From 5cdaf78d0135a6cf0bd3d7e2a52b7efe3307ad97 Mon Sep 17 00:00:00 2001
From: jinkang-0 <jinkang.fang@gmail.com>
Date: Wed, 10 Jan 2024 00:11:25 -0800
Subject: [PATCH] add additional graphics

---
 src/graphics/clouds_star_twirl_1.svg | 10 ++++
 src/graphics/clouds_star_twirl_2.svg | 11 +++++
 src/graphics/clouds_stars.svg        | 28 +++++++++++
 src/graphics/shapes_sparkle_1.svg    | 16 +++++++
 src/graphics/shapes_sparkle_2.svg    |  7 +++
 src/graphics/shapes_twirl_1.svg      | 26 +++++++++++
 src/graphics/shapes_twirl_2.svg      | 10 ++++
 src/graphics/sheep.svg               | 70 ++++++++++++++++++++++++++++
 8 files changed, 178 insertions(+)
 create mode 100644 src/graphics/clouds_star_twirl_1.svg
 create mode 100644 src/graphics/clouds_star_twirl_2.svg
 create mode 100644 src/graphics/clouds_stars.svg
 create mode 100644 src/graphics/shapes_sparkle_1.svg
 create mode 100644 src/graphics/shapes_sparkle_2.svg
 create mode 100644 src/graphics/shapes_twirl_1.svg
 create mode 100644 src/graphics/shapes_twirl_2.svg
 create mode 100644 src/graphics/sheep.svg

diff --git a/src/graphics/clouds_star_twirl_1.svg b/src/graphics/clouds_star_twirl_1.svg
new file mode 100644
index 0000000..2f8624d
--- /dev/null
+++ b/src/graphics/clouds_star_twirl_1.svg
@@ -0,0 +1,10 @@
+<svg width="288" height="226" viewBox="0 0 288 226" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M53.4467 201.013C62.8733 205.4 73.7155 206.772 83.9134 204.635C92.3176 202.872 105.51 197.91 103.015 186.87C101.914 181.994 97.292 179.247 92.4385 180.038C87.668 180.814 84.3965 184.666 82.2605 188.719C79.8954 193.211 79.4847 198.248 82.0406 202.752C84.4903 207.072 88.6865 210.118 92.88 212.597C102.241 218.141 114.422 220.818 124.433 215.366C128.146 213.343 125.694 207.148 121.931 209.199C115.743 212.566 108.761 212.23 102.289 209.784C99.0529 208.559 95.9868 206.932 93.1854 204.899C90.6279 203.048 87.6767 200.64 86.9934 197.384C86.3566 194.345 88.3024 190.749 90.3026 188.566C92.0067 186.703 96.4442 185.119 96.6504 189.003C96.9924 195.492 85.2079 197.784 80.592 198.478C72.2289 199.734 63.7776 198.473 56.1263 194.911C52.2337 193.1 49.5808 199.205 53.4565 201.006L53.4467 201.013Z" fill="#3D3833"/>
+<path d="M276.017 78.7579C276.779 75.8208 277.961 73.1938 279.621 70.6561L273.747 69.0641C273.731 71.2498 273.721 73.4407 273.705 75.6264C273.695 77.3603 273.379 79.4041 274.005 81.0644C275.297 84.4901 280.625 84.5899 283.656 85.2677L285.332 79.1887C277.525 77.8699 269.927 75.6054 262.729 72.2901L260.302 78.0538C263.46 79.3463 266.518 80.8438 269.507 82.4778L268.871 77.5284C266.244 79.6406 263.617 81.7527 260.99 83.8701C257.959 86.308 261.831 90.1172 264.81 88.8195C266.018 88.2941 267.227 87.7687 268.43 87.2433C268.672 87.1382 272.129 85.8509 270.8 85.5304C271.378 85.667 272.46 87.8212 272.796 88.3203C273.458 89.3029 274.094 90.3064 274.714 91.3152C276.238 93.7899 280.898 93.0017 280.588 89.7232C280.257 86.2292 279.616 82.8088 278.381 79.5145C277.525 77.2342 276.527 76.4146 274.562 75.1903C271.104 73.0414 267.936 78.4952 271.378 80.6336L273.243 81.7947L271.793 79.9085C273.075 83.0662 273.957 86.3238 274.278 89.7232C276.238 89.1925 278.192 88.6619 280.152 88.1312C278.502 85.4516 276.29 80.7019 273.054 79.6984C271.188 79.1204 269.638 79.8875 267.952 80.6178C265.834 81.532 263.728 82.4568 261.615 83.3762L265.435 88.3256C268.062 86.2134 270.689 84.1013 273.316 81.9839C274.898 80.7124 274.315 77.9277 272.681 77.0345C269.208 75.1326 265.635 73.4723 261.967 71.9748C258.689 70.635 256.298 76.2464 259.54 77.7386C267.248 81.2904 275.276 83.8544 283.646 85.273C287.571 85.935 289.341 80.0924 285.322 79.194C283.982 78.8945 282.637 78.595 281.297 78.2955C280.887 78.2062 279.9 77.7859 279.511 77.8962C278.859 77.644 278.865 77.8384 279.521 78.4794C280.01 79.4882 280.162 79.3831 279.984 78.1537C280.488 75.3112 280.026 71.9538 280.042 69.0641C280.063 65.8223 275.828 64.9291 274.167 67.4721C272.234 70.4301 270.821 73.6561 269.927 77.0766C268.903 81.0066 274.982 82.6827 276.006 78.7526L276.017 78.7579Z" fill="#3D3833"/>
+<g style="mix-blend-mode:multiply">
+<path d="M233.106 109.475C242.256 109.475 252.432 110.53 259.766 115.751C269.697 122.837 273 133.973 271.475 146.033C270.977 149.984 272.096 151.501 275.329 153.219C285.375 158.548 289.843 168.159 287.299 177.901C284.272 189.515 277.122 194.96 264.662 194.96C211.88 194.983 159.09 195.045 106.307 194.945C76.4447 194.891 55.7777 169.569 62.1609 140.342C65.7625 123.83 77.0884 113.618 92.5906 108.266C96.537 106.903 97.832 105.254 98.1615 101.311C99.8934 80.4714 119.733 67.6332 138.775 76.0123C146.27 79.3162 148.515 76.7825 151.971 71.2298C163.741 52.3152 189.397 45.5149 208.524 55.7654C228.371 66.3933 235.053 89.6053 233.122 109.467L233.106 109.475Z" fill="#DF7291" fill-opacity="0.8"/>
+</g>
+<g style="mix-blend-mode:multiply">
+<path d="M107.231 131.8C49.1402 131.8 -8.95026 131.631 -67.033 131.999C-74.7927 132.046 -78.3352 129.036 -80.1601 122.301C-84.0553 107.881 -82.169 94.8884 -70.5985 84.4454C-59.5953 74.5169 -47.0587 71.4147 -33.0805 77.1737C-28.9859 78.863 -26.8006 78.9859 -24.3777 74.4478C-19.0179 64.4041 -10.6371 57.8695 0.925728 56.1111C4.77491 55.5275 6.67651 53.915 7.1059 49.4767C10.1116 18.7236 38.4898 -4.19721 68.8768 0.648034C92.1866 4.36451 111.877 21.1501 116.025 48.9392C116.647 53.1164 117.889 54.6598 122.083 55.374C140.493 58.5145 151.719 69.4874 156.158 87.6782C159.448 101.154 152.807 120.059 141.298 127.792C138.821 129.458 135.386 130.302 132.35 130.425C123.601 131.992 115.611 131.784 107.238 131.784C107.238 131.37 107.238 132.199 107.238 131.784L107.231 131.8Z" fill="#80D3F1"/>
+</g>
+</svg>
diff --git a/src/graphics/clouds_star_twirl_2.svg b/src/graphics/clouds_star_twirl_2.svg
new file mode 100644
index 0000000..c23eb2b
--- /dev/null
+++ b/src/graphics/clouds_star_twirl_2.svg
@@ -0,0 +1,11 @@
+<svg width="324" height="194" viewBox="0 0 324 194" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M284.687 80.7156C292.81 79.1488 300.439 74.9786 306.016 68.8461C310.612 63.7913 316.803 54.4422 310.047 48.4886C307.065 45.8589 302.804 46.2429 300.044 49.0157C297.331 51.7401 297.018 55.7485 297.53 59.3568C298.1 63.3555 300.184 66.7938 303.931 68.5055C307.524 70.1484 311.65 70.1555 315.509 69.7988C324.128 69.0084 333.229 65.0549 337.14 56.8732C338.591 53.8372 334.122 50.9872 332.652 54.0637C330.233 59.1196 325.575 62.1579 320.263 63.5987C317.605 64.3176 314.87 64.6985 312.116 64.6936C309.605 64.6931 306.58 64.5167 304.621 62.7362C302.794 61.0738 302.372 57.8485 302.643 55.5086C302.873 53.5135 304.995 50.4233 306.939 52.831C310.185 56.8549 303.657 63.8264 301.005 66.4261C296.199 71.1343 290.163 74.262 283.57 75.5326C280.216 76.1804 281.352 81.3523 284.691 80.7069L284.687 80.7156Z" fill="black"/>
+<g style="mix-blend-mode:multiply">
+<path d="M181.748 134.407C125.955 134.407 70.1613 134.245 14.3752 134.599C6.9223 134.643 3.51991 131.756 1.76716 125.297C-1.97401 111.467 -0.162341 99.006 10.9507 88.9903C21.5187 79.468 33.5597 76.4927 46.9852 82.0161C50.9178 83.6363 53.0167 83.7541 55.3439 79.4017C60.4917 69.7689 68.5411 63.5018 79.6467 61.8153C83.3437 61.2556 85.1701 59.709 85.5825 55.4524C88.4694 25.9575 115.725 3.97452 144.911 8.62152C167.299 12.1859 186.211 28.2847 190.195 54.9368C190.792 58.9431 191.985 60.4234 196.013 61.1083C213.695 64.1204 224.477 74.6442 228.741 92.0907C231.9 105.015 225.523 123.147 214.469 130.563C212.09 132.161 208.791 132.971 205.874 133.089C197.471 134.591 189.798 134.392 181.756 134.392C181.756 133.995 181.756 134.79 181.756 134.392L181.748 134.407Z" fill="#80D3F1"/>
+</g>
+<path d="M173.83 14.4713C174.706 11.1425 176.039 8.17465 177.91 5.28777L171.252 3.48346C171.238 6.10522 171.216 8.72698 171.201 11.3487C171.186 13.1825 170.884 15.3182 171.547 17.0857C173.02 21.011 179.059 21.0846 182.491 21.8505L184.391 14.9573C175.539 13.4476 166.944 10.8921 158.777 7.14362L156.023 13.6759C159.602 15.1415 163.063 16.8427 166.458 18.6911L165.736 13.0794C162.761 15.4729 159.778 17.8663 156.803 20.2672C153.371 23.0288 157.753 27.3444 161.134 25.8789C162.305 25.3708 163.483 24.8552 164.654 24.3471C165.434 24.0083 166.215 23.6696 167.003 23.3234C168.041 23.3381 168.388 23.0583 168.056 22.4839C167.769 21.7916 167.968 22.0052 168.66 23.1098C169.058 23.6548 169.441 24.1998 169.816 24.7595C170.707 26.0557 171.547 27.3739 172.372 28.7069C174.102 31.498 179.39 30.6216 179.029 26.9026C178.639 22.8374 177.88 18.8605 176.422 15.0384C175.502 12.6228 174.287 11.7243 172.202 10.4282C168.284 7.99053 164.698 14.1693 168.594 16.5996L170.707 17.9179L169.065 15.7822C170.509 19.3687 171.51 23.0509 171.886 26.9026L178.543 25.0983C176.658 22.0567 174.051 16.2756 170.155 15.3992C166.296 14.5302 160.935 18.2198 157.532 19.7001C158.976 21.5707 160.419 23.4413 161.863 25.3118C164.838 22.9184 167.821 20.5249 170.796 18.1241C172.585 16.688 171.93 13.5286 170.074 12.5123C166.134 10.3619 162.084 8.48395 157.93 6.77539C154.218 5.25094 151.501 11.6212 155.176 13.3077C163.917 17.3213 173.005 20.2303 182.498 21.8431C186.946 22.6017 188.949 15.9663 184.398 14.95C182.785 14.5891 180.355 13.5434 178.72 13.6833L177.299 13.3666C178.249 15.4213 178.595 15.4581 178.344 13.4918C178.875 10.3324 178.389 6.67228 178.411 3.47609C178.433 -0.191433 173.631 -1.22245 171.753 1.6718C169.566 5.04474 167.975 8.67544 166.952 12.5565C165.773 17.0047 172.666 18.9047 173.845 14.4566L173.83 14.4713Z" fill="black"/>
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+<g style="mix-blend-mode:multiply">
+<path d="M320.853 108.12C330.545 108.12 341.324 109.169 349.093 114.359C359.612 121.401 363.111 132.47 361.496 144.457C360.968 148.384 362.153 149.892 365.578 151.599C376.22 156.896 380.952 166.449 378.257 176.132C375.051 187.675 367.478 193.087 354.279 193.087C298.369 193.11 242.45 193.171 186.539 193.072C154.907 193.018 133.015 167.85 139.777 138.8C143.592 122.389 155.589 112.238 172.01 106.918C176.19 105.564 177.562 103.925 177.911 100.006C179.745 79.2927 200.76 66.5324 220.931 74.8607C228.87 78.1445 231.248 75.6262 234.909 70.1071C247.377 51.3073 274.553 44.5482 294.813 54.7365C315.837 65.3 322.915 88.3712 320.869 108.113L320.853 108.12Z" fill="#F7CF52"/>
+</g>
+</svg>
diff --git a/src/graphics/clouds_stars.svg b/src/graphics/clouds_stars.svg
new file mode 100644
index 0000000..b5c3245
--- /dev/null
+++ b/src/graphics/clouds_stars.svg
@@ -0,0 +1,28 @@
+<svg width="292" height="260" viewBox="0 0 292 260" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
+<rect x="115.607" y="194.56" width="67.3926" height="64.4624" fill="url(#pattern0)"/>
+<rect x="96.8545" width="67.3926" height="64.4624" fill="url(#pattern1)"/>
+<g style="mix-blend-mode:multiply">
+<rect x="5.65625" y="54.4653" width="286.343" height="201.466" fill="url(#pattern2)"/>
+</g>
+<g style="mix-blend-mode:multiply">
+<rect x="-144" y="7.03223" width="298.468" height="189.9" fill="url(#pattern3)"/>
+</g>
+<defs>
+<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image0_158_1646" transform="scale(0.0018797 0.00194553)"/>
+</pattern>
+<pattern id="pattern1" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image1_158_1646" transform="scale(0.00187617 0.00194932)"/>
+</pattern>
+<pattern id="pattern2" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image2_158_1646" transform="scale(0.000652316 0.000925926)"/>
+</pattern>
+<pattern id="pattern3" patternContentUnits="objectBoundingBox" width="1" height="1">
+<use xlink:href="#image3_158_1646" transform="scale(0.000625391 0.000982318)"/>
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diff --git a/src/graphics/shapes_sparkle_1.svg b/src/graphics/shapes_sparkle_1.svg
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diff --git a/src/graphics/shapes_sparkle_2.svg b/src/graphics/shapes_sparkle_2.svg
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diff --git a/src/graphics/shapes_twirl_1.svg b/src/graphics/shapes_twirl_1.svg
new file mode 100644
index 0000000..fc6bb70
--- /dev/null
+++ b/src/graphics/shapes_twirl_1.svg
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diff --git a/src/graphics/shapes_twirl_2.svg b/src/graphics/shapes_twirl_2.svg
new file mode 100644
index 0000000..6b102bb
--- /dev/null
+++ b/src/graphics/shapes_twirl_2.svg
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