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) 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0;margin-right:calc(1rem * var(--tw-space-x-reverse));margin-left:calc(1rem * calc(1 - var(--tw-space-x-reverse)))}.sm\:space-y-0>:not([hidden])~:not([hidden]){--tw-space-y-reverse: 0;margin-top:calc(0px * calc(1 - var(--tw-space-y-reverse)));margin-bottom:calc(0px * var(--tw-space-y-reverse))}.sm\:rounded-lg{border-radius:var(--radius)}.sm\:p-8{padding:2rem}.sm\:text-left{text-align:left}.sm\:text-2xl{font-size:1.5rem;line-height:2rem}.sm\:text-3xl{font-size:1.875rem;line-height:2.25rem}.sm\:text-lg{font-size:1.125rem;line-height:1.75rem}.sm\:text-xl{font-size:1.25rem;line-height:1.75rem}.data-\[state\=open\]\:sm\:slide-in-from-bottom-full[data-state=open]{--tw-enter-translate-y: 100%}}@media (min-width: 768px){.md\:absolute{position:absolute}.md\:block{display:block}.md\:flex{display:flex}.md\:hidden{display:none}.md\:h-10{height:2.5rem}.md\:h-28{height:7rem}.md\:w-10{width:2.5rem}.md\:w-\[var\(--radix-navigation-menu-viewport-width\)\]{width:var(--radix-navigation-menu-viewport-width)}.md\:w-auto{width:auto}.md\:max-w-\[420px\]{max-width:420px}.md\:grid-cols-2{grid-template-columns:repeat(2,minmax(0,1fr))}.md\:grid-cols-3{grid-template-columns:repeat(3,minmax(0,1fr))}.md\:flex-row{flex-direction:row}.md\:items-start{align-items:flex-start}.md\:items-end{align-items:flex-end}.md\:justify-between{justify-content:space-between}.md\:gap-x-16{-moz-column-gap:4rem;column-gap:4rem}.md\:gap-y-16{row-gap:4rem}.md\:space-y-5>:not([hidden])~:not([hidden]){--tw-space-y-reverse: 0;margin-top:calc(1.25rem * calc(1 - var(--tw-space-y-reverse)));margin-bottom:calc(1.25rem * var(--tw-space-y-reverse))}.md\:p-10{padding:2.5rem}.md\:text-4xl{font-size:2.25rem;line-height:2.5rem}.md\:text-sm{font-size:.875rem;line-height:1.25rem}.md\:opacity-0{opacity:0}.after\:md\:hidden:after{content:var(--tw-content);display:none}.peer[data-variant=inset]~.md\:peer-data-\[variant\=inset\]\:m-2{margin:.5rem}.peer[data-state=collapsed][data-variant=inset]~.md\:peer-data-\[state\=collapsed\]\:peer-data-\[variant\=inset\]\:ml-2{margin-left:.5rem}.peer[data-variant=inset]~.md\:peer-data-\[variant\=inset\]\:ml-0{margin-left:0}.peer[data-variant=inset]~.md\:peer-data-\[variant\=inset\]\:rounded-xl{border-radius:.75rem}.peer[data-variant=inset]~.md\:peer-data-\[variant\=inset\]\:shadow{--tw-shadow: 0 1px 3px 0 rgb(0 0 0 / .1), 0 1px 2px -1px rgb(0 0 0 / .1);--tw-shadow-colored: 0 1px 3px 0 var(--tw-shadow-color), 0 1px 2px -1px var(--tw-shadow-color);box-shadow:var(--tw-ring-offset-shadow, 0 0 #0000),var(--tw-ring-shadow, 0 0 #0000),var(--tw-shadow)}}@media (min-width: 1024px){.lg\:mb-16{margin-bottom:4rem}.lg\:grid-cols-2{grid-template-columns:repeat(2,minmax(0,1fr))}.lg\:grid-cols-3{grid-template-columns:repeat(3,minmax(0,1fr))}.lg\:grid-cols-\[1\.2fr_1fr\]{grid-template-columns:1.2fr 1fr}.lg\:grid-cols-\[1\.4fr_auto\]{grid-template-columns:1.4fr auto}.lg\:grid-cols-\[1fr_1\.2fr\]{grid-template-columns:1fr 1.2fr}.lg\:grid-cols-\[1fr_1\.4fr\]{grid-template-columns:1fr 1.4fr}.lg\:gap-20{gap:5rem}.lg\:p-10{padding:2.5rem}.lg\:p-12{padding:3rem}.lg\:p-14{padding:3.5rem}.lg\:px-12{padding-left:3rem;padding-right:3rem}.lg\:py-20{padding-top:5rem;padding-bottom:5rem}.lg\:py-24{padding-top:6rem;padding-bottom:6rem}.lg\:py-28{padding-top:7rem;padding-bottom:7rem}.lg\:py-32{padding-top:8rem;padding-bottom:8rem}.lg\:pb-32{padding-bottom:8rem}.lg\:pt-16{padding-top:4rem}.lg\:pt-4{padding-top:1rem}.lg\:pt-6{padding-top:1.5rem}.lg\:text-4xl{font-size:2.25rem;line-height:2.5rem}.lg\:text-5xl{font-size:3rem;line-height:1}}.\[\&\:has\(\[aria-selected\]\)\]\:bg-accent:has([aria-selected]){background-color:hsl(var(--accent))}.first\:\[\&\:has\(\[aria-selected\]\)\]\:rounded-l-md:has([aria-selected]):first-child{border-top-left-radius:calc(var(--radius) - 2px);border-bottom-left-radius:calc(var(--radius) - 2px)}.last\:\[\&\:has\(\[aria-selected\]\)\]\:rounded-r-md:has([aria-selected]):last-child{border-top-right-radius:calc(var(--radius) - 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scaleY(var(--tw-scale-y))}.\[\&\>svg\]\:absolute>svg{position:absolute}.\[\&\>svg\]\:left-4>svg{left:1rem}.\[\&\>svg\]\:top-4>svg{top:1rem}.\[\&\>svg\]\:size-3\.5>svg{width:.875rem;height:.875rem}.\[\&\>svg\]\:size-4>svg{width:1rem;height:1rem}.\[\&\>svg\]\:h-2\.5>svg{height:.625rem}.\[\&\>svg\]\:h-3>svg{height:.75rem}.\[\&\>svg\]\:w-2\.5>svg{width:.625rem}.\[\&\>svg\]\:w-3>svg{width:.75rem}.\[\&\>svg\]\:shrink-0>svg{flex-shrink:0}.\[\&\>svg\]\:text-destructive>svg{color:hsl(var(--destructive))}.\[\&\>svg\]\:text-foreground>svg{color:hsl(var(--foreground))}.\[\&\>svg\]\:text-muted-foreground>svg{color:hsl(var(--muted-foreground))}.\[\&\>svg\]\:text-sidebar-accent-foreground>svg{color:hsl(var(--sidebar-accent-foreground))}.\[\&\>svg\~\*\]\:pl-7>svg~*{padding-left:1.75rem}.\[\&\>tr\]\:last\:border-b-0:last-child>tr{border-bottom-width:0px}.\[\&\[data-panel-group-direction\=vertical\]\>div\]\:rotate-90[data-panel-group-direction=vertical]>div{--tw-rotate: 90deg;transform:translate(var(--tw-translate-x),var(--tw-translate-y)) rotate(var(--tw-rotate)) skew(var(--tw-skew-x)) skewY(var(--tw-skew-y)) scaleX(var(--tw-scale-x)) scaleY(var(--tw-scale-y))}.\[\&\[data-state\=open\]\>svg\]\:rotate-180[data-state=open]>svg{--tw-rotate: 180deg;transform:translate(var(--tw-translate-x),var(--tw-translate-y)) rotate(var(--tw-rotate)) skew(var(--tw-skew-x)) skewY(var(--tw-skew-y)) scaleX(var(--tw-scale-x)) scaleY(var(--tw-scale-y))}.\[\&_\.recharts-cartesian-axis-tick_text\]\:fill-muted-foreground .recharts-cartesian-axis-tick text{fill:hsl(var(--muted-foreground))}.\[\&_\.recharts-cartesian-grid_line\[stroke\=\'\#ccc\'\]\]\:stroke-border\/50 .recharts-cartesian-grid line[stroke="#ccc"]{stroke:hsl(var(--border) / .5)}.\[\&_\.recharts-curve\.recharts-tooltip-cursor\]\:stroke-border .recharts-curve.recharts-tooltip-cursor{stroke:hsl(var(--border))}.\[\&_\.recharts-dot\[stroke\=\'\#fff\'\]\]\:stroke-transparent 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[cmdk-item]{padding-top:.75rem;padding-bottom:.75rem}.\[\&_\[cmdk-item\]_svg\]\:h-5 [cmdk-item] svg{height:1.25rem}.\[\&_\[cmdk-item\]_svg\]\:w-5 [cmdk-item] svg{width:1.25rem}.\[\&_p\]\:leading-relaxed p{line-height:1.625}.\[\&_svg\]\:pointer-events-none svg{pointer-events:none}.\[\&_svg\]\:size-4 svg{width:1rem;height:1rem}.\[\&_svg\]\:shrink-0 svg{flex-shrink:0}.\[\&_tr\:last-child\]\:border-0 tr:last-child{border-width:0px}.\[\&_tr\]\:border-b tr{border-bottom-width:1px}[data-side=left][data-collapsible=offcanvas] .\[\[data-side\=left\]\[data-collapsible\=offcanvas\]_\&\]\:-right-2{right:-.5rem}[data-side=left][data-state=collapsed] .\[\[data-side\=left\]\[data-state\=collapsed\]_\&\]\:cursor-e-resize{cursor:e-resize}[data-side=left] .\[\[data-side\=left\]_\&\]\:cursor-w-resize{cursor:w-resize}[data-side=right][data-collapsible=offcanvas] .\[\[data-side\=right\]\[data-collapsible\=offcanvas\]_\&\]\:-left-2{left:-.5rem}[data-side=right][data-state=collapsed] .\[\[data-side\=right\]\[data-state\=collapsed\]_\&\]\:cursor-w-resize{cursor:w-resize}[data-side=right] .\[\[data-side\=right\]_\&\]\:cursor-e-resize{cursor:e-resize}
