-wubida brxe-block bricks-lazy-hidden>svg classbrxe-djaopo brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-sfdepa brxe-text-basic>Steve is the most knowledgeable loan officer I’ve ever had the pleasure of dealing with! He was communicative, helpful, responsive, and involved with every step of the loan process. He knew the ins and outs of the entire process and went above and beyond to match me with the best rate and mortgage for my situation. I wouldn’t hesitate to recommend him and his team to anyone looking for a mortgage. To put it simply, Steve is the best!/div>div classbrxe-zxjagi brxe-block bricks-lazy-hidden>div classbrxe-jeecdc brxe-block bricks-lazy-hidden>div classbrxe-uxgcen brxe-text-basic>Ms. Alexis/div>div classbrxe-itqwqj brxe-text-basic>Military Veteran in Georgia/div>/div>/div>/div>div classbrxe-wtwtek brxe-block testimonial bricks-lazy-hidden>div classbrxe-wubida brxe-block bricks-lazy-hidden>svg classbrxe-djaopo brxe-svg xmlnshttp://www.w3.org/2000/svg width66 height10 viewBox0 0 66 10 fillnone>path dM9.96631 3.74979C9.88523 3.48838 9.67014 3.29901 9.41098 3.25935L6.78646 2.85961L5.61264 0.369405C5.38099 -0.123135 4.61205 -0.123135 4.3804 0.369405L3.20658 2.85961L0.588283 3.25935C0.329226 3.2989 0.114136 3.48904 0.0336882 3.74979C-0.0473923 4.01119 0.0206141 4.29713 0.208291 4.48793L2.10646 6.42152L1.65909 9.15811C1.61513 9.42813 1.72098 9.7018 1.93259 9.86311C2.14494 10.0238 2.4253 10.0446 2.65694 9.91714L4.99625 8.62447L7.34253 9.91714C7.4429 9.9726 7.55287 10 7.6621 10C7.80434 10 7.94657 9.95393 8.06761 9.86322C8.27933 9.70114 8.38508 9.42824 8.34111 9.15822L7.89375 6.42163L9.79192 4.48804C9.97938 4.29779 10.0474 4.01053 9.96631 3.74979Z fill#FCFCFC>/path>path dM23.9663 3.74979C23.8852 3.48838 23.6701 3.29901 23.411 3.25935L20.7865 2.85961L19.6127 0.369405C19.381 -0.123135 18.6121 -0.123135 18.3805 0.369405L17.2067 2.85961L14.5883 3.25935C14.3292 3.2989 14.1141 3.48904 14.0337 3.74979C13.9526 4.01119 14.0206 4.29713 14.2083 4.48793L16.1064 6.42152L15.6591 9.15811C15.6151 9.42813 15.721 9.70257 15.9326 9.86311C16.1443 10.0238 16.426 10.0446 16.6569 9.91714L18.9962 8.62447L21.3425 9.91714C21.4428 9.9726 21.5528 10 21.662 10C21.8043 10 21.9465 9.95393 22.0675 9.86322C22.2792 9.70114 22.385 9.42824 22.341 9.15822L21.8937 6.42163L23.7918 4.48804C23.9794 4.29779 24.0474 4.01053 23.9663 3.74979Z fill#FCFCFC>/path>path dM37.9663 3.74979C37.8852 3.48838 37.6701 3.29901 37.411 3.25935L34.7864 2.85961L33.6126 0.369405C33.381 -0.123135 32.6121 -0.123135 32.3804 0.369405L31.2066 2.85961L28.5883 3.25935C28.3292 3.2989 28.1141 3.48904 28.0337 3.74979C27.9526 4.01119 28.0206 4.29713 28.2083 4.48793L30.1064 6.42152L29.6591 9.15811C29.6151 9.42813 29.7209 9.70257 29.9326 9.86311C30.1443 10.0238 30.426 10.0446 30.6569 9.91714L32.9963 8.62447L35.3425 9.91714C35.4429 9.9726 35.5528 10 35.662 10C35.8043 10 35.9465 9.95393 36.0675 9.86322C36.2793 9.70114 36.385 9.42824 36.341 9.15822L35.8937 6.42163L37.7918 4.48804C37.9794 4.29779 38.0474 4.01053 37.9663 3.74979Z fill#FCFCFC>/path>path dM51.9663 3.74968C51.8852 3.48827 51.6701 3.2989 51.411 3.25924L48.7865 2.8595L47.6127 0.369405C47.381 -0.123135 46.6121 -0.123135 46.3805 0.369405L45.2067 2.85961L42.5883 3.25935C42.3292 3.2989 42.1141 3.48904 42.0337 3.74979C41.9526 4.01119 42.0206 4.29713 42.2083 4.48793L44.1064 6.42152L43.6591 9.15811C43.6151 9.42813 43.721 9.7018 43.9326 9.86311C44.1449 10.0238 44.426 10.0446 44.6569 9.91714L46.9963 8.62447L49.3426 9.91714C49.4429 9.9726 49.5529 10 49.6621 10C49.8044 10 49.9466 9.95393 50.0676 9.86322C50.2793 9.70114 50.3851 9.42824 50.3411 9.15822L49.8938 6.42163L51.7919 4.48804C51.9794 4.29845 52.0474 4.01042 51.9663 3.74968Z fill#FCFCFC>/path>path dM65.9663 3.74968C65.8852 3.48827 65.6701 3.2989 65.411 3.25924L62.7865 2.8595L61.6127 0.369405C61.381 -0.123135 60.6121 -0.123135 60.3805 0.369405L59.2067 2.85961L56.5883 3.25935C56.3292 3.2989 56.1141 3.48904 56.0337 3.74979C55.9526 4.01119 56.0206 4.29713 56.2083 4.48793L58.1064 6.42152L57.6591 9.15811C57.6151 9.42813 57.721 9.7018 57.9326 9.86311C58.1449 10.0238 58.426 10.0446 58.6569 9.91714L60.9963 8.62447L63.3426 9.91714C63.4429 9.9726 63.5529 10 63.6621 10C63.8044 10 63.9466 9.95393 64.0676 9.86322C64.2793 9.70114 64.3851 9.42824 64.3411 9.15822L63.8938 6.42163L65.7919 4.48804C65.9794 4.29845 66.0474 4.01042 65.9663 3.74968Z fill#FCFCFC>/path>/svg>/div>div classbrxe-sfdepa brxe-text-basic>Steven and his team recently helped us navigate the mortgage process for our very first home purchase and it was a great experience! Communication was excellent throughout and their guidance was invaluable - it was apparent they were all looking out for our best interest every step of the way. Highly recommended!!/div>div classbrxe-zxjagi brxe-block bricks-lazy-hidden>div classbrxe-jeecdc brxe-block bricks-lazy-hidden>div classbrxe-uxgcen brxe-text-basic>Mr. Franks/div>div classbrxe-itqwqj brxe-text-basic>Airline Pilot in Florida/div>/div>/div>/div>div classbrx-query-trail data-query-element-idwtwtek data-query-vars{"post_type":"review","meta_query":{"key":"review_location","value":"right-column"},"post_status":"publish","paged":1,"posts_per_page":"10"} data-page1 data-max-pages1>/div>/div>/div>/div>/div>/div>/section>p idbrxe-seqmgu classbrxe-text-basic>Your results will vary and may not be typical. /p>section idcalculators classbrxe-section bricks-lazy-hidden>div idbrxe-qwapkr classbrxe-container bricks-lazy-hidden>h2 idbrxe-fueder classbrxe-heading mauto>Mortgage Calculator/h2>div idbrxe-rqqbwv data-script-idrqqbwv classbrxe-code>div idbb-f2d88>script>window.BB||document.write(script srchttps://cdn.bankingbridge.com/assets/external/index.js typetext/javascript 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classbrxe-text-basic>Streamline (IRRRL) Refinancing/div>/div>/div>/div>div idbrxe-nhvzsn classbrxe-template>div idbrxe-zevial classbrxe-div m-auto bricks-lazy-hidden>div idbrxe-tswrev classbrxe-div bricks-lazy-hidden>h2 idbrxe-xfrosy classbrxe-heading>Start with a quote/h2>div idbrxe-infkrs classbrxe-text-basic>It takes less than a minute and comes with no commitment./div>/div>a idbrxe-ozxbll classbrxe-button get-a-quote-bb bricks-button sm bricks-background-primary href#>Get a quote/a>/div>/div>/div>/section>section idfaq classbrxe-section bricks-lazy-hidden>div idbrxe-wfuchy classbrxe-container bricks-lazy-hidden>div idbrxe-istjpf classbrxe-div tac mauto bricks-lazy-hidden>h2 idbrxe-kxpabu classbrxe-heading>Frequently Asked Questions/h2>/div>div idbrxe-lwpewy data-script-idlwpewy classbrxe-code>iframe srchttps://www.videoask.com/fywjayvp6 allowcamera *; microphone *; autoplay *; encrypted-media *; fullscreen *; display-capture *; width100% height600px styleborder: none; 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22.9-34.7 42.6-42.6 29.5-11.7 99.5-9 132.1-9s102.7-2.6 132.1 9c19.6 7.8 34.7 22.9 42.6 42.6 11.7 29.5 9 99.5 9 132.1s2.7 102.7-9 132.1z>/path> /svg>/div> /div> div classsbi_feedtheme_header_text> h3>steveton85/h3> /div> /div> /a>/div> div idsbi_images stylegap: 10px;> div classsbi_item sbi_type_image sbi_new sbi_transition idsbi_18068360425589765 data-date1726009647> div classsbi_photo_wrap> a classsbi_photo hrefhttps://www.instagram.com/p/C_wSYTaPAch/ target_blank relnoopener nofollow data-full-reshttps://scontent.cdninstagram.com/v/t39.30808-6/459076469_10107747919778840_8710848923674693799_n.jpg?_nc_cat109&ccb1-7&_nc_sid18de74&_nc_ohcXveZJ7cZHx0Q7kNvgESPtOh&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAYD83NK6WtiL4VRAogccowbkJts0h-NMKsq-ssfN5KmA&oe66E6D19D data-img-src-set{"d":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/459076469_10107747919778840_8710848923674693799_n.jpg?_nc_cat109&ccb1-7&_nc_sid18de74&_nc_ohcXveZJ7cZHx0Q7kNvgESPtOh&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAYD83NK6WtiL4VRAogccowbkJts0h-NMKsq-ssfN5KmA&oe66E6D19D","150":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/459076469_10107747919778840_8710848923674693799_n.jpg?_nc_cat109&ccb1-7&_nc_sid18de74&_nc_ohcXveZJ7cZHx0Q7kNvgESPtOh&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAYD83NK6WtiL4VRAogccowbkJts0h-NMKsq-ssfN5KmA&oe66E6D19D","320":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/459076469_10107747919778840_8710848923674693799_n.jpg?_nc_cat109&ccb1-7&_nc_sid18de74&_nc_ohcXveZJ7cZHx0Q7kNvgESPtOh&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAYD83NK6WtiL4VRAogccowbkJts0h-NMKsq-ssfN5KmA&oe66E6D19D","640":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/459076469_10107747919778840_8710848923674693799_n.jpg?_nc_cat109&ccb1-7&_nc_sid18de74&_nc_ohcXveZJ7cZHx0Q7kNvgESPtOh&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAYD83NK6WtiL4VRAogccowbkJts0h-NMKsq-ssfN5KmA&oe66E6D19D"}> span classsbi-screenreader>So close, all I needed was the Jets kicker to make/span> img srcdata:image/svg+xml,%3Csvg%20xmlnshttp://www.w3.org/2000/svg%20viewBox0%200%200%200%3E%3C/svg%3E altSo close, all I needed was the Jets kicker to make 1 FG…it’s going to be a long season at this pace..Welcome Fantasy Football 2024!!! data-lazy-srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png>noscript>img srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png altSo close, all I needed was the Jets kicker to make 1 FG…it’s going to be a long season at this pace..Welcome Fantasy Football 2024!!!>/noscript> /a> /div>/div>div classsbi_item sbi_type_video sbi_new sbi_transition idsbi_18009556553356870 data-date1725471963> div classsbi_photo_wrap> a classsbi_photo hrefhttps://www.instagram.com/reel/C_gQyn2xVmj/ target_blank relnoopener nofollow data-full-reshttps://scontent.cdninstagram.com/v/t39.30808-6/458452928_17993808932691371_4430389892053536329_n.jpg?_nc_cat105&ccb1-7&_nc_sid18de74&_nc_ohco-Nj8Hqu8VcQ7kNvgE83gwC&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAW6UtneCyki78xVx03hALQuBq084VNBqSdsztkLab7bg&oe66E6D537 data-img-src-set{"d":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/458452928_17993808932691371_4430389892053536329_n.jpg?_nc_cat105&ccb1-7&_nc_sid18de74&_nc_ohco-Nj8Hqu8VcQ7kNvgE83gwC&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAW6UtneCyki78xVx03hALQuBq084VNBqSdsztkLab7bg&oe66E6D537","150":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/458452928_17993808932691371_4430389892053536329_n.jpg?_nc_cat105&ccb1-7&_nc_sid18de74&_nc_ohco-Nj8Hqu8VcQ7kNvgE83gwC&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAW6UtneCyki78xVx03hALQuBq084VNBqSdsztkLab7bg&oe66E6D537","320":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/458452928_17993808932691371_4430389892053536329_n.jpg?_nc_cat105&ccb1-7&_nc_sid18de74&_nc_ohco-Nj8Hqu8VcQ7kNvgE83gwC&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAW6UtneCyki78xVx03hALQuBq084VNBqSdsztkLab7bg&oe66E6D537","640":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/458452928_17993808932691371_4430389892053536329_n.jpg?_nc_cat105&ccb1-7&_nc_sid18de74&_nc_ohco-Nj8Hqu8VcQ7kNvgE83gwC&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAW6UtneCyki78xVx03hALQuBq084VNBqSdsztkLab7bg&oe66E6D537"}> span classsbi-screenreader>Rates dropping are not promised/span> svg stylecolor: rgba(255,255,255,1) classsvg-inline--fa fa-play fa-w-14 sbi_playbtn aria-labelPlay aria-hiddentrue data-fa-processed data-prefixfa data-iconplay rolepresentation xmlnshttp://www.w3.org/2000/svg viewBox0 0 448 512>path fillcurrentColor dM424.4 214.7L72.4 6.6C43.8-10.3 0 6.1 0 47.9V464c0 37.5 40.7 60.1 72.4 41.3l352-208c31.4-18.5 31.5-64.1 0-82.6z>/path>/svg> img srcdata:image/svg+xml,%3Csvg%20xmlnshttp://www.w3.org/2000/svg%20viewBox0%200%200%200%3E%3C/svg%3E altRates dropping are not promised data-lazy-srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png>noscript>img srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png altRates dropping are not promised>/noscript> /a> /div>/div>div classsbi_item sbi_type_video sbi_new sbi_transition idsbi_18451721017019072 data-date1725237585> div classsbi_photo_wrap> a classsbi_photo hrefhttps://www.instagram.com/reel/C_ZRyN2BlJS/ target_blank relnoopener nofollow data-full-reshttps://scontent.cdninstagram.com/v/t51.29350-15/458171680_871707544461927_3260894611246071614_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohc5pOBw-4Pz_QQ7kNvgFxbEnr&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYA-Wj-IVcr8CQcVRmgX71Kfexuc3cIYVAfSzbGX9ZBf0g&oe66E6CD8D data-img-src-set{"d":"https:\/\/scontent.cdninstagram.com\/v\/t51.29350-15\/458171680_871707544461927_3260894611246071614_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohc5pOBw-4Pz_QQ7kNvgFxbEnr&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYA-Wj-IVcr8CQcVRmgX71Kfexuc3cIYVAfSzbGX9ZBf0g&oe66E6CD8D","150":"https:\/\/scontent.cdninstagram.com\/v\/t51.29350-15\/458171680_871707544461927_3260894611246071614_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohc5pOBw-4Pz_QQ7kNvgFxbEnr&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYA-Wj-IVcr8CQcVRmgX71Kfexuc3cIYVAfSzbGX9ZBf0g&oe66E6CD8D","320":"https:\/\/scontent.cdninstagram.com\/v\/t51.29350-15\/458171680_871707544461927_3260894611246071614_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohc5pOBw-4Pz_QQ7kNvgFxbEnr&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYA-Wj-IVcr8CQcVRmgX71Kfexuc3cIYVAfSzbGX9ZBf0g&oe66E6CD8D","640":"https:\/\/scontent.cdninstagram.com\/v\/t51.29350-15\/458171680_871707544461927_3260894611246071614_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohc5pOBw-4Pz_QQ7kNvgFxbEnr&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYA-Wj-IVcr8CQcVRmgX71Kfexuc3cIYVAfSzbGX9ZBf0g&oe66E6CD8D"}> span classsbi-screenreader>When you’re cooped up in a trailer… gotta bust/span> svg stylecolor: rgba(255,255,255,1) classsvg-inline--fa fa-play fa-w-14 sbi_playbtn aria-labelPlay aria-hiddentrue data-fa-processed data-prefixfa data-iconplay rolepresentation xmlnshttp://www.w3.org/2000/svg viewBox0 0 448 512>path fillcurrentColor dM424.4 214.7L72.4 6.6C43.8-10.3 0 6.1 0 47.9V464c0 37.5 40.7 60.1 72.4 41.3l352-208c31.4-18.5 31.5-64.1 0-82.6z>/path>/svg> img srcdata:image/svg+xml,%3Csvg%20xmlnshttp://www.w3.org/2000/svg%20viewBox0%200%200%200%3E%3C/svg%3E altWhen you’re cooped up in a trailer… gotta bust out the Mardi Gras Gear… hours of entertainment.. data-lazy-srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png>noscript>img srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png altWhen you’re cooped up in a trailer… gotta bust out the Mardi Gras Gear… hours of entertainment..>/noscript> /a> /div>/div>div classsbi_item sbi_type_image sbi_new sbi_transition idsbi_18078489238517976 data-date1725108734> div classsbi_photo_wrap> a classsbi_photo hrefhttps://www.instagram.com/p/C_VcBdXvxWa/ target_blank relnoopener nofollow data-full-reshttps://scontent.cdninstagram.com/v/t39.30808-6/457558893_10107714911692310_281247453499390262_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohcvWvfUAIscsUQ7kNvgH9n7Fv&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAs74miDhrjl3vXlPgXXhcjAYL3ub5WacR8iWG-SKmnFQ&oe66E6B03B data-img-src-set{"d":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/457558893_10107714911692310_281247453499390262_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohcvWvfUAIscsUQ7kNvgH9n7Fv&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAs74miDhrjl3vXlPgXXhcjAYL3ub5WacR8iWG-SKmnFQ&oe66E6B03B","150":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/457558893_10107714911692310_281247453499390262_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohcvWvfUAIscsUQ7kNvgH9n7Fv&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAs74miDhrjl3vXlPgXXhcjAYL3ub5WacR8iWG-SKmnFQ&oe66E6B03B","320":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/457558893_10107714911692310_281247453499390262_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohcvWvfUAIscsUQ7kNvgH9n7Fv&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAs74miDhrjl3vXlPgXXhcjAYL3ub5WacR8iWG-SKmnFQ&oe66E6B03B","640":"https:\/\/scontent.cdninstagram.com\/v\/t39.30808-6\/457558893_10107714911692310_281247453499390262_n.jpg?_nc_cat100&ccb1-7&_nc_sid18de74&_nc_ohcvWvfUAIscsUQ7kNvgH9n7Fv&_nc_htscontent.cdninstagram.com&edmANo9K5cEAAAA&_nc_gidAxlj_8NrI8S3J6d3DBIuWHn&oh00_AYAs74miDhrjl3vXlPgXXhcjAYL3ub5WacR8iWG-SKmnFQ&oe66E6B03B"}> span classsbi-screenreader>Boys trip to Wheeler Lake…let the fun begin../span> img srcdata:image/svg+xml,%3Csvg%20xmlnshttp://www.w3.org/2000/svg%20viewBox0%200%200%200%3E%3C/svg%3E altBoys trip to Wheeler Lake…let the fun begin.. data-lazy-srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png>noscript>img srchttps://aviatorhomeloans.com/wp-content/plugins/instagram-feed/img/placeholder.png altBoys trip to Wheeler Lake…let the fun begin..>/noscript> /a> /div>/div> /div> div idsbi_load > a classsbi_load_btn hrefjavascript:void(0);> span classsbi_btn_text>Load More/span> span classsbi_loader sbi_hidden stylebackground-color: rgb(255, 255, 255); aria-hiddentrue>/span> /a> span classsbi_follow_btn sbi_custom> a hrefhttps://www.instagram.com/steveton85/ stylebackground: rgb(64,139,209); target_blank relnofollow noopener> svg classsvg-inline--fa fa-instagram fa-w-14 aria-hiddentrue data-fa-processed aria-labelInstagram data-prefixfab data-iconinstagram roleimg viewBox0 0 448 512> path fillcurrentColor dM224.1 141c-63.6 0-114.9 51.3-114.9 114.9s51.3 114.9 114.9 114.9S339 319.5 339 255.9 287.7 141 224.1 141zm0 189.6c-41.1 0-74.7-33.5-74.7-74.7s33.5-74.7 74.7-74.7 74.7 33.5 74.7 74.7-33.6 74.7-74.7 74.7zm146.4-194.3c0 14.9-12 26.8-26.8 26.8-14.9 0-26.8-12-26.8-26.8s12-26.8 26.8-26.8 26.8 12 26.8 26.8zm76.1 27.2c-1.7-35.9-9.9-67.7-36.2-93.9-26.2-26.2-58-34.4-93.9-36.2-37-2.1-147.9-2.1-184.9 0-35.8 1.7-67.6 9.9-93.9 36.1s-34.4 58-36.2 93.9c-2.1 37-2.1 147.9 0 184.9 1.7 35.9 9.9 67.7 36.2 93.9s58 34.4 93.9 36.2c37 2.1 147.9 2.1 184.9 0 35.9-1.7 67.7-9.9 93.9-36.2 26.2-26.2 34.4-58 36.2-93.9 2.1-37 2.1-147.8 0-184.8zM398.8 388c-7.8 19.6-22.9 34.7-42.6 42.6-29.5 11.7-99.5 9-132.1 9s-102.7 2.6-132.1-9c-19.6-7.8-34.7-22.9-42.6-42.6-11.7-29.5-9-99.5-9-132.1s-2.6-102.7 9-132.1c7.8-19.6 22.9-34.7 42.6-42.6 29.5-11.7 99.5-9 132.1-9s102.7-2.6 132.1 9c19.6 7.8 34.7 22.9 42.6 42.6 11.7 29.5 9 99.5 9 132.1s2.7 102.7-9 132.1z>/path> /svg> span>Follow on 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idbrxe-cshwcl classbrxe-heading>Get a 15-minute consultation with no strings attached/h2>ul idbrxe-pyyhuw classbrxe-list>li >div classcontent>span classicon>svg class xmlnshttp://www.w3.org/2000/svg width14 height11 viewBox0 0 14 11 fillnone>path dM6.90555 7.31617C7.34801 7.75863 7.34801 8.51713 6.90555 8.95959L5.98902 9.87612C5.54656 10.3186 4.78806 10.3186 4.3456 9.87612L0.331846 5.83076C-0.110615 5.3883 -0.110615 4.6298 0.331846 4.18734L1.24837 3.27081C1.69083 2.82835 2.44934 2.82835 2.8918 3.27081L6.90555 7.31617Z fillwhite>/path>path dM10.4137 0.331846C10.8562 -0.110615 11.6147 -0.110615 12.0571 0.331846L12.9737 1.24837C13.4161 1.69083 13.4161 2.44934 12.9737 2.8918L6.0207 9.81315C5.57824 10.2556 4.81974 10.2556 4.37728 9.81315L3.46075 8.89662C3.01829 8.45416 3.01829 7.69566 3.46075 7.2532L10.4137 0.331846Z fillwhite>/path>/svg>/span>span classtitle>Is it a good time to purchase/refinance?/span>/div>/li>li >div classcontent>span classicon>svg class xmlnshttp://www.w3.org/2000/svg width14 height11 viewBox0 0 14 11 fillnone>path dM6.90555 7.31617C7.34801 7.75863 7.34801 8.51713 6.90555 8.95959L5.98902 9.87612C5.54656 10.3186 4.78806 10.3186 4.3456 9.87612L0.331846 5.83076C-0.110615 5.3883 -0.110615 4.6298 0.331846 4.18734L1.24837 3.27081C1.69083 2.82835 2.44934 2.82835 2.8918 3.27081L6.90555 7.31617Z fillwhite>/path>path dM10.4137 0.331846C10.8562 -0.110615 11.6147 -0.110615 12.0571 0.331846L12.9737 1.24837C13.4161 1.69083 13.4161 2.44934 12.9737 2.8918L6.0207 9.81315C5.57824 10.2556 4.81974 10.2556 4.37728 9.81315L3.46075 8.89662C3.01829 8.45416 3.01829 7.69566 3.46075 7.2532L10.4137 0.331846Z fillwhite>/path>/svg>/span>span classtitle>What’s the best loan type for me?/span>/div>/li>li >div classcontent>span classicon>svg class xmlnshttp://www.w3.org/2000/svg width14 height11 viewBox0 0 14 11 fillnone>path dM6.90555 7.31617C7.34801 7.75863 7.34801 8.51713 6.90555 8.95959L5.98902 9.87612C5.54656 10.3186 4.78806 10.3186 4.3456 9.87612L0.331846 5.83076C-0.110615 5.3883 -0.110615 4.6298 0.331846 4.18734L1.24837 3.27081C1.69083 2.82835 2.44934 2.82835 2.8918 3.27081L6.90555 7.31617Z fillwhite>/path>path dM10.4137 0.331846C10.8562 -0.110615 11.6147 -0.110615 12.0571 0.331846L12.9737 1.24837C13.4161 1.69083 13.4161 2.44934 12.9737 2.8918L6.0207 9.81315C5.57824 10.2556 4.81974 10.2556 4.37728 9.81315L3.46075 8.89662C3.01829 8.45416 3.01829 7.69566 3.46075 7.2532L10.4137 0.331846Z fillwhite>/path>/svg>/span>span classtitle>Could I get help with the down payment?/span>/div>/li>li >div classcontent>span classicon>svg class xmlnshttp://www.w3.org/2000/svg width14 height11 viewBox0 0 14 11 fillnone>path dM6.90555 7.31617C7.34801 7.75863 7.34801 8.51713 6.90555 8.95959L5.98902 9.87612C5.54656 10.3186 4.78806 10.3186 4.3456 9.87612L0.331846 5.83076C-0.110615 5.3883 -0.110615 4.6298 0.331846 4.18734L1.24837 3.27081C1.69083 2.82835 2.44934 2.82835 2.8918 3.27081L6.90555 7.31617Z fillwhite>/path>path dM10.4137 0.331846C10.8562 -0.110615 11.6147 -0.110615 12.0571 0.331846L12.9737 1.24837C13.4161 1.69083 13.4161 2.44934 12.9737 2.8918L6.0207 9.81315C5.57824 10.2556 4.81974 10.2556 4.37728 9.81315L3.46075 8.89662C3.01829 8.45416 3.01829 7.69566 3.46075 7.2532L10.4137 0.331846Z fillwhite>/path>/svg>/span>span classtitle>How can I improve my credit score?/span>/div>/li>/ul>/div>div idbrxe-lnomli data-script-idlnomli classbrxe-code>!-- Calendly inline widget begin -->div classcalendly-inline-widget data-urlhttps://calendly.com/steve-ton/15minute_phonecall?back1&month2024-01 stylemin-width:320px;height:970px;>/div>script typerocketlazyloadscript data-rocket-typetext/javascript data-rocket-srchttps://assets.calendly.com/assets/external/widget.js data-rocket-defer defer>/script>!-- Calendly inline widget end -->/div>/div>/div>/section>section idbrxe-kwcspm classbrxe-section bricks-lazy-hidden>div idbrxe-lsiezr classbrxe-container owl--l bricks-lazy-hidden>h2 idbrxe-jwfnge classbrxe-heading m-auto tac>Other contact methods/h2>div idbrxe-zeseut 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