explore-services/explore/src/assets/explore-assets/deposit/envelop-hero-deposit.svg

61 lines
33 KiB
XML

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="460.125" height="464.602" viewBox="0 0 460.125 464.602">
<defs>
<linearGradient id="linear-gradient" x1="-0.349" y1="-0.231" x2="2.336" y2="2.342" gradientUnits="objectBoundingBox">
<stop offset="0" stop-color="#feca1d"/>
<stop offset="1" stop-color="#fe9f1d"/>
</linearGradient>
<linearGradient id="linear-gradient-2" x1="-1.009" y1="-10.328" x2="3.723" y2="21.424" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-3" x1="-0.998" y1="-8.546" x2="3.734" y2="23.198" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-4" x1="-1.017" y1="-11.959" x2="3.704" y2="19.363" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-5" x1="-1.671" y1="-1.735" x2="6.453" y2="9.437" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-6" x1="-0.27" y1="-0.425" x2="2.929" y2="5.41" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-7" x1="-0.335" y1="-1.11" x2="2.868" y2="4.976" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-8" x1="-0.4" y1="-1.739" x2="2.802" y2="4.343" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-9" x1="-3.925" y1="-3.988" x2="7.685" y2="7.17" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-10" x1="-22.452" y1="-8.66" x2="25.492" y2="37.309" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-11" x1="-19.442" y1="-9.779" x2="28.393" y2="36.296" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-12" x1="-0.27" y1="-0.336" x2="1.81" y2="1.922" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-13" x1="-1.573" y1="-1.603" x2="3.859" y2="3.63" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-14" x1="-20.818" y1="-9.169" x2="26.775" y2="36.613" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-15" x1="-1.671" y1="-3.286" x2="6.424" y2="10.862" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-16" x1="-0.279" y1="-2.808" x2="7.856" y2="11.402" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-17" x1="-3.06" y1="-3.81" x2="5.04" y2="10.341" xlink:href="#linear-gradient"/>
<linearGradient id="linear-gradient-18" x1="0.169" y1="-0.286" x2="1.405" y2="2.647" xlink:href="#linear-gradient"/>
</defs>
<g id="Asset_5_5_" data-name="Asset 5 (5)" transform="translate(0 -0.078)" style="isolation: isolate">
<g id="Layer_2" data-name="Layer 2" transform="translate(0 0.078)">
<g id="Layer_1" data-name="Layer 1">
<path id="Path_104614" data-name="Path 104614" d="M191.936,196.712,28.613,249.967a4.708,4.708,0,0,1-6.092-5.411,1.014,1.014,0,0,1,.149-.639L63.229,78v-.107a10.076,10.076,0,0,1,16.935-4.26L193.747,189a4.729,4.729,0,0,1-1.811,7.711Z" transform="translate(25.345 79.58)" fill="#f9f9f9"/>
<path id="Path_104615" data-name="Path 104615" d="M198.158,137.743,317.769,259.272a2.641,2.641,0,0,1-2.407,4.452l-.618-.149L30.319,193.917h0a2.62,2.62,0,0,1,0-5.006l161.747-52.659a6.135,6.135,0,0,1,6.092,1.491Z" transform="translate(32.181 153.524)" fill="#f9f9f9"/>
<path id="Path_104616" data-name="Path 104616" d="M283.591,118.307,242.968,284.058h0a4.729,4.729,0,0,1-7.988,2.13L114.282,163.6a3.685,3.685,0,0,1,1.491-6.092l161.662-52.382a4.729,4.729,0,0,1,6.007,3.238,19.576,19.576,0,0,1,.149,9.948Z" transform="translate(127.965 118.384)" fill="#f9f9f9"/>
<image id="Rectangle_16911" data-name="Rectangle 16911" width="430.302" height="332.313" transform="translate(0 102.445)" xlink:href="data:image/png;base64,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" style="mix-blend-mode: screen;isolation: isolate"/>
<path id="Path_104617" data-name="Path 104617" d="M191.936,196.712,28.613,249.967a4.708,4.708,0,0,1-6.092-5.411,1.014,1.014,0,0,1,.149-.639L63.229,78v-.107a10.076,10.076,0,0,1,16.935-4.26L193.747,189a4.729,4.729,0,0,1-1.811,7.711Z" transform="translate(25.345 79.58)" fill="#faf9fa"/>
<path id="Path_104618" data-name="Path 104618" d="M198.158,137.743,317.769,259.272a2.641,2.641,0,0,1-2.407,4.452l-.618-.149L30.319,193.917h0a2.62,2.62,0,0,1,0-5.006l161.747-52.659a6.135,6.135,0,0,1,6.092,1.491Z" transform="translate(32.181 153.524)" fill="#faf9fa"/>
<path id="Path_104619" data-name="Path 104619" d="M283.591,118.307,242.968,284.058h0a4.729,4.729,0,0,1-7.988,2.13L114.282,163.6a3.685,3.685,0,0,1,1.491-6.092l161.662-52.382a4.729,4.729,0,0,1,6.007,3.238,19.576,19.576,0,0,1,.149,9.948Z" transform="translate(127.965 118.384)" fill="#faf9fa"/>
<image id="Rectangle_16912" data-name="Rectangle 16912" width="430.302" height="332.313" transform="translate(29.823 132.29)" opacity="0.11" xlink:href="data:image/png;base64,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" style="mix-blend-mode: multiply;isolation: isolate"/>
<path id="Path_104620" data-name="Path 104620" d="M191.936,196.712,28.613,249.967a4.708,4.708,0,0,1-6.092-5.411,1.014,1.014,0,0,1,.149-.639L63.229,78v-.107a10.076,10.076,0,0,1,16.935-4.26L193.747,189a4.729,4.729,0,0,1-1.811,7.711Z" transform="translate(25.345 79.58)" fill="#faf9fa"/>
<path id="Path_104621" data-name="Path 104621" d="M198.158,137.743,317.769,259.272a2.641,2.641,0,0,1-2.407,4.452l-.618-.149L30.319,193.917h0a2.62,2.62,0,0,1,0-5.006l161.747-52.659a6.135,6.135,0,0,1,6.092,1.491Z" transform="translate(32.181 153.524)" fill="#faf9fa"/>
<path id="Path_104622" data-name="Path 104622" d="M283.591,118.307,242.968,284.058h0a4.729,4.729,0,0,1-7.988,2.13L114.282,163.6a3.685,3.685,0,0,1,1.491-6.092l161.662-52.382a4.729,4.729,0,0,1,6.007,3.238,19.576,19.576,0,0,1,.149,9.948Z" transform="translate(127.965 118.384)" fill="#faf9fa"/>
<path id="Path_104623" data-name="Path 104623" d="M115.457,30.59l-10.076-9.352a1.768,1.768,0,0,0-1.257-.447L74.536,21.9a1.811,1.811,0,0,0-1.725,1.853l1.853,49.527A1.832,1.832,0,0,0,76.517,75l39.3-1.47a1.832,1.832,0,0,0,1.725-1.853l-1.534-39.792a1.811,1.811,0,0,0-.554-1.278Zm-11.12-5.453,7.221,6.753-7.03.256ZM78.178,71.362,76.453,25.35l24.455-.916.256,9.586a1.811,1.811,0,0,0,1.853,1.725l9.586-.362,1.3,34.637Z" transform="translate(82.29 23.329)" fill="url(#linear-gradient)"/>
<path id="Path_104624" data-name="Path 104624" d="M101,36.211l-21.771.809A1.832,1.832,0,0,0,77.5,38.874,1.768,1.768,0,0,0,79.353,40.6l21.835-.809A1.792,1.792,0,1,0,101,36.211Z" transform="translate(87.591 40.757)" fill="url(#linear-gradient-2)"/>
<path id="Path_104625" data-name="Path 104625" d="M100.867,32.541l-21.792.809a1.789,1.789,0,0,0-1.7,1.853,1.747,1.747,0,0,0,1.853,1.725l21.835-.809a1.792,1.792,0,0,0-.192-3.579Z" transform="translate(87.444 36.609)" fill="url(#linear-gradient-3)"/>
<path id="Path_104626" data-name="Path 104626" d="M101.154,39.91l-21.771.809a1.822,1.822,0,0,0,.128,3.643l21.835-.831a1.789,1.789,0,0,0,1.725-1.853,1.811,1.811,0,0,0-1.917-1.7Z" transform="translate(87.732 44.94)" fill="url(#linear-gradient-4)"/>
<path id="Path_104627" data-name="Path 104627" d="M79.253,37.478l10.885-.4a1.768,1.768,0,0,0,1.725-1.853l-.32-8.414a1.811,1.811,0,0,0-1.853-1.725l-10.885.4a1.811,1.811,0,0,0-1.725,1.853l.32,8.521a1.789,1.789,0,0,0,1.853,1.7Zm1.406-8.521,7.371-.277.192,4.921-7.371.277Z" transform="translate(87.116 28.179)" fill="url(#linear-gradient-5)"/>
<path id="Path_104628" data-name="Path 104628" d="M187.6,46.419c-2.024.4-19.7,4.26-22.133,9.437a1.534,1.534,0,0,0-.447,1.491,2.321,2.321,0,0,0,.32.831L167.2,67.1c1.257,6.114,22.559,1.875,24.987,1.385s23.645-5.091,22.388-11.226L212.591,47.8C211.334,41.669,190.032,45.908,187.6,46.419ZM168.432,56.857c1.342-1.512,7.967-4.857,19.854-7.328,11.034-2.279,18.682-2.13,20.94-1.236-1.342,1.491-7.967,4.836-19.854,7.307-11.035,2.3-18.7,2.109-20.961,1.257Zm.4,3.3c6.753,1.534,20.6-1.321,21.2-1.427s14.911-3.131,20.28-7.328l1.321,6.391c-.469,1.15-6.8,4.878-20.067,7.626s-20.578,1.853-21.451,1Z" transform="translate(186.461 50.147)" fill="url(#linear-gradient-6)"/>
<path id="Path_104629" data-name="Path 104629" d="M212.117,52.3a1.534,1.534,0,0,0-1.172,1.7c-.426,1.129-6.753,4.878-20.067,7.626s-20.62,1.853-21.451,1a1.555,1.555,0,0,0-1.747-1.129,1.576,1.576,0,0,0-1.15,1.875l2.13,10.417c1.257,6.114,22.559,1.9,24.987,1.385s23.645-5.091,22.367-11.2l-2.13-10.417a1.534,1.534,0,0,0-1.768-1.257Zm-.447,5.24,1.449,6.9c-.469,1.129-6.817,4.857-20.088,7.626s-20.556,1.832-21.43.98l-1.427-6.881c6.689,1.6,20.748-1.278,21.3-1.406S206.174,61.674,211.67,57.542Z" transform="translate(188.17 58.92)" fill="url(#linear-gradient-7)"/>
<path id="Path_104630" data-name="Path 104630" d="M213.639,59.632a1.534,1.534,0,0,0-1.15,1.725c-.426,1.108-6.753,4.857-20.088,7.626s-20.62,1.853-21.451.98a1.534,1.534,0,0,0-1.747-1.108,1.555,1.555,0,0,0-1.15,1.875l2.13,10.417c1.257,6.114,22.559,1.875,24.987,1.385s23.645-5.091,22.388-11.226l-2.13-10.417a1.555,1.555,0,0,0-1.789-1.257Zm-.426,5.262,1.427,6.881c-.469,1.15-6.8,4.878-20.067,7.626s-20.578,1.853-21.451,1L171.7,73.5c6.689,1.619,20.748-1.257,21.3-1.385S207.7,68.962,213.213,64.893Z" transform="translate(189.886 67.205)" fill="url(#linear-gradient-8)"/>
<path id="Path_104631" data-name="Path 104631" d="M125.513,85.938a6.582,6.582,0,1,0-5.075-.168A6.582,6.582,0,0,0,125.513,85.938Zm-5.453-5.006a3.387,3.387,0,1,1,4.26,2,3.387,3.387,0,0,1-4.26-2Z" transform="translate(131.773 82.565)" fill="url(#linear-gradient-9)"/>
<path id="Path_104632" data-name="Path 104632" d="M128.071,64.647a1.619,1.619,0,0,0,.937-2.13,1.6,1.6,0,1,0-.937,2.13Z" transform="translate(142.338 69.389)" fill="url(#linear-gradient-10)"/>
<path id="Path_104633" data-name="Path 104633" d="M123.716,66.26a1.6,1.6,0,1,0-2.13-.959,1.619,1.619,0,0,0,2.13.959Z" transform="translate(137.32 71.249)" fill="url(#linear-gradient-11)"/>
<path id="Path_104634" data-name="Path 104634" d="M155.369,59.078,104.543,77.823a4.452,4.452,0,0,0-2.641,5.688l13.846,37.47a4.452,4.452,0,0,0,5.709,2.641L172.262,104.9a4.431,4.431,0,0,0,2.578-5.752l-13.8-37.428A4.452,4.452,0,0,0,155.369,59.078ZM104.947,82.51a1.214,1.214,0,0,1,.746-1.619l50.784-18.725a1.214,1.214,0,0,1,1.619.746l1.917,5.176-48.1,17.745h-.17a1.555,1.555,0,0,0-.852.873,1.6,1.6,0,0,0,0,1.214,1.491,1.491,0,0,0,.873.852,1.6,1.6,0,0,0,1.214,0l48.1-17.723,10.8,29.248a1.236,1.236,0,0,1-.746,1.6l-50.805,18.746a1.236,1.236,0,0,1-1.6-.746Z" transform="translate(114.869 66.31)" fill="url(#linear-gradient-12)"/>
<path id="Path_104635" data-name="Path 104635" d="M117.347,92.089l1.3-.469-.575,1.257a1.576,1.576,0,0,0,.788,2.13l5.176,2.407a1.6,1.6,0,0,0,2.13-.788l.6-1.257.469,1.3a1.6,1.6,0,0,0,2.13.959l5.347-1.981a1.6,1.6,0,0,0,.959-2.13l-.49-1.3,1.257.575a1.6,1.6,0,0,0,2.13-.788l2.386-5.155a1.662,1.662,0,0,0,0-1.236,1.555,1.555,0,0,0-.831-.895l-1.236-.575,1.3-.469a1.576,1.576,0,0,0,.937-2.13l-1.96-5.347a1.619,1.619,0,0,0-2.13-.959l-1.278.49h0l.554-1.108a1.6,1.6,0,0,0-.767-2.13l-5.176-2.386a1.619,1.619,0,0,0-2.13.767l-.554,1.172h0l-.49-1.3a1.6,1.6,0,0,0-2.13-.937l-5.326,1.96h-.149a1.576,1.576,0,0,0-.809,2l.469,1.3-1.257-.575a1.576,1.576,0,0,0-2.13.767l-2.386,5.176a1.6,1.6,0,0,0,.767,2.13l1.257.575-1.3.49a1.6,1.6,0,0,0-.959,2.13l1.981,5.347a1.576,1.576,0,0,0,2.13.98Zm1.47-7.818a7.669,7.669,0,0,1,0-1.725,1.6,1.6,0,0,0-.916-1.662l-.873-.4,1.065-2.3.873.4a1.576,1.576,0,0,0,1.853-.383,9.5,9.5,0,0,1,1.257-1.172,1.6,1.6,0,0,0,.554-1.811l-.341-.916,2.365-.873.32.916a1.619,1.619,0,0,0,1.619,1.023,11.332,11.332,0,0,1,1.683,0h0l1.278-.469h0l.149-.213h0l.128-.256.234-.49,2.258,1.044-.234.49a1.428,1.428,0,0,1-.128.256h0v.234l.447,1.3h0a7.454,7.454,0,0,1,1.172,1.278,1.619,1.619,0,0,0,1.832.554l.895-.341.873,2.343-.916.341a1.6,1.6,0,0,0-1.023,1.6,11.5,11.5,0,0,1,0,1.7l.469,1.385.256.213h.383l.49.234-1.044,2.258-.746-.341h-.469l-1.321.469h0A8.523,8.523,0,0,1,132,90.087a1.555,1.555,0,0,0-.533,1.832l.32.916-2.343.852-.341-.895a1.576,1.576,0,0,0-1.6-1.044,10.992,10.992,0,0,1-1.725,0,1.576,1.576,0,0,0-1.662.895l-.4.873-2.279-1.065.4-.873a1.6,1.6,0,0,0-.4-1.853,7.073,7.073,0,0,1-1.15-1.257,1.6,1.6,0,0,0-1.832-.554l-.916.341-.852-2.365.895-.32a1.619,1.619,0,0,0,1.236-1.3ZM132.45,75.751Z" transform="translate(127.84 78.587)" fill="url(#linear-gradient-13)"/>
<path id="Path_104636" data-name="Path 104636" d="M125.889,65.466a1.6,1.6,0,0,0-1.108-3,1.619,1.619,0,0,0-.937,2.13,1.6,1.6,0,0,0,2.045.873Z" transform="translate(139.834 70.317)" fill="url(#linear-gradient-14)"/>
<path id="Path_104637" data-name="Path 104637" d="M148.307,15.629a4.942,4.942,0,1,1-.167-3.832,4.963,4.963,0,0,1,.167,3.832Z" transform="translate(156.739 9.959)" fill="url(#linear-gradient-15)"/>
<path id="Path_104638" data-name="Path 104638" d="M141.761,13.334a4.942,4.942,0,1,1-.167-3.832,4.942,4.942,0,0,1,.167,3.832Z" transform="translate(149.395 7.375)" fill="url(#linear-gradient-16)"/>
<path id="Path_104639" data-name="Path 104639" d="M154.884,17.731a4.963,4.963,0,1,1-3.127-6.054,4.963,4.963,0,0,1,3.127,6.054Z" transform="translate(164.05 12.713)" fill="url(#linear-gradient-17)"/>
<path id="Path_104640" data-name="Path 104640" d="M178.4,10.563,150.918,1A19.3,19.3,0,0,0,138.136,37.4l27.48,9.65A19.3,19.3,0,0,0,178.4,10.648Zm-11.439,32.55L139.5,33.569A15.216,15.216,0,0,1,149.576,4.854l27.458,9.629A15.216,15.216,0,0,1,166.958,43.2Z" transform="translate(142.114 -0.078)" fill="url(#linear-gradient-18)"/>
</g>
</g>
</g>
</svg>