From 50f6b7b1c8395c92d8766dbd94479bbfde089d7d Mon Sep 17 00:00:00 2001
From: HAUTBOIS Aurelie <aurelie.hautbois@ext.soprasteria.com>
Date: Thu, 4 Mar 2021 10:30:38 +0100
Subject: [PATCH] feat: update integration landing page

---
 _variables.scss                    |   4 +
 assets/fluid-icons-pipes.svg       |  16 +
 assets/fluid-pipes-yellow.svg      |   8 +
 assets/icon-gl.svg                 |   9 +
 assets/icon-shield.svg             |  26 ++
 assets/illu-landing-graph.svg      | 353 ++++++++--------------
 assets/illu-mobile-challenge.svg   |  30 ++
 assets/illu-mobile-consumption.svg |  29 ++
 assets/illu-mobile-ecogesture.svg  |  29 ++
 assets/logo-gouv.svg               |   9 +
 assets/logo-territoire.svg         |   9 +
 assets/logo-tiga-white.svg         |   9 +
 assets/pattern-dot.svg             |  23 ++
 index.html                         | 119 ++++----
 style.css                          | 451 +++++++++++++++++++++--------
 style.css.map                      |   2 +-
 style.scss                         | 375 +++++++++++++++++++-----
 17 files changed, 1028 insertions(+), 473 deletions(-)
 create mode 100644 assets/fluid-icons-pipes.svg
 create mode 100644 assets/fluid-pipes-yellow.svg
 create mode 100644 assets/icon-gl.svg
 create mode 100644 assets/icon-shield.svg
 create mode 100644 assets/illu-mobile-challenge.svg
 create mode 100644 assets/illu-mobile-consumption.svg
 create mode 100644 assets/illu-mobile-ecogesture.svg
 create mode 100644 assets/logo-gouv.svg
 create mode 100644 assets/logo-territoire.svg
 create mode 100644 assets/logo-tiga-white.svg
 create mode 100644 assets/pattern-dot.svg

diff --git a/_variables.scss b/_variables.scss
index d969df6..925dcc9 100644
--- a/_variables.scss
+++ b/_variables.scss
@@ -1,4 +1,5 @@
 $yellow: #f1c017;
+$dark-yellow: #b97715;
 $black: #121212;
 $elec-color: #d87b39;
 $gaz-color: #45d1b8;
@@ -6,10 +7,13 @@ $water-color: #3a98ec;
 $grey: #a0a0a0;
 $grey-blue: #454b4e;
 $green: #4dab9a;
+$light-green: #7fd771;
 $orange: #ffa344;
 $pink: #e255a1;
 $blue: #529cca;
+$light-blue: #61f0f2;
 $red: #ff7369;
+$red-alert: #ff0101;
 $purple: #9a6dd7;
 
 $small-device: 768px;
diff --git a/assets/fluid-icons-pipes.svg b/assets/fluid-icons-pipes.svg
new file mode 100644
index 0000000..49e5813
--- /dev/null
+++ b/assets/fluid-icons-pipes.svg
@@ -0,0 +1,16 @@
+<svg width="723" height="357" viewBox="0 0 723 357" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M17 56C17 95.8333 17 58.3 17 79.5C17 106 18.5 164 101.5 164C184.5 164 228.5 164 251.5 164C274.5 164 341 159 341 235.5C341 296.7 341 333.333 341 344" stroke="#D87B39" stroke-width="2"/>
+<path d="M707 56C707 95.8333 707 58.3 707 79.5C707 106 705.5 164 622.5 164C539.5 164 503 164 480 164C457 164 390.5 159 390.5 235.5C390.5 296.7 390.5 333.333 390.5 344" stroke="#45D1B8" stroke-width="2"/>
+<path d="M25.5 55.1992C25.5 107 27 154.497 110 154.497C193 154.497 239 154.497 262 154.497C285 154.497 351.5 163.497 351.5 228.997C351.5 290.197 351.5 345.829 351.5 356.496" stroke="#D87B39" stroke-width="2"/>
+<path d="M699.5 56.5C699.5 96.3333 699.5 39.3006 699.5 60.5006C699.5 106.001 698 154.501 615 154.501C532 154.501 492.5 154.501 469.5 154.501C446.5 154.501 380 163.501 380 229.001C380 290.201 380 345.834 380 356.501" stroke="#45D1B8" stroke-width="2"/>
+<path d="M360 350V55" stroke="#3A98EC" stroke-width="2"/>
+<path d="M370 350V55" stroke="#3A98EC" stroke-width="2"/>
+<circle cx="22" cy="22" r="21" fill="#121212" stroke="#D87B39" stroke-width="2"/>
+<path d="M1 22.75L6 26.75L10 19.75L15 30.75L21 13.75L26 29.75L31 17.75L35.7501 28.6265L40 21.5149L43 25" stroke="#D87B39" stroke-width="2"/>
+<circle cx="365" cy="22" r="21" fill="#121212" stroke="#3A98EC" stroke-width="2"/>
+<path d="M345 28.4734C346.185 25.2134 350.157 18.6934 356.558 18.6934C364.56 18.6934 364.56 28.4734 372.562 28.4734C378.963 28.4734 381.453 21.3606 385.009 19.5825" stroke="#3A98EC" stroke-width="2"/>
+<circle cx="701" cy="22" r="21" fill="#121212" stroke="#45D1B8" stroke-width="2"/>
+<circle cx="694" cy="24" r="5" fill="#121212" stroke="#45D1B8" stroke-width="2"/>
+<circle cx="704" cy="32" r="3" fill="#121212" stroke="#45D1B8" stroke-width="2"/>
+<circle cx="703" cy="17" r="8" fill="#121212" stroke="#45D1B8" stroke-width="2"/>
+</svg>
diff --git a/assets/fluid-pipes-yellow.svg b/assets/fluid-pipes-yellow.svg
new file mode 100644
index 0000000..3d976f2
--- /dev/null
+++ b/assets/fluid-pipes-yellow.svg
@@ -0,0 +1,8 @@
+<svg width="692" height="366" viewBox="0 0 692 366" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M1 300.501C1 260.668 1 298.201 1 277.001C1 250.501 2.5 192.501 85.5 192.501C168.5 192.501 212.5 192.501 235.5 192.501C258.5 192.501 325 197.501 325 121.001C325 59.801 325 23.1676 325 12.501" stroke="#E3B82A" stroke-width="2"/>
+<path d="M691 300.501C691 260.668 691 298.201 691 277.001C691 250.501 689.5 192.501 606.5 192.501C523.5 192.501 487 192.501 464 192.501C441 192.501 374.5 197.501 374.5 121.001C374.5 59.801 374.5 23.1676 374.5 12.501" stroke="#E3B82A" stroke-width="2"/>
+<path d="M9.5 301.302C9.5 249.501 11 202.004 94 202.004C177 202.004 223 202.004 246 202.004C269 202.004 335.5 193.004 335.5 127.504C335.5 66.3043 335.5 10.6717 335.5 0.00506592" stroke="#E3B82A" stroke-width="2"/>
+<path d="M683.5 300.001C683.5 260.168 683.5 317.2 683.5 296C683.5 250.5 682 202 599 202C516 202 476.5 202 453.5 202C430.5 202 364 193 364 127.5C364 66.3003 364 10.667 364 0.000366211" stroke="#E3B82A" stroke-width="2"/>
+<path d="M344 6.00097V366.001" stroke="#E3B82A" stroke-width="2"/>
+<path d="M354 6.00097V366.001" stroke="#E3B82A" stroke-width="2"/>
+</svg>
diff --git a/assets/icon-gl.svg b/assets/icon-gl.svg
new file mode 100644
index 0000000..0e9f8d2
--- /dev/null
+++ b/assets/icon-gl.svg
@@ -0,0 +1,9 @@
+<svg width="121" height="91" viewBox="0 0 121 91" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<rect width="121" height="91" fill="url(#pattern0)"/>
+<defs>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(-0.167233 -0.306478) scale(0.00473898 0.00614121)"/>
+</pattern>
+<image id="image0" width="262" height="270" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/icon-shield.svg b/assets/icon-shield.svg
new file mode 100644
index 0000000..0c1b7ec
--- /dev/null
+++ b/assets/icon-shield.svg
@@ -0,0 +1,26 @@
+<svg width="216" height="246" viewBox="0 0 216 246" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<g filter="url(#filter0_d)">
+<path d="M108 230C215.024 187.739 206.706 127.656 201.161 38.0413C166.78 36.5138 136.281 25.8211 108 8C79.719 25.8211 49.2199 36.5138 14.8391 38.0413C9.29377 127.656 0.975825 187.739 108 230Z" fill="white"/>
+<path d="M108 12.7121C135.214 29.4556 164.56 39.7726 197.391 41.8443C197.531 44.0708 197.671 46.2759 197.81 48.4598C200.393 88.993 202.512 122.253 193.003 150.502C182.989 180.249 159.796 204.955 108 225.695C56.2036 204.955 33.0106 180.249 22.997 150.502C13.4876 122.253 15.6069 88.993 18.1896 48.4599C18.3288 46.2759 18.4693 44.0708 18.6094 41.8443C51.4403 39.7726 80.7864 29.4556 108 12.7121Z" stroke="url(#paint0_linear)" stroke-width="8"/>
+</g>
+<rect x="50" y="70" width="121" height="91" fill="url(#pattern0)"/>
+<defs>
+<filter id="filter0_d" x="0" y="0" width="216" height="246" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
+<feFlood flood-opacity="0" result="BackgroundImageFix"/>
+<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
+<feOffset dy="4"/>
+<feGaussianBlur stdDeviation="6"/>
+<feColorMatrix type="matrix" values="0 0 0 0 0.341667 0 0 0 0 0.253437 0 0 0 0 0.122431 0 0 0 0.7 0"/>
+<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
+<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
+</filter>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(-0.167233 -0.306478) scale(0.00473898 0.00614121)"/>
+</pattern>
+<linearGradient id="paint0_linear" x1="104.7" y1="8" x2="104.7" y2="230" gradientUnits="userSpaceOnUse">
+<stop stop-color="#323339"/>
+<stop offset="1" stop-color="#25262B"/>
+</linearGradient>
+<image id="image0" width="262" height="270" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/illu-landing-graph.svg b/assets/illu-landing-graph.svg
index d0b7e15..8cf82db 100644
--- a/assets/illu-landing-graph.svg
+++ b/assets/illu-landing-graph.svg
@@ -1,14 +1,14 @@
-<svg viewBox="0 0 725 573" fill="none" xmlns="http://www.w3.org/2000/svg">
- <style type="text/css">
+<svg width="604" height="550" viewBox="0 0 604 550" fill="none" xmlns="http://www.w3.org/2000/svg">
+<style type="text/css">
 @keyframes balance {
   0% {
-    transform: rotateZ(-10deg);
+    transform: rotateZ(0deg);
   }
   50% {
-    transform: rotateZ(5deg);
+    transform: rotateZ(10deg);
   }
   100% {
-    transform: rotateZ(-10deg);
+    transform: rotateZ(0deg);
   }
 }
 @keyframes appearDisappear {
@@ -63,236 +63,133 @@
   animation-timing-function: ease-in;
   animation-iteration-count: infinite;
 }</style>
-<g id="illu landing graph" clip-path="url(#clip0)">
-<g id="Group 297">
-<g id="Group 269">
-<g id="histo">
-<g id="Rectangle 42">
-<path d="M153.304 348.324C153.304 342.801 157.781 338.324 163.304 338.324H188.764C194.287 338.324 198.764 342.801 198.764 348.324V573H153.304V348.324Z" fill="#E3B82A"/>
-<path d="M153.304 348.324C153.304 342.801 157.781 338.324 163.304 338.324H188.764C194.287 338.324 198.764 342.801 198.764 348.324V573H153.304V348.324Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Rectangle 41">
-<path d="M78 414C78 408.477 82.4772 404 88 404H113C118.523 404 123 408.477 123 414V573H78V414Z" fill="#E3B82A"/>
-<path d="M78 414C78 408.477 82.4772 404 88 404H113C118.523 404 123 408.477 123 414V573H78V414Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="eco/picto/4-hibernation" clip-path="url(#clip1)">
-<g id="Group 243">
-<g id="Group 234">
-<g id="Rectangle 148" filter="url(#filter0_f)">
-<path d="M26.9448 449.929C26.9448 448.273 28.288 446.929 29.9448 446.929H93.3033C94.9602 446.929 96.3033 448.273 96.3033 449.929V573.5H26.9448V449.929Z" fill="black" fill-opacity="0.45"/>
-</g>
-<path id="Rectangle 153" d="M24.9448 448.929C24.9448 447.273 26.288 445.929 27.9448 445.929H91.3033C92.9602 445.929 94.3033 447.273 94.3033 448.929V572.5H24.9448V448.929Z" fill="#AFF1FF"/>
-<path id="Rectangle 149" d="M24.9448 497.194H94.3033V569.584C94.3033 571.241 92.9602 572.584 91.3033 572.584H27.9448C26.288 572.584 24.9448 571.241 24.9448 569.584V497.194Z" fill="#AFF1FF"/>
-<rect id="Rectangle 150" x="33.9917" y="503.226" width="6.03117" height="60.3117" rx="3.01558" fill="white"/>
-<rect id="Rectangle 151" x="82.2412" y="503.226" width="3.01559" height="30.1559" rx="1.50779" fill="black"/>
-<path id="Rectangle 152" d="M27.9604 450.945C27.9604 449.841 28.8559 448.945 29.9604 448.945H89.2878C90.3923 448.945 91.2878 449.84 91.2878 450.945V494.179H27.9604V450.945Z" fill="#3A9DB1"/>
-<g id="Group 233">
-<path id="Intersect" d="M88.2722 494.179H30.9761C32.2296 483.787 44.5771 476.085 59.6241 476.085C74.6712 476.085 87.0187 483.787 88.2722 494.179Z" fill="#91531A"/>
-<path id="Ellipse 135" d="M78.9026 470.054C78.9026 473.878 80.2956 478.771 77.296 482.116C73.7635 486.057 65.3822 488.148 59.6243 488.148C53.8664 488.148 45.485 485.291 41.9525 481.351C38.953 478.005 40.346 473.878 40.346 470.054C40.346 461.727 48.9772 457.992 59.6243 457.992C70.2714 457.992 78.9026 461.727 78.9026 470.054Z" fill="#BD7A3B"/>
-<path id="Ellipse 141 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M56.2821 467.181C56.7214 467.385 56.912 467.907 56.708 468.346C55.7842 470.335 54.0556 471.479 52.2875 471.762C50.5349 472.041 48.6667 471.475 47.5758 469.95C47.294 469.556 47.3848 469.008 47.7786 468.727C48.1725 468.445 48.7202 468.536 49.002 468.929C49.6326 469.811 50.7803 470.226 52.0111 470.03C53.2266 469.836 54.4491 469.046 55.1175 467.607C55.3215 467.168 55.8429 466.977 56.2821 467.181Z" fill="black"/>
-<path id="Ellipse 141 (Stroke)_2" fill-rule="evenodd" clip-rule="evenodd" d="M62.9639 467.181C62.5247 467.385 62.3341 467.907 62.5381 468.346C63.4619 470.335 65.1905 471.479 66.9586 471.762C68.7112 472.041 70.5794 471.475 71.6703 469.95C71.9521 469.556 71.8613 469.008 71.4675 468.727C71.0736 468.445 70.5259 468.536 70.2441 468.929C69.6135 469.811 68.4658 470.226 67.235 470.03C66.0195 469.836 64.797 469.046 64.1286 467.607C63.9246 467.168 63.4032 466.977 62.9639 467.181Z" fill="black"/>
-<ellipse id="Ellipse 136" cx="43.0385" cy="461.007" rx="6.03117" ry="6.03117" fill="#BD793B"/>
-<path id="Subtract" d="M46.0541 461.007C46.0541 459.342 44.704 457.992 43.0385 457.992C41.3731 457.992 40.0229 459.342 40.0229 461.007C40.0229 462.673 41.3731 464.023 43.0385 464.023C43.0385 462.357 44.3887 461.007 46.0541 461.007Z" fill="#E4B080"/>
-<ellipse id="Ellipse 137" cx="76.2099" cy="461.007" rx="6.03117" ry="6.03117" fill="#BD793B"/>
-<path id="Rectangle 155" d="M49.0698 482.116C49.0698 477.12 53.7953 473.07 59.6244 473.07C65.4535 473.07 70.1789 477.12 70.1789 482.116C70.1789 491.163 65.4535 491.163 59.6244 491.163C53.7953 491.163 49.0698 491.163 49.0698 482.116Z" fill="#E4B080"/>
-<path id="Subtract_2" d="M76.2099 464.023C77.8754 464.023 79.2255 462.673 79.2255 461.007C79.2255 459.342 77.8754 457.992 76.2099 457.992C74.5445 457.992 73.1943 459.342 73.1943 461.007C74.8598 461.007 76.2099 462.357 76.2099 464.023Z" fill="#E4B080"/>
-<path id="Ellipse 139 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M59.624 479.855C60.0403 479.855 60.3779 480.192 60.3779 480.609C60.3779 483.943 58.1531 486.923 55.1006 486.923C54.6842 486.923 54.3467 486.585 54.3467 486.169C54.3467 485.752 54.6842 485.415 55.1006 485.415C57.0445 485.415 58.8701 483.416 58.8701 480.609C58.8701 480.192 59.2076 479.855 59.624 479.855Z" fill="#935822"/>
-<path id="Ellipse 140 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M59.6241 479.855C59.2077 479.855 58.8702 480.192 58.8702 480.609C58.8702 483.943 61.095 486.923 64.1475 486.923C64.5638 486.923 64.9014 486.585 64.9014 486.169C64.9014 485.752 64.5638 485.415 64.1475 485.415C62.2036 485.415 60.378 483.416 60.378 480.609C60.378 480.192 60.0405 479.855 59.6241 479.855Z" fill="#935822"/>
-<path id="Subtract_3" d="M55.8162 478.017C55.3833 479.054 57.7149 481.315 59.624 481.315C61.5332 481.315 63.9588 479.007 63.4319 478.017C62.9049 477.028 61.98 476.321 59.624 476.321C57.268 476.321 56.2491 476.981 55.8162 478.017Z" fill="#040404"/>
-</g>
-</g>
-<path id="z1" fill-rule="evenodd" clip-rule="evenodd" d="M77.2507 458.407C77.0345 457.603 77.5112 456.776 78.3154 456.56L86.4572 454.371C87.0461 454.213 87.6724 454.425 88.0441 454.908C88.4157 455.392 88.4595 456.051 88.155 456.58L83.5445 464.581L89.0882 463.091C89.8924 462.874 90.7196 463.351 90.9358 464.155C91.152 464.959 90.6753 465.787 89.8711 466.003L80.8121 468.438C80.2232 468.597 79.5968 468.385 79.2252 467.901C78.8535 467.418 78.8097 466.758 79.1142 466.229L83.7248 458.228L79.0983 459.472C78.2941 459.688 77.4669 459.212 77.2507 458.407Z" fill="white"/>
-<path id="z2" fill-rule="evenodd" clip-rule="evenodd" d="M89.179 451.923C88.9628 451.119 89.4395 450.292 90.2437 450.075L102.339 446.824C102.928 446.665 103.554 446.877 103.926 447.361C104.297 447.844 104.341 448.504 104.037 449.033L96.3049 462.45L106.247 459.777C107.051 459.561 107.879 460.038 108.095 460.842C108.311 461.646 107.834 462.473 107.03 462.689L93.5725 466.307C92.9836 466.466 92.3573 466.254 91.9856 465.77C91.614 465.287 91.5702 464.627 91.8746 464.098L99.6063 450.681L91.0266 452.988C90.2224 453.204 89.3952 452.727 89.179 451.923Z" fill="white"/>
-<path id="z3" fill-rule="evenodd" clip-rule="evenodd" d="M107.779 443.792C107.563 442.988 108.04 442.161 108.844 441.944L126.072 437.313C126.661 437.154 127.287 437.366 127.659 437.85C128.03 438.333 128.074 438.993 127.77 439.522L115.985 459.972L131.639 455.764C132.443 455.547 133.271 456.024 133.487 456.828C133.703 457.632 133.226 458.46 132.422 458.676L113.253 463.829C112.664 463.988 112.038 463.776 111.666 463.292C111.295 462.809 111.251 462.149 111.555 461.62L123.34 441.17L109.627 444.857C108.822 445.073 107.995 444.596 107.779 443.792Z" fill="white"/>
-</g>
-</g>
-<g id="Rectangle 40" filter="url(#filter1_f)">
-<path d="M9 414C9 408.477 13.4772 404 19 404H43C48.5228 404 53 408.477 53 414V576H9V414Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Rectangle 48">
-<path d="M2.17773 288.119C2.17773 282.597 6.65489 278.119 12.1777 278.119H36.4098C41.9327 278.119 46.4098 282.597 46.4098 288.119V573H2.17773V288.119Z" fill="#E3B82A"/>
-<path d="M2.17773 288.119C2.17773 282.597 6.65489 278.119 12.1777 278.119H36.4098C41.9327 278.119 46.4098 282.597 46.4098 288.119V573H2.17773V288.119Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Rectangle 45">
-<path d="M305.658 361.839C305.658 356.316 310.135 351.839 315.658 351.839H339.89C345.413 351.839 349.89 356.316 349.89 361.839V573H305.658V361.839Z" fill="#E3B82A"/>
-<path d="M305.658 361.839C305.658 356.316 310.135 351.839 315.658 351.839H339.89C345.413 351.839 349.89 356.316 349.89 361.839V573H305.658V361.839Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Rectangle 44">
-<path d="M229.481 407.3C229.481 401.777 233.958 397.3 239.481 397.3H263.713C269.236 397.3 273.713 401.777 273.713 407.3V573H229.481V407.3Z" fill="#E3B82A"/>
-<path d="M229.481 407.3C229.481 401.777 233.958 397.3 239.481 397.3H263.713C269.236 397.3 273.713 401.777 273.713 407.3V573H229.481V407.3Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Rectangle 46">
-<path d="M381.836 431.874C381.836 426.351 386.313 421.874 391.836 421.874H416.068C421.591 421.874 426.068 426.351 426.068 431.874V573H381.836V431.874Z" fill="#E3B82A"/>
-<path d="M381.836 431.874C381.836 426.351 386.313 421.874 391.836 421.874H416.068C421.591 421.874 426.068 426.351 426.068 431.874V573H381.836V431.874Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Rectangle 47">
-<path d="M458.014 487.164C458.014 481.641 462.491 477.164 468.014 477.164H492.246C497.769 477.164 502.246 481.641 502.246 487.164V573H458.014V487.164Z" fill="#E3B82A"/>
-<path d="M458.014 487.164C458.014 481.641 462.491 477.164 468.014 477.164H492.246C497.769 477.164 502.246 481.641 502.246 487.164V573H458.014V487.164Z" fill="#121212" fill-opacity="0.65"/>
-</g>
-<g id="Mask Group">
-<mask id="mask0" mask-type="alpha" maskUnits="userSpaceOnUse" x="517" y="430" width="79" height="143">
-<rect id="Rectangle 94" width="79" height="142" transform="matrix(-1 0 0 1 596 431)" fill="#C4C4C4"/>
-</mask>
-<g mask="url(#mask0)">
-<g id="Rectangle 46_2" filter="url(#filter2_f)">
-<path d="M578 456C578 450.477 573.523 446 568 446H544C538.477 446 534 450.477 534 456V572H578V456Z" fill="url(#paint0_linear)"/>
-</g>
-</g>
-</g>
-<path id="Rectangle 43" d="M534.191 456.447C534.191 450.924 538.668 446.447 544.191 446.447H568.423C573.946 446.447 578.423 450.924 578.423 456.447V573H534.191V456.447Z" fill="url(#paint1_linear)"/>
-</g>
+<g clip-path="url(#clip0)">
+<g opacity="0.55">
+<line x1="603.5" y1="350.501" x2="7.5" y2="350.501" stroke="#7B7B7B" stroke-linecap="round"/>
+<line x1="603.5" y1="266.501" x2="7.5" y2="266.501" stroke="#7B7B7B" stroke-linecap="round"/>
+<line x1="603.5" y1="182.501" x2="7.5" y2="182.501" stroke="#7B7B7B" stroke-linecap="round"/>
+</g>
+<path d="M157.67 482.421L157.66 484.001H148.83V469.671H157.66V471.251H150.77V476.011H156.35V477.531H150.77V482.421H157.67ZM157.15 465.481L153.89 468.341C153.79 468.434 153.693 468.491 153.6 468.511C153.507 468.531 153.393 468.541 153.26 468.541H151.98L154.29 465.801C154.403 465.654 154.517 465.564 154.63 465.531C154.75 465.498 154.92 465.481 155.14 465.481H157.15ZM161.695 469.271V484.001H159.915V469.271H161.695ZM171.362 477.831C171.362 477.418 171.302 477.041 171.182 476.701C171.069 476.354 170.899 476.058 170.672 475.811C170.452 475.558 170.182 475.364 169.862 475.231C169.542 475.091 169.179 475.021 168.772 475.021C167.919 475.021 167.242 475.271 166.742 475.771C166.249 476.264 165.942 476.951 165.822 477.831H171.362ZM172.802 482.581C172.582 482.848 172.319 483.081 172.012 483.281C171.705 483.474 171.375 483.634 171.022 483.761C170.675 483.888 170.315 483.981 169.942 484.041C169.569 484.108 169.199 484.141 168.832 484.141C168.132 484.141 167.485 484.024 166.892 483.791C166.305 483.551 165.795 483.204 165.362 482.751C164.935 482.291 164.602 481.724 164.362 481.051C164.122 480.378 164.002 479.604 164.002 478.731C164.002 478.024 164.109 477.364 164.322 476.751C164.542 476.138 164.855 475.608 165.262 475.161C165.669 474.708 166.165 474.354 166.752 474.101C167.339 473.841 167.999 473.711 168.732 473.711C169.339 473.711 169.899 473.814 170.412 474.021C170.932 474.221 171.379 474.514 171.752 474.901C172.132 475.281 172.429 475.754 172.642 476.321C172.855 476.881 172.962 477.521 172.962 478.241C172.962 478.521 172.932 478.708 172.872 478.801C172.812 478.894 172.699 478.941 172.532 478.941H165.762C165.782 479.581 165.869 480.138 166.022 480.611C166.182 481.084 166.402 481.481 166.682 481.801C166.962 482.114 167.295 482.351 167.682 482.511C168.069 482.664 168.502 482.741 168.982 482.741C169.429 482.741 169.812 482.691 170.132 482.591C170.459 482.484 170.739 482.371 170.972 482.251C171.205 482.131 171.399 482.021 171.552 481.921C171.712 481.814 171.849 481.761 171.962 481.761C172.109 481.761 172.222 481.818 172.302 481.931L172.802 482.581ZM182.198 475.671C182.145 475.744 182.092 475.801 182.038 475.841C181.985 475.881 181.912 475.901 181.818 475.901C181.718 475.901 181.608 475.861 181.488 475.781C181.368 475.694 181.218 475.601 181.038 475.501C180.865 475.401 180.648 475.311 180.388 475.231C180.135 475.144 179.822 475.101 179.448 475.101C178.948 475.101 178.508 475.191 178.128 475.371C177.748 475.544 177.428 475.798 177.168 476.131C176.915 476.464 176.722 476.868 176.588 477.341C176.462 477.814 176.398 478.344 176.398 478.931C176.398 479.544 176.468 480.091 176.608 480.571C176.748 481.044 176.945 481.444 177.198 481.771C177.458 482.091 177.768 482.338 178.128 482.511C178.495 482.678 178.905 482.761 179.358 482.761C179.792 482.761 180.148 482.711 180.428 482.611C180.708 482.504 180.938 482.388 181.118 482.261C181.305 482.134 181.458 482.021 181.578 481.921C181.705 481.814 181.828 481.761 181.948 481.761C182.095 481.761 182.208 481.818 182.288 481.931L182.788 482.581C182.568 482.854 182.318 483.088 182.038 483.281C181.758 483.474 181.455 483.638 181.128 483.771C180.808 483.898 180.472 483.991 180.118 484.051C179.765 484.111 179.405 484.141 179.038 484.141C178.405 484.141 177.815 484.024 177.268 483.791C176.728 483.558 176.258 483.221 175.858 482.781C175.458 482.334 175.145 481.788 174.918 481.141C174.692 480.494 174.578 479.758 174.578 478.931C174.578 478.178 174.682 477.481 174.888 476.841C175.102 476.201 175.408 475.651 175.808 475.191C176.215 474.724 176.712 474.361 177.298 474.101C177.892 473.841 178.572 473.711 179.338 473.711C180.052 473.711 180.678 473.828 181.218 474.061C181.765 474.288 182.248 474.611 182.668 475.031L182.198 475.671ZM187.809 484.161C187.009 484.161 186.392 483.938 185.959 483.491C185.532 483.044 185.319 482.401 185.319 481.561V475.361H184.099C183.992 475.361 183.902 475.331 183.829 475.271C183.756 475.204 183.719 475.104 183.719 474.971V474.261L185.379 474.051L185.789 470.921C185.809 470.821 185.852 470.741 185.919 470.681C185.992 470.614 186.086 470.581 186.199 470.581H187.099V474.071H190.029V475.361H187.099V481.441C187.099 481.868 187.202 482.184 187.409 482.391C187.616 482.598 187.882 482.701 188.209 482.701C188.396 482.701 188.556 482.678 188.689 482.631C188.829 482.578 188.949 482.521 189.049 482.461C189.149 482.401 189.232 482.348 189.299 482.301C189.372 482.248 189.436 482.221 189.489 482.221C189.582 482.221 189.666 482.278 189.739 482.391L190.259 483.241C189.952 483.528 189.582 483.754 189.149 483.921C188.716 484.081 188.269 484.161 187.809 484.161ZM193.557 475.901C193.877 475.208 194.27 474.668 194.737 474.281C195.204 473.888 195.774 473.691 196.447 473.691C196.66 473.691 196.864 473.714 197.057 473.761C197.257 473.808 197.434 473.881 197.587 473.981L197.457 475.311C197.417 475.478 197.317 475.561 197.157 475.561C197.064 475.561 196.927 475.541 196.747 475.501C196.567 475.461 196.364 475.441 196.137 475.441C195.817 475.441 195.53 475.488 195.277 475.581C195.03 475.674 194.807 475.814 194.607 476.001C194.414 476.181 194.237 476.408 194.077 476.681C193.924 476.948 193.784 477.254 193.657 477.601V484.001H191.867V473.871H192.887C193.08 473.871 193.214 473.908 193.287 473.981C193.36 474.054 193.41 474.181 193.437 474.361L193.557 475.901ZM201.032 473.871V484.001H199.252V473.871H201.032ZM201.412 470.691C201.412 470.864 201.376 471.028 201.302 471.181C201.236 471.328 201.142 471.461 201.022 471.581C200.909 471.694 200.772 471.784 200.612 471.851C200.459 471.918 200.296 471.951 200.122 471.951C199.949 471.951 199.786 471.918 199.632 471.851C199.486 471.784 199.356 471.694 199.242 471.581C199.129 471.461 199.039 471.328 198.972 471.181C198.906 471.028 198.872 470.864 198.872 470.691C198.872 470.518 198.906 470.354 198.972 470.201C199.039 470.041 199.129 469.904 199.242 469.791C199.356 469.671 199.486 469.578 199.632 469.511C199.786 469.444 199.949 469.411 200.122 469.411C200.296 469.411 200.459 469.444 200.612 469.511C200.772 469.578 200.909 469.671 201.022 469.791C201.142 469.904 201.236 470.041 201.302 470.201C201.376 470.354 201.412 470.518 201.412 470.691ZM211.007 475.671C210.954 475.744 210.9 475.801 210.847 475.841C210.794 475.881 210.72 475.901 210.627 475.901C210.527 475.901 210.417 475.861 210.297 475.781C210.177 475.694 210.027 475.601 209.847 475.501C209.674 475.401 209.457 475.311 209.197 475.231C208.944 475.144 208.63 475.101 208.257 475.101C207.757 475.101 207.317 475.191 206.937 475.371C206.557 475.544 206.237 475.798 205.977 476.131C205.724 476.464 205.53 476.868 205.397 477.341C205.27 477.814 205.207 478.344 205.207 478.931C205.207 479.544 205.277 480.091 205.417 480.571C205.557 481.044 205.754 481.444 206.007 481.771C206.267 482.091 206.577 482.338 206.937 482.511C207.304 482.678 207.714 482.761 208.167 482.761C208.6 482.761 208.957 482.711 209.237 482.611C209.517 482.504 209.747 482.388 209.927 482.261C210.114 482.134 210.267 482.021 210.387 481.921C210.514 481.814 210.637 481.761 210.757 481.761C210.904 481.761 211.017 481.818 211.097 481.931L211.597 482.581C211.377 482.854 211.127 483.088 210.847 483.281C210.567 483.474 210.264 483.638 209.937 483.771C209.617 483.898 209.28 483.991 208.927 484.051C208.574 484.111 208.214 484.141 207.847 484.141C207.214 484.141 206.624 484.024 206.077 483.791C205.537 483.558 205.067 483.221 204.667 482.781C204.267 482.334 203.954 481.788 203.727 481.141C203.5 480.494 203.387 479.758 203.387 478.931C203.387 478.178 203.49 477.481 203.697 476.841C203.91 476.201 204.217 475.651 204.617 475.191C205.024 474.724 205.52 474.361 206.107 474.101C206.7 473.841 207.38 473.711 208.147 473.711C208.86 473.711 209.487 473.828 210.027 474.061C210.574 474.288 211.057 474.611 211.477 475.031L211.007 475.671ZM215.388 473.871V484.001H213.608V473.871H215.388ZM215.768 470.691C215.768 470.864 215.731 471.028 215.658 471.181C215.591 471.328 215.498 471.461 215.378 471.581C215.264 471.694 215.128 471.784 214.968 471.851C214.814 471.918 214.651 471.951 214.478 471.951C214.304 471.951 214.141 471.918 213.988 471.851C213.841 471.784 213.711 471.694 213.598 471.581C213.484 471.461 213.394 471.328 213.328 471.181C213.261 471.028 213.228 470.864 213.228 470.691C213.228 470.518 213.261 470.354 213.328 470.201C213.394 470.041 213.484 469.904 213.598 469.791C213.711 469.671 213.841 469.578 213.988 469.511C214.141 469.444 214.304 469.411 214.478 469.411C214.651 469.411 214.814 469.444 214.968 469.511C215.128 469.578 215.264 469.671 215.378 469.791C215.498 469.904 215.591 470.041 215.658 470.201C215.731 470.354 215.768 470.518 215.768 470.691ZM221.422 484.161C220.622 484.161 220.006 483.938 219.572 483.491C219.146 483.044 218.932 482.401 218.932 481.561V475.361H217.712C217.606 475.361 217.516 475.331 217.442 475.271C217.369 475.204 217.332 475.104 217.332 474.971V474.261L218.992 474.051L219.402 470.921C219.422 470.821 219.466 470.741 219.532 470.681C219.606 470.614 219.699 470.581 219.812 470.581H220.712V474.071H223.642V475.361H220.712V481.441C220.712 481.868 220.816 482.184 221.022 482.391C221.229 482.598 221.496 482.701 221.822 482.701C222.009 482.701 222.169 482.678 222.302 482.631C222.442 482.578 222.562 482.521 222.662 482.461C222.762 482.401 222.846 482.348 222.912 482.301C222.986 482.248 223.049 482.221 223.102 482.221C223.196 482.221 223.279 482.278 223.352 482.391L223.872 483.241C223.566 483.528 223.196 483.754 222.762 483.921C222.329 484.081 221.882 484.161 221.422 484.161ZM232.202 477.831C232.202 477.418 232.142 477.041 232.022 476.701C231.908 476.354 231.738 476.058 231.512 475.811C231.292 475.558 231.022 475.364 230.702 475.231C230.382 475.091 230.018 475.021 229.612 475.021C228.758 475.021 228.082 475.271 227.582 475.771C227.088 476.264 226.782 476.951 226.662 477.831H232.202ZM233.642 482.581C233.422 482.848 233.158 483.081 232.852 483.281C232.545 483.474 232.215 483.634 231.862 483.761C231.515 483.888 231.155 483.981 230.782 484.041C230.408 484.108 230.038 484.141 229.672 484.141C228.972 484.141 228.325 484.024 227.732 483.791C227.145 483.551 226.635 483.204 226.202 482.751C225.775 482.291 225.442 481.724 225.202 481.051C224.962 480.378 224.842 479.604 224.842 478.731C224.842 478.024 224.948 477.364 225.162 476.751C225.382 476.138 225.695 475.608 226.102 475.161C226.508 474.708 227.005 474.354 227.592 474.101C228.178 473.841 228.838 473.711 229.572 473.711C230.178 473.711 230.738 473.814 231.252 474.021C231.772 474.221 232.218 474.514 232.592 474.901C232.972 475.281 233.268 475.754 233.482 476.321C233.695 476.881 233.802 477.521 233.802 478.241C233.802 478.521 233.772 478.708 233.712 478.801C233.652 478.894 233.538 478.941 233.372 478.941H226.602C226.622 479.581 226.708 480.138 226.862 480.611C227.022 481.084 227.242 481.481 227.522 481.801C227.802 482.114 228.135 482.351 228.522 482.511C228.908 482.664 229.342 482.741 229.822 482.741C230.268 482.741 230.652 482.691 230.972 482.591C231.298 482.484 231.578 482.371 231.812 482.251C232.045 482.131 232.238 482.021 232.392 481.921C232.552 481.814 232.688 481.761 232.802 481.761C232.948 481.761 233.062 481.818 233.142 481.931L233.642 482.581ZM232.522 469.511L230.192 472.091C230.098 472.191 230.005 472.264 229.912 472.311C229.825 472.351 229.712 472.371 229.572 472.371H228.512L229.992 469.951C230.085 469.798 230.185 469.688 230.292 469.621C230.405 469.548 230.568 469.511 230.782 469.511H232.522Z" fill="#D87B39"/>
+<g clip-path="url(#clip1)">
+<circle cx="130" cy="476.001" r="10.5" fill="#121212" stroke="#D87B39"/>
+<path d="M119.5 476.376L122 478.376L124 474.876L126.5 480.376L129.5 471.876L132 479.876L134.5 473.876L136.875 479.314L139 475.758L140.5 477.501" stroke="#D87B39"/>
+</g>
+<path d="M302.67 482.421L302.66 484.001H293.83V469.671H302.66V471.251H295.77V476.011H301.35V477.531H295.77V482.421H302.67ZM310.326 479.441C309.506 479.468 308.806 479.534 308.226 479.641C307.652 479.741 307.182 479.874 306.816 480.041C306.456 480.208 306.192 480.404 306.026 480.631C305.866 480.858 305.786 481.111 305.786 481.391C305.786 481.658 305.829 481.888 305.916 482.081C306.002 482.274 306.119 482.434 306.266 482.561C306.419 482.681 306.596 482.771 306.796 482.831C307.002 482.884 307.222 482.911 307.456 482.911C307.769 482.911 308.056 482.881 308.316 482.821C308.576 482.754 308.819 482.661 309.046 482.541C309.279 482.421 309.499 482.278 309.706 482.111C309.919 481.944 310.126 481.754 310.326 481.541V479.441ZM304.576 475.301C305.136 474.761 305.739 474.358 306.386 474.091C307.032 473.824 307.749 473.691 308.536 473.691C309.102 473.691 309.606 473.784 310.046 473.971C310.486 474.158 310.856 474.418 311.156 474.751C311.456 475.084 311.682 475.488 311.836 475.961C311.989 476.434 312.066 476.954 312.066 477.521V484.001H311.276C311.102 484.001 310.969 483.974 310.876 483.921C310.782 483.861 310.709 483.748 310.656 483.581L310.456 482.621C310.189 482.868 309.929 483.088 309.676 483.281C309.422 483.468 309.156 483.628 308.876 483.761C308.596 483.888 308.296 483.984 307.976 484.051C307.662 484.124 307.312 484.161 306.926 484.161C306.532 484.161 306.162 484.108 305.816 484.001C305.469 483.888 305.166 483.721 304.906 483.501C304.652 483.281 304.449 483.004 304.296 482.671C304.149 482.331 304.076 481.931 304.076 481.471C304.076 481.071 304.186 480.688 304.406 480.321C304.626 479.948 304.982 479.618 305.476 479.331C305.969 479.044 306.612 478.811 307.406 478.631C308.199 478.444 309.172 478.338 310.326 478.311V477.521C310.326 476.734 310.156 476.141 309.816 475.741C309.476 475.334 308.979 475.131 308.326 475.131C307.886 475.131 307.516 475.188 307.216 475.301C306.922 475.408 306.666 475.531 306.446 475.671C306.232 475.804 306.046 475.928 305.886 476.041C305.732 476.148 305.579 476.201 305.426 476.201C305.306 476.201 305.202 476.171 305.116 476.111C305.029 476.044 304.956 475.964 304.896 475.871L304.576 475.301ZM323.107 473.871V484.001H322.047C321.794 484.001 321.634 483.878 321.567 483.631L321.427 482.541C320.987 483.028 320.494 483.421 319.947 483.721C319.401 484.014 318.774 484.161 318.067 484.161C317.514 484.161 317.024 484.071 316.597 483.891C316.177 483.704 315.824 483.444 315.537 483.111C315.251 482.778 315.034 482.374 314.887 481.901C314.747 481.428 314.677 480.904 314.677 480.331V473.871H316.457V480.331C316.457 481.098 316.631 481.691 316.977 482.111C317.331 482.531 317.867 482.741 318.587 482.741C319.114 482.741 319.604 482.618 320.057 482.371C320.517 482.118 320.941 481.771 321.327 481.331V473.871H323.107Z" fill="#3A98EC"/>
+<g clip-path="url(#clip2)">
+<path d="M274 485.831C279.759 485.831 284.5 481.524 284.5 476.126C284.5 470.729 279.759 466.422 274 466.422C268.241 466.422 263.5 470.729 263.5 476.126C263.5 481.524 268.241 485.831 274 485.831Z" fill="#121212" stroke="#3A98EC"/>
+<path d="M264 479.106C264.593 477.605 266.578 474.604 269.779 474.604C273.78 474.604 273.78 479.106 277.781 479.106C280.982 479.106 282.226 475.832 284.005 475.014" stroke="#3A98EC"/>
+</g>
+<path d="M407.47 477.111V482.611C406.75 483.131 405.98 483.521 405.16 483.781C404.347 484.034 403.453 484.161 402.48 484.161C401.327 484.161 400.287 483.984 399.36 483.631C398.433 483.271 397.64 482.771 396.98 482.131C396.327 481.484 395.823 480.711 395.47 479.811C395.117 478.911 394.94 477.921 394.94 476.841C394.94 475.748 395.11 474.751 395.45 473.851C395.797 472.951 396.287 472.181 396.92 471.541C397.553 470.894 398.323 470.394 399.23 470.041C400.137 469.688 401.15 469.511 402.27 469.511C402.837 469.511 403.363 469.554 403.85 469.641C404.337 469.721 404.787 469.841 405.2 470.001C405.613 470.154 405.997 470.344 406.35 470.571C406.703 470.791 407.033 471.041 407.34 471.321L406.79 472.201C406.703 472.334 406.59 472.421 406.45 472.461C406.317 472.494 406.167 472.461 406 472.361C405.84 472.268 405.657 472.154 405.45 472.021C405.243 471.888 404.99 471.761 404.69 471.641C404.397 471.514 404.047 471.408 403.64 471.321C403.24 471.234 402.763 471.191 402.21 471.191C401.403 471.191 400.673 471.324 400.02 471.591C399.367 471.851 398.81 472.228 398.35 472.721C397.89 473.208 397.537 473.801 397.29 474.501C397.043 475.194 396.92 475.974 396.92 476.841C396.92 477.741 397.047 478.548 397.3 479.261C397.56 479.968 397.927 480.571 398.4 481.071C398.88 481.564 399.46 481.941 400.14 482.201C400.82 482.461 401.583 482.591 402.43 482.591C403.097 482.591 403.687 482.518 404.2 482.371C404.72 482.218 405.227 482.008 405.72 481.741V478.591H403.49C403.363 478.591 403.26 478.554 403.18 478.481C403.107 478.408 403.07 478.318 403.07 478.211V477.111H407.47ZM415.451 479.441C414.631 479.468 413.931 479.534 413.351 479.641C412.777 479.741 412.307 479.874 411.941 480.041C411.581 480.208 411.317 480.404 411.151 480.631C410.991 480.858 410.911 481.111 410.911 481.391C410.911 481.658 410.954 481.888 411.041 482.081C411.127 482.274 411.244 482.434 411.391 482.561C411.544 482.681 411.721 482.771 411.921 482.831C412.127 482.884 412.347 482.911 412.581 482.911C412.894 482.911 413.181 482.881 413.441 482.821C413.701 482.754 413.944 482.661 414.171 482.541C414.404 482.421 414.624 482.278 414.831 482.111C415.044 481.944 415.251 481.754 415.451 481.541V479.441ZM409.701 475.301C410.261 474.761 410.864 474.358 411.511 474.091C412.157 473.824 412.874 473.691 413.661 473.691C414.227 473.691 414.731 473.784 415.171 473.971C415.611 474.158 415.981 474.418 416.281 474.751C416.581 475.084 416.807 475.488 416.961 475.961C417.114 476.434 417.191 476.954 417.191 477.521V484.001H416.401C416.227 484.001 416.094 483.974 416.001 483.921C415.907 483.861 415.834 483.748 415.781 483.581L415.581 482.621C415.314 482.868 415.054 483.088 414.801 483.281C414.547 483.468 414.281 483.628 414.001 483.761C413.721 483.888 413.421 483.984 413.101 484.051C412.787 484.124 412.437 484.161 412.051 484.161C411.657 484.161 411.287 484.108 410.941 484.001C410.594 483.888 410.291 483.721 410.031 483.501C409.777 483.281 409.574 483.004 409.421 482.671C409.274 482.331 409.201 481.931 409.201 481.471C409.201 481.071 409.311 480.688 409.531 480.321C409.751 479.948 410.107 479.618 410.601 479.331C411.094 479.044 411.737 478.811 412.531 478.631C413.324 478.444 414.297 478.338 415.451 478.311V477.521C415.451 476.734 415.281 476.141 414.941 475.741C414.601 475.334 414.104 475.131 413.451 475.131C413.011 475.131 412.641 475.188 412.341 475.301C412.047 475.408 411.791 475.531 411.571 475.671C411.357 475.804 411.171 475.928 411.011 476.041C410.857 476.148 410.704 476.201 410.551 476.201C410.431 476.201 410.327 476.171 410.241 476.111C410.154 476.044 410.081 475.964 410.021 475.871L409.701 475.301ZM426.892 474.631C426.892 474.758 426.869 474.881 426.822 475.001C426.782 475.121 426.726 475.224 426.652 475.311L421.162 482.611H426.702V484.001H419.072V483.261C419.072 483.174 419.092 483.074 419.132 482.961C419.172 482.841 419.232 482.728 419.312 482.621L424.832 475.271H419.382V473.871H426.892V474.631Z" fill="#45D1B8"/>
+<g clip-path="url(#clip3)">
+<circle cx="375" cy="476.001" r="10.5" fill="#121212" stroke="#45D1B8"/>
+<circle cx="371.5" cy="477.001" r="2.5" fill="#121212" stroke="#45D1B8"/>
+<circle cx="376.5" cy="481.001" r="1.5" fill="#121212" stroke="#45D1B8"/>
+<circle cx="376" cy="473.501" r="4" fill="#121212" stroke="#45D1B8"/>
+</g>
+<path d="M510.644 401.946H510.144V401.446V307.446C510.144 304.961 512.158 302.946 514.644 302.946H540.644C543.129 302.946 545.144 304.961 545.144 307.446V401.446V401.946H544.644H510.644Z" fill="#45D1B8" stroke="#121212"/>
+<path d="M420.644 401.946H420.144V401.446V378.446C420.144 375.961 422.158 373.946 424.644 373.946H450.644C453.129 373.946 455.144 375.961 455.144 378.446V401.446V401.946H454.644H420.644Z" fill="#45D1B8" stroke="#121212"/>
+<path d="M330.644 401.946H330.144V401.446V300.446C330.144 297.961 332.158 295.946 334.644 295.946H360.644C363.129 295.946 365.144 297.961 365.144 300.446V401.446V401.946H364.644H330.644Z" fill="#45D1B8" stroke="#121212"/>
+<path d="M240.644 401.946H240.144V401.446V266.446C240.144 263.961 242.158 261.946 244.644 261.946H270.644C273.129 261.946 275.144 263.961 275.144 266.446V401.446V401.946H274.644H240.644Z" fill="#45D1B8" stroke="#121212"/>
+<path d="M150.644 401.946H150.144V401.446V366.446C150.144 363.961 152.158 361.946 154.644 361.946H180.644C183.129 361.946 185.144 363.961 185.144 366.446V401.446V401.946H184.644H150.644Z" fill="#45D1B8" stroke="#121212"/>
+<path d="M60.6436 401.946H60.1436V401.446V181.446C60.1436 178.961 62.1583 176.946 64.6436 176.946H90.6436C93.1288 176.946 95.1436 178.961 95.1436 181.446V401.446V401.946H94.6436H60.6436Z" fill="#45D1B8" stroke="#121212"/>
+<rect x="0.5" y="-0.5" width="485" height="225" transform="matrix(-1 0 0 1 545.644 177.446)" stroke="#121212" stroke-opacity="0.7"/>
+<path d="M523.644 419.905H523.144V419.405V340.405C523.144 337.92 525.158 335.905 527.644 335.905H553.644C556.129 335.905 558.144 337.92 558.144 340.405V419.405V419.905H557.644H523.644Z" fill="#3A98EC" stroke="#121212"/>
+<path d="M433.644 419.905H433.144V419.405V372.405C433.144 369.92 435.158 367.905 437.644 367.905H463.644C466.129 367.905 468.144 369.92 468.144 372.405V419.405V419.905H467.644H433.644Z" fill="#3A98EC" stroke="#121212"/>
+<path d="M343.644 419.905H343.144V419.405V263.405C343.144 260.92 345.158 258.905 347.644 258.905H373.644C376.129 258.905 378.144 260.92 378.144 263.405V419.405V419.905H377.644H343.644Z" fill="#3A98EC" stroke="#121212"/>
+<path d="M253.644 419.905H253.144V419.405V301.405C253.144 298.92 255.158 296.905 257.644 296.905H283.644C286.129 296.905 288.144 298.92 288.144 301.405V419.405V419.905H287.644H253.644Z" fill="#3A98EC" stroke="#121212"/>
+<path d="M163.644 419.905H163.144V419.405V346.405C163.144 343.92 165.158 341.905 167.644 341.905H193.644C196.129 341.905 198.144 343.92 198.144 346.405V419.405V419.905H197.644H163.644Z" fill="#3A98EC" stroke="#121212"/>
+<path d="M73.6436 419.905H73.1436V419.405V227.405C73.1436 224.92 75.1583 222.905 77.6436 222.905H103.644C106.129 222.905 108.144 224.92 108.144 227.405V419.405V419.905H107.644H73.6436Z" fill="#3A98EC" stroke="#121212"/>
+<path d="M538.644 433.905H538.144V433.405V319.405C538.144 316.92 540.158 314.905 542.644 314.905H568.644C571.129 314.905 573.144 316.92 573.144 319.405V433.405V433.905H572.644H538.644Z" fill="#D87B39" stroke="#121212"/>
+<path d="M448.644 433.905H448.144V433.405V356.405C448.144 353.92 450.158 351.905 452.644 351.905H478.644C481.129 351.905 483.144 353.92 483.144 356.405V433.405V433.905H482.644H448.644Z" fill="#D87B39" stroke="#121212"/>
+<path d="M358.644 433.905H358.144V433.405V303.405C358.144 300.92 360.158 298.905 362.644 298.905H388.644C391.129 298.905 393.144 300.92 393.144 303.405V433.405V433.905H392.644H358.644Z" fill="#D87B39" stroke="#121212"/>
+<path d="M268.644 433.905H268.144V433.405V284.405C268.144 281.92 270.158 279.905 272.644 279.905H298.644C301.129 279.905 303.144 281.92 303.144 284.405V433.405V433.905H302.644H268.644Z" fill="#D87B39" stroke="#121212"/>
+<path d="M178.644 433.906H178.144V433.406V328.008C178.144 325.523 180.158 323.508 182.644 323.508H208.644C211.129 323.508 213.144 325.523 213.144 328.008V433.406V433.906H212.644H178.644Z" fill="#D87B39" stroke="#121212"/>
+<path d="M88.6436 433.905H88.1436V433.405V256.405C88.1436 253.92 90.1583 251.905 92.6436 251.905H118.644C121.129 251.905 123.144 253.92 123.144 256.405V433.405V433.905H122.644H88.6436Z" fill="#D87B39" stroke="#121212"/>
+<rect x="394.5" y="38.1416" width="192" height="73" rx="5.5" stroke="white"/>
+<g clip-path="url(#clip4)">
+<path d="M430.751 88.6209C430.176 89.323 429.481 89.8879 428.707 90.282C427.933 90.6761 427.096 90.8913 426.247 90.9148C425.397 90.9383 424.552 90.7696 423.762 90.4188C422.972 90.068 422.252 89.5422 421.647 88.8728C420.026 87.0535 420 85.2876 420 80.7809C420 76.2742 420.032 74.5054 421.647 72.6861C422.231 72.0345 422.923 71.5185 423.685 71.1677C424.447 70.8169 425.262 70.6381 426.086 70.6417C429.205 70.6417 431.599 72.938 432.155 76.4668L430.809 76.4668C430.282 73.7231 428.49 71.9868 426.094 71.9868C425.47 71.9804 424.851 72.1133 424.273 72.3778C423.696 72.6423 423.171 73.0332 422.729 73.5276C421.449 74.9676 421.351 76.4965 421.351 80.7809C421.351 85.0654 421.451 86.6061 422.723 88.0313C423.165 88.5258 423.69 88.9168 424.268 89.1813C424.846 89.4458 425.464 89.5786 426.088 89.572C426.793 89.5765 427.49 89.4056 428.129 89.0716C428.767 88.7375 429.332 88.2487 429.783 87.6402C430.551 86.5765 430.852 85.4002 430.852 83.6935L430.852 81.9009L426.086 81.9009L426.086 80.5557L432.198 80.5557L432.198 83.815C432.198 85.8891 431.799 87.3705 430.751 88.6328" fill="#FF0101"/>
+<path d="M443.519 72.1547L438.28 72.1547L438.28 80.2198L443.519 80.2198C445.788 80.2198 447.435 78.931 447.435 76.1872C447.435 73.4435 445.788 72.1547 443.519 72.1547ZM447.409 90.7502L443.168 81.565L438.28 81.565L438.28 90.7502L436.935 90.7502L436.935 70.8184L443.693 70.8184C446.596 70.8184 448.781 72.6939 448.781 76.1665C448.781 79.1295 447.185 81.0672 444.691 81.5443L448.979 90.7591L447.409 90.7502Z" fill="#FF0101"/>
+<path d="M458.083 72.8243L454.368 84.5576L461.799 84.5576L458.083 72.8243ZM463.771 90.7472L462.224 85.9028L453.943 85.9028L452.396 90.7472L450.95 90.7472L457.484 70.8184L458.683 70.8184L465.217 90.7591L463.771 90.7472Z" fill="#FF0101"/>
+<path d="M479.927 90.7474L469.677 73.414L469.677 90.7474L468.331 90.7474L468.331 70.8066L469.677 70.8066L479.927 88.0866L479.927 70.8066L481.275 70.8066L481.275 90.7474L479.927 90.7474Z" fill="#FF0101"/>
+<path d="M496.21 73.6924C495.189 72.5072 493.816 72.1547 492.394 72.1547L488.103 72.1547L488.103 89.4021L492.391 89.4021C493.814 89.4021 495.186 89.0376 496.207 87.8613C497.627 86.2376 497.527 82.7087 497.527 80.4984C497.527 78.288 497.624 75.3191 496.207 73.6835L496.21 73.6924ZM497.155 88.9191C496.099 90.1043 494.563 90.7384 492.716 90.7384L486.757 90.7384L486.757 70.8184L492.718 70.8184C494.566 70.8184 496.11 71.4643 497.157 72.6406C498.954 74.6554 498.878 77.8198 498.878 80.5102C498.878 83.2006 498.954 86.9102 497.157 88.928L497.155 88.9191Z" fill="#FF0101"/>
+<path d="M502.992 90.7474L502.992 70.8066L506.46 70.8066L506.46 87.2748L514.517 87.2748L514.517 90.7474L502.992 90.7474Z" fill="white"/>
+<path d="M522.12 82.5696L522.12 90.7474L518.679 90.7474L518.679 82.5696L513.34 70.8066L517.106 70.8066L520.423 78.8481L523.693 70.8066L527.456 70.8066L522.12 82.5696Z" fill="white"/>
+<path d="M537.529 75.1776C537.249 74.8304 536.906 74.5554 536.522 74.3718C536.138 74.1881 535.724 74.1002 535.307 74.1139C534.887 74.1002 534.469 74.1881 534.081 74.3716C533.694 74.5551 533.346 74.83 533.061 75.1776C532.388 76.0162 532.214 76.9554 532.214 80.7776C532.214 84.5999 532.388 85.5362 533.061 86.3776C533.346 86.7251 533.694 86.9999 534.081 87.1834C534.469 87.3669 534.887 87.4549 535.307 87.4413C535.724 87.4549 536.138 87.3669 536.522 87.1832C536.906 86.9996 537.249 86.7247 537.529 86.3776C538.202 85.5362 538.403 84.5999 538.403 80.7776C538.403 76.9554 538.205 76.0162 537.529 75.1776ZM540.107 88.7332C538.821 90.1348 537.098 90.9186 535.306 90.9186C533.513 90.9186 531.791 90.1348 530.504 88.7332C528.709 86.7184 528.757 84.2236 528.757 80.7806C528.757 77.3376 528.709 74.8547 530.504 72.828C531.791 71.4264 533.513 70.6426 535.306 70.6426C537.098 70.6426 538.821 71.4264 540.107 72.828C541.905 74.8428 541.878 77.3347 541.878 80.7806C541.878 84.2265 541.894 86.7184 540.107 88.7332Z" fill="white"/>
+<path d="M555.904 90.7474L548.871 78.5103L548.871 90.7474L545.406 90.7474L545.406 70.8066L548.499 70.8066L555.532 83.017L555.532 70.8066L559 70.8066L559 90.7474L555.904 90.7474Z" fill="white"/>
+<path d="M537.851 97.0416L537.866 97.0416C537.949 96.8514 538.079 96.692 538.241 96.5827C538.402 96.4733 538.588 96.4187 538.777 96.4253C539.41 96.4253 540.054 96.7216 540.054 98.6624C540.054 99.7705 540.023 101.048 538.735 101.048C538.561 101.051 538.389 101.003 538.236 100.909C538.083 100.815 537.955 100.678 537.864 100.511L537.84 100.511L537.84 102.642L537.204 102.642L537.204 96.5142L537.848 96.5142L537.851 97.0416ZM539.381 98.6624C539.381 97.9928 539.381 97.015 538.574 97.015C537.766 97.015 537.853 98.2476 537.853 98.9261C537.853 99.5187 537.885 100.458 538.598 100.458C539.31 100.458 539.381 99.8565 539.381 98.6713L539.381 98.6624Z" fill="white"/>
+<path d="M493.539 100.315L493.523 100.315C493.453 100.544 493.317 100.74 493.137 100.872C492.957 101.005 492.743 101.066 492.528 101.047C491.689 101.047 491.446 100.44 491.446 99.5863C491.446 98.2382 492.623 98.1789 493.523 98.2026C493.539 97.61 493.547 96.97 492.856 96.97C492.765 96.9618 492.673 96.9776 492.589 97.0159C492.504 97.0543 492.429 97.1143 492.369 97.1911C492.309 97.2679 492.265 97.3594 492.242 97.4584C492.219 97.5573 492.217 97.661 492.235 97.7611L491.549 97.7611C491.581 96.7656 492.051 96.4219 492.89 96.4219C493.909 96.4219 494.175 97.0145 494.175 97.7611L494.175 99.9004C494.178 100.255 494.204 100.608 494.254 100.958L493.55 100.958L493.539 100.315ZM492.09 99.6367C492.09 100.066 492.278 100.454 492.708 100.454C493.138 100.454 493.587 100.182 493.523 98.7448C492.914 98.7567 492.09 98.6974 492.09 99.6397L492.09 99.6367Z" fill="white"/>
+<path d="M505.108 100.958L505.108 97.8768C505.108 97.4264 504.997 97.0146 504.48 97.0146C504.374 97.0165 504.269 97.0439 504.173 97.095C504.077 97.1461 503.992 97.2197 503.923 97.3109C503.824 97.51 503.772 97.7345 503.773 97.9627L503.773 100.955L503.134 100.955L503.134 97.4383C503.134 97.142 503.118 96.822 503.095 96.5139L503.776 96.5139L503.776 97.0679L503.791 97.0679C503.872 96.8558 504.012 96.6787 504.19 96.5628C504.368 96.447 504.574 96.3986 504.778 96.425C504.966 96.4093 505.153 96.455 505.317 96.5565C505.482 96.658 505.616 96.811 505.705 96.9968C505.792 96.8062 505.929 96.6497 506.097 96.5476C506.265 96.4456 506.457 96.4029 506.647 96.425C507.064 96.425 507.729 96.5316 507.729 97.5776L507.729 100.958L507.085 100.958L507.085 97.8768C507.085 97.4264 506.977 97.0146 506.457 97.0146C506.37 96.9992 506.281 97.0061 506.197 97.0348C506.113 97.0636 506.036 97.1134 505.971 97.1805C505.816 97.4027 505.738 97.6808 505.752 97.9627L505.752 100.955L505.108 100.958Z" fill="white"/>
+<path d="M512.413 98.968C512.413 100.209 512.711 100.449 513.205 100.449C513.643 100.449 513.873 100.052 513.894 99.605L514.598 99.605C514.598 100.592 514.049 101.039 513.218 101.039C512.387 101.039 511.714 100.743 511.714 98.7932C511.714 97.4895 511.846 96.4228 513.218 96.4228C514.348 96.4228 514.63 97.1191 514.63 98.5887L514.63 98.968L512.413 98.968ZM513.957 98.4228C513.957 97.128 513.635 96.971 513.165 96.971C512.759 96.971 512.421 97.1902 512.413 98.4228L513.957 98.4228ZM514.115 94.6006L513.089 95.8421L512.561 95.8421L513.26 94.6006L514.115 94.6006Z" fill="white"/>
+<path d="M518.995 96.5142L518.995 95.6609L519.639 95.335L519.639 96.5201L520.502 96.5201L520.502 97.0653L519.639 97.0653L519.639 99.7853C519.639 100.082 519.639 100.428 520.227 100.428C520.275 100.428 520.375 100.411 520.518 100.393L520.518 100.947C520.306 100.965 520.093 101.018 519.882 101.018C519.269 101.018 518.995 100.722 518.995 100.227L518.995 97.0594L518.346 97.0594L518.346 96.5142L518.995 96.5142Z" fill="white"/>
+<path d="M525.305 97.1901L525.329 97.1901C525.593 96.5116 525.925 96.4346 526.551 96.4346L526.551 97.1842L526.379 97.1575C526.322 97.1467 526.265 97.1408 526.207 97.1398C525.495 97.1398 525.313 97.7472 525.313 98.3457L525.313 100.971L524.669 100.971L524.669 96.5264L525.313 96.5264L525.305 97.1901Z" fill="white"/>
+<path d="M530.208 98.802C530.208 97.4983 530.34 96.4316 531.712 96.4316C533.085 96.4316 533.217 97.5072 533.217 98.802C533.217 100.766 532.549 101.048 531.712 101.048C530.876 101.048 530.208 100.766 530.208 98.802ZM532.544 98.5057C532.544 97.2909 532.206 97.0242 531.712 97.0242C531.219 97.0242 530.881 97.2879 530.881 98.5057C530.881 99.9487 531.047 100.47 531.712 100.47C532.377 100.47 532.546 99.9368 532.546 98.4939L532.544 98.5057Z" fill="white"/>
+<path d="M543.986 98.802C543.986 97.4983 544.118 96.4316 545.491 96.4316C546.863 96.4316 546.997 97.5072 546.997 98.802C546.997 100.766 546.33 101.048 545.491 101.048C544.651 101.048 543.986 100.766 543.986 98.802ZM546.322 98.5057C546.322 97.2909 545.984 97.0242 545.491 97.0242C544.997 97.0242 544.659 97.2879 544.659 98.5057C544.659 99.9487 544.823 100.47 545.491 100.47C546.158 100.47 546.325 99.9368 546.325 98.4939L546.322 98.5057Z" fill="white"/>
+<path d="M551.809 100.959L551.165 100.959L551.165 94.6035L551.806 94.6035L551.809 100.959Z" fill="white"/>
+<path d="M556.554 98.9671C556.554 100.209 556.852 100.449 557.346 100.449C557.784 100.449 558.013 100.052 558.034 99.6041L558.739 99.6041C558.739 100.591 558.19 101.038 557.359 101.038C556.527 101.038 555.854 100.742 555.854 98.7922C555.854 97.4885 555.986 96.4219 557.359 96.4219C558.488 96.4219 558.771 97.1182 558.771 98.5878L558.771 98.9671L556.554 98.9671ZM558.098 98.4219C558.098 97.1271 557.776 96.97 557.306 96.97C556.9 96.97 556.562 97.1893 556.554 98.4219L558.098 98.4219Z" fill="white"/>
+<path d="M487.751 100.959L487.107 100.959L487.107 94.6035L487.751 94.6035L487.751 100.959Z" fill="white"/>
+</g>
+<path d="M452.156 51.1786C452.114 51.2486 452.067 51.3023 452.016 51.3396C451.969 51.3723 451.911 51.3886 451.841 51.3886C451.762 51.3886 451.668 51.3489 451.561 51.2696C451.454 51.1903 451.318 51.1039 451.155 51.0106C450.996 50.9126 450.803 50.8239 450.574 50.7446C450.35 50.6653 450.077 50.6256 449.755 50.6256C449.452 50.6256 449.183 50.6676 448.95 50.7516C448.721 50.8309 448.528 50.9406 448.369 51.0806C448.215 51.2206 448.098 51.3863 448.019 51.5776C447.94 51.7643 447.9 51.9673 447.9 52.1866C447.9 52.4666 447.968 52.6999 448.103 52.8866C448.243 53.0686 448.425 53.2249 448.649 53.3556C448.878 53.4863 449.134 53.6006 449.419 53.6986C449.708 53.7919 450.002 53.8899 450.301 53.9926C450.604 54.0953 450.898 54.2119 451.183 54.3426C451.472 54.4686 451.729 54.6296 451.953 54.8256C452.182 55.0216 452.364 55.2619 452.499 55.5466C452.639 55.8313 452.709 56.1813 452.709 56.5966C452.709 57.0353 452.634 57.4483 452.485 57.8356C452.336 58.2183 452.116 58.5519 451.827 58.8366C451.542 59.1213 451.19 59.3453 450.77 59.5086C450.355 59.6719 449.881 59.7536 449.349 59.7536C448.696 59.7536 448.103 59.6369 447.571 59.4036C447.039 59.1656 446.584 58.8459 446.206 58.4446L446.598 57.8006C446.635 57.7493 446.68 57.7073 446.731 57.6746C446.787 57.6373 446.848 57.6186 446.913 57.6186C446.974 57.6186 447.041 57.6443 447.116 57.6956C447.195 57.7423 447.284 57.8029 447.382 57.8776C447.48 57.9523 447.592 58.0339 447.718 58.1226C447.844 58.2113 447.986 58.2929 448.145 58.3676C448.308 58.4423 448.493 58.5053 448.698 58.5566C448.903 58.6033 449.134 58.6266 449.391 58.6266C449.713 58.6266 450 58.5823 450.252 58.4936C450.504 58.4049 450.716 58.2813 450.889 58.1226C451.066 57.9593 451.202 57.7656 451.295 57.5416C451.388 57.3176 451.435 57.0679 451.435 56.7926C451.435 56.4893 451.365 56.2419 451.225 56.0506C451.09 55.8546 450.91 55.6913 450.686 55.5606C450.462 55.4299 450.205 55.3203 449.916 55.2316C449.627 55.1383 449.333 55.0449 449.034 54.9516C448.735 54.8536 448.441 54.7416 448.152 54.6156C447.863 54.4896 447.606 54.3263 447.382 54.1256C447.158 53.9249 446.976 53.6753 446.836 53.3766C446.701 53.0733 446.633 52.6999 446.633 52.2566C446.633 51.9019 446.701 51.5589 446.836 51.2276C446.976 50.8963 447.177 50.6023 447.438 50.3456C447.704 50.0889 448.028 49.8836 448.411 49.7296C448.798 49.5756 449.242 49.4986 449.741 49.4986C450.301 49.4986 450.81 49.5873 451.267 49.7646C451.729 49.9419 452.135 50.1986 452.485 50.5346L452.156 51.1786ZM459.038 55.3226C459.038 55.0333 458.996 54.7696 458.912 54.5316C458.832 54.2889 458.713 54.0813 458.555 53.9086C458.401 53.7313 458.212 53.5959 457.988 53.5026C457.764 53.4046 457.509 53.3556 457.225 53.3556C456.627 53.3556 456.154 53.5306 455.804 53.8806C455.458 54.2259 455.244 54.7066 455.16 55.3226H459.038ZM460.046 58.6476C459.892 58.8343 459.707 58.9976 459.493 59.1376C459.278 59.2729 459.047 59.3849 458.8 59.4736C458.557 59.5623 458.305 59.6276 458.044 59.6696C457.782 59.7163 457.523 59.7396 457.267 59.7396C456.777 59.7396 456.324 59.6579 455.909 59.4946C455.498 59.3266 455.141 59.0839 454.838 58.7666C454.539 58.4446 454.306 58.0479 454.138 57.5766C453.97 57.1053 453.886 56.5639 453.886 55.9526C453.886 55.4579 453.96 54.9959 454.11 54.5666C454.264 54.1373 454.483 53.7663 454.768 53.4536C455.052 53.1363 455.4 52.8889 455.811 52.7116C456.221 52.5296 456.683 52.4386 457.197 52.4386C457.621 52.4386 458.013 52.5109 458.373 52.6556C458.737 52.7956 459.049 53.0009 459.311 53.2716C459.577 53.5376 459.784 53.8689 459.934 54.2656C460.083 54.6576 460.158 55.1056 460.158 55.6096C460.158 55.8056 460.137 55.9363 460.095 56.0016C460.053 56.0669 459.973 56.0996 459.857 56.0996H455.118C455.132 56.5476 455.192 56.9373 455.3 57.2686C455.412 57.5999 455.566 57.8776 455.762 58.1016C455.958 58.3209 456.191 58.4866 456.462 58.5986C456.732 58.7059 457.036 58.7596 457.372 58.7596C457.684 58.7596 457.953 58.7246 458.177 58.6546C458.405 58.5799 458.601 58.5006 458.765 58.4166C458.928 58.3326 459.063 58.2556 459.171 58.1856C459.283 58.1109 459.378 58.0736 459.458 58.0736C459.56 58.0736 459.64 58.1133 459.696 58.1926L460.046 58.6476ZM462.871 53.9716C463.095 53.4863 463.371 53.1083 463.697 52.8376C464.024 52.5623 464.423 52.4246 464.894 52.4246C465.044 52.4246 465.186 52.4409 465.321 52.4736C465.461 52.5063 465.585 52.5576 465.692 52.6276L465.601 53.5586C465.573 53.6753 465.503 53.7336 465.391 53.7336C465.326 53.7336 465.23 53.7196 465.104 53.6916C464.978 53.6636 464.836 53.6496 464.677 53.6496C464.453 53.6496 464.253 53.6823 464.075 53.7476C463.903 53.8129 463.746 53.9109 463.606 54.0416C463.471 54.1676 463.347 54.3263 463.235 54.5176C463.128 54.7043 463.03 54.9189 462.941 55.1616V59.6416H461.688V52.5506H462.402C462.538 52.5506 462.631 52.5763 462.682 52.6276C462.734 52.6789 462.769 52.7676 462.787 52.8936L462.871 53.9716ZM472.864 52.5506L469.973 59.6416H468.853L465.962 52.5506H466.977C467.079 52.5506 467.163 52.5763 467.229 52.6276C467.294 52.6789 467.338 52.7396 467.362 52.8096L469.161 57.3736C469.217 57.5463 469.266 57.7143 469.308 57.8776C469.35 58.0409 469.389 58.2043 469.427 58.3676C469.464 58.2043 469.504 58.0409 469.546 57.8776C469.588 57.7143 469.639 57.5463 469.7 57.3736L471.52 52.8096C471.548 52.7349 471.594 52.6743 471.66 52.6276C471.725 52.5763 471.802 52.5506 471.891 52.5506H472.864ZM475.323 52.5506V59.6416H474.077V52.5506H475.323ZM475.589 50.3246C475.589 50.4459 475.563 50.5603 475.512 50.6676C475.465 50.7703 475.4 50.8636 475.316 50.9476C475.236 51.0269 475.141 51.0899 475.029 51.1366C474.921 51.1833 474.807 51.2066 474.686 51.2066C474.564 51.2066 474.45 51.1833 474.343 51.1366C474.24 51.0899 474.149 51.0269 474.07 50.9476C473.99 50.8636 473.927 50.7703 473.881 50.6676C473.834 50.5603 473.811 50.4459 473.811 50.3246C473.811 50.2033 473.834 50.0889 473.881 49.9816C473.927 49.8696 473.99 49.7739 474.07 49.6946C474.149 49.6106 474.24 49.5453 474.343 49.4986C474.45 49.4519 474.564 49.4286 474.686 49.4286C474.807 49.4286 474.921 49.4519 475.029 49.4986C475.141 49.5453 475.236 49.6106 475.316 49.6946C475.4 49.7739 475.465 49.8696 475.512 49.9816C475.563 50.0889 475.589 50.2033 475.589 50.3246ZM482.305 53.8106C482.267 53.8619 482.23 53.9016 482.193 53.9296C482.155 53.9576 482.104 53.9716 482.039 53.9716C481.969 53.9716 481.892 53.9436 481.808 53.8876C481.724 53.8269 481.619 53.7616 481.493 53.6916C481.371 53.6216 481.22 53.5586 481.038 53.5026C480.86 53.4419 480.641 53.4116 480.38 53.4116C480.03 53.4116 479.722 53.4746 479.456 53.6006C479.19 53.7219 478.966 53.8993 478.784 54.1326C478.606 54.3659 478.471 54.6483 478.378 54.9796C478.289 55.3109 478.245 55.6819 478.245 56.0926C478.245 56.5219 478.294 56.9046 478.392 57.2406C478.49 57.5719 478.627 57.8519 478.805 58.0806C478.987 58.3046 479.204 58.4773 479.456 58.5986C479.712 58.7153 479.999 58.7736 480.317 58.7736C480.62 58.7736 480.87 58.7386 481.066 58.6686C481.262 58.5939 481.423 58.5123 481.549 58.4236C481.679 58.3349 481.787 58.2556 481.871 58.1856C481.959 58.1109 482.046 58.0736 482.13 58.0736C482.232 58.0736 482.312 58.1133 482.368 58.1926L482.718 58.6476C482.564 58.8389 482.389 59.0023 482.193 59.1376C481.997 59.2729 481.784 59.3873 481.556 59.4806C481.332 59.5693 481.096 59.6346 480.849 59.6766C480.601 59.7186 480.349 59.7396 480.093 59.7396C479.649 59.7396 479.236 59.6579 478.854 59.4946C478.476 59.3313 478.147 59.0956 477.867 58.7876C477.587 58.4749 477.367 58.0923 477.209 57.6396C477.05 57.1869 476.971 56.6713 476.971 56.0926C476.971 55.5653 477.043 55.0776 477.188 54.6296C477.337 54.1816 477.552 53.7966 477.832 53.4746C478.116 53.1479 478.464 52.8936 478.875 52.7116C479.29 52.5296 479.766 52.4386 480.303 52.4386C480.802 52.4386 481.241 52.5203 481.619 52.6836C482.001 52.8423 482.34 53.0686 482.634 53.3626L482.305 53.8106ZM488.678 55.3226C488.678 55.0333 488.636 54.7696 488.552 54.5316C488.473 54.2889 488.354 54.0813 488.195 53.9086C488.041 53.7313 487.852 53.5959 487.628 53.5026C487.404 53.4046 487.15 53.3556 486.865 53.3556C486.268 53.3556 485.794 53.5306 485.444 53.8806C485.099 54.2259 484.884 54.7066 484.8 55.3226H488.678ZM489.686 58.6476C489.532 58.8343 489.348 58.9976 489.133 59.1376C488.919 59.2729 488.688 59.3849 488.44 59.4736C488.198 59.5623 487.946 59.6276 487.684 59.6696C487.423 59.7163 487.164 59.7396 486.907 59.7396C486.417 59.7396 485.965 59.6579 485.549 59.4946C485.139 59.3266 484.782 59.0839 484.478 58.7666C484.18 58.4446 483.946 58.0479 483.778 57.5766C483.61 57.1053 483.526 56.5639 483.526 55.9526C483.526 55.4579 483.601 54.9959 483.75 54.5666C483.904 54.1373 484.124 53.7663 484.408 53.4536C484.693 53.1363 485.041 52.8889 485.451 52.7116C485.862 52.5296 486.324 52.4386 486.837 52.4386C487.262 52.4386 487.654 52.5109 488.013 52.6556C488.377 52.7956 488.69 53.0009 488.951 53.2716C489.217 53.5376 489.425 53.8689 489.574 54.2656C489.724 54.6576 489.798 55.1056 489.798 55.6096C489.798 55.8056 489.777 55.9363 489.735 56.0016C489.693 56.0669 489.614 56.0996 489.497 56.0996H484.758C484.772 56.5476 484.833 56.9373 484.94 57.2686C485.052 57.5999 485.206 57.8776 485.402 58.1016C485.598 58.3209 485.832 58.4866 486.102 58.5986C486.373 58.7059 486.676 58.7596 487.012 58.7596C487.325 58.7596 487.593 58.7246 487.817 58.6546C488.046 58.5799 488.242 58.5006 488.405 58.4166C488.569 58.3326 488.704 58.2556 488.811 58.1856C488.923 58.1109 489.019 58.0736 489.098 58.0736C489.201 58.0736 489.28 58.1133 489.336 58.1926L489.686 58.6476ZM497.382 56.1766C497.634 56.1766 497.855 56.1416 498.047 56.0716C498.238 56.0016 498.399 55.9036 498.53 55.7776C498.66 55.6516 498.758 55.5023 498.824 55.3296C498.889 55.1523 498.922 54.9586 498.922 54.7486C498.922 54.3146 498.789 53.9693 498.523 53.7126C498.261 53.4559 497.881 53.3276 497.382 53.3276C496.878 53.3276 496.493 53.4559 496.227 53.7126C495.965 53.9693 495.835 54.3146 495.835 54.7486C495.835 54.9586 495.867 55.1523 495.933 55.3296C496.003 55.5023 496.103 55.6516 496.234 55.7776C496.364 55.9036 496.525 56.0016 496.717 56.0716C496.908 56.1416 497.13 56.1766 497.382 56.1766ZM499.629 60.0266C499.629 59.8539 499.58 59.7139 499.482 59.6066C499.384 59.4993 499.251 59.4153 499.083 59.3546C498.919 59.2939 498.728 59.2519 498.509 59.2286C498.289 59.2006 498.056 59.1796 497.809 59.1656C497.566 59.1516 497.319 59.1376 497.067 59.1236C496.815 59.1096 496.572 59.0863 496.339 59.0536C496.077 59.1749 495.863 59.3289 495.695 59.5156C495.531 59.6976 495.45 59.9123 495.45 60.1596C495.45 60.3183 495.489 60.4653 495.569 60.6006C495.653 60.7406 495.779 60.8596 495.947 60.9576C496.115 61.0603 496.325 61.1396 496.577 61.1956C496.833 61.2563 497.134 61.2866 497.48 61.2866C497.816 61.2866 498.117 61.2563 498.383 61.1956C498.649 61.1349 498.873 61.0486 499.055 60.9366C499.241 60.8246 499.384 60.6916 499.482 60.5376C499.58 60.3836 499.629 60.2133 499.629 60.0266ZM500.896 52.8306V53.2926C500.896 53.4466 500.798 53.5446 500.602 53.5866L499.797 53.6916C499.955 53.9996 500.035 54.3403 500.035 54.7136C500.035 55.0589 499.967 55.3739 499.832 55.6586C499.701 55.9386 499.519 56.1789 499.286 56.3796C499.052 56.5803 498.772 56.7343 498.446 56.8416C498.119 56.9489 497.764 57.0026 497.382 57.0026C497.05 57.0026 496.738 56.9629 496.444 56.8836C496.294 56.9769 496.18 57.0773 496.101 57.1846C496.021 57.2873 495.982 57.3923 495.982 57.4996C495.982 57.6676 496.049 57.7959 496.185 57.8846C496.325 57.9686 496.507 58.0293 496.731 58.0666C496.955 58.1039 497.209 58.1273 497.494 58.1366C497.783 58.1459 498.077 58.1623 498.376 58.1856C498.679 58.2043 498.973 58.2393 499.258 58.2906C499.547 58.3419 499.804 58.4259 500.028 58.5426C500.252 58.6593 500.431 58.8203 500.567 59.0256C500.707 59.2309 500.777 59.4969 500.777 59.8236C500.777 60.1269 500.7 60.4209 500.546 60.7056C500.396 60.9903 500.179 61.2423 499.895 61.4616C499.61 61.6856 499.26 61.8629 498.845 61.9936C498.434 62.1289 497.97 62.1966 497.452 62.1966C496.934 62.1966 496.481 62.1453 496.094 62.0426C495.706 61.9399 495.384 61.8023 495.128 61.6296C494.871 61.4569 494.677 61.2563 494.547 61.0276C494.421 60.8036 494.358 60.5679 494.358 60.3206C494.358 59.9706 494.467 59.6743 494.687 59.4316C494.906 59.1889 495.207 58.9953 495.59 58.8506C495.38 58.7573 495.212 58.6336 495.086 58.4796C494.964 58.3209 494.904 58.1086 494.904 57.8426C494.904 57.7399 494.922 57.6349 494.96 57.5276C494.997 57.4156 495.053 57.3059 495.128 57.1986C495.207 57.0866 495.303 56.9816 495.415 56.8836C495.527 56.7856 495.657 56.6993 495.807 56.6246C495.457 56.4286 495.184 56.1696 494.988 55.8476C494.792 55.5209 494.694 55.1429 494.694 54.7136C494.694 54.3683 494.759 54.0556 494.89 53.7756C495.025 53.4909 495.212 53.2506 495.45 53.0546C495.688 52.8539 495.97 52.6999 496.297 52.5926C496.628 52.4853 496.99 52.4316 497.382 52.4316C497.69 52.4316 497.977 52.4666 498.243 52.5366C498.509 52.6019 498.751 52.6999 498.971 52.8306H500.896ZM503.367 53.9716C503.591 53.4863 503.867 53.1083 504.193 52.8376C504.52 52.5623 504.919 52.4246 505.39 52.4246C505.54 52.4246 505.682 52.4409 505.817 52.4736C505.957 52.5063 506.081 52.5576 506.188 52.6276L506.097 53.5586C506.069 53.6753 505.999 53.7336 505.887 53.7336C505.822 53.7336 505.726 53.7196 505.6 53.6916C505.474 53.6636 505.332 53.6496 505.173 53.6496C504.949 53.6496 504.749 53.6823 504.571 53.7476C504.399 53.8129 504.242 53.9109 504.102 54.0416C503.967 54.1676 503.843 54.3263 503.731 54.5176C503.624 54.7043 503.526 54.9189 503.437 55.1616V59.6416H502.184V52.5506H502.898C503.034 52.5506 503.127 52.5763 503.178 52.6276C503.23 52.6789 503.265 52.7676 503.283 52.8936L503.367 53.9716ZM511.018 56.4496C510.444 56.4683 509.954 56.5149 509.548 56.5896C509.146 56.6596 508.817 56.7529 508.561 56.8696C508.309 56.9863 508.124 57.1239 508.008 57.2826C507.896 57.4413 507.84 57.6186 507.84 57.8146C507.84 58.0013 507.87 58.1623 507.931 58.2976C507.991 58.4329 508.073 58.5449 508.176 58.6336C508.283 58.7176 508.407 58.7806 508.547 58.8226C508.691 58.8599 508.845 58.8786 509.009 58.8786C509.228 58.8786 509.429 58.8576 509.611 58.8156C509.793 58.7689 509.963 58.7036 510.122 58.6196C510.285 58.5356 510.439 58.4353 510.584 58.3186C510.733 58.2019 510.878 58.0689 511.018 57.9196V56.4496ZM506.993 53.5516C507.385 53.1736 507.807 52.8913 508.26 52.7046C508.712 52.5179 509.214 52.4246 509.765 52.4246C510.161 52.4246 510.514 52.4899 510.822 52.6206C511.13 52.7513 511.389 52.9333 511.599 53.1666C511.809 53.3999 511.967 53.6823 512.075 54.0136C512.182 54.3449 512.236 54.7089 512.236 55.1056V59.6416H511.683C511.561 59.6416 511.468 59.6229 511.403 59.5856C511.337 59.5436 511.286 59.4643 511.249 59.3476L511.109 58.6756C510.922 58.8483 510.74 59.0023 510.562 59.1376C510.385 59.2683 510.199 59.3803 510.003 59.4736C509.807 59.5623 509.597 59.6299 509.373 59.6766C509.153 59.7279 508.908 59.7536 508.638 59.7536C508.362 59.7536 508.103 59.7163 507.861 59.6416C507.618 59.5623 507.406 59.4456 507.224 59.2916C507.046 59.1376 506.904 58.9439 506.797 58.7106C506.694 58.4726 506.643 58.1926 506.643 57.8706C506.643 57.5906 506.72 57.3223 506.874 57.0656C507.028 56.8043 507.277 56.5733 507.623 56.3726C507.968 56.1719 508.418 56.0086 508.974 55.8826C509.529 55.7519 510.21 55.6773 511.018 55.6586V55.1056C511.018 54.5549 510.899 54.1396 510.661 53.8596C510.423 53.5749 510.075 53.4326 509.618 53.4326C509.31 53.4326 509.051 53.4723 508.841 53.5516C508.635 53.6263 508.456 53.7126 508.302 53.8106C508.152 53.9039 508.022 53.9903 507.91 54.0696C507.802 54.1443 507.695 54.1816 507.588 54.1816C507.504 54.1816 507.431 54.1606 507.371 54.1186C507.31 54.0719 507.259 54.0159 507.216 53.9506L506.993 53.5516ZM516.215 59.7536C515.655 59.7536 515.223 59.5973 514.92 59.2846C514.621 58.9719 514.472 58.5216 514.472 57.9336V53.5936H513.618C513.543 53.5936 513.48 53.5726 513.429 53.5306C513.377 53.4839 513.352 53.4139 513.352 53.3206V52.8236L514.514 52.6766L514.801 50.4856C514.815 50.4156 514.845 50.3596 514.892 50.3176C514.943 50.2709 515.008 50.2476 515.088 50.2476H515.718V52.6906H517.769V53.5936H515.718V57.8496C515.718 58.1483 515.79 58.3699 515.935 58.5146C516.079 58.6593 516.266 58.7316 516.495 58.7316C516.625 58.7316 516.737 58.7153 516.831 58.6826C516.929 58.6453 517.013 58.6056 517.083 58.5636C517.153 58.5216 517.211 58.4843 517.258 58.4516C517.309 58.4143 517.353 58.3956 517.391 58.3956C517.456 58.3956 517.514 58.4353 517.566 58.5146L517.93 59.1096C517.715 59.3103 517.456 59.4689 517.153 59.5856C516.849 59.6976 516.537 59.7536 516.215 59.7536ZM524.886 52.5506V59.6416H524.144C523.967 59.6416 523.855 59.5553 523.808 59.3826L523.71 58.6196C523.402 58.9603 523.057 59.2356 522.674 59.4456C522.292 59.6509 521.853 59.7536 521.358 59.7536C520.971 59.7536 520.628 59.6906 520.329 59.5646C520.035 59.4339 519.788 59.2519 519.587 59.0186C519.387 58.7853 519.235 58.5029 519.132 58.1716C519.034 57.8403 518.985 57.4739 518.985 57.0726V52.5506H520.231V57.0726C520.231 57.6093 520.353 58.0246 520.595 58.3186C520.843 58.6126 521.218 58.7596 521.722 58.7596C522.091 58.7596 522.434 58.6733 522.751 58.5006C523.073 58.3233 523.37 58.0806 523.64 57.7726V52.5506H524.886ZM528.178 52.5506V59.6416H526.932V52.5506H528.178ZM528.444 50.3246C528.444 50.4459 528.418 50.5603 528.367 50.6676C528.32 50.7703 528.255 50.8636 528.171 50.9476C528.092 51.0269 527.996 51.0899 527.884 51.1366C527.777 51.1833 527.662 51.2066 527.541 51.2066C527.42 51.2066 527.305 51.1833 527.198 51.1366C527.095 51.0899 527.004 51.0269 526.925 50.9476C526.846 50.8636 526.783 50.7703 526.736 50.6676C526.689 50.5603 526.666 50.4459 526.666 50.3246C526.666 50.2033 526.689 50.0889 526.736 49.9816C526.783 49.8696 526.846 49.7739 526.925 49.6946C527.004 49.6106 527.095 49.5453 527.198 49.4986C527.305 49.4519 527.42 49.4286 527.541 49.4286C527.662 49.4286 527.777 49.4519 527.884 49.4986C527.996 49.5453 528.092 49.6106 528.171 49.6946C528.255 49.7739 528.32 49.8696 528.367 49.9816C528.418 50.0889 528.444 50.2033 528.444 50.3246ZM532.402 59.7536C531.842 59.7536 531.411 59.5973 531.107 59.2846C530.809 58.9719 530.659 58.5216 530.659 57.9336V53.5936H529.805C529.731 53.5936 529.668 53.5726 529.616 53.5306C529.565 53.4839 529.539 53.4139 529.539 53.3206V52.8236L530.701 52.6766L530.988 50.4856C531.002 50.4156 531.033 50.3596 531.079 50.3176C531.131 50.2709 531.196 50.2476 531.275 50.2476H531.905V52.6906H533.956V53.5936H531.905V57.8496C531.905 58.1483 531.978 58.3699 532.122 58.5146C532.267 58.6593 532.454 58.7316 532.682 58.7316C532.813 58.7316 532.925 58.7153 533.018 58.6826C533.116 58.6453 533.2 58.6056 533.27 58.5636C533.34 58.5216 533.399 58.4843 533.445 58.4516C533.497 58.4143 533.541 58.3956 533.578 58.3956C533.644 58.3956 533.702 58.4353 533.753 58.5146L534.117 59.1096C533.903 59.3103 533.644 59.4689 533.34 59.5856C533.037 59.6976 532.724 59.7536 532.402 59.7536Z" fill="white"/>
 <g id="genius">
-<g id="Group 259">
-<path id="Subtract_4" d="M481.233 198.108L481.272 198.13C482.058 198.353 482.938 198.556 483.863 198.769C484.104 198.825 484.348 198.881 484.594 198.939C485.819 199.225 487.122 199.547 488.146 199.954C488.656 200.156 489.194 200.416 489.641 200.767C490.082 201.113 490.608 201.688 490.717 202.537C490.85 203.573 491.01 204.91 490.101 206.257C489.305 207.437 487.818 208.421 485.588 209.562C484.4 210.17 483.134 210.699 481.944 211.18C481.675 211.288 481.411 211.394 481.152 211.497C480.244 211.861 479.404 212.198 478.64 212.542C477.649 212.989 476.934 213.387 476.484 213.76C476.267 213.94 476.16 214.075 476.111 214.158C476.072 214.224 476.073 214.255 476.073 214.255C476.073 214.819 476.124 215.278 476.282 215.703C476.434 216.11 476.717 216.575 477.315 217.087C478.573 218.164 481.17 219.404 486.512 220.509C487.457 220.705 488.408 220.895 489.358 221.084C493.724 221.955 498.047 222.817 501.425 224.177C503.509 225.016 505.391 226.101 506.759 227.621C508.167 229.183 508.959 231.128 508.959 233.496C508.959 235.513 508.033 237.253 506.733 238.704C505.441 240.146 503.692 241.404 501.805 242.51C498.442 244.481 494.337 246.136 490.917 247.514C490.509 247.679 490.11 247.84 489.723 247.996C488.565 248.467 487.312 248.921 486.012 249.392C482.921 250.512 479.564 251.729 476.569 253.489C474.844 254.502 473.335 255.646 472.16 256.986L468.174 256.986C469.784 254.299 472.26 252.277 474.934 250.705C478.2 248.786 482.045 247.391 485.225 246.237C486.44 245.797 487.558 245.391 488.509 245.005C488.901 244.846 489.301 244.685 489.706 244.521C493.16 243.128 497.03 241.567 500.173 239.725C501.923 238.699 503.353 237.639 504.329 236.549C505.297 235.468 505.731 234.463 505.731 233.496C505.731 231.92 505.23 230.747 504.361 229.781C503.452 228.772 502.073 227.918 500.219 227.172C497.148 225.935 493.206 225.147 488.852 224.276L488.848 224.275C487.871 224.08 486.872 223.88 485.858 223.671C480.38 222.537 477.114 221.165 475.215 219.538C474.233 218.697 473.614 217.787 473.257 216.83C472.908 215.891 472.845 214.997 472.845 214.255C472.845 212.918 473.621 211.941 474.423 211.275C475.222 210.613 476.266 210.071 477.313 209.599C478.146 209.223 479.073 208.852 479.992 208.484C480.241 208.385 480.49 208.285 480.736 208.186C481.914 207.711 483.066 207.227 484.117 206.689C486.364 205.539 487.142 204.871 487.425 204.451C487.578 204.224 487.637 204.033 487.55 203.239C487.432 203.166 487.242 203.068 486.955 202.954C486.187 202.65 485.112 202.375 483.859 202.082C483.637 202.03 483.409 201.978 483.179 201.925C482.163 201.69 481.086 201.442 480.146 201.166C479.839 201.075 479.749 200.898 479.658 200.717C479.577 200.555 479.493 200.391 479.251 200.283C479.208 200.263 479.165 200.244 479.123 200.226C478.688 200.034 478.331 199.876 477.939 199.495C476.983 198.566 476.39 197.857 476.29 197.737C476.287 197.734 476.284 197.731 476.282 197.728C478.621 196.564 479.655 197.175 481.233 198.108Z" fill="#E4A400"/>
-<path id="Subtract_5" d="M487.427 197.187C486.948 197.357 486.276 197.553 485.45 197.794C484.949 197.941 484.392 198.104 483.786 198.287C482.253 198.752 480.501 199.326 479.01 200.011C478.264 200.354 477.539 200.745 476.922 201.193C476.322 201.628 475.711 202.197 475.343 202.936C474.939 203.751 474.878 204.683 475.283 205.599C475.651 206.43 476.342 207.113 477.168 207.693C478.817 208.854 480.898 209.609 483.007 210.166C485.088 210.714 487.33 211.102 489.406 211.46L489.53 211.482C491.681 211.853 493.619 212.193 495.189 212.649C496.831 213.125 497.685 213.629 498.025 214.074C498.348 214.497 498.39 214.854 498.207 215.35C497.979 215.967 497.391 216.767 496.333 217.726C494.235 219.629 490.876 221.649 487.197 223.646C485.594 224.516 483.505 225.353 481.126 226.307L480.533 226.545C477.957 227.58 475.127 228.739 472.528 230.154C469.181 231.977 465.981 234.358 464.221 237.662L468.52 236.563C469.892 235.093 471.933 234.155 474.072 232.989C476.485 231.676 479.151 230.579 481.736 229.541L482.376 229.284C484.693 228.356 486.959 227.448 488.737 226.483C492.408 224.49 496.084 222.31 498.502 220.117C499.702 219.029 500.741 217.808 501.235 216.468C501.774 215.009 501.632 213.476 500.59 212.113C499.566 210.774 497.794 210.043 496.089 209.549C494.312 209.033 492.181 208.664 490.079 208.301L490.023 208.291C487.899 207.924 485.774 207.557 483.83 207.044C481.858 206.524 480.211 205.888 479.025 205.053C478.513 204.693 478.321 204.443 478.257 204.334C478.317 204.239 478.472 204.056 478.817 203.806C479.2 203.528 479.72 203.238 480.359 202.944C481.638 202.356 483.213 201.834 484.722 201.377C485.221 201.225 485.727 201.077 486.21 200.936C487.117 200.67 487.947 200.428 488.507 200.229L487.427 197.187Z" fill="#E4A400"/>
-<g id="ampoule">
-<path id="Subtract_6" d="M488.453 196.36L486.262 198.178L485.25 198.574C485.307 198.496 485.346 198.425 485.374 198.364L485.389 198.321C485.132 198.172 484.783 198.001 484.363 197.825C483.524 197.471 482.517 197.14 481.631 196.931C480.648 196.7 479.339 196.384 478.061 195.863C476.788 195.344 475.414 194.57 474.377 193.342C474.139 193.06 473.931 192.664 473.896 192.172C473.894 192.144 473.893 192.115 473.892 192.087L478.821 192.363C479.001 192.45 479.19 192.534 479.386 192.614C480.382 193.02 481.448 193.283 482.435 193.516C483.518 193.77 484.712 194.164 485.727 194.592C486.235 194.806 486.726 195.041 487.149 195.286C487.531 195.507 488.013 195.824 488.363 196.244C488.394 196.282 488.425 196.32 488.453 196.36Z" fill="#E4A400"/>
-<path id="Subtract_7" d="M488.792 190.324L486.601 192.142L485.589 192.538C485.646 192.461 485.685 192.389 485.713 192.329L485.728 192.286C485.471 192.137 485.121 191.966 484.702 191.789C483.863 191.435 482.856 191.104 481.97 190.895C480.987 190.664 479.678 190.348 478.4 189.827C477.126 189.308 475.753 188.535 474.716 187.307C474.478 187.024 474.27 186.628 474.235 186.137C474.233 186.108 474.232 186.08 474.231 186.052L479.16 186.327C479.34 186.415 479.528 186.498 479.725 186.578C480.72 186.984 481.786 187.248 482.773 187.48C483.857 187.735 485.051 188.128 486.066 188.556C486.574 188.77 487.065 189.005 487.488 189.25C487.87 189.472 488.352 189.789 488.702 190.208C488.733 190.246 488.763 190.285 488.792 190.324Z" fill="#E4A400"/>
-<path id="Subtract_8" d="M488.049 195.803C487.791 196.64 487.171 197.23 486.719 197.587C486.123 198.056 485.392 198.451 484.681 198.776C483.281 199.415 481.665 199.911 480.527 200.185L476.429 201.551C476.315 201.589 476.2 201.615 476.086 201.629C475.289 202 474.881 202.918 475.165 203.773C475.472 204.692 476.465 205.189 477.385 204.882L481.483 203.516C482.621 203.242 484.237 202.746 485.637 202.107C486.348 201.782 487.079 201.387 487.675 200.918C488.205 200.499 488.968 199.76 489.103 198.676C489.262 197.4 488.689 196.443 488.049 195.803Z" fill="#FFDC5F"/>
-<path id="Subtract_9" d="M484.112 193.372C482.858 193.893 481.509 194.298 480.521 194.536L476.553 195.859C475.788 196.245 475.402 197.143 475.681 197.979C475.987 198.899 476.981 199.395 477.9 199.089L481.998 197.723C483.137 197.449 484.753 196.952 486.153 196.314C486.863 195.989 487.595 195.594 488.19 195.124C488.721 194.706 489.483 193.967 489.619 192.883C489.812 191.332 488.923 190.253 488.148 189.64C488.146 189.659 488.144 189.677 488.141 189.696C488.006 190.78 487.244 191.52 486.713 191.938C486.277 192.282 485.767 192.587 485.245 192.852C485.079 192.94 484.896 193.03 484.696 193.121C484.507 193.208 484.312 193.291 484.112 193.372Z" fill="#FFDC5F"/>
-<path id="Subtract_10" d="M474.053 192.398C473.757 191.476 474.265 190.488 475.188 190.192L481.394 188.201L481.461 188.186C482.459 187.95 483.957 187.509 485.195 186.972C485.72 186.744 486.142 186.522 486.445 186.321L488.998 185.614C489.384 185.508 489.709 185.277 489.936 184.972C490.17 185.473 490.295 186.066 490.21 186.75C490.07 187.872 489.246 188.616 488.708 189.018C488.09 189.48 487.33 189.87 486.593 190.19C485.136 190.823 483.463 191.314 482.336 191.584L476.26 193.533C475.337 193.829 474.349 193.321 474.053 192.398Z" fill="#FFDC5F"/>
-<path id="Rectangle 187" d="M490.284 183.924C490.284 184.713 489.757 185.404 488.997 185.615L474.962 189.501C473.845 189.81 472.74 188.97 472.74 187.81C472.74 187.81 472.74 181.397 472.74 179.602C472.74 177.806 475.38 174.735 476.191 174.735C477.002 174.735 485.808 174.735 486.503 174.735C487.198 174.735 490.284 177.806 490.284 179.602C490.284 181.397 490.284 183.924 490.284 183.924Z" fill="#F4F4F4"/>
-<path id="Subtract_11" d="M488.849 176.726C487.943 175.624 486.877 174.735 486.503 174.735L476.191 174.735C475.38 174.735 472.74 177.806 472.74 179.602L472.74 187.81C472.74 188.97 473.845 189.81 474.962 189.501L475.075 189.47L475.075 181.592C475.075 179.796 477.715 176.726 478.526 176.726L488.838 176.726L488.849 176.726Z" fill="#DDDDDD"/>
-<g id="vis">
-<g id="Group 256">
-<rect id="Rectangle 188" x="486.677" y="173.866" width="10.7175" height="3.50879" rx="1" transform="rotate(180 486.677 173.866)" fill="#C4C4C4"/>
-<path id="Subtract_12" d="M486.568 172.72C486.638 172.53 486.677 172.325 486.677 172.111C486.677 171.142 485.891 170.357 484.922 170.357L477.714 170.357C476.745 170.357 475.959 171.142 475.959 172.111C475.959 172.325 475.998 172.53 476.068 172.72C476.315 172.051 476.959 171.574 477.714 171.574L484.922 171.574C485.677 171.574 486.321 172.051 486.568 172.72Z" fill="#9C9C9C"/>
-<ellipse id="Ellipse 163" cx="483.403" cy="172.649" rx="1.65108" ry="0.753106" transform="rotate(180 483.403 172.649)" fill="white"/>
-</g>
-<g id="Group 257">
-<rect id="Rectangle 188_2" x="486.676" y="170.042" width="10.7175" height="3.50879" rx="1" transform="rotate(180 486.676 170.042)" fill="#C4C4C4"/>
-<path id="Subtract_13" d="M486.568 168.896C486.638 168.706 486.677 168.501 486.677 168.288C486.677 167.319 485.891 166.533 484.922 166.533L477.714 166.533C476.745 166.533 475.959 167.319 475.959 168.288C475.959 168.501 475.998 168.706 476.068 168.896C476.315 168.227 476.959 167.75 477.714 167.75L484.922 167.75C485.677 167.75 486.321 168.227 486.568 168.896Z" fill="#9C9C9C"/>
-<ellipse id="Ellipse 163_2" cx="483.403" cy="168.825" rx="1.65108" ry="0.753106" transform="rotate(180 483.403 168.825)" fill="white"/>
-</g>
-</g>
-<path id="Line 28 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M481.155 165.863L481.155 -0.403198L482.302 -0.403198L482.302 165.863L481.155 165.863Z" fill="white"/>
-</g>
-<g id="Subtract_14">
-<path d="M490.538 201.887C490.424 202.068 490.304 202.232 490.182 202.37C489.6 203.025 488.422 203.978 486.986 204.924C486.514 205.335 485.663 205.898 484.117 206.689C483.066 207.227 481.914 207.711 480.736 208.186C480.492 208.285 480.245 208.384 479.997 208.483L479.993 208.485C479.073 208.852 478.146 209.224 477.313 209.599C476.266 210.072 475.222 210.613 474.423 211.276C473.621 211.941 472.845 212.918 472.845 214.255C472.845 214.997 472.908 215.891 473.257 216.83C473.525 217.548 473.94 218.24 474.546 218.896C474.473 218.698 474.396 218.512 474.316 218.344C473.371 216.349 473.476 216.139 475.681 214.354C475.902 214.175 476.148 213.997 476.412 213.822C476.435 213.802 476.459 213.781 476.484 213.76C476.934 213.387 477.649 212.989 478.64 212.542C479.404 212.198 480.244 211.861 481.152 211.498C481.411 211.394 481.675 211.288 481.944 211.18C483.134 210.699 484.4 210.171 485.588 209.563C487.818 208.421 489.305 207.437 490.101 206.257C491.01 204.91 490.85 203.573 490.717 202.537C490.687 202.299 490.623 202.083 490.538 201.887Z" fill="#FFDC5F"/>
-<path d="M500.173 239.725C499.028 240.396 497.787 241.03 496.505 241.631C495.065 242.353 493.853 242.914 493.217 243.125C493.121 243.157 493.022 243.185 492.92 243.209C491.832 243.664 490.75 244.1 489.706 244.522C489.301 244.685 488.901 244.846 488.509 245.005C487.558 245.391 486.44 245.797 485.226 246.238C482.045 247.391 478.2 248.786 474.934 250.706C470.315 253.42 466.29 257.478 466.29 263.983C466.289 266.76 467.576 269.481 469.695 271.88C468.629 269.689 469.047 266.534 469.276 264.806C469.325 264.437 469.366 264.133 469.381 263.917C469.399 263.663 469.461 263.319 469.566 262.911C469.963 258.64 472.734 255.743 476.57 253.489C479.564 251.729 482.921 250.512 486.012 249.392C487.312 248.921 488.565 248.467 489.723 247.997C490.11 247.84 490.509 247.679 490.917 247.514C494.337 246.136 498.442 244.481 501.805 242.51C503.692 241.404 505.441 240.146 506.733 238.704C508.033 237.253 508.959 235.513 508.959 233.496C508.959 232.791 508.889 232.124 508.753 231.493C508.72 231.633 508.687 231.766 508.653 231.89C507.918 234.62 507.708 234.935 506.133 236.195C505.388 236.791 502.951 238.21 500.356 239.617L500.173 239.725Z" fill="#FFDC5F"/>
-</g>
-</g>
-<g id="genie">
-<g id="Union">
-<path d="M590.567 179.328C590.277 178.671 589.972 177.978 589.615 177.317C587.762 175.524 586.007 174.133 584.53 173.256C567.873 163.36 549.609 170.953 535.861 184.658C530.134 190.367 528.908 196.661 530.131 202.614C529.679 204.826 532.992 210.773 535.657 214.993C536.721 216.677 538.439 218.327 540.33 219.783C541.559 220.997 542.806 222.09 544.016 223.04C545.283 223.634 546.657 224.044 548.06 224.346C548.275 224.434 548.479 224.512 548.668 224.58C551.225 225.493 560.234 225.721 564.419 225.721L590.899 204.264C590.632 202.863 590.258 201.09 589.795 199.122C593.232 192.155 594.011 184.935 591.706 181.581C591.299 180.989 590.946 180.189 590.567 179.328Z" fill="#FFDC5F"/>
-<path d="M565.249 263.13C565.114 262.778 564.99 262.457 564.676 262.673C564.412 261.937 565.523 259.245 567 255.669C570.161 248.013 574.995 236.302 571.593 231.058C569.86 228.386 568.104 227.031 566.295 226.42C568.82 225.277 571.394 223.82 573.98 222.043C588.221 212.256 599.493 194.528 595.253 183.738C602.236 192.993 608.092 206.288 603.44 217.776C599.752 226.883 584.86 242.913 575.425 253.069C571.484 257.311 568.496 260.528 567.672 261.789C565.824 264.617 565.514 263.815 565.249 263.13Z" fill="#FFDC5F"/>
-</g>
-<g id="Subtract_15">
-<path d="M576.15 173.339C575.744 172.746 575.316 172.122 574.844 171.538C573.021 170.334 571.32 169.401 569.862 168.785C574.787 169.002 579.726 170.401 584.53 173.256C586.007 174.133 587.762 175.524 589.616 177.317C589.972 177.978 590.278 178.671 590.567 179.329C590.947 180.189 591.299 180.989 591.706 181.581C593.07 183.566 593.354 186.905 592.647 190.744C589.835 185.417 585.745 180.617 581.568 176.81C581.86 177.276 582.121 177.764 582.351 178.272C580.509 176.011 578.481 174.316 576.217 173.437C576.195 173.404 576.172 173.372 576.15 173.339Z" fill="#E4A400"/>
-<path d="M564.676 262.673C564.474 262.109 565.081 260.394 566.04 258.011C565.902 259.028 565.886 259.734 566.058 260.027C566.327 259.757 566.508 260.05 566.706 260.371C567.092 260.995 567.545 261.727 568.84 258.606C569.417 257.215 571.762 253.503 574.853 248.608C582.256 236.887 593.94 218.388 595.887 208.757C596.766 204.409 596.279 200.081 594.898 195.958C596.37 191.492 596.632 187.248 595.253 183.738C602.236 192.994 608.092 206.289 603.441 217.776C599.753 226.883 584.86 242.913 575.425 253.07C571.485 257.311 568.496 260.528 567.672 261.789C565.824 264.617 565.514 263.815 565.25 263.13C565.114 262.778 564.99 262.457 564.676 262.673Z" fill="#E4A400"/>
-</g>
-<path id="Ellipse 165" d="M561.642 175.644C565.879 189.695 557.05 202.586 545.175 203.359C533.299 204.132 519.456 191.022 518.638 178.443C517.819 165.864 526.782 155.041 538.658 154.268C550.533 153.495 560.824 163.066 561.642 175.644Z" fill="#FFDDBD"/>
-<path id="Subtract_16" d="M546.843 203.168C557.858 201.359 565.677 189.028 561.641 175.644C560.823 163.065 550.532 153.495 538.657 154.268C535.629 154.465 532.791 155.315 530.255 156.681C531.093 156.52 531.949 156.409 532.821 156.352C544.696 155.579 554.987 165.15 555.806 177.728C559.08 188.587 554.551 198.752 546.843 203.168Z" fill="#EEAF74"/>
-<path id="Intersect_2" d="M533.755 151.988C535.283 156.962 535.258 161.609 536.016 166.514C536.924 172.393 537.761 173.288 537.75 173.297C537.738 173.308 536.734 172.282 533.755 175.406C528.626 180.784 524.718 187.797 529.727 198.518C521.738 195.117 515.727 188.086 514.363 179.257C512.46 166.946 521.719 156.174 533.755 151.988Z" fill="#FFDC5F"/>
-<path id="Subtract_17" d="M526.986 192.545L527.034 192.606L528.421 197.693L533.47 200.576L530.424 191.757C529.077 187.858 529.231 185.06 529.944 182.935C530.68 180.742 532.139 178.884 534.046 177.105C534.268 176.897 534.448 176.746 534.589 176.636C534.689 176.642 534.794 176.645 534.905 176.643C535.458 176.63 536.222 176.477 536.94 175.934C538.285 174.918 538.335 173.473 538.333 173.119C538.331 172.645 538.231 172.285 538.199 172.171C538.124 171.911 538.034 171.714 538.016 171.674L538.014 171.671L537.997 171.635C537.983 171.587 537.957 171.496 537.924 171.352C537.797 170.797 537.592 169.597 537.443 167.3C537.432 167.143 537.422 166.986 537.41 166.828C536.326 167.938 535.237 169.06 534.178 170.155C534.454 172.426 534.769 173.027 534.818 173.121C534.823 173.13 534.825 173.134 534.825 173.135C534.824 173.135 534.821 173.133 534.816 173.128C534.73 173.05 533.978 172.369 531.652 174.539L531.622 174.567C528.261 177.712 525.425 181.748 525.964 187.792C526.094 189.254 526.422 190.833 526.986 192.545Z" fill="#C65F00"/>
-<path id="Intersect_3" d="M514.795 170.892C519.132 174.248 523.807 176.86 528.27 177.53C534.1 178.405 538.024 177.245 542.209 176.008C547.282 174.508 552.741 172.895 562.447 174.651C562.446 174.431 562.441 174.211 562.434 173.99C561.982 160.751 550.883 150.385 537.644 150.837C526.02 151.234 516.612 159.838 514.795 170.892Z" fill="#FFDC5F"/>
-<path id="Subtract_18" d="M555.705 173.904C557.713 173.968 559.939 174.197 562.449 174.651C562.447 174.431 562.443 174.21 562.435 173.989C561.983 160.75 550.884 150.385 537.645 150.837C533.794 150.968 530.187 152.001 527.017 153.724C528.349 153.447 529.722 153.279 531.127 153.231C543.527 152.807 554.05 161.874 555.705 173.904Z" fill="#E4A400"/>
-<path id="Subtract_19" d="M518.484 172.761L518.081 172.761C517.212 172.394 515.892 171.742 514.561 170.91C514.505 171.23 514.456 171.552 514.413 171.876L514.137 173.949L515.831 175.178C519.861 178.102 524.561 180.644 529.32 181.208C535.164 181.902 539.145 180.59 542.771 179.395L542.906 179.351C547.033 177.991 551.099 176.651 558.724 177.789L562.909 178.414L562.775 174.88L559.22 173.874C559.229 174.023 559.236 174.171 559.242 174.319C558.102 174.149 557.031 174.03 556.019 173.954C555.915 173.947 555.811 173.939 555.708 173.933C549.406 173.515 545.463 174.814 541.759 176.034C538.169 177.217 534.804 178.326 529.733 177.724C526.05 177.287 522.157 175.341 518.484 172.761Z" fill="#C65F00"/>
-<path id="Vector 40" d="M584.508 200.839C587.612 197.004 589.454 189.653 589.987 186.458L595.009 187.599C595.009 189.273 594.004 194.493 589.987 201.98C585.969 209.468 575.529 218.34 570.812 221.84C569.062 223.438 567.585 224.757 563.621 225.435C559.284 226.177 551.295 225.892 547.756 224.18C544.789 224.18 552.048 223.758 555.518 223.21C559.855 222.525 566.246 217.959 570.812 215.22C575.377 212.481 580.627 205.633 584.508 200.839Z" fill="#E4A400"/>
-<path id="Subtract_20" d="M590.568 179.328C590.278 178.67 589.973 177.978 589.616 177.317C589.217 176.93 588.822 176.562 588.433 176.214C593.049 179.795 597.156 185.438 598.889 188.284V189.142C597.752 187.231 596.521 185.417 595.253 183.737C599.493 194.528 588.222 212.256 573.981 222.043C571.395 223.82 568.821 225.276 566.295 226.419C566.716 226.562 567.134 226.744 567.55 226.974C564.86 226.39 560.871 226.616 557.972 225.835C560.267 225.427 563.796 223.699 566.434 222.418C564.662 221.552 562.935 220.052 561.589 218.05C560.209 216 559.466 213.777 559.359 211.771C555.848 213.824 552.479 215.173 549.298 215.889L546.309 213.373C544.532 211.544 541.126 207.297 541.783 207.091C542.135 206.981 543.939 208.172 545.822 209.415C547.892 210.782 550.058 212.212 550.493 212.044C553.749 210.792 557.539 208.922 560.466 206.911C567.685 201.95 574.086 194.812 577.796 187.805C578.049 187.326 577.3 180.191 577.3 180.191C577.3 180.191 580.764 187.184 581.829 187.576C578.142 195.468 571.189 203.588 563.218 209.267C563.111 209.932 563.024 210.762 563.021 211.229C563.012 212.546 563.486 214.285 564.638 215.998C565.791 217.712 567.223 218.805 568.447 219.293C569.078 219.544 570.031 219.82 570.762 219.971C571.169 219.709 571.58 219.435 571.994 219.151C579.212 214.19 585.614 207.053 589.324 200.045C593.158 192.801 594.114 185.083 591.706 181.58C591.3 180.989 590.947 180.188 590.568 179.328Z" fill="#C65F00"/>
-</g>
-<path id="Union_2" d="M499.937 212.569C499.709 211.919 499.502 211.38 499.29 210.926C499.79 211.259 500.234 211.65 500.589 212.114C501.631 213.477 501.773 215.009 501.234 216.469C500.74 217.808 499.701 219.029 498.501 220.118C496.083 222.31 492.407 224.49 488.736 226.483C486.959 227.448 484.692 228.356 482.375 229.285L481.735 229.541C479.15 230.579 476.484 231.676 474.071 232.99C472.488 233.852 471.017 234.771 469.687 235.807C466.406 237.994 458.397 249.685 468.921 267.753C482.101 290.378 507.213 293.788 523.319 291.551C538.649 289.422 549.871 279.872 557.783 269.96C561.731 265.013 564.822 260.015 567.161 255.881C568.313 253.844 569.279 252.023 570.08 250.514L570.129 250.421C570.912 248.946 571.572 247.701 572.074 246.917L575.029 248.809C574.621 249.446 574.037 250.541 573.214 252.094L573.174 252.168C572.376 253.674 571.391 255.53 570.215 257.609C567.823 261.836 564.629 267.006 560.525 272.148C552.332 282.414 540.384 292.724 523.802 295.027C507.036 297.355 480.102 293.918 465.889 269.519C454.5 249.967 463.004 236.478 467.94 233.187C469.526 231.95 471.128 230.917 472.527 230.155C475.126 228.739 477.956 227.58 480.532 226.545L481.125 226.308C483.504 225.354 485.593 224.516 487.196 223.646C490.875 221.649 494.234 219.629 496.332 217.726C496.819 217.285 497.206 216.878 497.504 216.507C497.717 216.321 497.927 216.145 498.13 215.974C499.433 214.883 500.449 214.031 499.937 212.569Z" fill="#FFDC5F"/>
-<path id="Vector 36 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M554.773 188.381C554.144 189.441 553.154 190.954 550.708 191.961C549.112 192.618 547.951 193.009 547.128 193.227C546.719 193.336 546.366 193.409 546.069 193.447C545.921 193.465 545.763 193.479 545.603 193.478C545.475 193.478 545.212 193.47 544.919 193.372C544 193.066 543.504 192.072 543.81 191.153C544.075 190.359 544.852 189.881 545.651 189.962C545.753 189.948 545.939 189.912 546.229 189.836C546.856 189.67 547.864 189.338 549.372 188.716C550.807 188.126 551.301 187.356 551.756 186.59C551.778 186.552 551.802 186.511 551.828 186.466C552.041 186.101 552.39 185.502 552.868 185.064C553.569 184.422 554.449 184.154 555.465 184.256C556.287 184.338 557.049 184.688 557.667 185.057C558.306 185.439 558.923 185.921 559.476 186.41C560.582 187.386 561.983 188.608 563.109 190.738C563.668 191.796 566.247 196.366 566.247 198.557L559.366 191.392C558.883 190.774 558.053 189.834 557.154 189.04C556.699 188.639 556.26 188.304 555.867 188.07C555.506 187.854 555.272 187.776 555.158 187.754C555.145 187.772 555.13 187.794 555.113 187.82C555.038 187.933 554.967 188.053 554.865 188.226C554.837 188.273 554.806 188.325 554.773 188.381Z" fill="black"/>
-<path id="Vector 37 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M541.351 195.653C542.515 194.156 543.53 192.204 543.877 191.439L547.072 192.891C546.659 193.8 545.512 196.018 544.12 197.807C543.895 198.097 543.681 198.35 543.499 198.564C543.471 198.596 543.444 198.628 543.418 198.658C543.267 198.835 543.152 198.969 543.05 199.098C542.926 199.254 542.869 199.345 542.844 199.389C542.855 199.434 542.882 199.514 542.941 199.639C543.106 199.988 543.447 200.518 544.105 201.341C545.097 202.581 548.913 207.516 549.602 209.712C548.214 209.057 543.723 206.48 541.365 203.533C540.654 202.644 540.111 201.861 539.769 201.14C539.415 200.391 539.223 199.589 539.386 198.739C539.54 197.936 539.971 197.333 540.302 196.916C540.447 196.733 540.61 196.543 540.758 196.371C540.782 196.342 540.806 196.314 540.83 196.286C541.005 196.081 541.176 195.877 541.351 195.653ZM542.836 199.343C542.836 199.343 542.837 199.348 542.837 199.355L542.836 199.343Z" fill="black"/>
-<path id="Vector 38 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M532.929 158.933C530.978 159.933 529.344 161.221 528.472 162.064C527.775 162.737 526.664 162.717 525.991 162.02C525.318 161.323 525.337 160.213 526.034 159.54C527.132 158.48 529.043 156.982 531.328 155.811C533.591 154.65 536.42 153.706 539.274 154.037C544.307 154.62 548.687 156.692 550.337 157.711C551.161 158.221 551.416 159.302 550.907 160.126C550.397 160.95 549.316 161.206 548.492 160.696C547.187 159.89 543.293 158.035 538.87 157.522C536.997 157.305 534.902 157.921 532.929 158.933Z" fill="white"/>
-<path id="Vector 39 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M571.189 173.677C569.034 173.71 567.256 174.097 566.496 174.49C565.742 174.88 564.866 174.558 564.539 173.772C564.212 172.986 564.559 172.033 565.313 171.643C566.685 170.934 568.997 170.535 571.299 170.5C573.636 170.465 576.291 170.797 578.358 171.816C580.219 172.732 582.165 173.898 583.766 174.99C584.567 175.536 585.294 176.072 585.889 176.559C586.458 177.024 586.987 177.509 587.321 177.952C587.824 178.617 587.704 179.62 587.054 180.192C586.404 180.764 585.47 180.687 584.967 180.022C584.851 179.868 584.545 179.56 584.004 179.117C583.487 178.695 582.828 178.207 582.074 177.693C580.565 176.664 578.729 175.565 576.999 174.713C575.474 173.962 573.308 173.645 571.189 173.677Z" fill="white"/>
-<ellipse id="Ellipse 165_2" cx="546.538" cy="183.156" rx="1.75439" ry="1.7544" fill="#7D4816"/>
-<circle id="Ellipse 166" cx="536.58" cy="191.439" r="1.75439" fill="#7D4816"/>
-<path id="Star 29" d="M559.942 135.282L560.508 138.716C560.911 141.165 562.831 143.085 565.28 143.488L568.714 144.054L565.28 144.619C562.831 145.023 560.911 146.942 560.508 149.391L559.942 152.826L559.376 149.391C558.973 146.942 557.053 145.023 554.604 144.619L551.17 144.054L554.604 143.488C557.053 143.085 558.973 141.165 559.376 138.716L559.942 135.282Z" fill="#FFDC5F"/>
-<path id="Star 30" d="M517.629 203.908L518.081 206.656C518.404 208.615 519.94 210.151 521.899 210.474L524.646 210.926L521.899 211.379C519.94 211.701 518.404 213.237 518.081 215.196L517.629 217.944L517.176 215.196C516.854 213.237 515.318 211.701 513.359 211.379L510.611 210.926L513.359 210.474C515.318 210.151 516.854 208.615 517.176 206.656L517.629 203.908Z" fill="#FFDC5F"/>
-<path id="Star 31" d="M600.273 153L600.612 155.06C600.854 156.529 602.006 157.681 603.476 157.923L605.536 158.263L603.476 158.602C602.006 158.844 600.854 159.996 600.612 161.465L600.273 163.526L599.934 161.465C599.692 159.996 598.54 158.844 597.07 158.602L595.01 158.263L597.07 157.923C598.54 157.681 599.692 156.529 599.934 155.06L600.273 153Z" fill="#FFDC5F"/>
-<path id="Star 27" d="M595.01 256.986L595.349 259.047C595.591 260.516 596.743 261.668 598.212 261.91L600.273 262.25L598.212 262.589C596.743 262.831 595.591 263.983 595.349 265.452L595.01 267.513L594.67 265.452C594.428 263.983 593.277 262.831 591.807 262.589L589.747 262.25L591.807 261.91C593.277 261.668 594.428 260.516 594.67 259.047L595.01 256.986Z" fill="#FFDC5F"/>
-</g>
-</g>
-<g id="eco/picto/6-secheresse">
-<g id="Group 250">
-<g id="bath">
-<path id="Subtract_21" d="M368.428 572.549C369.335 570.371 371.17 569.095 372.903 569.095C374.635 569.095 376.47 570.371 377.377 572.549H382.189C381.08 568.095 377.577 564.49 372.903 564.49C368.229 564.49 364.725 568.095 363.617 572.549H368.428Z" fill="#227687"/>
-<path id="Subtract_22" d="M324.061 572.549C324.969 570.371 326.804 569.095 328.536 569.095C330.268 569.095 332.103 570.371 333.011 572.549H337.822C336.713 568.095 333.21 564.49 328.536 564.49C323.862 564.49 320.359 568.095 319.25 572.549H324.061Z" fill="#227687"/>
-<g id="Subtract_23">
-<path d="M371.608 569.095C369.876 569.095 368.041 570.371 367.133 572.549H368.429C369.223 570.641 370.73 569.425 372.256 569.153C372.039 569.115 371.823 569.095 371.608 569.095Z" fill="#C9FCFF"/>
-<path d="M380.894 572.549H382.189C381.08 568.095 377.577 564.49 372.903 564.49C372.685 564.49 372.469 564.498 372.256 564.513C376.604 564.829 379.837 568.304 380.894 572.549Z" fill="#C9FCFF"/>
-</g>
-<g id="Subtract_24">
-<path d="M327.241 569.095C325.509 569.095 323.674 570.371 322.767 572.549H324.062C324.856 570.641 326.363 569.425 327.889 569.153C327.673 569.115 327.456 569.095 327.241 569.095Z" fill="#C9FCFF"/>
-<path d="M336.527 572.549H337.823C336.714 568.095 333.21 564.49 328.536 564.49C328.318 564.49 328.102 564.498 327.889 564.513C332.237 564.829 335.47 568.304 336.527 572.549Z" fill="#C9FCFF"/>
-</g>
-<path id="Subtract_25" fill-rule="evenodd" clip-rule="evenodd" d="M334.935 505.119V504.255C334.935 501.235 332.487 498.787 329.466 498.787C326.446 498.787 323.998 501.235 323.998 504.255V537.643C323.998 540.369 325.993 542.63 328.603 543.044V547.68C323.444 547.242 319.393 542.916 319.393 537.643V504.255C319.393 498.692 323.903 494.181 329.466 494.181C335.03 494.181 339.54 498.692 339.54 504.255V505.119H334.935Z" fill="#3A9DB1"/>
-<path id="Subtract_26" fill-rule="evenodd" clip-rule="evenodd" d="M324.926 501.209C324.341 502.079 323.999 503.127 323.999 504.255V537.643C323.999 540.369 325.994 542.63 328.604 543.044V547.68C327.962 547.626 327.337 547.511 326.734 547.341V544.77C324.124 544.356 322.129 542.095 322.129 539.369V505.981C322.129 503.932 323.257 502.145 324.926 501.209ZM337.635 505.119H339.542V504.255C339.542 498.692 335.032 494.181 329.468 494.181C326.373 494.181 323.604 495.577 321.756 497.773C323.404 496.598 325.42 495.907 327.598 495.907C332.871 495.907 337.198 499.959 337.635 505.119Z" fill="#C9FCFF"/>
-<path id="Subtract_27" fill-rule="evenodd" clip-rule="evenodd" d="M347.024 510.587C347.024 510.587 347.024 510.587 347.024 510.587C347.024 507.09 342.836 504.255 337.67 504.255C332.503 504.255 328.315 507.09 328.315 510.587C328.315 510.587 328.315 510.587 328.315 510.587H347.024Z" fill="black"/>
-<path id="Subtract_28" d="M347.024 510.587C347.024 507.09 342.836 504.255 337.67 504.255C332.503 504.255 328.315 507.09 328.315 510.587H347.024Z" fill="#3A9DB1"/>
-<path id="Subtract_29" d="M336.399 504.313C340.965 504.732 344.484 507.382 344.484 510.587H347.024C347.024 507.09 342.836 504.255 337.669 504.255C337.239 504.255 336.815 504.275 336.399 504.313Z" fill="#C9FCFF"/>
-<path id="Union_3" fill-rule="evenodd" clip-rule="evenodd" d="M308.618 538.506C306.353 538.506 304.517 540.342 304.517 542.607C304.517 544.872 306.353 546.708 308.618 546.708H310.654L316.562 567.726H327.152H345.534H383.291C384.172 567.726 384.949 567.15 385.205 566.307L391.158 546.708H393.383C395.648 546.708 397.484 544.872 397.484 542.607C397.484 540.342 395.648 538.506 393.383 538.506H308.618Z" fill="#25899D"/>
-<rect id="Rectangle 175" x="304.517" y="538.506" width="92.967" height="8.20154" rx="4.10077" fill="#25899D"/>
-<path id="Subtract_30" fill-rule="evenodd" clip-rule="evenodd" d="M308.618 538.506C306.353 538.506 304.517 540.342 304.517 542.607C304.517 542.807 304.531 543.004 304.559 543.197C304.673 542.63 304.931 542.075 305.353 541.577C306.051 540.756 307.08 540.29 308.158 540.307L390.512 541.625C391.158 541.636 391.749 541.986 392.069 542.547C392.735 543.717 391.946 545.181 390.603 545.269L368.658 546.708H393.383C395.648 546.708 397.484 544.872 397.484 542.607C397.484 540.342 395.648 538.506 393.383 538.506H308.618Z" fill="#C9FCFF"/>
-<path id="Subtract_31" d="M382.151 567.392C384.951 566.142 385.937 564.137 386.451 562.443L391.551 545.643L388.976 546.043C388.387 546.043 388.464 547.001 388.387 547.255L382.993 565.248C382.793 565.905 382.479 566.813 382.151 567.392Z" fill="#C9FCFF"/>
-</g>
-</g>
-</g>
-<g id="eco/picto/7-vitesse">
-<g id="Group 261">
-<g id="lines" opacity="0.65">
-<path id="line1" fill-rule="evenodd" clip-rule="evenodd" d="M425.982 509.768L439.803 509.76L439.802 508.599L425.981 508.607L425.982 509.768Z" fill="white"/>
-<path id="line2" opacity="0.6" fill-rule="evenodd" clip-rule="evenodd" d="M399.235 514.619L417.522 514.609L417.521 513.448L399.234 513.458L399.235 514.619Z" fill="white"/>
-<path id="line3" opacity="0.6" fill-rule="evenodd" clip-rule="evenodd" d="M376.352 538.269L399.248 538.256L399.248 537.095L376.351 537.107L376.352 538.269Z" fill="white"/>
-<path id="line4" fill-rule="evenodd" clip-rule="evenodd" d="M376.345 525.072L394.632 525.062L394.631 523.9L376.344 523.91L376.345 525.072Z" fill="white"/>
-<path id="line5" fill-rule="evenodd" clip-rule="evenodd" d="M405.909 558.908L424.196 558.898L424.195 557.737L405.909 557.747L405.909 558.908Z" fill="white"/>
-<path id="line6" opacity="0.6" fill-rule="evenodd" clip-rule="evenodd" d="M413.338 563.438L426.012 563.431L426.011 562.27L413.337 562.277L413.338 563.438Z" fill="white"/>
-</g>
-<g id="runner">
-<ellipse id="Ellipse 167" rx="4.73142" ry="4.95918" transform="matrix(-0.935194 -0.354136 -0.354137 0.935194 430.357 518.727)" fill="#EEAF74"/>
-<path id="Vector 52" d="M433.031 513.768C434.89 514.58 436.59 518.122 434.847 517.107C434.85 521.521 431.988 520.972 430.827 521.166C430.149 520.634 428.722 519.288 427.444 518.708C425.846 517.983 423.813 517.549 420.329 517.55C422.071 516.969 424.442 516.338 425.41 516.096L420.327 513.776L427.441 513.772L423.81 511.16C426.133 511.449 431.172 512.956 433.031 513.768Z" fill="#FFEB33"/>
-<g id="Subtract_32">
-<path d="M435.317 516.177C435.657 516.864 435.697 517.389 435.221 517.272C435.276 516.948 435.309 516.585 435.317 516.177Z" fill="#F0C429"/>
-<path d="M434.674 518.763C434.144 520.939 432.512 521.043 431.411 521.112C431.191 521.126 430.992 521.139 430.827 521.166C430.677 521.049 430.491 520.891 430.277 520.711C429.525 520.077 428.439 519.16 427.444 518.708C425.846 517.983 423.813 517.549 420.329 517.55C421.37 517.203 422.636 516.838 423.692 516.548C425.522 516.726 426.821 517.086 427.915 517.583C428.91 518.034 430.074 518.499 430.826 519.134C431.039 519.314 431.322 519.293 431.579 519.424C431.882 519.578 432.412 519.609 432.632 519.596C433.499 519.541 433.793 519.486 434.674 518.763Z" fill="#F0C429"/>
-<path d="M425.452 516.106L420.327 513.776L421.422 513.775L428.319 515.578C427.904 515.682 426.223 515.894 425.452 516.106Z" fill="#F0C429"/>
-<path d="M427.441 513.772L430.274 514.089L425.921 511.55C424.825 511.274 424.548 511.252 423.81 511.16L427.441 513.772Z" fill="#F0C429"/>
-</g>
-<path id="Union_4" d="M446.926 506.167C446.644 506.013 446.291 506.117 446.138 506.399L444.055 510.215C443.942 509.898 443.827 509.616 443.72 509.421C443.39 508.823 443.134 508.326 443.05 508.157C442.906 507.87 442.557 507.754 442.27 507.898C441.983 508.041 441.867 508.39 442.011 508.677C442.103 508.861 442.366 509.371 442.702 509.982C442.835 510.222 443.03 510.774 443.23 511.425C443.343 511.792 443.45 512.169 443.542 512.502C443.119 514.088 442.538 515.367 442.079 516.378C441.87 516.839 441.685 517.245 441.553 517.599C441.191 518.566 439.691 521.429 438.987 522.739C437.828 523.042 435.088 523.466 433.395 522.742C432.612 522.407 431.539 521.617 430.368 520.755C428.374 519.286 426.094 517.607 424.475 517.608C423.716 517.609 422.93 517.49 422.055 517.358C419.97 517.044 417.381 516.654 413.443 517.614C407.852 518.978 405.283 520.339 403.773 521.549L401.632 522.146C401.518 522.166 401.405 522.187 401.293 522.209L399.644 521.074C399.38 520.892 399.018 520.958 398.836 521.222C398.654 521.487 398.721 521.848 398.985 522.03L399.922 522.676C399.836 522.728 399.756 522.784 399.682 522.842L397.245 522.489C396.927 522.443 396.633 522.663 396.587 522.981C396.541 523.298 396.761 523.593 397.078 523.639L397.957 523.766L396.747 523.845C396.427 523.866 396.184 524.142 396.205 524.463C396.226 524.783 396.502 525.025 396.822 525.004L398.348 524.905L397.013 525.261C396.704 525.344 396.519 525.662 396.602 525.972C396.685 526.282 397.003 526.466 397.313 526.383L400.897 525.425C401.146 525.455 401.407 525.459 401.679 525.437L400.675 527.064C400.506 527.337 400.591 527.695 400.864 527.863C401.137 528.032 401.495 527.947 401.663 527.674L403.309 525.008C403.974 524.721 404.686 524.283 405.436 523.664C408.004 521.547 413.445 521.544 415.712 521.543L419.339 521.541C416.269 526.076 409.825 535.208 408.617 535.45C407.105 535.754 402.119 537.872 400.76 538.931C399.672 539.778 397.688 541.703 396.832 542.56C395.674 542.561 392.752 542.865 390.335 544.075C387.313 545.588 383.535 547.101 382.326 547.102C381.761 547.102 381.294 546.507 380.834 545.92C380.31 545.252 379.795 544.595 379.151 544.837C378.547 545.064 378.094 545.404 377.565 545.801C377.036 546.198 376.432 546.652 375.526 547.106C373.713 548.014 371.296 550.131 371.296 551.34C371.297 552.307 371.411 553.55 372.053 553.606C372.254 553.624 372.591 553.319 373.061 552.892C374.093 551.955 375.772 550.431 378.097 550.429C382.328 550.427 389.884 549.516 391.698 549.213C392.429 549.09 393.357 549.042 394.393 548.987C395.925 548.907 397.692 548.814 399.405 548.453C401.702 547.968 408.219 545.828 411.191 544.819C412.652 545.574 416.18 547.083 418.598 547.082L423.434 547.079C423.989 549.245 425.463 554.151 426.915 556.447C428.322 558.672 428.73 560.897 428.983 562.278C429.057 562.679 429.118 563.009 429.186 563.247C429.239 563.434 429.293 563.672 429.352 563.937C429.629 565.171 430.032 566.971 431.152 566.722C431.77 566.584 432.17 566.197 432.563 565.815C433.036 565.357 433.5 564.907 434.325 564.907C435.836 564.906 439.614 564.752 439.765 563.241C439.795 562.937 439.848 562.607 439.901 562.278C440.059 561.296 440.216 560.322 439.763 560.067C439.533 559.938 438.9 560.223 438.124 560.572C436.862 561.14 435.222 561.878 434.323 561.279C432.509 560.071 431.147 557.805 431.146 555.689C431.146 554.543 430.567 552.553 430.038 550.73C429.59 549.19 429.177 547.768 429.177 547.076C429.177 546.797 429.217 546.462 429.263 546.093C429.462 544.461 429.742 542.168 426.906 541.183C424.125 540.218 420.709 538.466 419.348 537.711C419.549 536.553 420.423 534.912 421.027 534.065C421.532 533.358 425.345 531.268 427.232 529.525C429.118 527.781 428.9 526.91 429.165 526.371C431.281 526.874 436.209 527.576 438.989 526.366C442.464 524.853 444.576 519.26 444.727 517.597C444.842 516.326 445.311 515.323 445.761 514.361C445.899 514.065 446.036 513.773 446.16 513.478C446.247 513.272 446.343 513.035 446.436 512.787L446.751 512.261L449.253 511.78C449.568 511.719 449.775 511.415 449.714 511.1C449.653 510.785 449.349 510.578 449.034 510.639L446.877 511.054C446.877 511.028 446.875 511.002 446.871 510.977L449.201 509.133C449.452 508.934 449.494 508.569 449.295 508.318C449.096 508.066 448.731 508.024 448.48 508.223L447.009 509.387L448.359 507.592C448.552 507.336 448.5 506.972 448.244 506.779C447.987 506.586 447.623 506.638 447.431 506.894L446.556 508.056L447.157 506.955C447.311 506.673 447.207 506.321 446.926 506.167Z" fill="#FFDDBD"/>
-<path id="Vector 53" d="M427.593 525.895C429.045 525.72 430.134 526.256 430.497 526.546C429.481 526.547 425.779 528.291 422.078 530.471C422.876 529.527 425.778 526.114 427.593 525.895Z" fill="#EEAF74"/>
-<path id="Intersect_4" d="M411.646 545.045C413.294 545.839 416.403 547.083 418.598 547.082L423.249 547.079L423.249 547.022C422.329 546.587 420.213 545.209 419.109 543.177C419.014 543.003 418.935 542.838 418.869 542.681C420.099 541.3 420.099 539.727 420.099 538.117C419.807 537.963 419.554 537.826 419.348 537.711C419.388 537.48 419.455 537.23 419.541 536.97C418.73 537.953 417.34 539.599 415.674 541.207C414.047 542.776 412.196 544.268 410.393 545.088C410.68 544.992 410.947 544.902 411.191 544.819C411.192 544.82 411.194 544.821 411.196 544.821C411.266 544.857 411.447 544.933 411.692 545.033L411.646 545.045Z" fill="#EEAF74"/>
-<path id="Vector 54 (Stroke)" fill-rule="evenodd" clip-rule="evenodd" d="M412.336 541.36C412.523 541.07 412.91 540.988 413.199 541.175C413.567 541.414 413.989 541.883 414.146 542.552C414.309 543.245 414.168 544.066 413.554 544.95C413.357 545.233 412.968 545.303 412.685 545.106C412.402 544.91 412.332 544.521 412.528 544.238C412.979 543.589 412.999 543.126 412.931 542.837C412.857 542.523 412.656 542.311 412.52 542.223C412.231 542.035 412.148 541.649 412.336 541.36Z" fill="#FFDDBD"/>
-<path id="Intersect_5" d="M418.885 522.209C419.2 521.781 419.478 521.323 419.743 520.886L419.764 520.852C420.128 520.252 420.47 519.686 420.878 519.189C421.288 518.689 421.748 518.278 422.326 518.001C422.901 517.726 423.628 517.566 424.597 517.62L424.598 517.611C424.556 517.609 424.516 517.608 424.475 517.608C423.716 517.609 422.93 517.49 422.055 517.358C421.81 517.322 421.559 517.284 421.3 517.247C420.776 517.585 420.205 517.359 419.337 517.622C418.078 518.004 417.897 518.004 416.336 518.823C415.066 519.295 414.09 520.169 413.071 521.544L419.339 521.54C419.195 521.754 419.043 521.977 418.885 522.209Z" fill="#EEAF74"/>
-</g>
-<g id="gouttes">
-<path id="Ellipse 172" d="M410.466 507.011C410.466 507.011 408.772 505.888 406.403 505.469C405.51 505.311 405.441 503.949 405.943 503.193C406.444 502.438 407.463 502.231 408.218 502.733C409.875 503.832 410.466 507.011 410.466 507.011Z" fill="#95ECFF"/>
-<path id="Ellipse 173" d="M380.223 531.163C380.223 531.163 378.205 531.409 376.132 532.631C375.351 533.091 374.414 532.101 374.303 531.201C374.193 530.301 374.834 529.482 375.734 529.372C377.707 529.13 380.223 531.163 380.223 531.163Z" fill="#95ECFF"/>
-<path id="Ellipse 174" d="M402.228 507.896C402.228 507.896 400.211 508.143 398.138 509.364C397.357 509.825 396.419 508.834 396.309 507.934C396.199 507.034 396.839 506.215 397.739 506.105C399.712 505.864 402.228 507.896 402.228 507.896Z" fill="#95ECFF"/>
-<path id="Ellipse 175" d="M391.809 556.946C391.809 556.946 390.036 557.939 387.642 558.179C386.739 558.269 386.568 559.622 387.011 560.413C387.454 561.205 388.455 561.487 389.246 561.044C390.98 560.073 391.809 556.946 391.809 556.946Z" fill="#95ECFF"/>
-</g>
-</g>
-</g>
+
+<path d="M171.359 142.291L171.382 142.315C171.896 142.619 172.481 142.926 173.096 143.25C173.256 143.334 173.418 143.42 173.581 143.506C174.394 143.937 175.256 144.408 175.905 144.887C176.228 145.125 176.56 145.409 176.811 145.741C177.059 146.068 177.324 146.573 177.243 147.194C177.144 147.952 177.008 148.927 176.113 149.711C175.33 150.397 174.095 150.816 172.304 151.208C171.35 151.417 170.356 151.555 169.424 151.673C169.213 151.699 169.007 151.725 168.805 151.75C168.094 151.838 167.437 151.919 166.833 152.021C166.048 152.152 165.468 152.3 165.08 152.481C164.893 152.567 164.792 152.643 164.742 152.693C164.702 152.732 164.697 152.754 164.697 152.754C164.592 153.153 164.542 153.487 164.575 153.817C164.607 154.134 164.72 154.516 165.048 154.989C165.737 155.986 167.343 157.347 170.917 159.125C171.549 159.44 172.187 159.752 172.823 160.063C175.75 161.493 178.647 162.908 180.784 164.501C182.102 165.483 183.231 166.601 183.916 167.932C184.62 169.3 184.818 170.823 184.377 172.499C184.001 173.926 183.021 174.984 181.831 175.768C180.648 176.548 179.176 177.112 177.635 177.543C174.888 178.31 171.675 178.715 168.998 179.053C168.679 179.093 168.367 179.133 168.064 179.172C167.156 179.288 166.185 179.376 165.178 179.467C162.782 179.683 160.18 179.918 157.733 180.605C156.324 181 155.043 181.528 153.961 182.257L151.141 181.514C152.782 179.913 154.91 178.944 157.095 178.331C159.764 177.582 162.744 177.312 165.21 177.088C166.151 177.003 167.018 176.925 167.763 176.829C168.07 176.789 168.382 176.75 168.7 176.71C171.403 176.368 174.433 175.985 176.999 175.268C178.429 174.868 179.638 174.385 180.532 173.796C181.419 173.212 181.913 172.581 182.093 171.897C182.387 170.782 182.251 169.858 181.816 169.013C181.362 168.13 180.545 167.268 179.373 166.395C177.43 164.947 174.788 163.655 171.87 162.227L171.867 162.226C171.212 161.905 170.543 161.578 169.864 161.24C166.2 159.417 164.145 157.837 163.105 156.332C162.567 155.554 162.299 154.794 162.225 154.051C162.152 153.321 162.275 152.677 162.413 152.152C162.662 151.206 163.394 150.659 164.085 150.338C164.774 150.019 165.613 149.83 166.443 149.691C167.102 149.581 167.827 149.491 168.546 149.402C168.741 149.378 168.935 149.354 169.127 149.33C170.05 149.213 170.955 149.085 171.799 148.901C173.603 148.506 174.278 148.178 174.557 147.934C174.707 147.802 174.785 147.678 174.871 147.1C174.801 147.026 174.685 146.921 174.503 146.788C174.017 146.429 173.307 146.034 172.475 145.593C172.328 145.515 172.176 145.436 172.023 145.355C171.348 145 170.633 144.623 170.02 144.252C169.819 144.131 169.789 143.989 169.758 143.844C169.73 143.714 169.702 143.582 169.551 143.461C169.524 143.439 169.497 143.418 169.471 143.397C169.199 143.18 168.975 143.002 168.769 142.659C168.266 141.824 167.979 141.212 167.93 141.108C167.929 141.105 167.928 141.102 167.927 141.1C169.798 140.713 170.416 141.337 171.359 142.291Z" fill="#E4A400"/>
+<path d="M175.912 142.795C175.541 142.826 175.029 142.84 174.399 142.857C174.018 142.867 173.593 142.878 173.13 142.895C171.959 142.938 170.613 143.017 169.43 143.224C168.839 143.328 168.252 143.469 167.732 143.671C167.226 143.867 166.688 144.156 166.29 144.61C165.852 145.111 165.635 145.76 165.751 146.483C165.856 147.14 166.218 147.751 166.694 148.316C167.645 149.445 168.976 150.367 170.365 151.154C171.734 151.93 173.249 152.622 174.651 153.263L174.734 153.301C176.187 153.965 177.495 154.567 178.521 155.182C179.594 155.826 180.104 156.341 180.262 156.72C180.411 157.078 180.374 157.339 180.152 157.656C179.876 158.05 179.311 158.506 178.383 158.988C176.544 159.943 173.791 160.745 170.816 161.473C169.519 161.789 167.885 161.992 166.024 162.224L165.56 162.281C163.545 162.533 161.327 162.826 159.224 163.343C156.516 164.008 153.808 165.096 151.947 167.105L155.193 167.13C156.438 166.345 158.057 166.062 159.788 165.636C161.74 165.156 163.83 164.878 165.853 164.625L166.353 164.563C168.166 164.338 169.939 164.118 171.376 163.767C174.345 163.041 177.353 162.184 179.472 161.084C180.524 160.538 181.487 159.867 182.086 159.012C182.74 158.08 182.925 156.969 182.442 155.81C181.967 154.672 180.849 153.824 179.735 153.156C178.574 152.46 177.135 151.802 175.716 151.153L175.678 151.136C174.244 150.48 172.809 149.824 171.529 149.099C170.23 148.363 169.184 147.606 168.501 146.795C168.206 146.444 168.116 146.232 168.091 146.142C168.152 146.086 168.296 145.986 168.586 145.873C168.909 145.748 169.331 145.639 169.837 145.551C170.852 145.373 172.064 145.298 173.217 145.255C173.598 145.241 173.983 145.231 174.351 145.221C175.043 145.202 175.675 145.185 176.108 145.149L175.912 142.795Z" fill="#E4A400"/>
+<path d="M176.792 142.401L174.902 143.279L174.113 143.371C174.167 143.327 174.209 143.283 174.239 143.245L174.258 143.218C174.104 143.065 173.889 142.879 173.625 142.675C173.097 142.268 172.446 141.846 171.858 141.534C171.206 141.187 170.339 140.719 169.532 140.113C168.728 139.508 167.9 138.704 167.395 137.642C167.279 137.398 167.206 137.079 167.273 136.725C167.277 136.704 167.281 136.684 167.286 136.664L170.722 137.778C170.833 137.873 170.951 137.967 171.075 138.061C171.704 138.534 172.409 138.919 173.064 139.267C173.783 139.649 174.555 140.15 175.193 140.642C175.512 140.888 175.816 141.146 176.069 141.399C176.298 141.626 176.58 141.941 176.749 142.303C176.765 142.335 176.779 142.368 176.792 142.401Z" fill="#E4A400"/>
+<path d="M178.158 138.193L176.269 139.071L175.479 139.163C175.534 139.119 175.575 139.075 175.606 139.037L175.624 139.01C175.47 138.857 175.255 138.671 174.991 138.467C174.464 138.06 173.813 137.638 173.225 137.326C172.572 136.979 171.705 136.511 170.898 135.904C170.094 135.3 169.266 134.496 168.762 133.434C168.646 133.19 168.572 132.871 168.639 132.517C168.643 132.496 168.647 132.476 168.652 132.456L172.088 133.57C172.199 133.665 172.317 133.759 172.441 133.853C173.07 134.326 173.775 134.711 174.43 135.059C175.149 135.441 175.921 135.942 176.559 136.434C176.878 136.68 177.182 136.938 177.435 137.191C177.664 137.418 177.947 137.733 178.116 138.095C178.131 138.127 178.145 138.16 178.158 138.193Z" fill="#E4A400"/>
+<path d="M176.61 141.932C176.271 142.476 175.723 142.778 175.336 142.946C174.828 143.167 174.236 143.31 173.673 143.407C172.563 143.598 171.327 143.648 170.471 143.63L167.317 143.832C167.229 143.838 167.143 143.835 167.06 143.823C166.427 143.938 165.966 144.511 166.009 145.168C166.054 145.876 166.664 146.413 167.372 146.367L170.526 146.165C171.383 146.183 172.619 146.133 173.728 145.942C174.291 145.845 174.883 145.702 175.392 145.481C175.845 145.284 176.522 144.903 176.82 144.161C177.171 143.288 176.943 142.504 176.61 141.932Z" fill="#FFDC5F"/>
+<path d="M174.277 139.478C173.293 139.612 172.263 139.648 171.519 139.632L168.465 139.828C167.852 139.958 167.412 140.522 167.453 141.166C167.498 141.873 168.109 142.41 168.816 142.364L171.971 142.162C172.827 142.18 174.063 142.13 175.172 141.939C175.736 141.842 176.327 141.699 176.836 141.478C177.289 141.281 177.966 140.9 178.264 140.158C178.69 139.097 178.263 138.168 177.828 137.59C177.823 137.602 177.818 137.615 177.813 137.628C177.515 138.37 176.838 138.751 176.385 138.948C176.012 139.11 175.594 139.23 175.176 139.321C175.042 139.352 174.895 139.382 174.737 139.409C174.587 139.435 174.433 139.458 174.277 139.478Z" fill="#FFDC5F"/>
+<path d="M167.343 136.913C167.305 136.205 167.849 135.601 168.557 135.564L173.319 135.312L173.369 135.314C174.119 135.333 175.261 135.301 176.237 135.151C176.651 135.087 176.991 135.009 177.243 134.924L179.181 134.9C179.474 134.896 179.747 134.793 179.965 134.62C180.037 135.018 180.015 135.461 179.827 135.929C179.518 136.697 178.797 137.07 178.341 137.254C177.818 137.465 177.207 137.599 176.626 137.688C175.477 137.865 174.203 137.9 173.355 137.881L168.692 138.127C167.984 138.165 167.38 137.621 167.343 136.913Z" fill="#FFDC5F"/>
+<path d="M180.405 133.944C180.258 134.502 179.757 134.893 179.18 134.901L168.525 135.033C167.677 135.044 167.052 134.243 167.268 133.423C167.268 133.423 168.464 128.886 168.799 127.615C169.133 126.344 171.574 124.664 172.148 124.815C172.722 124.967 178.952 126.608 179.444 126.738C179.936 126.868 181.546 129.615 181.211 130.886C180.876 132.156 180.405 133.944 180.405 133.944Z" fill="#F4F4F4"/>
+<path d="M180.733 128.584C180.298 127.636 179.709 126.808 179.444 126.738L172.148 124.815C171.575 124.664 169.134 126.344 168.799 127.615L167.269 133.423C167.053 134.243 167.678 135.044 168.526 135.033L168.611 135.032L170.08 129.458C170.415 128.188 172.856 126.508 173.429 126.659L180.725 128.582L180.733 128.584Z" fill="#DDDDDD"/>
+<rect x="179.729" y="126.154" width="7.84165" height="2.56727" rx="1" transform="rotate(-165.237 179.729 126.154)" fill="#C4C4C4"/>
+<path d="M179.867 125.324C179.952 125.203 180.017 125.065 180.057 124.913C180.237 124.228 179.828 123.526 179.143 123.345L174.042 122.001C173.357 121.82 172.655 122.23 172.474 122.915C172.434 123.066 172.423 123.219 172.437 123.366C172.737 122.938 173.281 122.721 173.816 122.862L178.916 124.206C179.45 124.347 179.816 124.804 179.867 125.324Z" fill="#9C9C9C"/>
+<ellipse cx="177.64" cy="124.683" rx="1.20805" ry="0.551024" transform="rotate(-165.237 177.64 124.683)" fill="white"/>
+<rect x="180.442" y="123.449" width="7.84165" height="2.56727" rx="1" transform="rotate(-165.237 180.442 123.449)" fill="#C4C4C4"/>
+<path d="M180.58 122.617C180.665 122.496 180.73 122.359 180.77 122.207C180.95 121.522 180.541 120.82 179.855 120.639L174.755 119.295C174.07 119.114 173.368 119.524 173.187 120.209C173.147 120.36 173.136 120.513 173.15 120.66C173.45 120.232 173.994 120.015 174.528 120.156L179.629 121.5C180.163 121.641 180.529 122.098 180.58 122.617Z" fill="#9C9C9C"/>
+<ellipse cx="178.353" cy="121.977" rx="1.20805" ry="0.551024" transform="rotate(-165.237 178.353 121.977)" fill="white"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M177.314 119.464L208.314 1.8282L209.125 2.04199L178.126 119.678L177.314 119.464Z" fill="white"/>
+<path d="M177.236 146.7C177.121 146.807 177.006 146.901 176.895 146.975C176.36 147.33 175.349 147.784 174.157 148.186C173.746 148.389 173.039 148.629 171.798 148.9C170.954 149.085 170.049 149.212 169.126 149.329C168.935 149.353 168.742 149.377 168.549 149.401L168.545 149.402C167.826 149.491 167.101 149.58 166.442 149.691C165.612 149.83 164.773 150.018 164.084 150.338C163.393 150.659 162.661 151.206 162.412 152.152C162.274 152.676 162.151 153.321 162.224 154.05C162.279 154.608 162.444 155.175 162.75 155.752C162.735 155.598 162.716 155.453 162.691 155.319C162.394 153.731 162.508 153.602 164.4 152.75C164.59 152.665 164.798 152.585 165.017 152.51C165.036 152.5 165.057 152.49 165.079 152.48C165.467 152.3 166.047 152.152 166.832 152.02C167.436 151.919 168.093 151.838 168.804 151.75C169.006 151.725 169.212 151.699 169.423 151.672C170.355 151.554 171.349 151.416 172.303 151.208C174.094 150.816 175.329 150.397 176.112 149.71C177.007 148.927 177.143 147.951 177.242 147.193C177.265 147.019 177.26 146.854 177.236 146.7Z" fill="#FFDC5F"/>
+<path d="M176.998 175.267C176.063 175.529 175.067 175.745 174.048 175.932C172.894 176.174 171.932 176.345 171.443 176.376C171.369 176.381 171.294 176.382 171.217 176.38C170.363 176.499 169.516 176.606 168.699 176.709C168.381 176.75 168.069 176.789 167.762 176.829C167.017 176.924 166.15 177.003 165.209 177.088C162.743 177.311 159.763 177.581 157.094 178.33C153.32 179.39 149.715 181.511 148.503 186.113C147.985 188.078 148.388 190.243 149.439 192.335C149.094 190.586 149.978 188.432 150.462 187.252C150.566 187 150.651 186.792 150.702 186.642C150.762 186.466 150.87 186.234 151.021 185.965C152.097 183.017 154.598 181.484 157.732 180.605C160.179 179.918 162.781 179.683 165.177 179.467C166.184 179.376 167.155 179.288 168.063 179.171C168.366 179.132 168.678 179.093 168.997 179.053C171.674 178.715 174.887 178.31 177.634 177.542C179.175 177.111 180.647 176.547 181.83 175.768C183.02 174.984 184 173.926 184.376 172.498C184.507 171.999 184.582 171.514 184.604 171.042C184.554 171.136 184.506 171.224 184.459 171.305C183.43 173.099 183.223 173.283 181.873 173.881C181.235 174.164 179.246 174.713 177.148 175.225L176.998 175.267Z" fill="#FFDC5F"/>
+<path d="M252.216 149.389C252.133 148.87 252.046 148.323 251.917 147.788C250.94 146.174 249.958 144.863 249.076 143.967C239.136 133.86 224.799 135.827 212.516 142.96C207.4 145.931 205.359 150.156 205.115 154.596C204.382 156.077 205.618 160.902 206.716 164.384C207.155 165.774 208.063 167.262 209.13 168.645C209.773 169.733 210.451 170.739 211.13 171.636C211.916 172.293 212.812 172.839 213.748 173.315C213.884 173.417 214.013 173.51 214.134 173.593C215.773 174.716 222.105 176.557 225.066 177.338L247.801 167.093C247.873 166.052 247.939 164.728 247.979 163.249C251.709 158.961 253.607 153.998 252.601 151.195C252.424 150.7 252.323 150.068 252.216 149.389Z" fill="#FFDC5F"/>
+<path d="M218.679 203.959C218.648 203.685 218.62 203.435 218.358 203.529C218.309 202.96 219.597 201.262 221.308 199.007C224.972 194.179 230.575 186.795 229.146 182.45C228.418 180.237 227.428 178.951 226.262 178.181C228.263 177.844 230.355 177.293 232.516 176.518C244.417 172.249 255.697 161.807 254.709 153.382C257.924 161.233 259.588 171.731 254.155 178.991C249.848 184.747 236.323 193.312 227.753 198.739C224.175 201.005 221.46 202.724 220.642 203.462C218.808 205.119 218.738 204.494 218.679 203.959Z" fill="#FFDC5F"/>
+<path d="M243.131 142.462C242.955 141.967 242.768 141.446 242.543 140.944C241.478 139.753 240.448 138.776 239.531 138.068C242.976 139.14 246.209 141.051 249.076 143.966C249.957 144.862 250.94 146.174 251.917 147.788C252.046 148.322 252.133 148.869 252.215 149.388C252.323 150.068 252.423 150.7 252.601 151.194C253.196 152.853 252.774 155.268 251.558 157.852C250.562 153.559 248.563 149.4 246.317 145.928C246.437 146.312 246.531 146.706 246.599 147.109C245.717 145.166 244.599 143.588 243.16 142.544C243.151 142.517 243.141 142.49 243.131 142.462Z" fill="#E4A400"/>
+<path d="M218.357 203.528C218.32 203.091 219.069 201.991 220.192 200.485C219.905 201.178 219.762 201.674 219.828 201.914C220.069 201.773 220.142 202.014 220.223 202.278C220.38 202.792 220.563 203.394 222.062 201.427C222.729 200.551 225.081 198.361 228.18 195.475C235.603 188.562 247.319 177.652 250.492 171.201C251.924 168.288 252.387 165.136 252.179 161.961C254.053 159.076 255.03 156.122 254.708 153.381C257.923 161.232 259.588 171.73 254.155 178.99C249.847 184.746 236.322 193.311 227.753 198.738C224.174 201.004 221.46 202.723 220.642 203.461C218.807 205.118 218.738 204.493 218.678 203.959C218.648 203.684 218.62 203.434 218.357 203.528Z" fill="#E4A400"/>
+<path d="M232.437 141.388C232.815 152.12 224.165 159.594 215.619 157.926C207.073 156.259 199.723 144.403 201.489 135.351C203.255 126.298 211.615 120.312 220.161 121.979C228.707 123.646 234.203 132.336 232.437 141.388Z" fill="#FFDDBD"/>
+<path d="M216.835 158.103C224.966 158.877 232.797 151.61 232.437 141.389C234.203 132.336 228.707 123.646 220.161 121.979C217.982 121.554 215.815 121.627 213.766 122.12C214.389 122.162 215.016 122.243 215.643 122.366C224.189 124.033 229.686 132.723 227.919 141.775C228.211 150.068 223.112 156.416 216.835 158.103Z" fill="#EEAF74"/>
+<path d="M217.117 119.453C217.271 123.256 216.387 126.539 216.009 130.151C215.555 134.48 215.981 135.269 215.971 135.274C215.961 135.279 215.441 134.366 212.751 136.021C208.119 138.87 204.047 143.103 205.592 151.622C200.574 147.726 197.632 141.631 198.313 135.13C199.262 126.065 207.821 120.169 217.117 119.453Z" fill="#FFDC5F"/>
+<path d="M204.767 146.884L204.789 146.936L204.823 150.794L207.857 153.776L207.346 146.968C207.12 143.958 207.751 142.007 208.652 140.637C209.581 139.223 210.96 138.18 212.641 137.276C212.836 137.171 212.992 137.097 213.112 137.046C213.182 137.069 213.256 137.091 213.335 137.11C213.728 137.204 214.297 137.238 214.906 136.988C216.048 136.519 216.352 135.507 216.417 135.256C216.504 134.92 216.501 134.647 216.499 134.56C216.495 134.362 216.467 134.206 216.462 134.175L216.461 134.172L216.456 134.143C216.455 134.107 216.454 134.038 216.457 133.929C216.471 133.513 216.55 132.626 216.872 130.972C216.894 130.86 216.916 130.747 216.937 130.633C215.963 131.216 214.983 131.807 214.03 132.384C213.802 134.042 213.913 134.526 213.93 134.602C213.932 134.609 213.932 134.613 213.932 134.613C213.931 134.613 213.93 134.611 213.927 134.606C213.881 134.535 213.476 133.913 211.426 135.015L211.399 135.029C208.435 136.627 205.676 138.954 204.93 143.331C204.75 144.39 204.687 145.568 204.767 146.884Z" fill="#C65F00"/>
+<path d="M200.179 129.291C202.622 132.474 205.442 135.194 208.475 136.5C212.437 138.207 215.429 138.117 218.621 138.022C222.49 137.907 226.653 137.783 233.193 140.836C233.232 140.68 233.27 140.523 233.306 140.365C235.455 130.914 229.535 121.511 220.084 119.363C211.786 117.476 203.525 121.809 200.179 129.291Z" fill="#FFDC5F"/>
+<path d="M228.562 139.05C229.971 139.47 231.503 140.047 233.194 140.836C233.234 140.68 233.271 140.523 233.307 140.365C235.456 130.914 229.536 121.511 220.085 119.363C217.336 118.738 214.591 118.796 212.027 119.424C213.021 119.476 214.024 119.613 215.027 119.841C223.879 121.854 229.634 130.231 228.562 139.05Z" fill="#E4A400"/>
+<path d="M202.44 131.302L202.155 131.227C201.609 130.805 200.797 130.098 200.01 129.261C199.911 129.477 199.816 129.695 199.725 129.916L199.143 131.332L200.112 132.517C202.419 135.337 205.27 138.012 208.532 139.299C212.537 140.879 215.599 140.693 218.387 140.524L218.49 140.517C221.664 140.325 224.791 140.135 229.973 142.362L232.817 143.584L233.382 141.059L231.054 139.684C231.033 139.791 231.01 139.897 230.987 140.003C230.212 139.67 229.476 139.386 228.774 139.144C228.702 139.119 228.63 139.095 228.559 139.071C224.178 137.6 221.146 137.784 218.298 137.957C215.537 138.125 212.949 138.282 209.474 136.911C206.95 135.915 204.558 133.812 202.44 131.302Z" fill="#C65F00"/>
+<path d="M243.917 163.478C246.829 161.344 249.502 156.487 250.475 154.325L253.815 156.069C253.503 157.253 251.819 160.759 247.581 165.307C243.342 169.856 234.302 174.187 230.312 175.783C228.776 176.588 227.485 177.246 224.554 176.986C221.347 176.703 215.748 175.011 213.563 173.14C211.464 172.587 216.679 173.642 219.236 173.901C222.432 174.225 227.805 172.187 231.546 171.1C235.287 170.013 240.278 166.146 243.917 163.478Z" fill="#E4A400"/>
+<path d="M252.216 149.388C252.134 148.869 252.047 148.322 251.918 147.788C251.707 147.44 251.496 147.106 251.286 146.787C253.885 150.181 255.738 154.94 256.433 157.276L256.274 157.883C255.825 156.319 255.293 154.807 254.709 153.382C255.697 161.807 244.417 172.248 232.517 176.517C230.356 177.292 228.263 177.843 226.263 178.181C226.534 178.36 226.796 178.567 227.047 178.807C225.253 177.892 222.388 177.309 220.483 176.215C222.183 176.354 225.002 175.79 227.107 175.376C226.015 174.433 225.073 173.049 224.493 171.382C223.899 169.674 223.788 167.963 224.087 166.523C221.22 167.321 218.585 167.648 216.201 167.561L214.555 165.224C213.638 163.599 212.02 159.958 212.524 159.935C212.793 159.923 213.848 161.102 214.948 162.333C216.158 163.686 217.423 165.101 217.763 165.064C220.3 164.785 223.33 164.169 225.776 163.291C231.808 161.127 237.668 157.271 241.599 153.004C241.868 152.713 242.668 147.526 242.668 147.526C242.668 147.526 243.815 153.119 244.495 153.595C240.416 158.491 233.982 162.94 227.284 165.472C227.084 165.922 226.868 166.493 226.779 166.823C226.527 167.753 226.537 169.072 227.034 170.499C227.53 171.926 228.339 172.967 229.114 173.54C229.513 173.835 230.137 174.208 230.625 174.451C230.962 174.341 231.304 174.225 231.65 174.101C237.682 171.937 243.542 168.08 247.473 163.814C251.536 159.404 253.652 154.122 252.602 151.194C252.424 150.7 252.324 150.068 252.216 149.388Z" fill="#C65F00"/>
+<path d="M181.896 156.009C181.856 155.507 181.81 155.087 181.744 154.726C182.036 155.055 182.277 155.415 182.442 155.809C182.925 156.967 182.74 158.078 182.087 159.01C181.487 159.866 180.524 160.536 179.472 161.082C177.353 162.183 174.346 163.04 171.377 163.766C169.939 164.117 168.166 164.337 166.354 164.561L165.853 164.624C163.831 164.876 161.74 165.155 159.788 165.635C158.507 165.95 157.295 166.326 156.161 166.81C153.432 167.746 145.585 174.525 149.663 189.27C154.769 207.735 171.901 214.83 183.713 216.25C194.957 217.602 204.677 212.937 212.122 207.399C215.838 204.635 218.957 201.675 221.382 199.187C222.577 197.96 223.601 196.852 224.448 195.934L224.501 195.877C225.329 194.98 226.029 194.222 226.53 193.761L228.268 195.65C227.861 196.025 227.243 196.691 226.371 197.636L226.329 197.681C225.483 198.597 224.44 199.727 223.221 200.979C220.741 203.523 217.517 206.586 213.654 209.459C205.944 215.194 195.568 220.261 183.406 218.799C171.111 217.321 152.695 209.867 147.189 189.954C142.776 173.998 151.307 166.039 155.414 164.631C156.766 164.052 158.092 163.619 159.224 163.341C161.327 162.824 163.545 162.532 165.561 162.28L166.024 162.222C167.886 161.991 169.52 161.788 170.816 161.471C173.791 160.744 176.545 159.941 178.384 158.986C178.81 158.765 179.16 158.549 179.44 158.342C179.625 158.25 179.807 158.165 179.983 158.082C181.108 157.552 181.985 157.139 181.896 156.009Z" fill="#FFDC5F"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M225.204 149.119C224.561 149.752 223.578 150.638 221.66 150.894C220.408 151.062 219.514 151.122 218.891 151.123C218.581 151.123 218.318 151.109 218.101 151.08C217.993 151.066 217.878 151.046 217.765 151.016C217.675 150.992 217.49 150.937 217.301 150.814C216.708 150.425 216.542 149.63 216.931 149.037C217.266 148.524 217.905 148.331 218.455 148.537C218.53 148.546 218.668 148.556 218.888 148.556C219.362 148.555 220.137 148.508 221.32 148.35C222.445 148.199 222.938 147.746 223.403 147.289C223.426 147.267 223.45 147.242 223.477 147.215C223.696 146.997 224.054 146.638 224.474 146.417C225.09 146.094 225.763 146.068 226.462 146.33C227.029 146.541 227.502 146.931 227.871 147.307C228.252 147.697 228.598 148.152 228.899 148.602C229.499 149.499 230.262 150.624 230.662 152.341C230.86 153.194 231.833 156.908 231.425 158.458L227.891 152.106C227.665 151.579 227.253 150.759 226.765 150.029C226.518 149.661 226.27 149.342 226.036 149.103C225.82 148.883 225.669 148.784 225.593 148.747C225.58 148.758 225.565 148.771 225.549 148.786C225.475 148.852 225.402 148.924 225.298 149.026C225.269 149.055 225.238 149.086 225.204 149.119Z" fill="black"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M214.35 151.763C215.453 150.921 216.535 149.729 216.923 149.253L218.913 150.875C218.451 151.442 217.227 152.797 215.908 153.804C215.695 153.966 215.496 154.106 215.327 154.223C215.301 154.241 215.276 154.258 215.253 154.275C215.113 154.372 215.006 154.445 214.91 154.517C214.794 154.604 214.736 154.658 214.71 154.685C214.71 154.719 214.713 154.78 214.732 154.88C214.784 155.157 214.926 155.596 215.239 156.301C215.709 157.363 217.489 161.566 217.567 163.249C216.707 162.526 214.01 159.865 212.891 157.341C212.554 156.579 212.315 155.924 212.208 155.351C212.097 154.754 212.111 154.151 212.385 153.58C212.644 153.041 213.061 152.694 213.373 152.461C213.509 152.359 213.66 152.255 213.797 152.16C213.819 152.144 213.842 152.129 213.863 152.114C214.026 152.001 214.185 151.889 214.35 151.763ZM214.713 154.651C214.713 154.651 214.713 154.654 214.711 154.66L214.713 154.651Z" fill="black"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M215.238 124.213C213.671 124.557 212.275 125.164 211.501 125.597C210.882 125.943 210.1 125.723 209.754 125.104C209.407 124.485 209.628 123.703 210.247 123.357C211.221 122.812 212.853 122.109 214.687 121.706C216.505 121.306 218.682 121.166 220.64 121.932C224.092 123.283 226.805 125.566 227.782 126.595C228.27 127.109 228.249 127.921 227.735 128.409C227.221 128.897 226.408 128.876 225.92 128.362C225.147 127.548 222.738 125.51 219.705 124.323C218.42 123.82 216.822 123.865 215.238 124.213Z" fill="white"/>
+<path fill-rule="evenodd" clip-rule="evenodd" d="M239.559 141.777C238.028 141.399 236.697 141.341 236.087 141.477C235.481 141.612 234.921 141.222 234.836 140.605C234.752 139.988 235.174 139.378 235.78 139.243C236.883 138.997 238.594 139.146 240.229 139.55C241.889 139.961 243.705 140.691 244.978 141.797C246.124 142.792 247.283 143.98 248.212 145.051C248.677 145.587 249.092 146.102 249.422 146.557C249.738 146.992 250.021 147.433 250.176 147.809C250.407 148.374 250.136 149.061 249.569 149.345C249.003 149.628 248.356 149.4 248.124 148.835C248.071 148.705 247.912 148.43 247.611 148.016C247.324 147.621 246.949 147.152 246.511 146.648C245.635 145.638 244.541 144.519 243.476 143.593C242.538 142.778 241.064 142.15 239.559 141.777Z" fill="white"/>
+<ellipse cx="220.351" cy="143.887" rx="1.28364" ry="1.28364" transform="rotate(14.763 220.351 143.887)" fill="#7D4816"/>
+<circle cx="211.76" cy="147.892" r="1.28364" transform="rotate(14.763 211.76 147.892)" fill="#7D4816"/>
+<path d="M238.761 112.514L238.521 115.05C238.35 116.858 239.35 118.574 241.008 119.316L243.332 120.356L240.797 120.116C238.989 119.945 237.273 120.945 236.53 122.603L235.49 124.927L235.73 122.392C235.901 120.584 234.901 118.868 233.243 118.126L230.919 117.085L233.454 117.325C235.262 117.496 236.978 116.496 237.721 114.839L238.761 112.514Z" fill="#FFDC5F"/>
+<path d="M196.029 153.18L195.836 155.209C195.7 156.655 196.5 158.028 197.826 158.622L199.685 159.454L197.657 159.262C196.211 159.125 194.838 159.925 194.244 161.251L193.412 163.111L193.604 161.082C193.741 159.636 192.941 158.263 191.614 157.67L189.755 156.837L191.783 157.029C193.23 157.166 194.602 156.366 195.196 155.04L196.029 153.18Z" fill="#FFDC5F"/>
+<path d="M263.991 132.57L263.847 134.091C263.745 135.176 264.345 136.206 265.339 136.651L266.734 137.275L265.213 137.131C264.128 137.028 263.098 137.629 262.653 138.623L262.029 140.018L262.173 138.497C262.276 137.412 261.675 136.382 260.681 135.937L259.286 135.313L260.807 135.457C261.892 135.559 262.922 134.959 263.367 133.965L263.991 132.57Z" fill="#FFDC5F"/>
+<path d="M240.88 205.161L240.736 206.682C240.633 207.767 241.233 208.797 242.228 209.242L243.623 209.866L242.101 209.722C241.017 209.619 239.987 210.219 239.542 211.214L238.917 212.609L239.061 211.087C239.164 210.003 238.564 208.973 237.569 208.528L236.175 207.903L237.696 208.048C238.781 208.15 239.811 207.55 240.256 206.556L240.88 205.161Z" fill="#FFDC5F"/>
 </g>
 </g>
 <defs>
-<filter id="filter0_f" x="18.9448" y="438.929" width="85.3585" height="142.571" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
-<feFlood flood-opacity="0" result="BackgroundImageFix"/>
-<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
-<feGaussianBlur stdDeviation="4" result="effect1_foregroundBlur"/>
-</filter>
-<filter id="filter1_f" x="1" y="396" width="60" height="188" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
-<feFlood flood-opacity="0" result="BackgroundImageFix"/>
-<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
-<feGaussianBlur stdDeviation="4" result="effect1_foregroundBlur"/>
-</filter>
-<filter id="filter2_f" x="526" y="438" width="60" height="142" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
-<feFlood flood-opacity="0" result="BackgroundImageFix"/>
-<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
-<feGaussianBlur stdDeviation="4" result="effect1_foregroundBlur"/>
-</filter>
-<linearGradient id="paint0_linear" x1="556" y1="446.062" x2="556" y2="572" gradientUnits="userSpaceOnUse">
-<stop stop-color="#F1C017"/>
-<stop offset="1" stop-color="#E28904"/>
-</linearGradient>
-<linearGradient id="paint1_linear" x1="556.307" y1="446.51" x2="556.307" y2="573" gradientUnits="userSpaceOnUse">
-<stop stop-color="#F1C017"/>
-<stop offset="1" stop-color="#E28904"/>
-</linearGradient>
 <clipPath id="clip0">
-<rect width="725" height="573" fill="white"/>
+<rect width="604" height="550" fill="white"/>
 </clipPath>
 <clipPath id="clip1">
-<rect width="122" height="147" fill="white" transform="translate(17 431)"/>
+<rect width="22" height="22" fill="white" transform="translate(119 465.001)"/>
+</clipPath>
+<clipPath id="clip2">
+<rect width="22" height="20.25" fill="white" transform="translate(263 466.001)"/>
+</clipPath>
+<clipPath id="clip3">
+<rect width="22" height="22" fill="white" transform="translate(364 465.001)"/>
+</clipPath>
+<clipPath id="clip4">
+<rect width="139" height="32" fill="white" transform="translate(420 70.6416)"/>
 </clipPath>
 </defs>
 </svg>
diff --git a/assets/illu-mobile-challenge.svg b/assets/illu-mobile-challenge.svg
new file mode 100644
index 0000000..8e0089e
--- /dev/null
+++ b/assets/illu-mobile-challenge.svg
@@ -0,0 +1,30 @@
+<svg width="392" height="333" viewBox="0 0 392 333" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<g clip-path="url(#clip0)">
+<g clip-path="url(#clip1)">
+<g filter="url(#filter0_f)">
+<ellipse cx="194.5" cy="344.5" rx="194.5" ry="33.5" fill="black"/>
+</g>
+</g>
+<rect x="69.5618" y="0.184896" width="260.75" height="562.422" rx="36.6797" fill="#090909" stroke="#7B7B7B" stroke-width="1.63021"/>
+<rect x="82.2695" y="40" width="241.337" height="482.675" rx="13.8568" fill="#1B1C22"/>
+<rect x="79.2695" y="57" width="241.337" height="482.675" rx="13.8568" fill="url(#pattern0)"/>
+<rect x="165" y="15.6074" width="61.6045" height="6.35098" rx="3.17549" fill="#363636"/>
+</g>
+<defs>
+<filter id="filter0_f" x="-20" y="291" width="429" height="107" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
+<feFlood flood-opacity="0" result="BackgroundImageFix"/>
+<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
+<feGaussianBlur stdDeviation="10" result="effect1_foregroundBlur"/>
+</filter>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(0.00716831 -0.214393) scale(0.00263578 0.00131789)"/>
+</pattern>
+<clipPath id="clip0">
+<rect width="392" height="333" fill="white"/>
+</clipPath>
+<clipPath id="clip1">
+<rect width="427" height="119" fill="white" transform="translate(-11 215)"/>
+</clipPath>
+<image id="image0" width="360" height="728" xlink:href="data:image/jpeg;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/illu-mobile-consumption.svg b/assets/illu-mobile-consumption.svg
new file mode 100644
index 0000000..617f533
--- /dev/null
+++ b/assets/illu-mobile-consumption.svg
@@ -0,0 +1,29 @@
+<svg width="392" height="333" viewBox="0 0 392 333" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<g clip-path="url(#clip0)">
+<g clip-path="url(#clip1)">
+<g filter="url(#filter0_f)">
+<ellipse cx="194.5" cy="344.5" rx="194.5" ry="33.5" fill="black"/>
+</g>
+</g>
+<rect x="69.5618" y="0.184896" width="260.75" height="562.422" rx="36.6797" fill="#090909" stroke="#7B7B7B" stroke-width="1.63021"/>
+<rect x="79.2695" y="42.2803" width="241.337" height="482.675" rx="13.8568" fill="url(#pattern0)"/>
+<rect x="165" y="15.6074" width="61.6045" height="6.35098" rx="3.17549" fill="#363636"/>
+</g>
+<defs>
+<filter id="filter0_f" x="-20" y="291" width="429" height="107" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
+<feFlood flood-opacity="0" result="BackgroundImageFix"/>
+<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
+<feGaussianBlur stdDeviation="10" result="effect1_foregroundBlur"/>
+</filter>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(-0.0697329 -0.0859854) scale(0.00296736 0.00148368)"/>
+</pattern>
+<clipPath id="clip0">
+<rect width="392" height="333" fill="white"/>
+</clipPath>
+<clipPath id="clip1">
+<rect width="427" height="119" fill="white" transform="translate(-11 215)"/>
+</clipPath>
+<image id="image0" width="384" height="674" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/illu-mobile-ecogesture.svg b/assets/illu-mobile-ecogesture.svg
new file mode 100644
index 0000000..0e7f0f1
--- /dev/null
+++ b/assets/illu-mobile-ecogesture.svg
@@ -0,0 +1,29 @@
+<svg width="392" height="333" viewBox="0 0 392 333" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<g clip-path="url(#clip0)">
+<g clip-path="url(#clip1)">
+<g filter="url(#filter0_f)">
+<ellipse cx="194.5" cy="344.5" rx="194.5" ry="33.5" fill="black"/>
+</g>
+</g>
+<rect x="69.5618" y="0.184896" width="260.75" height="562.422" rx="36.6797" fill="#090909" stroke="#7B7B7B" stroke-width="1.63021"/>
+<rect x="79.2695" y="42.2803" width="241.337" height="482.675" rx="13.8568" fill="url(#pattern0)"/>
+<rect x="165" y="15.6074" width="61.6045" height="6.35098" rx="3.17549" fill="#363636"/>
+</g>
+<defs>
+<filter id="filter0_f" x="-20" y="291" width="429" height="107" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
+<feFlood flood-opacity="0" result="BackgroundImageFix"/>
+<feBlend mode="normal" in="SourceGraphic" in2="BackgroundImageFix" result="shape"/>
+<feGaussianBlur stdDeviation="10" result="effect1_foregroundBlur"/>
+</filter>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(-0.0208855 -0.0949922) scale(0.00277067 0.00158512)"/>
+</pattern>
+<clipPath id="clip0">
+<rect width="392" height="333" fill="white"/>
+</clipPath>
+<clipPath id="clip1">
+<rect width="427" height="119" fill="white" transform="translate(-11 215)"/>
+</clipPath>
+<image id="image0" width="376" height="670" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/logo-gouv.svg b/assets/logo-gouv.svg
new file mode 100644
index 0000000..cf345ff
--- /dev/null
+++ b/assets/logo-gouv.svg
@@ -0,0 +1,9 @@
+<svg width="87" height="87" viewBox="0 0 87 87" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<rect x="15.2246" y="14.1387" width="57.6375" height="67.425" fill="url(#pattern0)"/>
+<defs>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(0 0.0326882) scale(0.00666667 0.00569892)"/>
+</pattern>
+<image id="image0" width="150" height="164" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/logo-territoire.svg b/assets/logo-territoire.svg
new file mode 100644
index 0000000..851f41a
--- /dev/null
+++ b/assets/logo-territoire.svg
@@ -0,0 +1,9 @@
+<svg width="125" height="87" viewBox="0 0 125 87" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<rect y="6.52637" width="125" height="73.3286" fill="url(#pattern0)"/>
+<defs>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(0 0.309449) scale(0.00151057 0.00257501)"/>
+</pattern>
+<image id="image0" width="662" height="148" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/logo-tiga-white.svg b/assets/logo-tiga-white.svg
new file mode 100644
index 0000000..c3863be
--- /dev/null
+++ b/assets/logo-tiga-white.svg
@@ -0,0 +1,9 @@
+<svg width="87" height="87" viewBox="0 0 87 87" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<rect x="9.78711" y="11.9639" width="67.425" height="64.1625" fill="url(#pattern0)"/>
+<defs>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0" transform="translate(0.0232402) scale(0.00190704)"/>
+</pattern>
+<image id="image0" width="500" height="499" xlink:href="data:image/png;base64,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"/>
+</defs>
+</svg>
diff --git a/assets/pattern-dot.svg b/assets/pattern-dot.svg
new file mode 100644
index 0000000..36b8ead
--- /dev/null
+++ b/assets/pattern-dot.svg
@@ -0,0 +1,23 @@
+<svg width="932" height="4" viewBox="0 0 932 4" fill="none" xmlns="http://www.w3.org/2000/svg">
+<circle cx="25" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="69" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="113" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="157" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="201" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="245" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="289" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="333" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="377" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="421" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="465" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="509" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="553" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="597" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="641" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="685" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="729" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="773" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="817" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="861" cy="2" r="2" fill="#F4C93B"/>
+<circle cx="905" cy="2" r="2" fill="#F4C93B"/>
+</svg>
diff --git a/index.html b/index.html
index 74a6206..05f2a49 100644
--- a/index.html
+++ b/index.html
@@ -25,14 +25,14 @@
         <a class="navlink" href="#how-it-works">Comment ça marche ?</a>
         <a class="navlink" href="#security">La sécurité</a>
         <a class="navlink" href="#test-ecolyo">Tester Ecolyo</a>
+        <a class="navlink" href="#cloud">Accès au service</a>
       </div>
     </nav>
-    <div class="banner"></div>
     <section class="main-cta">
       <div class="container">
         <div class="content-txt">
           <h1 class="text-36-white">
-            Visualiser et jouer avec sa consommation d'énergie et d'eau
+            Visualiser et agir sur sa consommation d'énergie et d'eau
           </h1>
           <div class="content-img mobile-illu">
             <img
@@ -42,22 +42,19 @@
             />
           </div>
           <p class="text-18-white-padding">
-            Grâce à Ecolyo, vous pouvez maitriser les dépenses énergetiques et
-            d’eau de votre foyer et relever de nombreux défis.
+            Ecolyo vous permet de maîtriser vos dépenses énergétiques et d’eau de votre foyer, il vous suffit d'être équipé d'un
+            compteur Linky et/ou Gazpar et/ou Téléo pour en profiter !
           </p>
           <p class="text-18-white-padding">
-            Il vous suffit d'être équipé d'un compteur Linky et/ou Gazpar et/ou
-            Téléo pour en profiter !
-          </p>
-          <p class="text-18-white-padding">
-            Pour tester en avant-première le service, canditatez via le formulaire ci-dessous !
+            Vous pourrez alors visualiser vos consommations d'électricité,
+            de gaz et d'eau au même endroit en euros, en kWh, en litres et à différentes échelles de temps.
           </p>
           <a
           href="https://metropoledelyon.typeform.com/to/p5VoVLPm"
           target="_blank"
           class="button robots-nocontent"
           >
-          <img src="assets/ecolyo-icon.svg" alt="ecolyo-icon" /> Devenir testeur
+          <img src="assets/ecolyo-icon.svg" alt="ecolyo-icon" /> Essayer gratuitement
         </a>
         </div>
         <div class="content-img desktop-illu">
@@ -118,37 +115,46 @@
             </div>
           </div>
         </div>
+        <div class="fluid-pipes">
+          <img src="assets/fluid-icons-pipes.svg" alt="illustation des fluides">
+        </div>
       </div>
     </section>
     <section class="security" id="security">
       <div class="container">
-        <img
-          src="./assets/shield.svg"
-          alt="security-shield"
-          class="security-shield"
-        />
-        <div class="text-content">
-          <h2 class="text-36-black">
-            La confidentialité de vos données personnelles :<br />
-            notre priorité
-          </h2>
-          <p class="text-18-black-padding">
-            Pour que personne d’autre que vous n’ait accès à vos données, nous
-            vous protégeons en utilisant un service de cloud personnel : Cozy.
-          </p>
-          <p class="text-18-black-padding">
-            Pour accéder a Ecolyo, il vous faudra donc prendre le temps de créer
-            ce cloud personnel. Ce cloud hébergera vos données et Ecolyo mais
-            personne, ni Cozy ni même la Métropole de Lyon, ne pourra avoir
-            accès à vos données personnelles.
+        <div class="container-cloud">
+          <p class="xl-text">Pour utiliser Ecolyo il vous faut créer
+            un Cloud personnel Grand Lyon...</p>
+          <div class="container-img">
+            <img src="assets/icon-shield.svg" alt="logo cloud grand lyon">
+          </div>
+          <p class="xl-text">... afin de sécuriser vos données pour que personne, pas même la métropole, n'ait accès à celles-ci.</p>
+          <p class="xs-text">
+            Pour utiliser Ecolyo,
+            il vous faut créer un Cloud personnel Grand Lyon afin de sécuriser vos données pour que personne, pas même la métropole,
+            ait accès celles-ci.
           </p>
-          <!-- <a
-            href="https://support.grandlyon.com/clouds-personnels-grand-lyon/"
-            target="_blank"
-            class="button"
-          >
-            En savoir plus sur mon cloud personnel
-          </a> -->
+        </div>
+      </div>
+    </section>
+    <section class="views-app">
+      <div class="content">
+        <div class="fluid-pipes">
+          <img src="assets/fluid-pipes-yellow.svg" alt="illustation des fluides">
+        </div>
+        <div class="screens-container">
+          <div class="screen consumption">
+            <img src="assets/illu-mobile-consumption.svg" alt="ecran d'un smartphone représentant un diagramme à barre">
+            <p><span>Visualiser</span> vos consommations</p>
+          </div>
+          <div class="screen challenge">
+            <img src="assets/illu-mobile-challenge.svg" alt="ecran d'un smartphone représentant une illustration de simone">
+            <p><span>Participer</span> à des défis ludiques</p>
+          </div>
+          <div class="screen ecogesture">
+            <img src="assets/illu-mobile-ecogesture.svg" alt="ecran d'un smartphone représentant une illustration d'un chat avec un parapluie">
+            <p><span>Consulter</span> des écogestes utiles</p>
+          </div>
         </div>
       </div>
     </section>
@@ -157,9 +163,7 @@
         <div class="text-content">
         <h2 class="text-36-white">Tester Ecolyo</h2>
         <p class="text-18-white-padding">
-          Candidatez à l'expérimentation Ecolyo pour tester le service avant sa sortie grand public. <br />
-          Si vous êtes éligibles vous aurez accès directement au service en fin de questionnaire. <br />
-          Une fois inscrit, vous pourrez nous partager vos ressentis et vos idées d'améliorations !
+          Candidatez à l'expérimentation Ecolyo pour tester le service avant sa sortie grand public.
         </p>
         <div class="center-button">
           <a
@@ -167,18 +171,40 @@
           target="_blank"
           class="button robots-nocontent"
           >
-          <img src="assets/ecolyo-icon.svg" alt="ecolyo-icon" /> Devenir testeur
+          <img src="assets/ecolyo-icon.svg" alt="ecolyo-icon" /> Essayez gratuitement
         </a>
         </div>
       </div>
       </div>
     </section>
+    <section class="cloud-gl" id="cloud">
+      <div class="content container">
+        <div class="text-content">
+          <img src="assets/icon-gl.svg" alt="logo cloud grand lyon">
+          <h2>Accès au service</h2>
+          <p class="text-18-white-padding">
+            Vous avez déjà un compte mais ne savez plus comment y accéder ? Pas de panique, pour retrouver l'accès à votre cloud
+            personnel Grand Lyon au sein duquel vous retrouverez Ecolyo, cliquez sur le bouton ci-dessous
+          </p>
+          <a href="https://manager.cozygrandlyon.cloud/grdlyon/reminder" target="_blank" class="button robots-nocontent">
+            <span>Accéder</span> à mon cloud personnel
+          </a>
+        </div>
+      </div>
+    </section>
     <footer>
       <div class="content">
         <div class="bottom">
           <div class="logos-footer">
-            <img src="assets/logo-grandlyon.svg" alt="logo-grandlyon" />
-            <img src="assets/logo-tiga.svg" alt="logo-tiga" />
+            <div class="container-img">
+              <img class="gl" src="assets/logo-grandlyon.svg" alt="logo grandlyon" />
+            </div>
+            <div class="container-img">
+              <img class="gouv" src="assets/logo-gouv.svg" alt="logo gouvernement" />
+              <img class="territory" src="assets/logo-territoire.svg" alt="logo banque des territoire" />
+              <img class="tiga" src="assets/logo-tiga-white.svg" alt="logo tiga" />
+            </div>
+            
           </div>
           <div class="contact">
             <p>
@@ -244,14 +270,5 @@
       }
     });
 
-    //generate banner text depending on screen size
-    const banner = document.querySelector(".banner");
-    const repeat = Math.floor(vw / 200);
-
-    for (i = 0; i <= repeat; i++) {
-      let p = document.createElement("p");
-      p.innerHTML = "Ce service est actuellement en expérimentation";
-      banner.appendChild(p);
-    }
   </script>
 </html>
diff --git a/style.css b/style.css
index d8f5ac1..13f7c33 100644
--- a/style.css
+++ b/style.css
@@ -651,35 +651,12 @@ nav .links .navlink {
   text-align: center;
 }
 
-.banner {
-  margin-top: 80px;
-  height: 35px;
-  background: #f1c017;
-  display: flex;
-  overflow: hidden;
-  align-items: center;
-}
-@media all and (max-width: 1200px) {
-  .banner {
-    margin-top: 75px;
-  }
-}
-.banner > p:not(:last-child) {
-  margin-right: 6rem;
-}
-.banner p {
-  margin-left: -3rem;
-  text-transform: uppercase;
-  color: #121212;
-  font-weight: 900;
-  white-space: nowrap;
-  font-style: italic;
+.container {
+  padding: 0 1rem;
 }
-@media all and (max-width: 700px) {
-  .banner p {
-    font-size: 0.95rem;
-    text-align: center;
-    margin: auto;
+@media (min-width: 1200px) {
+  .container {
+    padding: 0;
   }
 }
 
@@ -695,8 +672,12 @@ nav .links .navlink {
   justify-content: center;
   align-items: center;
   min-height: 580px;
+  padding-top: 7rem;
 }
 @media all and (min-width: 1200px) {
+  .main-cta .container {
+    padding-top: 5rem;
+  }
   .main-cta .container > div:not(:last-child) {
     margin-right: 2rem;
   }
@@ -722,6 +703,7 @@ nav .links .navlink {
   justify-content: center;
   font-weight: 700;
   background: radial-gradient(105.25% 64.58% at 49.68% 70.83%, rgba(226, 137, 4, 0.5) 0%, rgba(255, 255, 255, 0) 100%), #f1c017;
+  margin: 2rem auto;
 }
 @media all and (min-width: 1200px) {
   .main-cta .container .content-txt .button > div:not(:last-child) {
@@ -737,15 +719,27 @@ nav .links .navlink {
 .main-cta .container .content-txt .button span {
   font-weight: 900;
 }
+@media (min-width: 1200px) {
+  .main-cta .container .content-txt .button {
+    margin: 2rem 0;
+  }
+}
+@media (min-width: 1200px) {
+  .main-cta .container .content-txt p {
+    padding-right: 5rem;
+  }
+}
 .main-cta .container .mobile-illu {
-  display: none;
+  display: block;
+}
+@media (min-width: 1200px) {
+  .main-cta .container .mobile-illu {
+    display: none;
+  }
 }
 .main-cta .container .content-img {
   width: 100%;
 }
-.main-cta .container .content-img .illu {
-  width: 112%;
-}
 
 .explanation {
   min-height: 680px;
@@ -755,6 +749,14 @@ nav .links .navlink {
 }
 .explanation .content {
   margin: auto;
+  width: 100%;
+  padding-top: 0;
+}
+@media (min-width: 1200px) {
+  .explanation .content {
+    width: auto;
+    padding-top: 8rem;
+  }
 }
 .explanation .content .compteurs {
   display: flex;
@@ -839,73 +841,202 @@ nav .links .navlink {
 .explanation .content .compteurs .water-color h3 {
   color: #3a98ec;
 }
+.explanation .content .fluid-pipes {
+  margin-top: 1.5rem;
+}
+@media (max-width: 1200px) {
+  .explanation .content .fluid-pipes img {
+    width: 100%;
+  }
+}
 
 .security {
-  min-height: 650px;
   background: #f1c017;
   display: flex;
+  margin-top: -1rem;
+  position: relative;
+}
+.security:before, .security::after {
+  content: "";
+  display: inline-block;
+  position: absolute;
+  width: 100%;
+  height: 10px;
+  left: 0;
+  background-image: url("assets/pattern-dot.svg");
+  background-color: #b97715;
+  background-repeat: repeat-x;
+  background-position: center;
+  z-index: 1;
+}
+.security::before {
+  top: -0.5rem;
+}
+.security:after {
+  bottom: -0.5rem;
 }
 .security .container {
   max-width: 1200px;
-  margin: auto;
+  margin: 0 auto;
+}
+.security .container-cloud {
   display: flex;
-  justify-content: center;
+  position: relative;
+  padding: 7rem 0 2rem;
+  justify-content: space-between;
   align-items: center;
 }
-@media all and (min-width: 1200px) {
-  .security .container img {
-    margin-right: 4rem;
+@media (min-width: 1200px) {
+  .security .container-cloud {
+    padding: 3rem 0;
   }
 }
-@media all and (max-width: 1200px) {
-  .security .container img {
-    margin-bottom: 1rem;
+.security p {
+  color: #121212;
+  font-size: 1.5rem;
+  font-weight: 700;
+  flex-basis: 40%;
+}
+.security p:nth-of-type(1) {
+  text-align: right;
+}
+.security .xs-text {
+  display: block;
+  flex-basis: 100%;
+  text-align: center;
+}
+@media (min-width: 1200px) {
+  .security .xs-text {
+    display: none;
   }
 }
-.security .container p {
-  max-width: 680px;
+.security .xl-text {
+  display: none;
 }
-.security .container .button {
-  cursor: pointer;
-  display: flex;
-  text-decoration: none;
-  align-items: center;
-  justify-content: space-between;
-  background: #121212;
-  color: #f1c017;
-  border-radius: 2px;
+@media (min-width: 1200px) {
+  .security .xl-text {
+    display: block;
+  }
+}
+.security .container-img {
+  position: absolute;
+  z-index: 2;
+  top: 50%;
+  left: 50%;
+  transform: translate(-50%, -50%);
+}
+@media (max-width: 1200px) {
+  .security .container-img {
+    top: -70px;
+    transform: translateX(-50%);
+    width: 45%;
+  }
+}
+.security .container-img img {
+  max-width: 192px;
   width: 100%;
-  height: 56px;
-  max-width: fit-content;
-  padding: 1rem;
-  margin: 2rem 0;
-  border: 0;
-  transition: all 400ms ease;
-  margin: auto;
-  margin-top: 3rem;
-  height: 50px;
+  display: inline-block;
 }
-@media all and (min-width: 1200px) {
-  .security .container .button > div:not(:last-child) {
-    margin-right: 1rem;
+
+.views-app {
+  background: radial-gradient(74.83% 76.97% at 50% 13.64%, #343641 0%, #1b1c22 100%);
+  padding-bottom: 5rem;
+}
+@media (max-width: 1200px) {
+  .views-app {
+    padding-bottom: 1rem;
   }
 }
-.security .container .button img {
-  margin-right: 1rem;
+.views-app .content {
+  max-width: 945px;
+  width: 100%;
+  margin: 0 auto;
 }
-.security .container .button:hover {
-  box-shadow: 0px 0px 20px 0px #f1c017;
+.views-app .fluid-pipes {
+  text-align: center;
 }
-.security .container .button span {
-  font-weight: 900;
+@media (max-width: 1200px) {
+  .views-app .fluid-pipes {
+    display: none;
+  }
 }
-.security .container .button:hover {
-  box-shadow: 0px 0px 10px 3px #121212;
+.views-app .screens-container {
+  display: flex;
+  justify-content: center;
+}
+@media (max-width: 1200px) {
+  .views-app .screens-container {
+    flex-direction: column;
+    margin-top: 0.5rem;
+  }
+  .views-app .screens-container .screen {
+    text-align: center;
+    padding-top: 6rem;
+    position: relative;
+  }
+  .views-app .screens-container .screen:before, .views-app .screens-container .screen:after {
+    content: "";
+    display: inline-block;
+    height: 100px;
+    width: 1px;
+    background: #f1c017;
+    position: absolute;
+    top: 0;
+    z-index: 1;
+  }
+  .views-app .screens-container .screen::before {
+    left: 48%;
+    transform: translateX(-50%);
+  }
+  .views-app .screens-container .screen::after {
+    left: 52%;
+    transform: translateX(-50%);
+  }
+  .views-app .screens-container img {
+    width: 90%;
+    position: relative;
+    z-index: 2;
+  }
+  .views-app .screens-container p {
+    margin: 1.5rem 0;
+  }
+}
+.views-app .screens-container .screen:first-child, .views-app .screens-container .screen:last-child {
+  margin-top: 0;
+}
+@media (min-width: 1200px) {
+  .views-app .screens-container .screen:first-child, .views-app .screens-container .screen:last-child {
+    margin-top: -4rem;
+  }
+}
+.views-app .screens-container .screen.consumption span {
+  color: #f1c017;
+}
+.views-app .screens-container .screen.challenge span {
+  color: #61f0f2;
+}
+.views-app .screens-container .screen.ecogesture span {
+  color: #7fd771;
+}
+.views-app p {
+  line-height: 24px;
+  font-size: 1.25rem;
+  text-align: center;
+  margin: 1.5rem 0;
+}
+@media (min-width: 1200px) {
+  .views-app p {
+    margin: 2rem 0 0;
+  }
+}
+.views-app p span {
+  display: block;
+  font-size: 1.5rem;
 }
 
 .test-ecolyo {
-  min-height: 500px;
-  background: radial-gradient(74.83% 76.97% at 50% 13.64%, #343641 0%, #1b1c22 100%);
+  background-color: black;
+  padding: 3.75rem 0;
   display: flex;
   text-align: center;
 }
@@ -958,6 +1089,53 @@ nav .links .navlink {
   justify-content: center;
 }
 
+.cloud-gl {
+  padding: 2rem 0 3rem;
+  background: #ffffff;
+}
+.cloud-gl .container {
+  max-width: 1200px;
+  margin: auto;
+}
+.cloud-gl .text-content {
+  max-width: 689px;
+  text-align: center;
+  margin: 0 auto;
+}
+.cloud-gl h2,
+.cloud-gl p {
+  color: #121212;
+}
+.cloud-gl h2 {
+  font-size: 1.75rem;
+  font-weight: 900;
+  margin: 0.5rem 0 1rem;
+}
+.cloud-gl p {
+  line-height: 1.463rem;
+  padding: 0;
+  font-weight: 500;
+}
+.cloud-gl .button {
+  display: inline-block;
+  background: #ff0101;
+  text-align: center;
+  border-radius: 4px;
+  padding: 0.5rem 1.25rem;
+  margin-top: 1.25rem;
+  text-decoration: none;
+  max-width: 221px;
+  font-size: 1.125rem;
+  line-height: 1.238rem;
+  transition: all 0.4s;
+}
+.cloud-gl .button:hover {
+  box-shadow: 0px 0px 10px 0px #ff0101;
+}
+.cloud-gl .button span {
+  display: block;
+}
+
 footer {
   min-height: 230px;
   background-color: black;
@@ -971,6 +1149,11 @@ footer .content {
   min-height: 230px;
   justify-content: space-between;
 }
+@media (max-width: 1200px) {
+  footer .content {
+    padding-top: 2rem;
+  }
+}
 footer .content h2 {
   text-align: center;
 }
@@ -1018,23 +1201,81 @@ footer .content .bottom {
   justify-content: space-between;
   padding: 1rem 2rem;
 }
+@media (max-width: 1200px) {
+  footer .content .bottom {
+    padding: 1rem;
+  }
+}
 footer .content .bottom .logos-footer {
   display: flex;
+  align-items: center;
+}
+@media (max-width: 1200px) {
+  footer .content .bottom .logos-footer {
+    flex-direction: column;
+    margin-left: 0;
+    width: 100%;
+  }
 }
-footer .content .bottom .logos-footer img:nth-of-type(1) {
+@media (min-width: 1200px) {
+  footer .content .bottom .logos-footer {
+    flex-basis: 33.33%;
+  }
+}
+footer .content .bottom .logos-footer .container-img:last-child {
+  display: flex;
+  align-items: center;
+}
+@media (max-width: 1200px) {
+  footer .content .bottom .logos-footer .container-img:last-child {
+    width: 100%;
+  }
+  footer .content .bottom .logos-footer .container-img:last-child img:not(.tiga) {
+    width: 31.33%;
+    margin-right: 5%;
+  }
+}
+footer .content .bottom .logos-footer img:not(.tiga) {
+  margin-right: 2rem;
+}
+footer .content .bottom .logos-footer .gl {
   width: 130px;
   margin-right: 2rem;
 }
-footer .content .bottom .logos-footer img:nth-of-type(2) {
-  width: 85px;
+@media (max-width: 1200px) {
+  footer .content .bottom .logos-footer .gl {
+    margin-right: 0;
+  }
 }
-footer .content .bottom .contact {
-  margin-left: -5.5rem;
+footer .content .bottom .logos-footer .tiga {
+  width: 67px;
+}
+@media (max-width: 1200px) {
+  footer .content .bottom .logos-footer .tiga {
+    width: 25%;
+  }
+}
+@media (min-width: 1200px) {
+  footer .content .bottom .contact {
+    flex-basis: 33.33%;
+    text-align: center;
+  }
+}
+@media (min-width: 1400px) {
+  footer .content .bottom .contact {
+    margin-left: -5.5rem;
+  }
 }
 footer .content .bottom .contact a {
   color: #f1c017;
   font-weight: 700;
 }
+@media (max-width: 1200px) {
+  footer .content .bottom .contact a {
+    display: block;
+    margin-top: 1rem;
+  }
+}
 footer .content .info {
   display: flex;
   align-items: center;
@@ -1046,6 +1287,12 @@ footer .content .info img {
 footer .content .info a {
   text-decoration: none;
 }
+@media (min-width: 1200px) {
+  footer .content .info {
+    flex-basis: 33.33%;
+    justify-content: flex-end;
+  }
+}
 
 @media all and (max-width: 1200px) {
   .text-36-white,
@@ -1084,23 +1331,9 @@ footer .content .info a {
     margin-left: 0.6rem;
   }
 
-  .main-cta .mobile-illu {
-    padding: 2rem 0 1rem 0;
-    display: block !important;
-  }
-}
-@media all and (max-width: 1200px) and (max-width: 600px) {
-  .main-cta .mobile-illu {
-    width: 125% !important;
-    margin: 1.5rem 0;
-  }
-}
-@media all and (max-width: 1200px) {
   .main-cta .desktop-illu {
     display: none;
   }
-}
-@media all and (max-width: 1200px) {
   .main-cta .container .content-img {
     min-height: 0;
   }
@@ -1108,46 +1341,27 @@ footer .content .info a {
     width: 100%;
     margin-left: -0.5rem;
   }
-}
-@media all and (max-width: 1200px) {
-  * > .container {
-    padding: 2rem;
-    flex-direction: column;
-  }
-  * > .container > div {
-    margin-bottom: 2.5rem;
-  }
-}
-@media all and (max-width: 1200px) {
+
   .explanation {
     padding: 4rem 2rem;
   }
   .explanation .content .compteurs {
     flex-direction: column;
   }
-  .explanation .content .compteurs > div {
-    margin-bottom: 4rem;
+  .explanation .content .compteurs > div:not(.gaz-color) {
+    margin-bottom: 2rem;
   }
   .explanation .content .compteurs span {
     margin-bottom: 4rem;
   }
-}
-@media all and (max-width: 1200px) {
-  .security {
-    padding: 2rem 0;
-  }
-  .security .security-shield {
-    width: 40%;
-    margin-bottom: -2rem;
-  }
+
   .security .container .button {
     width: 100%;
     font-size: 0.95rem;
     padding: 1rem;
     text-align: center;
   }
-}
-@media all and (max-width: 1200px) {
+
   .test-ecolyo {
     padding: 2rem 0;
   }
@@ -1157,8 +1371,7 @@ footer .content .info a {
     padding: 1rem;
     text-align: center;
   }
-}
-@media all and (max-width: 1200px) {
+
   footer .content .button {
     margin-top: 1rem;
     margin-bottom: 3rem;
diff --git a/style.css.map b/style.css.map
index fba724e..bed1dde 100644
--- a/style.css.map
+++ b/style.css.map
@@ -1 +1 @@
-{"version":3,"sourceRoot":"","sources":["experimentation-page.scss","_variables.scss","style.scss"],"names":[],"mappings":"AACE;EACE;;AAEF;EACE;;AAEF;EACE;;AAEF;EACE;;AAEF;EACE;EACA;EACA;;AAEF;EACE,OCZI;;ADcN;EACE,OCdK;;ADgBP;EACE,OChBG;;ADkBL;EACE,OClBG;;ADoBL;EACE,OCpBE;;ADsBJ;EACE,OClCK;;ADoCP;EACE,OCzBK;;AD2BP;EACE;;AACA;EACE;EACA;EACA;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAGJ;AAAA;AAAA;EAGE,OC9HK;ED+HL;EACA;;AAEF;EACE;EACA;EACA;;AAEF;AAAA;EAEE;EACA;EACA;;AAEF;EACE;EACA;;AACA;EAHF;IAII;;;AAEF;EANF;IAOI;;;AAGJ;EACE;EACA;;AAEF;EACE;EACA;;AACA;EACE;EACA;EACA;EACA;EACA;;AAGJ;AAAA;EAEE;;AAEF;EACE;EACA;;AACA;EAHF;IAII;IACA;IACA;;;AAGJ;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;;AAIF;EACE,OCtMG;EDuMH;EACA;EACA;EACA;EACA;;AAEF;EACE;;AAEF;EACE;;AACA;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;IACA;;;AAGJ;EACE;EACA,OC9NC;ED+ND;EACA;;AACA;EACE;EACA;EACA;;AAGJ;EACE;EACA;;AACA;EACE;;AAMN;EACE;;AAEF;EACE;EACA;EACA;EACA;EACA;;AACA;EANF;IAOI;;;AAEF;EACE;;AAEF;EACE;EACA;EACA;EACA;EACA,OCrQC;EDsQD;EACA;;AACA;EARF;IASI;;;AAKJ;EACE,OC/QC;EDgRD;EACA;EACA;;AACA;EACE;EACA;EACA;;AAIN;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;AAAA;EAEE;;AAEF;EACE;;AACA;EAFF;IAGI;;;AAKR;EACE;EACA;;AAGA;EACE;EACA;EACA;;AAEF;EACE;EACA;EACA;;AACA;EACE;;AAEF;EACE;EACA,OCjUC;;ADoUL;EACE;;AAEF;EACE;;AACA;AAAA;EAEE;EACA;EACA;;AACA;AAAA;EACE;EACA;EACA;;AAIN;EACE;;AAEF;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;EACE;;AAGJ;EACE;;AAGA;EACE;;AAGJ;EACE;;AACA;EACE;;AAEF;EACE,OClXC;EDmXD;EACA;;AAEF;EACE,OC/WC;EDgXD;EACA;EACA;EACA;EACA;EACA;;AACA;EACE;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;;AAEF;EACE;;AAGJ;EACE;;AACA;EACE,OC3YD;ED4YC;;AACA;EACE;;AAGJ;EACE;;AAIN;EACE;;AAGA;AAAA;EAEE,OCzZF;;AD4ZF;EACE;EACA;;AACA;EACE;;AAEF;EACE;EACA;;AAGA;EACE;;AAKJ;EACE;;AAKJ;EACE;EACA;EACA;EACA;EACA;EACA;;AACA;EACE;;AAEF;EACE;EACA;;AACA;EAHF;IAII;;;AAEF;EACE;;AACA;EAFF;IAGI;;;AAIN;EACE;;AAEF;EACE;;AAEF;EACE;;AACA;EACE;EACA;;AACA;EAHF;IAII;IACA;;;AAGJ;EACE;;AACA;EAFF;IAGI;;;AAIN;EACE;;AACA;EACE;EACA;;AACA;EAHF;IAII;IACA;;;AAGJ;EACE;;AACA;EAFF;IAGI;;;AAIN;EACE;IAEE;;;AAKR;EACE;;AACA;EACE;EACA;;AAEF;EACE;EACA;;AAEF;EACE;EACA;;AAEF;EACE;EACA;EACA;EACA;;AAGJ;EACE;EACA;;;AE1hBJ;EACE;EACA;EACA;EACA;EACA;;;AAEF;EACE;;;AAKF;AAAA;EAEE;EACA,YDjBM;;;ACgER;EACE;EACA;EACA;EACA;;;AAEF;EACE;EACA;EACA;EACA;EACA;;;AAEF;EACE;EACA;EACA,ODhFM;ECiFN;EACA;;;AAEF;EACE;EACA;EACA,ODvFM;ECwFN;EACA;;;AAEF;EACE;EACA,OD7FM;EC8FN;EACA;;;AAEF;EACE;EACA;;;AAEF;EACE;EACA;EACA,ODxGM;;;AC2GR;EAtFE;EAwFA;EACA;EACA;EACA;EACA;EACA;EAKA;EACA;EACA;EACA;EACA;;AArGA;EAqFF;IApFI;;;AAqGF;EACE;EACA;EACA;;AACA;EACE;EACA;;AAGJ;EACE;EACA;EACA;EACA;EAIA;;AAHA;EACE;;AAGF;EACE;EACA;EACA;EACA;;;AAIN;EA3HE;EA6HA;EACA,YD1JO;EC2JP;EACA;EACA;;AAhIA;EA0HF;IAzHI;;;AAgIF;EACE;;AAEF;EACE;EACA;EACA,ODnKI;ECoKJ;EACA;EACA;;AACA;EAPF;IAQI;IACA;IACA;;;;AAIN;EACE;EACA,kBDhLM;ECiLN;;AACA;EACE,WAvKY;EAwKZ;EACA;EACA;EACA;EACA;;AACA;EACE;IACE;;;AAIF;EA7JJ;EACA;EACA;EACA;EASA;EACA,YDhDO;ECiDP,ODhDM;ECiDN;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EAyIM;EACA;EACA;EACA;EACA;;AA/JN;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AAgJA;EACE;;AAEF;EACE;;AACA;EACE;;;AAKR;EACE;EACA;EAKA;EACA;;AACA;EACE;;AACA;EACE;EACA;EACA;EACA;;AACA;EACE;IACE;;;AAGJ;EACE,OD1OD;EC2OC;EACA;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;;AAEA;EACE;EACA;EACA;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;;AAEF;EACE;;AAEF;EACE;EACA;EACA;;AACA;EACE;;AAIN;EACE;EACA;;AACA;EACE;;AAEF;EACE,OD9RG;;ACiSP;EACE;EACA;;AACA;EACE;;AAEF;EACE,ODvSE;;AC0SN;EACE;EACA;;AACA;EACE;;AAEF;EACE,ODhTI;;;ACsTd;EACE;EACA,YD5TO;EC6TP;;AACA;EACE,WAlTY;EAmTZ;EACA;EACA;EACA;;AAEE;EADF;IAEI;;;AAEF;EAJF;IAKI;;;AAGJ;EACE;;AAEF;EA5SF;EACA;EACA;EACA;EASA;EACA,YD/CM;ECgDN,ODjDO;ECkDP;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EAwRI;EACA;EACA;;AA5SJ;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AAsRE;EACE;;;AAKR;EACE;EACA;EAKA;EACA;;AACA;EACE,WAvVY;EAwVZ;EACA;EACA;EACA;;AACA;EAtUF;EACA;EACA;EACA;EASA;EACA,YDhDO;ECiDP,ODhDM;ECiDN;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EAkTI;EACA;EACA;EACA;EACA;;AAxUJ;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AAyTF;EACE;EACA;EACA;;;AAGJ;EACE;EACA;EACA;;AACA;EACE;EACA;EACA;EACA;EACA;EACA;;AACA;EACE;;AAEF;EAxWF;EACA;EACA;EACA;EASA;EACA,YDhDO;ECiDP,ODhDM;ECiDN;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EAoVI;EACA;EACA;EACA;EACA;EACA;;AA3WJ;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AA2VA;EACE;EACA;EACA;EACA;EACA;;AACA;EACE;;AACA;EACE;EACA;;AAEF;EACE;;AAGJ;EACE;;AACA;EACE,OD5aD;EC6aC;;AAKN;EACE;EACA;EAIA;;AAHA;EACE;;AAGF;EACE;;;AAMR;EACE;AAAA;IAEE;;;EAEF;IACE;;;EAEF;IACE;;EAEE;IACE;IACA;IACA;IACA;IACA;;EAIJ;IACE;;EACA;IACE;;EACA;IACE;;EAIN;IACE;;;EAGJ;IACE;;;EAGA;IACE;IACA;;;AACA;EAHF;IAII;IACA;;;AA1CR;EA6CI;IACE;;;AA9CN;EAiDM;IACE;;EACA;IACE;IACA;;;AArDV;EA0DE;IACE;IACA;;EACA;IACE;;;AA9DN;EAiEE;IACE;;EAEE;IACE;;EACA;IACE;;EAGF;IACE;;;AA3EV;EAgFE;IACE;;EACA;IACE;IACA;;EAEF;IACE;IACA;IACA;IACA;;;AA1FN;EA6FE;IACE;;EACA;IACE;IACA;IACA;IACA;;;AAnGN;EAwGM;IACE;IACA;;EAEF;IACE;;EACA;IACE;;EAEF;IACE;IACA;IACA;;EAEF;IACE;IACA;IACA;;EAEF;IACE;IACA;IACA","file":"style.css"}
\ No newline at end of file
+{"version":3,"sourceRoot":"","sources":["experimentation-page.scss","_variables.scss","style.scss"],"names":[],"mappings":"AACE;EACE;;AAEF;EACE;;AAEF;EACE;;AAEF;EACE;;AAEF;EACE;EACA;EACA;;AAEF;EACE,OCXI;;ADaN;EACE,OCZK;;ADcP;EACE,OCdG;;ADgBL;EACE,OChBG;;ADkBL;EACE,OCjBE;;ADmBJ;EACE,OClCK;;ADoCP;EACE,OCrBK;;ADuBP;EACE;;AACA;EACE;EACA;EACA;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAEF;EAEE;EACA;;AAGJ;AAAA;AAAA;EAGE,OC9HK;ED+HL;EACA;;AAEF;EACE;EACA;EACA;;AAEF;AAAA;EAEE;EACA;EACA;;AAEF;EACE;EACA;;AACA;EAHF;IAII;;;AAEF;EANF;IAOI;;;AAGJ;EACE;EACA;;AAEF;EACE;EACA;;AACA;EACE;EACA;EACA;EACA;EACA;;AAGJ;AAAA;EAEE;;AAEF;EACE;EACA;;AACA;EAHF;IAII;IACA;IACA;;;AAGJ;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;;AAIF;EACE,OCtMG;EDuMH;EACA;EACA;EACA;EACA;;AAEF;EACE;;AAEF;EACE;;AACA;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;IACA;;;AAGJ;EACE;EACA,OC9NC;ED+ND;EACA;;AACA;EACE;EACA;EACA;;AAGJ;EACE;EACA;;AACA;EACE;;AAMN;EACE;;AAEF;EACE;EACA;EACA;EACA;EACA;;AACA;EANF;IAOI;;;AAEF;EACE;;AAEF;EACE;EACA;EACA;EACA;EACA,OCrQC;EDsQD;EACA;;AACA;EARF;IASI;;;AAKJ;EACE,OC/QC;EDgRD;EACA;EACA;;AACA;EACE;EACA;EACA;;AAIN;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;AAAA;EAEE;;AAEF;EACE;;AACA;EAFF;IAGI;;;AAKR;EACE;EACA;;AAGA;EACE;EACA;EACA;;AAEF;EACE;EACA;EACA;;AACA;EACE;;AAEF;EACE;EACA,OCjUC;;ADoUL;EACE;;AAEF;EACE;;AACA;AAAA;EAEE;EACA;EACA;;AACA;AAAA;EACE;EACA;EACA;;AAIN;EACE;;AAEF;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;EACE;;AAGJ;EACE;;AAGA;EACE;;AAGJ;EACE;;AACA;EACE;;AAEF;EACE,OClXC;EDmXD;EACA;;AAEF;EACE,OC7WC;ED8WD;EACA;EACA;EACA;EACA;EACA;;AACA;EACE;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;;AAEF;EACE;;AAGJ;EACE;;AACA;EACE,OCzYD;ED0YC;;AACA;EACE;;AAGJ;EACE;;AAIN;EACE;;AAGA;AAAA;EAEE,OCtZF;;ADyZF;EACE;EACA;;AACA;EACE;;AAEF;EACE;EACA;;AAGA;EACE;;AAKJ;EACE;;AAKJ;EACE;EACA;EACA;EACA;EACA;EACA;;AACA;EACE;;AAEF;EACE;EACA;;AACA;EAHF;IAII;;;AAEF;EACE;;AACA;EAFF;IAGI;;;AAIN;EACE;;AAEF;EACE;;AAEF;EACE;;AACA;EACE;EACA;;AACA;EAHF;IAII;IACA;;;AAGJ;EACE;;AACA;EAFF;IAGI;;;AAIN;EACE;;AACA;EACE;EACA;;AACA;EAHF;IAII;IACA;;;AAGJ;EACE;;AACA;EAFF;IAGI;;;AAIN;EACE;IAEE;;;AAKR;EACE;;AACA;EACE;EACA;;AAEF;EACE;EACA;;AAEF;EACE;EACA;;AAEF;EACE;EACA;EACA;EACA;;AAGJ;EACE;EACA;;;AE1hBJ;EACE;EACA;EACA;EACA;EACA;;;AAEF;EACE;;;AAKF;AAAA;EAEE;EACA,YDhBM;;;AC+DR;EACE;EACA;EACA;EACA;;;AAEF;EACE;EACA;EACA;EACA;EACA;;;AAEF;EACE;EACA;EACA,OD/EM;ECgFN;EACA;;;AAEF;EACE;EACA;EACA,ODtFM;ECuFN;EACA;;;AAEF;EACE;EACA,OD5FM;EC6FN;EACA;;;AAEF;EACE;EACA;;;AAEF;EACE;EACA;EACA,ODvGM;;;AC0GR;EAtFE;EAwFA;EACA;EACA;EACA;EACA;EACA;EAKA;EACA;EACA;EACA;EACA;;AArGA;EAqFF;IApFI;;;AAqGF;EACE;EACA;EACA;;AACA;EACE;EACA;;AAGJ;EACE;EACA;EACA;EACA;EAIA;;AAHA;EACE;;AAGF;EACE;EACA;EACA;EACA;;;AAIN;EACE;;AACA;EAFF;IAGI;;;;AAGJ;EACE;EACA,kBD7JM;EC8JN;;AACA;EACE,WArJY;EAsJZ;EACA;EACA;EACA;EACA;EACA;;AACA;EARF;IASI;;EACA;IACE;;;AAIF;EA7IJ;EACA;EACA;EACA;EASA;EACA,YDhDO;ECiDP,OD/CM;ECgDN;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EAyHM;EACA;EACA;EACA;EACA;EAMA;;AArJN;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AA+HI;EAbF;IAcI;;;AAGJ;EACE;IACE;;;AAIN;EACE;;AACA;EAFF;IAGI;;;AAGJ;EACE;;;AAIN;EACE;EACA;EAKA;EACA;;AACA;EACE;EACA;EACA;;AACA;EAJF;IAKI;IACA;;;AAEF;EACE;EACA;EACA;EACA;;AACA;EACE;IACE;;;AAGJ;EACE,ODxOD;ECyOC;EACA;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;;AAEA;EACE;EACA;EACA;;AAEF;EACE;EACA;EACA;EACA;EACA;EACA;;AAEF;EACE;;AAEF;EACE;EACA;EACA;;AACA;EACE;;AAIN;EACE;EACA;;AACA;EACE;;AAEF;EACE,OD5RG;;AC+RP;EACE;EACA;;AACA;EACE;;AAEF;EACE,ODrSE;;ACwSN;EACE;EACA;;AACA;EACE;;AAEF;EACE,OD9SI;;ACkTV;EACE;;AAEE;EADF;IAEI;;;;AAMV;EACE,YDlUO;ECmUP;EACA;EACA;;AACA;EAEE;EACA;EACA;EACA;EACA;EACA;EACA;EACA,kBD9UU;EC+UV;EACA;EACA;;AAEF;EACE;;AAEF;EACE;;AAEF;EACE,WA9UY;EA+UZ;;AAEF;EACE;EACA;EACA;EACA;EACA;;AACA;EANF;IAOI;;;AAGJ;EACE,ODvWI;ECwWJ;EACA;EACA;;AACA;EACE;;AAGJ;EACE;EACA;EACA;;AACA;EAJF;IAKI;;;AAGJ;EACE;;AACA;EAFF;IAGI;;;AAGJ;EACE;EACA;EACA;EACA;EACA;;AACA;EANF;IAOI;IACA;IACA;;;AAEF;EACE;EACA;EACA;;;AAIN;EACE;EAKA;;AACA;EAPF;IAQI;;;AAEF;EACE;EACA;EACA;;AAEF;EACE;;AACA;EAFF;IAGI;;;AAGJ;EACE;EACA;;AACA;EAHF;IAII;IACA;;EACA;IACE;IACA;IACA;;EACA;IAEE;IACA;IACA;IACA;IACA,YDtbD;ICubC;IACA;IACA;;EAEF;IACE;IACA;;EAEF;IACE;IACA;;EAGJ;IACE;IACA;IACA;;EAEF;IACE;;;AAIF;EAEE;;AACA;EAHF;IAII;;;AAIF;EACE,ODvdD;;AC2dD;EACE,OD/cG;;ACmdL;EACE,ODxdI;;AC6dZ;EACE;EACA;EACA;EACA;;AACA;EALF;IAMI;;;AAEF;EACE;EACA;;;AAIN;EACE;EACA;EACA;EACA;;AACA;EACE,WA7eY;EA8eZ;EACA;EACA;EACA;;AACA;EA5dF;EACA;EACA;EACA;EASA;EACA,YDhDO;ECiDP,OD/CM;ECgDN;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EAwcI;EACA;EACA;EACA;EACA;;AA9dJ;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AA+cF;EACE;EACA;EACA;;;AAGJ;EACE;EACA;;AACA;EACE,WA1gBY;EA2gBZ;;AAEF;EACE;EACA;EACA;;AAEF;AAAA;EAEE,OD/hBI;;ACiiBN;EACE;EACA;EACA;;AAEF;EACE;EACA;EACA;;AAEF;EACE;EACA,YDhiBQ;ECiiBR;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EACA;;AACA;EACE;;AAEF;EACE;;;AAIN;EACE;EACA;EACA;;AACA;EACE;EACA;EACA;EACA;EACA;EACA;;AACA;EAPF;IAQI;;;AAEF;EACE;;AAEF;EA/iBF;EACA;EACA;EACA;EASA;EACA,YDhDO;ECiDP,OD/CM;ECgDN;EACA;EACA;EACA;EACA;EACA;EACA;EACA;EA2hBI;EACA;EACA;EACA;EACA;EACA;;AAljBJ;EACE;IACE;;;AAGJ;EACE;;AAaF;EACE;;AAEF;EACE;;AAkiBA;EACE;EACA;EACA;EACA;EACA;;AACA;EANF;IAOI;;;AAEF;EACE;EACA;;AACA;EAHF;IAII;IACA;IACA;;;AAEF;EARF;IASI;;;AAGA;EACE;EACA;;AACA;EAHF;IAII;;EACA;IACE;IACA;;;AAKR;EACE;;AAEF;EACE;EACA;;AACA;EAHF;IAII;;;AAGJ;EACE;;AACA;EAFF;IAGI;;;AAKJ;EADF;IAEI;IACA;;;AAEF;EALF;IAMI;;;AAEF;EACE,OD3pBD;EC4pBC;;AACA;EAHF;IAII;IACA;;;AAMR;EACE;EACA;EAIA;;AAHA;EACE;;AAGF;EACE;;AAEF;EAVF;IAWI;IACA;;;;AAMR;EACE;AAAA;IAEE;;;EAEF;IACE;;;EAEF;IACE;;EAEE;IACE;IACA;IACA;IACA;IACA;;EAIJ;IACE;;EACA;IACE;;EACA;IACE;;EAIN;IACE;;;EAGJ;IACE;;;EAGA;IACE;;EAGA;IACE;;EACA;IACE;IACA;;;EAKR;IACE;;EAEE;IACE;;EACA;IACE;;EAGF;IACE;;;EAMN;IACE;IACA;IACA;IACA;;;EAGJ;IACE;;EACA;IACE;IACA;IACA;IACA;;;EAKA;IACE;IACA;;EAEF;IACE;;EACA;IACE;;EAEF;IACE;IACA;IACA;;EAEF;IACE;IACA;IACA;;EAEF;IACE;IACA;IACA","file":"style.css"}
\ No newline at end of file
diff --git a/style.scss b/style.scss
index 05e9067..ff43754 100644
--- a/style.scss
+++ b/style.scss
@@ -149,28 +149,10 @@ nav {
     }
   }
 }
-.banner {
-  @include margin-nav-height();
-  height: 35px;
-  background: $yellow;
-  display: flex;
-  overflow: hidden;
-  align-items: center;
-  & > p:not(:last-child) {
-    margin-right: 6rem;
-  }
-  p {
-    margin-left: -3rem;
-    text-transform: uppercase;
-    color: $black;
-    font-weight: 900;
-    white-space: nowrap;
-    font-style: italic;
-    @media all and(max-width:700px) {
-      font-size: 0.95rem;
-      text-align: center;
-      margin: auto;
-    }
+.container {
+  padding: 0 1rem;
+  @media (min-width: $breakpoint) {
+    padding: 0;
   }
 }
 .main-cta {
@@ -184,7 +166,9 @@ nav {
     justify-content: center;
     align-items: center;
     min-height: 580px;
+    padding-top: 7rem;
     @media all and(min-width:$breakpoint) {
+      padding-top: 5rem;
       & > div:not(:last-child) {
         margin-right: 2rem;
       }
@@ -202,16 +186,25 @@ nav {
             rgba(255, 255, 255, 0) 100%
           ),
           #f1c017;
+        margin: 2rem auto;
+        @media (min-width: $breakpoint) {
+          margin: 2rem 0;
+        }
+      }
+      @media (min-width: $breakpoint) {
+        p {
+          padding-right: 5rem;
+        }
       }
     }
     .mobile-illu {
-      display: none;
+      display: block;
+      @media (min-width: $breakpoint) {
+        display: none;
+      }
     }
     .content-img {
       width: 100%;
-      .illu {
-        width: 112%;
-      }
     }
   }
 }
@@ -226,6 +219,12 @@ nav {
   text-align: center;
   .content {
     margin: auto;
+    width: 100%;
+    padding-top: 0;
+    @media (min-width: $breakpoint) {
+      width: auto;
+      padding-top: 8rem;
+    }
     .compteurs {
       display: flex;
       align-items: center;
@@ -310,47 +309,198 @@ nav {
         }
       }
     }
+    .fluid-pipes {
+      margin-top: 1.5rem;
+      img {
+        @media (max-width: $breakpoint) {
+          width: 100%;
+        }
+      }
+    }
   }
 }
 .security {
-  min-height: 650px;
   background: $yellow;
   display: flex;
+  margin-top: -1rem;
+  position: relative;
+  &:before,
+  &::after {
+    content: "";
+    display: inline-block;
+    position: absolute;
+    width: 100%;
+    height: 10px;
+    left: 0;
+    background-image: url("assets/pattern-dot.svg");
+    background-color: $dark-yellow;
+    background-repeat: repeat-x;
+    background-position: center;
+    z-index: 1;
+  }
+  &::before {
+    top: -0.5rem;
+  }
+  &:after {
+    bottom: -0.5rem;
+  }
   .container {
     max-width: $content-width;
-    margin: auto;
+    margin: 0 auto;
+  }
+  .container-cloud {
     display: flex;
-    justify-content: center;
+    position: relative;
+    padding: 7rem 0 2rem;
+    justify-content: space-between;
     align-items: center;
-    img {
-      @media all and(min-width:$breakpoint) {
-        margin-right: 4rem;
-      }
-      @media all and(max-width:$breakpoint) {
-        margin-bottom: 1rem;
-      }
+    @media (min-width: $breakpoint) {
+      padding: 3rem 0;
     }
-    p {
-      max-width: 680px;
+  }
+  p {
+    color: $black;
+    font-size: 1.5rem;
+    font-weight: 700;
+    flex-basis: 40%;
+    &:nth-of-type(1) {
+      text-align: right;
     }
-    .button {
-      @include button($yellow, $black);
-      margin: auto;
-      margin-top: 3rem;
-      height: 50px;
-      &:hover {
-        box-shadow: 0px 0px 10px 3px $black;
-      }
+  }
+  .xs-text {
+    display: block;
+    flex-basis: 100%;
+    text-align: center;
+    @media (min-width: $breakpoint) {
+      display: none;
+    }
+  }
+  .xl-text {
+    display: none;
+    @media (min-width: $breakpoint) {
+      display: block;
+    }
+  }
+  .container-img {
+    position: absolute;
+    z-index: 2;
+    top: 50%;
+    left: 50%;
+    transform: translate(-50%, -50%);
+    @media (max-width: $breakpoint) {
+      top: -70px;
+      transform: translateX(-50%);
+      width: 45%;
+    }
+    img {
+      max-width: 192px;
+      width: 100%;
+      display: inline-block;
     }
   }
 }
-.test-ecolyo {
-  min-height: 500px;
+.views-app {
   background: radial-gradient(
     74.83% 76.97% at 50% 13.64%,
     #343641 0%,
     #1b1c22 100%
   );
+  padding-bottom: 5rem;
+  @media (max-width: $breakpoint) {
+    padding-bottom: 1rem;
+  }
+  .content {
+    max-width: 945px;
+    width: 100%;
+    margin: 0 auto;
+  }
+  .fluid-pipes {
+    text-align: center;
+    @media (max-width: $breakpoint) {
+      display: none;
+    }
+  }
+  .screens-container {
+    display: flex;
+    justify-content: center;
+    @media (max-width: $breakpoint) {
+      flex-direction: column;
+      margin-top: 0.5rem;
+      .screen {
+        text-align: center;
+        padding-top: 6rem;
+        position: relative;
+        &:before,
+        &:after {
+          content: "";
+          display: inline-block;
+          height: 100px;
+          width: 1px;
+          background: $yellow;
+          position: absolute;
+          top: 0;
+          z-index: 1;
+        }
+        &::before {
+          left: 48%;
+          transform: translateX(-50%);
+        }
+        &::after {
+          left: 52%;
+          transform: translateX(-50%);
+        }
+      }
+      img {
+        width: 90%;
+        position: relative;
+        z-index: 2;
+      }
+      p {
+        margin: 1.5rem 0;
+      }
+    }
+    .screen {
+      &:first-child,
+      &:last-child {
+        margin-top: 0;
+        @media (min-width: $breakpoint) {
+          margin-top: -4rem;
+        }
+      }
+      &.consumption {
+        span {
+          color: $yellow;
+        }
+      }
+      &.challenge {
+        span {
+          color: $light-blue;
+        }
+      }
+      &.ecogesture {
+        span {
+          color: $light-green;
+        }
+      }
+    }
+  }
+  p {
+    line-height: 24px;
+    font-size: 1.25rem;
+    text-align: center;
+    margin: 1.5rem 0;
+    @media (min-width: $breakpoint) {
+      margin: 2rem 0 0;
+    }
+    span {
+      display: block;
+      font-size: 1.5rem;
+    }
+  }
+}
+.test-ecolyo {
+  background-color: black;
+  padding: 3.75rem 0;
   display: flex;
   text-align: center;
   .container {
@@ -379,6 +529,52 @@ nav {
     justify-content: center;
   }
 }
+.cloud-gl {
+  padding: 2rem 0 3rem;
+  background: #ffffff;
+  .container {
+    max-width: $content-width;
+    margin: auto;
+  }
+  .text-content {
+    max-width: 689px;
+    text-align: center;
+    margin: 0 auto;
+  }
+  h2,
+  p {
+    color: $black;
+  }
+  h2 {
+    font-size: 1.75rem;
+    font-weight: 900;
+    margin: 0.5rem 0 1rem;
+  }
+  p {
+    line-height: 1.463rem;
+    padding: 0;
+    font-weight: 500;
+  }
+  .button {
+    display: inline-block;
+    background: $red-alert;
+    text-align: center;
+    border-radius: 4px;
+    padding: 0.5rem 1.25rem;
+    margin-top: 1.25rem;
+    text-decoration: none;
+    max-width: 221px;
+    font-size: 1.125rem;
+    line-height: 1.238rem;
+    transition: all 0.4s;
+    &:hover {
+      box-shadow: 0px 0px 10px 0px $red-alert;
+    }
+    span {
+      display: block;
+    }
+  }
+}
 footer {
   min-height: 230px;
   background-color: black;
@@ -390,6 +586,9 @@ footer {
     align-items: center;
     min-height: 230px;
     justify-content: space-between;
+    @media (max-width: $breakpoint) {
+      padding-top: 2rem;
+    }
     h2 {
       text-align: center;
     }
@@ -413,21 +612,65 @@ footer {
       width: 100%;
       justify-content: space-between;
       padding: 1rem 2rem;
+      @media (max-width: $breakpoint) {
+        padding: 1rem;
+      }
       .logos-footer {
         display: flex;
-        img:nth-of-type(1) {
+        align-items: center;
+        @media (max-width: $breakpoint) {
+          flex-direction: column;
+          margin-left: 0;
+          width: 100%;
+        }
+        @media (min-width: $breakpoint) {
+          flex-basis: 33.33%;
+        }
+        .container-img {
+          &:last-child {
+            display: flex;
+            align-items: center;
+            @media (max-width: $breakpoint) {
+              width: 100%;
+              img:not(.tiga) {
+                width: 31.33%;
+                margin-right: 5%;
+              }
+            }
+          }
+        }
+        img:not(.tiga) {
+          margin-right: 2rem;
+        }
+        .gl {
           width: 130px;
           margin-right: 2rem;
+          @media (max-width: $breakpoint) {
+            margin-right: 0;
+          }
         }
-        img:nth-of-type(2) {
-          width: 85px;
+        .tiga {
+          width: 67px;
+          @media (max-width: $breakpoint) {
+            width: 25%;
+          }
         }
       }
       .contact {
-        margin-left: -5.5rem;
+        @media (min-width: $breakpoint) {
+          flex-basis: 33.33%;
+          text-align: center;
+        }
+        @media (min-width: 1400px) {
+          margin-left: -5.5rem;
+        }
         a {
           color: $yellow;
           font-weight: 700;
+          @media (max-width: $breakpoint) {
+            display: block;
+            margin-top: 1rem;
+          }
         }
       }
     }
@@ -442,6 +685,10 @@ footer {
       a {
         text-decoration: none;
       }
+      @media (min-width: $breakpoint) {
+        flex-basis: 33.33%;
+        justify-content: flex-end;
+      }
     }
   }
 }
@@ -483,14 +730,6 @@ footer {
     margin-left: 0.6rem;
   }
   .main-cta {
-    .mobile-illu {
-      padding: 2rem 0 1rem 0;
-      display: block !important;
-      @media all and(max-width: 600px) {
-        width: 125% !important;
-        margin: 1.5rem 0;
-      }
-    }
     .desktop-illu {
       display: none;
     }
@@ -504,20 +743,13 @@ footer {
       }
     }
   }
-  * > .container {
-    padding: 2rem;
-    flex-direction: column;
-    & > div {
-      margin-bottom: 2.5rem;
-    }
-  }
   .explanation {
     padding: 4rem 2rem;
     .content {
       .compteurs {
         flex-direction: column;
-        & > div {
-          margin-bottom: 4rem;
+        & > div:not(.gaz-color) {
+          margin-bottom: 2rem;
         }
 
         span {
@@ -527,11 +759,6 @@ footer {
     }
   }
   .security {
-    padding: 2rem 0;
-    .security-shield {
-      width: 40%;
-      margin-bottom: -2rem;
-    }
     .container .button {
       width: 100%;
       font-size: 0.95rem;
-- 
GitLab