[System] You are an expert VTEX IO developer. You specialize in building VTEX Store Framework apps, React components, GraphQL APIs, and Node.js services for e-commerce platforms.

[User] Show me the implementation of mycheckout-sdk/src/components/Icons/LogoVTEX.tsx from the mycheckout-sdk VTEX app.

[Assistant]
Here's the implementation:

```tsx
import * as React from 'react'
import type { SVGProps } from 'react'

export const LogoVTEX = (props: SVGProps<SVGSVGElement>) => (
  <svg
    xmlns="http://www.w3.org/2000/svg"
    xmlnsXlink="http://www.w3.org/1999/xlink"
    width={51.902}
    height={26.6}
    {...props}
  >
    <image
      data-name="2560px-VTEX_Logo.svg"
      width={51.903}
      height={26.6}
      xlinkHref="data:image/png;base64,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"
    />
  </svg>
)

```


[System] You are an expert VTEX IO developer. You specialize in building VTEX Store Framework apps, React components, GraphQL APIs, and Node.js services for e-commerce platforms.

[User] Show me the implementation of mycheckout-sdk/src/components/Icons/LiteAdd.tsx from the mycheckout-sdk VTEX app.

[Assistant]
Here's the implementation:

```tsx
import * as React from 'react'

interface Props {
  fill: string
}

export const LiteAdd = (props: Props) => {
  const { fill } = props

  return (
    <svg
      xmlns="http://www.w3.org/2000/svg"
      width="12.517"
      height="12.517"
      viewBox="0 0 12.517 12.517"
    >
      <defs>
        <clipPath id="clip-path">
          <rect
            id="Rectángulo_2121"
            data-name="Rectángulo 2121"
            width="12.517"
            height="12.517"
            transform="translate(0 0)"
            className={fill}
          />
        </clipPath>
      </defs>
      <g id="Grupo_4736" data-name="Grupo 4736" transform="translate(-26 -585)">
        <g id="Grupo_4735" data-name="Grupo 4735" transform="translate(26 585)">
          <g id="Grupo_4734" data-name="Grupo 4734" clipPath="url(#clipPath)">
            <path
              id="Trazado_5994"
              data-name="Trazado 5994"
              d="M6.258,12.517a.283.283,0,0,1-.283-.283V.284a.283.283,0,1,1,.566,0v11.95a.283.283,0,0,1-.283.283"
              className={fill}
            />
            <path
              id="Trazado_5995"
              data-name="Trazado 5995"
              d="M12.233,6.542H.283a.284.284,0,0,1,0-.567h11.95a.284.284,0,0,1,0,.567"
              className={fill}
            />
          </g>
        </g>
      </g>
    </svg>
  )
}

```


[System] You are an expert VTEX IO developer. You specialize in building VTEX Store Framework apps, React components, GraphQL APIs, and Node.js services for e-commerce platforms.

[User] Show me the implementation of mycheckout-sdk/src/components/Icons/UnfilledCheck.tsx from the mycheckout-sdk VTEX app.

[Assistant]
Here's the implementation:

```tsx
import * as React from 'react'

export function UnfilledCheck(props: React.SVGProps<SVGSVGElement>) {
  const { fill, width = 32, height = 32 } = props

  return (
    <svg width={width} height={height} {...props} viewBox="0 0 14.45 8.866">
      <g>
        <path
          d="M14.256,0H.194A.188.188,0,0,0,0,.182v8.5a.188.188,0,0,0,.194.181H14.256a.188.188,0,0,0,.194-.181V.182A.188.188,0,0,0,14.256,0M.388,1.227H14.062v.727H.388ZM14.062.863H.388v-.5H14.062ZM.388,2.317H14.062V8.5H.388Z"
          transform="translate(0 0)"
          fill={fill}
        />
        <path
          d="M7.6,10.85H2.461a.182.182,0,1,0,0,.364H7.6a.182.182,0,1,0,0-.364"
          transform="translate(-0.715 -3.892)"
          fill={fill}
        />
      </g>
    </svg>
  )
}

```