Is Autism Hereditary? Explaining Autism GeneticsAutism spectrum disorder (ASD) typically appears early in childhood development, but is autism hereditary? Here’s what the research suggests.Read more
Can Genetic Testing Determine AutismPeople often ask if genetic testing can determine autism. We’re answering that question here to help parents who worry their child may have autism.Read more
'/%3e%3cg style='mix-blend-mode:multiply' opacity='0.75'%3e%3crect x='38.5063' y='64' width='33.0045' height='32.0001' transform='rotate(180 38.5063 64)' fill='url(%23pattern0)'/%3e%3c/g%3e%3cpath d='M27.5254 61.8652C30.1843 64.4813 34.2855 64.7264 36.6371 62.4135C38.9888 60.0996 38.7374 56.0672 36.0796 53.4522L19.1041 36.7557C16.4441 34.1407 16.4441 29.8611 19.1041 27.245L36.0796 10.5507C38.7374 7.93353 38.9888 3.90006 36.6371 1.58611C34.2855 -0.726738 30.1843 -0.480575 27.5254 2.13662L1.99342 27.2461C-0.664352 29.8622 -0.664351 34.1418 1.99342 36.7568L27.5254 61.8652Z' fill='url(%23paint1_linear_306_3140)'/%3e%3cg style='mix-blend-mode:multiply' opacity='0.75'%3e%3crect x='38.5063' y='32.0001' width='33.0045' height='32.0001' transform='rotate(180 38.5063 32.0001)' fill='url(%23pattern1)'/%3e%3c/g%3e%3cpath d='M43.9976 31.9997H26.7745C26.7742 30.2763 26.1047 28.5529 24.7662 27.2451L7.67722 10.5508C5.00057 7.93363 4.7475 3.90016 7.116 1.58621C9.48224 -0.726639 13.6119 -0.480547 16.2886 2.13665L41.9901 27.244C43.3284 28.552 43.9975 30.2759 43.9976 31.9997Z' fill='url(%23paint2_linear_306_3140)'/%3e%3cpath d='M76.1369 20.1407C75.5526 19.3963 74.7279 18.7721 73.6608 18.2707C72.5947 17.7692 71.5215 17.5176 70.4414 17.5176C69.7985 17.5176 69.1548 17.5975 68.5137 17.7538C67.8709 17.9126 67.2875 18.1565 66.761 18.4853C66.2354 18.8159 65.8041 19.246 65.4692 19.7758C65.1324 20.3064 64.9654 20.9444 64.9654 21.6897C64.9654 22.3766 65.1115 22.9638 65.4036 23.4524C65.6948 23.9401 66.0963 24.3557 66.6088 24.6991C67.1187 25.0434 67.7397 25.3448 68.47 25.6024C69.1994 25.8608 70.0023 26.1193 70.8796 26.3768C71.8723 26.692 72.9017 27.05 73.9669 27.451C75.034 27.8536 76.011 28.3834 76.9013 29.0428C77.7934 29.704 78.5228 30.5334 79.0931 31.5371C79.6616 32.5417 79.9467 33.7884 79.9467 35.279C79.9467 36.9121 79.6397 38.3382 79.0266 39.5575C78.4135 40.7759 77.5958 41.7873 76.5733 42.5884C75.5518 43.3929 74.3536 43.9939 72.9813 44.3949C71.609 44.7959 70.1624 44.9968 68.6449 44.9968C66.6298 44.9968 64.6584 44.6302 62.7307 43.9004C60.8031 43.1688 59.2262 42.0878 57.9999 40.6539L61.9436 37.0408C62.701 38.0738 63.7156 38.8895 64.9873 39.4913C66.2563 40.0932 67.5053 40.3946 68.7324 40.3946C69.3743 40.3946 70.0303 40.3165 70.7029 40.1594C71.3746 40.0014 71.9807 39.7361 72.5212 39.3634C73.0609 38.9916 73.4991 38.5245 73.8358 37.9664C74.1708 37.4066 74.3396 36.712 74.3396 35.88C74.3396 35.0772 74.1489 34.41 73.7693 33.8794C73.3897 33.3496 72.8772 32.8912 72.2361 32.5031C71.595 32.1167 70.835 31.7784 69.9586 31.4933C69.0814 31.2057 68.1621 30.9044 67.1983 30.5884C66.2634 30.3025 65.3292 29.959 64.3952 29.558C63.4602 29.1562 62.6214 28.6256 61.8763 27.9662C61.132 27.3067 60.525 26.497 60.0579 25.5363C59.5909 24.5763 59.3565 23.3786 59.3565 21.9447C59.3565 20.3966 59.6862 19.064 60.3431 17.9444C60.9999 16.8273 61.8614 15.9017 62.9276 15.1719C63.9937 14.4404 65.205 13.896 66.5624 13.5379C67.9225 13.1799 69.3 13.0005 70.702 13.0005C72.2807 13.0005 73.8786 13.2726 75.4993 13.817C77.1191 14.3631 78.5281 15.1796 79.7263 16.2683L76.1369 20.1407Z' fill='%23444444'/%3e%3cpath d='M104.916 13.7765V18.5075H89.89V26.2487H104.127V30.808H89.89V39.4087H105.705V44.2247H84.3711V13.7765H104.916Z' fill='%23444444'/%3e%3cpath d='M143.049 44.224H124.717C122.235 44.224 119.979 43.8746 117.949 43.1705C115.92 42.4682 114.182 41.4507 112.736 40.1172C111.291 38.7829 110.173 37.149 109.384 35.2137C108.596 33.2784 108.202 31.0794 108.202 28.6126C108.202 26.2901 108.618 24.1762 109.451 22.2683C110.283 20.3622 111.443 18.7205 112.933 17.3441C114.422 15.9686 116.181 14.9005 118.211 14.1415C120.24 13.3816 122.439 13.0022 124.804 13.0022C127.17 13.0022 129.36 13.3816 131.376 14.1415C133.391 14.9014 135.136 15.9695 136.611 17.3441C138.085 18.7214 139.231 20.3631 140.049 22.2683C140.867 24.1762 141.277 26.2901 141.277 28.6126C141.277 29.989 141.115 31.2503 140.794 32.3965C140.472 33.5437 140.056 34.5835 139.545 35.5142C139.034 36.4467 138.45 37.264 137.792 37.9664C137.136 38.6679 136.457 39.2638 135.755 39.7498V39.8365H143.049V44.224ZM124.805 17.8627C123.315 17.8627 121.92 18.1341 120.622 18.6793C119.322 19.2237 118.204 19.9698 117.271 20.9151C116.336 21.8613 115.598 22.9939 115.058 24.3119C114.518 25.6315 114.247 27.0654 114.247 28.6135C114.247 30.2466 114.504 31.7311 115.015 33.0646C115.525 34.398 116.242 35.5374 117.162 36.4836C118.082 37.4298 119.183 38.1682 120.469 38.6979C121.753 39.2286 123.169 39.493 124.717 39.493C126.235 39.493 127.645 39.2286 128.944 38.6979C130.244 38.1682 131.362 37.4289 132.295 36.4836C133.229 35.5365 133.96 34.3971 134.487 33.0646C135.013 31.7311 135.274 30.2474 135.274 28.6135C135.274 27.0654 135.027 25.6315 134.529 24.3119C134.033 22.9939 133.324 21.8613 132.404 20.9151C131.484 19.9689 130.381 19.2228 129.097 18.6793C127.814 18.135 126.382 17.8627 124.805 17.8627Z' fill='%23444444'/%3e%3cpath d='M170.933 33.0438C170.933 34.8787 170.612 36.5341 169.969 38.0101C169.327 39.4869 168.449 40.7413 167.34 41.7734C166.23 42.8054 164.916 43.6013 163.398 44.1603C161.879 44.7184 160.228 44.9992 158.448 44.9992C156.666 44.9992 155.016 44.7193 153.498 44.1603C151.98 43.6013 150.658 42.8054 149.534 41.7734C148.41 40.7413 147.533 39.4869 146.905 38.0101C146.276 36.5341 145.963 34.8787 145.963 33.0438V13.7765H151.483V32.8274C151.483 33.717 151.6 34.5979 151.834 35.4728C152.067 36.3478 152.454 37.1291 152.994 37.8168C153.534 38.5046 154.249 39.0636 155.14 39.4929C156.032 39.9239 157.134 40.1386 158.448 40.1386C159.763 40.1386 160.863 39.9239 161.754 39.4929C162.646 39.0636 163.361 38.5046 163.901 37.8168C164.442 37.1282 164.829 36.3469 165.062 35.4728C165.296 34.5979 165.413 33.717 165.413 32.8274V13.7765H170.933V33.0438H170.933Z' fill='%23444444'/%3e%3cpath d='M196.953 13.7765V18.5075H181.928V26.2487H196.165V30.808H181.928V39.4087H197.742V44.2247H176.408V13.7765H196.953Z' fill='%23444444'/%3e%3cpath d='M209.349 13.7765L223.762 36.5684H223.849V13.7765H229.37V44.2239H222.361L207.641 20.7012H207.554V44.2239H202.033V13.7765H209.349Z' fill='%23444444'/%3e%3cpath d='M257.494 20.916C256.676 19.8255 255.609 19.0313 254.297 18.529C252.982 18.0276 251.695 17.7769 250.441 17.7769C248.835 17.7769 247.374 18.0636 246.059 18.6363C244.746 19.2107 243.614 19.999 242.666 21.0027C241.715 22.0056 240.986 23.1819 240.474 24.529C239.963 25.8762 239.708 27.3375 239.708 28.9148C239.708 30.578 239.956 32.0977 240.453 33.4732C240.95 34.8505 241.658 36.0319 242.578 37.0219C243.499 38.0102 244.601 38.7778 245.885 39.323C247.17 39.8682 248.615 40.1395 250.222 40.1395C251.887 40.1395 253.362 39.8175 254.647 39.1718C255.932 38.527 256.969 37.6744 257.757 36.6132L262.182 39.6673C260.81 41.3596 259.131 42.6707 257.144 43.6023C255.158 44.5331 252.837 45.0002 250.18 45.0002C247.755 45.0002 245.529 44.6061 243.499 43.817C241.469 43.0288 239.724 41.9246 238.263 40.507C236.803 39.0877 235.664 37.3954 234.847 35.4318C234.03 33.4681 233.621 31.2966 233.621 28.9166C233.621 26.4798 234.052 24.28 234.912 22.3155C235.774 20.3519 236.956 18.6819 238.462 17.3046C239.966 15.9291 241.74 14.8687 243.785 14.1226C245.829 13.3782 248.049 13.0047 250.443 13.0047C251.436 13.0047 252.471 13.0974 253.553 13.2846C254.633 13.4709 255.671 13.7568 256.665 14.144C257.656 14.5313 258.592 15.0113 259.468 15.5848C260.344 16.1592 261.088 16.8479 261.702 17.6489L257.494 20.916Z' fill='%23444444'/%3e%3cpath d='M264.503 13.7765H270.023V44.2239H264.503V13.7765Z' fill='%23444444'/%3e%3cpath d='M275.761 13.7765H283.077L297.49 36.5684H297.579V13.7765H303.098V44.2239H296.088L281.369 20.7012H281.281V44.2239H275.761V13.7765Z' fill='%23444444'/%3e%3cpath d='M335.995 42.633C334.418 43.38 332.689 43.9595 330.805 44.3751C328.922 44.7898 326.752 44.9994 324.298 44.9994C321.786 44.9994 319.494 44.6053 317.422 43.8162C315.347 43.028 313.568 41.9238 312.077 40.5062C310.589 39.0869 309.427 37.3946 308.595 35.4309C307.763 33.4673 307.346 31.2958 307.346 28.9158C307.346 26.479 307.777 24.2792 308.64 22.3147C309.5 20.351 310.683 18.681 312.187 17.3038C313.692 15.9283 315.466 14.8679 317.51 14.1218C319.554 13.3773 321.773 13.0038 324.169 13.0038C326.65 13.0038 328.923 13.355 330.98 14.0574C333.04 14.7606 334.697 15.6853 335.953 16.8316L332.143 20.8731C331.354 20.0136 330.252 19.2821 328.836 18.6802C327.418 18.0783 325.878 17.7769 324.214 17.7769C322.578 17.7769 321.096 18.0637 319.768 18.6364C318.437 19.2108 317.307 19.999 316.372 21.0028C315.438 22.0056 314.714 23.1819 314.203 24.5291C313.693 25.8763 313.437 27.3376 313.437 28.9149C313.437 30.548 313.693 32.0471 314.203 33.408C314.715 34.7707 315.445 35.9529 316.394 36.9558C317.343 37.9604 318.497 38.7409 319.856 39.2999C321.213 39.8588 322.753 40.1387 324.477 40.1387C326.842 40.1387 328.901 39.7807 330.653 39.0637V31.3224H324.126V26.8499H335.997V42.633H335.995Z' fill='%23444444'/%3e%3cpath d='M143.049 40.4594C143.052 40.4844 143.049 39.8319 143.049 39.8319L147.652 43.7826C147.959 44.0405 147.809 44.224 147.492 44.224L143.049 44.224C143.049 43.8827 143.049 42.9691 143.049 42.9691V40.4594Z' fill='%23444444'/%3e%3cpath d='M324.126 26.8484L319.224 30.8594C319.049 31.0076 319.012 31.3212 319.392 31.3212H324.126L324.126 26.8484Z' fill='%23444444'/%3e%3cpath d='M287.238 61.6622C287.887 61.521 288.482 61.324 289.026 61.0701L289.026 55.706H284.956C284.952 55.7058 284.947 55.7058 284.942 55.706H284.938L284.937 55.7063L283.335 57.0664C283.23 57.1546 283.258 57.2264 283.396 57.2264H285.044C285.048 57.2264 285.052 57.2262 285.056 57.226H287.186V59.8571C286.583 60.1007 285.873 60.2224 285.059 60.2224C284.465 60.2224 283.935 60.1273 283.468 59.9373C283 59.7473 282.602 59.4821 282.276 59.1406C281.949 58.7998 281.697 58.398 281.521 57.9349C281.345 57.4723 281.257 56.9628 281.257 56.4078C281.257 55.8717 281.345 55.3751 281.521 54.9172C281.697 54.4593 281.946 54.0595 282.268 53.7187C282.59 53.3776 282.979 53.1097 283.437 52.9144C283.895 52.7198 284.405 52.6223 284.968 52.6223C285.541 52.6223 286.072 52.7248 286.56 52.9293C287.048 53.1339 287.427 53.3825 287.699 53.6746L289.011 52.301C288.578 51.9115 288.008 51.5972 287.298 51.3582C286.59 51.1195 285.807 51.0001 284.953 51.0001C284.128 51.0001 283.364 51.1271 282.66 51.3801C281.956 51.6337 281.345 51.994 280.827 52.4615C280.309 52.9296 279.901 53.4972 279.605 54.1646C279.308 54.8323 279.16 55.5799 279.16 56.4081C279.16 57.217 279.303 57.955 279.59 58.6224C279.876 59.2898 280.276 59.8649 280.789 60.3473C281.302 60.8291 281.915 61.2044 282.629 61.4723C283.343 61.7405 284.132 61.8744 284.997 61.8744C285.843 61.8744 286.589 61.8032 287.238 61.6622Z' fill='%23444444'/%3e%3cpath d='M146.999 56.4704C146.999 55.6328 147.142 54.8761 147.429 54.2011C147.716 53.526 148.113 52.9518 148.621 52.4787C149.128 52.0056 149.732 51.641 150.431 51.3846C151.13 51.1286 151.891 51.0003 152.716 51.0003C153.55 51.0003 154.32 51.1286 155.023 51.3846C155.727 51.641 156.336 52.0056 156.848 52.4787C157.361 52.9518 157.761 53.526 158.047 54.2011C158.334 54.8761 158.477 55.6328 158.477 56.4704C158.477 57.2886 158.334 58.0352 158.047 58.7103C157.76 59.3849 157.361 59.9665 156.848 60.4544C156.336 60.9423 155.727 61.3216 155.023 61.5932C154.32 61.8636 153.55 61.9997 152.716 61.9997C151.891 61.9997 151.13 61.8636 150.431 61.5932C149.732 61.322 149.129 60.9423 148.621 60.4544C148.113 59.9665 147.716 59.3849 147.429 58.7103C147.142 58.0348 146.999 57.2886 146.999 56.4704ZM149.066 56.4704C149.066 57.0322 149.153 57.5473 149.329 58.015C149.505 58.4834 149.757 58.89 150.083 59.2351C150.41 59.5802 150.797 59.8486 151.245 60.0408C151.692 60.233 152.187 60.3287 152.73 60.3287C153.273 60.3287 153.771 60.233 154.224 60.0408C154.676 59.8486 155.066 59.5798 155.392 59.2351C155.719 58.8904 155.97 58.4834 156.147 58.015C156.322 57.5473 156.411 57.0322 156.411 56.4704C156.411 55.9285 156.322 55.4258 156.147 54.9624C155.97 54.4995 155.721 54.0952 155.4 53.7501C155.078 53.4054 154.691 53.1342 154.238 52.937C153.786 52.7397 153.283 52.6413 152.73 52.6413C152.177 52.6413 151.677 52.7397 151.23 52.937C150.782 53.1342 150.397 53.4054 150.075 53.7501C149.754 54.0952 149.505 54.4995 149.329 54.9624C149.153 55.4254 149.066 55.9281 149.066 56.4704Z' fill='%23444444'/%3e%3cpath d='M168.57 57.8887C168.57 58.5194 168.46 59.0886 168.239 59.5963C168.017 60.104 167.716 60.5351 167.334 60.8899C166.951 61.2448 166.499 61.5182 165.976 61.7101C165.453 61.9023 164.885 61.9987 164.272 61.9987C163.658 61.9987 163.09 61.9023 162.568 61.7101C162.045 61.5182 161.59 61.2448 161.203 60.8899C160.816 60.5351 160.514 60.1036 160.298 59.5963C160.082 59.089 159.974 58.5194 159.974 57.8887V51.2654H161.874V57.8148C161.874 58.1202 161.915 58.4233 161.995 58.7236C162.075 59.0244 162.208 59.2928 162.395 59.5294C162.581 59.7659 162.827 59.9585 163.134 60.1056C163.44 60.2538 163.82 60.3273 164.272 60.3273C164.725 60.3273 165.105 60.2538 165.411 60.1056C165.717 59.9581 165.964 59.7659 166.15 59.5294C166.336 59.2928 166.469 59.0244 166.55 58.7236C166.63 58.4237 166.67 58.1202 166.67 57.8148V51.2654H168.571L168.57 57.8887Z' fill='%23444444'/%3e%3cpath d='M172.784 52.8916H169.511V51.2654H177.957V52.8916H174.684V61.7326H172.784V52.8916Z' fill='%23444444'/%3e%3cpath d='M184.653 53.4543C184.451 53.1979 184.167 52.9839 183.8 52.8112C183.433 52.6388 183.064 52.5525 182.692 52.5525C182.47 52.5525 182.249 52.5797 182.028 52.6338C181.807 52.6883 181.606 52.7719 181.424 52.8851C181.244 52.9987 181.095 53.1466 180.98 53.3287C180.864 53.5111 180.806 53.7305 180.806 53.9865C180.806 54.2231 180.856 54.425 180.957 54.5927C181.057 54.7604 181.196 54.9032 181.372 55.0214C181.548 55.1397 181.761 55.2432 182.013 55.3319C182.264 55.4206 182.541 55.5093 182.842 55.598C183.184 55.7066 183.538 55.8299 183.906 55.9676C184.273 56.1058 184.609 56.2878 184.916 56.5147C185.223 56.7415 185.474 57.027 185.67 57.3721C185.866 57.7172 185.964 58.146 185.964 58.6588C185.964 59.2202 185.858 59.7104 185.648 60.1294C185.436 60.5484 185.155 60.8959 184.803 61.1717C184.451 61.4479 184.038 61.6549 183.566 61.7926C183.093 61.9307 182.596 62 182.073 62C181.379 62 180.7 61.874 180.036 61.6226C179.373 61.3713 178.83 60.9993 178.408 60.5068L179.765 59.2645C180.026 59.6194 180.376 59.9006 180.813 60.1072C181.251 60.3146 181.681 60.4181 182.103 60.4181C182.324 60.4181 182.55 60.3909 182.782 60.3368C183.013 60.2827 183.221 60.1917 183.407 60.0633C183.594 59.9353 183.744 59.775 183.86 59.5832C183.975 59.391 184.034 59.1521 184.034 58.8657C184.034 58.5899 183.968 58.3607 183.838 58.1779C183.707 57.9958 183.531 57.8382 183.31 57.7052C183.089 57.5721 182.827 57.4558 182.525 57.3574C182.223 57.2589 181.907 57.1554 181.575 57.0469C181.253 56.9485 180.932 56.8302 180.61 56.6921C180.287 56.5543 179.999 56.3719 179.742 56.145C179.486 55.9182 179.277 55.64 179.116 55.3097C178.956 54.9798 178.875 54.5682 178.875 54.0752C178.875 53.543 178.988 53.0847 179.214 52.7003C179.441 52.3159 179.737 51.9981 180.104 51.7467C180.471 51.4954 180.889 51.3083 181.356 51.1849C181.824 51.0616 182.298 51.0001 182.781 51.0001C183.324 51.0001 183.875 51.0939 184.433 51.281C184.991 51.4686 185.476 51.7495 185.888 52.1237L184.653 53.4543Z' fill='%23444444'/%3e%3cpath d='M190.762 51.2656L193.537 58.7021H193.583L196.328 51.2656H199.314V61.7329H197.429V53.3206H197.398L194.156 61.7329H192.828L189.63 53.3206H189.6V61.7329H187.79V51.2656H190.762Z' fill='%23444444'/%3e%3cpath d='M204.879 51.2656H206.523L211.123 61.7329H208.951L207.956 59.3382H203.325L202.36 61.7329H200.234L204.879 51.2656ZM207.292 57.7411L205.648 53.4833L203.974 57.7411H207.292Z' fill='%23444444'/%3e%3cpath d='M212.096 51.2656H215.806C216.309 51.2656 216.796 51.3174 217.27 51.4209C217.742 51.5243 218.162 51.6944 218.529 51.9309C218.896 52.1675 219.19 52.4779 219.411 52.8623C219.633 53.2467 219.744 53.7148 219.744 54.2668C219.744 55.0259 219.524 55.6445 219.087 56.1223C218.65 56.6004 218.053 56.9233 217.3 57.0902L220.151 61.7329H217.859L215.385 57.298H213.997V61.7329H212.097V51.2656H212.096ZM215.55 55.7744C215.822 55.7744 216.093 55.755 216.364 55.7153C216.637 55.676 216.88 55.6021 217.096 55.4935C217.312 55.3854 217.491 55.2301 217.632 55.0278C217.772 54.8259 217.843 54.5672 217.843 54.2517C217.843 53.9661 217.778 53.7319 217.647 53.5494C217.516 53.3673 217.35 53.2218 217.149 53.1133C216.947 53.0047 216.719 52.9308 216.463 52.8915C216.206 52.8522 215.957 52.8324 215.716 52.8324H213.997V55.7744H215.55Z' fill='%23444444'/%3e%3cpath d='M223.626 52.8916H220.353V51.2654H228.799V52.8916H225.526V61.7326H223.626V52.8916Z' fill='%23444444'/%3e%3cpath d='M236.449 57.1939L232.436 51.2654H234.76L237.445 55.6711L240.159 51.2654H242.362L238.349 57.1939V61.7326H236.449V57.1939H236.449Z' fill='%23444444'/%3e%3cpath d='M242.733 56.4703C242.733 55.6327 242.876 54.8759 243.162 54.2009C243.449 53.5259 243.846 52.9517 244.354 52.4786C244.861 52.0055 245.465 51.6409 246.164 51.3845C246.863 51.1285 247.625 51.0001 248.45 51.0001C249.284 51.0001 250.053 51.1285 250.756 51.3845C251.46 51.6409 252.069 52.0055 252.582 52.4786C253.095 52.9517 253.495 53.5259 253.781 54.2009C254.068 54.8759 254.211 55.6327 254.211 56.4703C254.211 57.2885 254.068 58.0351 253.781 58.7101C253.495 59.3848 253.095 59.9664 252.582 60.4543C252.069 60.9422 251.46 61.3215 250.756 61.5931C250.053 61.8635 249.283 61.9996 248.45 61.9996C247.625 61.9996 246.863 61.8635 246.164 61.5931C245.465 61.3219 244.862 60.9422 244.354 60.4543C243.846 59.9664 243.449 59.3848 243.162 58.7101C242.876 58.0347 242.733 57.2885 242.733 56.4703ZM244.799 56.4703C244.799 57.0321 244.887 57.5472 245.063 58.0149C245.239 58.4833 245.49 58.8899 245.817 59.235C246.143 59.5801 246.53 59.8485 246.979 60.0407C247.426 60.2329 247.921 60.3286 248.464 60.3286C249.007 60.3286 249.505 60.2329 249.957 60.0407C250.41 59.8485 250.799 59.5797 251.126 59.235C251.452 58.8899 251.704 58.4833 251.88 58.0149C252.056 57.5472 252.144 57.0321 252.144 56.4703C252.144 55.9283 252.056 55.4257 251.88 54.9623C251.704 54.4993 251.455 54.0951 251.133 53.75C250.812 53.4053 250.424 53.1341 249.972 52.9369C249.519 52.7396 249.016 52.6412 248.463 52.6412C247.911 52.6412 247.41 52.7396 246.963 52.9369C246.515 53.1341 246.131 53.4053 245.809 53.75C245.487 54.0951 245.239 54.4993 245.063 54.9623C244.887 55.4253 244.799 55.928 244.799 56.4703Z' fill='%23444444'/%3e%3cpath d='M264.303 57.8887C264.303 58.5194 264.192 59.0886 263.971 59.5963C263.75 60.104 263.448 60.5351 263.067 60.8899C262.685 61.2448 262.232 61.5182 261.709 61.7101C261.186 61.9023 260.618 61.9987 260.005 61.9987C259.391 61.9987 258.823 61.9023 258.301 61.7101C257.778 61.5182 257.322 61.2448 256.936 60.8899C256.548 60.5351 256.247 60.1036 256.03 59.5963C255.814 59.089 255.707 58.5194 255.707 57.8887V51.2654H257.607V57.8148C257.607 58.1202 257.647 58.4233 257.728 58.7236C257.808 59.0244 257.942 59.2928 258.128 59.5294C258.314 59.7659 258.56 59.9585 258.866 60.1056C259.173 60.2538 259.553 60.3273 260.005 60.3273C260.458 60.3273 260.837 60.2538 261.144 60.1056C261.45 59.9581 261.697 59.7659 261.882 59.5294C262.068 59.2928 262.202 59.0244 262.283 58.7236C262.363 58.4237 262.404 58.1202 262.404 57.8148V51.2654H264.304L264.303 57.8887Z' fill='%23444444'/%3e%3cpath d='M266.362 51.2656H270.072C270.575 51.2656 271.063 51.3174 271.536 51.4209C272.008 51.5243 272.428 51.6944 272.795 51.9309C273.162 52.1675 273.456 52.4779 273.677 52.8623C273.899 53.2467 274.01 53.7148 274.01 54.2668C274.01 55.0259 273.79 55.6445 273.353 56.1223C272.916 56.6004 272.32 56.9233 271.566 57.0902L274.417 61.7329H272.125L269.651 57.298H268.264V61.7329H266.363V51.2656H266.362ZM269.816 55.7744C270.087 55.7744 270.359 55.755 270.63 55.7153C270.902 55.676 271.146 55.6021 271.362 55.4935C271.578 55.3854 271.756 55.2301 271.898 55.0278C272.038 54.8259 272.109 54.5672 272.109 54.2517C272.109 53.9661 272.043 53.7319 271.912 53.5494C271.781 53.3673 271.616 53.2218 271.415 53.1133C271.213 53.0047 270.985 52.9308 270.728 52.8915C270.472 52.8522 270.223 52.8324 269.982 52.8324H268.262V55.7744H269.816Z' fill='%23444444'/%3e%3cpath d='M290.916 51.2656H297.99V52.8919H292.817V55.5531H297.719V57.1198H292.817V60.077H298.261V61.7329H290.916V51.2656Z' fill='%23444444'/%3e%3cpath d='M299.892 51.2656H302.411L307.373 59.1009H307.403V51.2656H309.303V61.7329H306.89L301.822 53.6459H301.792V61.7329H299.892V51.2656Z' fill='%23444444'/%3e%3cpath d='M311.653 51.2656H318.726V52.8919H313.553V55.5531H318.455V57.1198H313.553V60.077H318.998V61.7329H311.653V51.2656Z' fill='%23444444'/%3e%3cpath d='M326.072 53.4543C325.871 53.1979 325.586 52.9839 325.22 52.8112C324.853 52.6388 324.484 52.5525 324.111 52.5525C323.89 52.5525 323.669 52.5797 323.448 52.6338C323.227 52.6883 323.025 52.7719 322.844 52.8851C322.663 52.9987 322.515 53.1466 322.399 53.3287C322.284 53.5111 322.226 53.7305 322.226 53.9865C322.226 54.2231 322.276 54.425 322.377 54.5927C322.477 54.7604 322.616 54.9032 322.792 55.0214C322.967 55.1397 323.18 55.2432 323.433 55.3319C323.684 55.4206 323.96 55.5093 324.262 55.598C324.604 55.7066 324.958 55.8299 325.325 55.9676C325.693 56.1058 326.029 56.2878 326.336 56.5147C326.642 56.7415 326.894 57.027 327.09 57.3721C327.286 57.7172 327.384 58.146 327.384 58.6588C327.384 59.2202 327.278 59.7104 327.067 60.1294C326.856 60.5484 326.574 60.8959 326.222 61.1717C325.87 61.4479 325.458 61.6549 324.986 61.7926C324.513 61.9307 324.016 62 323.492 62C322.798 62 322.12 61.874 321.456 61.6226C320.793 61.3713 320.249 60.9993 319.827 60.5068L321.185 59.2645C321.446 59.6194 321.796 59.9006 322.233 60.1072C322.67 60.3146 323.101 60.4181 323.522 60.4181C323.744 60.4181 323.97 60.3909 324.201 60.3368C324.432 60.2827 324.641 60.1917 324.827 60.0633C325.013 59.9353 325.164 59.775 325.28 59.5832C325.395 59.391 325.454 59.1521 325.454 58.8657C325.454 58.5899 325.388 58.3607 325.258 58.1779C325.127 57.9958 324.951 57.8382 324.73 57.7052C324.508 57.5721 324.247 57.4558 323.945 57.3574C323.643 57.2589 323.326 57.1554 322.994 57.0469C322.672 56.9485 322.351 56.8302 322.029 56.6921C321.707 56.5543 321.418 56.3719 321.162 56.145C320.906 55.9182 320.696 55.64 320.536 55.3097C320.375 54.9798 320.295 54.5682 320.295 54.0752C320.295 53.543 320.408 53.0847 320.634 52.7003C320.86 52.3159 321.157 51.9981 321.523 51.7467C321.891 51.4954 322.308 51.3083 322.775 51.1849C323.242 51.0616 323.718 51.0001 324.201 51.0001C324.744 51.0001 325.294 51.0939 325.852 51.281C326.41 51.4686 326.896 51.7495 327.308 52.1237L326.072 53.4543Z' fill='%23444444'/%3e%3cpath d='M335.997 54.4439C335.997 54.9073 335.906 55.3407 335.725 55.7449C335.544 56.1491 335.3 56.4989 334.994 56.7946C334.687 57.0903 334.325 57.3245 333.908 57.4969C333.49 57.6696 333.046 57.756 332.573 57.756C332.1 57.756 331.653 57.6696 331.23 57.4969C330.809 57.3249 330.441 57.0903 330.13 56.7946C329.818 56.4989 329.572 56.1491 329.391 55.7449C329.21 55.3407 329.119 54.9073 329.119 54.4439C329.119 53.9809 329.21 53.5444 329.391 53.1355C329.572 52.7266 329.818 52.3718 330.13 52.071C330.441 51.7707 330.809 51.5314 331.23 51.354C331.653 51.1766 332.1 51.0879 332.573 51.0879C333.046 51.0879 333.49 51.1766 333.908 51.354C334.325 51.5314 334.687 51.7703 334.994 52.071C335.3 52.3718 335.544 52.7266 335.725 53.1355C335.906 53.5448 335.997 53.9809 335.997 54.4439ZM335.453 54.4439C335.453 54.0498 335.378 53.6802 335.227 53.3351C335.077 52.99 334.871 52.6869 334.609 52.4258C334.347 52.1648 334.043 51.9601 333.696 51.8123C333.349 51.6645 332.975 51.5905 332.573 51.5905C332.17 51.5905 331.793 51.6645 331.441 51.8123C331.089 51.9601 330.78 52.1648 330.513 52.4258C330.247 52.6869 330.038 52.99 329.888 53.3351C329.737 53.6802 329.662 54.0498 329.662 54.4439C329.662 54.8283 329.737 55.1928 329.888 55.5379C330.038 55.883 330.247 56.1834 330.513 56.4398C330.78 56.6962 331.089 56.8981 331.441 57.0459C331.793 57.1938 332.17 57.2677 332.573 57.2677C332.975 57.2677 333.349 57.1938 333.696 57.0459C334.043 56.8981 334.347 56.6962 334.609 56.4398C334.87 56.1834 335.077 55.883 335.227 55.5379C335.378 55.1932 335.453 54.8283 335.453 54.4439ZM333.297 56.2919L332.543 54.8726H332.105V56.2919H331.034V52.448H332.724C332.915 52.448 333.106 52.4679 333.297 52.5072C333.487 52.5468 333.661 52.613 333.817 52.7067C333.973 52.8005 334.099 52.9262 334.195 53.0837C334.29 53.2413 334.337 53.4335 334.337 53.6603C334.337 53.9167 334.264 54.1361 334.119 54.3182C333.973 54.5007 333.784 54.6314 333.553 54.71L334.549 56.2919H333.297ZM333.206 53.6751C333.206 53.5471 333.148 53.4533 333.032 53.3942C332.917 53.3351 332.799 53.3055 332.678 53.3055H332.105V54.1039H332.678C332.819 54.1039 332.942 54.0646 333.048 53.9856C333.153 53.907 333.206 53.8035 333.206 53.6751Z' fill='%23444444'/%3e%3cdefs%3e%3cpattern id='pattern0' patternContentUnits='objectBoundingBox' width='1' height='1'%3e%3cuse xlink:href='%23image0_306_3140' transform='scale(0.00884956 0.00854701)'/%3e%3c/pattern%3e%3cpattern id='pattern1' patternContentUnits='objectBoundingBox' width='1' height='1'%3e%3cuse xlink:href='%23image1_306_3140' transform='scale(0.00884956 0.00854701)'/%3e%3c/pattern%3e%3clinearGradient id='paint0_linear_306_3140' x1='24.7466' y1='64.0017' x2='24.7466' y2='0.000613313' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%23ADEBFF'/%3e%3cstop offset='1' stop-color='%23003D92'/%3e%3c/linearGradient%3e%3clinearGradient id='paint1_linear_306_3140' x1='19.1255' y1='64.0003' x2='19.1255' y2='-0.000779149' gradientUnits='userSpaceOnUse'%3e%3cstop offset='0.234375' stop-color='%23551077'/%3e%3cstop offset='1' stop-color='%23F4DEFF'/%3e%3c/linearGradient%3e%3clinearGradient id='paint2_linear_306_3140' x1='24.7441' y1='64.0016' x2='24.7441' y2='0.000463774' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%23ADEBFF'/%3e%3cstop offset='1' stop-color='%23003D92'/%3e%3c/linearGradient%3e%3cimage id='image0_306_3140' width='113' height='117' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAHEAAAB1CAYAAAB57w7GAAAACXBIWXMAAC4jAAAuIwF4pT92AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAH2lJREFUeNrsncuC27jRhQHwIrXtsZ1km4UX3nmZ93%2bEf9k7L/wCSXyZsSWRRP3nVBUo6NI398VqR5qhRXWrJRIfT6FQKBSjiITz43k/0rkJzhDPjzPE8%2bMM8fw4QzxDPD/OEM%2bPM8Tz4wzx93q0v%2buJRTz2fya/aXgq/g7ndQzYbR%2b/A9hnC/EW4I79Xn5HoM8O4hXw4j0%2bUp47zGcD8Qi8%2bAAg5brXzwXmyUPcg3cduPtCvBLoqcM8WYjXwDu2v/OzD/z3w4fDD728DJdXw5Ob4J4qzJODeI3Z3Ie38/P3fH7/Xn8wjuOVqmzb1k7448fw8RCg3ALwycE8KYi3UN8OvAKO0Aq4nPONZjWlJAWoQt0CPQbz5FV5MhCvAHglvPHdOwVXoE3TNO//XaT6rH9g%2b/f86j8xSgHZNM28r0A/fZJbwDw5kCcB8ZYAD%2bAVcDiH%2bBbP%2be3bGeQxRRYF8jl9/iyf8YyvlgL0CpgnD/KXQ7wG4Kw%2buChx/f59XK1WqYaH5/QWAPObN/q6AOX24gjE7w6tgNPtyxf5jNeAmGuYy%2bUyLz5%2blMtDVZ4cyF8K8RYAob73UJ/1ecMwpBre%2bMcfifsF2pRzkhcvFOK%2bGosKFeL379KklAtUAmy/fcs1zK7rsqmyhSo/7qvypED%2bMog3ASzqI7zNZpMIkHBeA1qBd4FtyhcAJwr2Ar9XkP55IosYlthZ8fvW4l%2bgAH84sPgdz%2blH/oH9AvMrf47fE2Tf9wqzUuXJgfwlEI8A3IH4IXwAwPVsPgnwDeG9fp0ANS3HsZkuLvi7tFCQi5QX2V7TvLpJlcrDJTw1o9jWZk5zWqfcpHVem/py8%2bNHXrXtBGi5/fo1f8HPCXJrXhcAeXkM4i8F%2beQQbwT44UP866%2b/UjGfbwFp2IOH/Ybwxr5vCK6dpiZLBxsoqaUSzZzOZrWY0eAgRwCLQ8wpDnlsmokA281mIkwAnGqYHWB%2bdphU5MuXL/Pl5WmBfFKI1wH8F7aVA6T5pPNCgOtXr5oaYI9nwsPvG4XXdbrfiUCRTYN2vhkinNsG3zDESBOKq2SYCJP7hLnZA7n488/ps5lboXklyCVA/t%2bJgHwyiHcBWJtP7DfLcdmMy7HpCBIAO0AbKRmCzJnyQRNn/q9%2bCc7J%2bsV6vEiHxiBmfDRMJHvRhC8ZJyjTAOJqGQgTIAcCXLXTql1NUOFUm9dTA/kkEO8M8M0b7jcvaEqXSyqxadGqYzeSXEN5QH6QS9OSHGC0jQh2k44QCPEaJWaOUGBB8RQh5TwSJj5vxOeN/DKqEt834vv0WulWq%2bk7AALe9OXLl5MD%2begQbwL45f37VDzQvwHg2gHSfA6LRUPzOXQdRaLGDa1McJBe044xdtynABOfJTUc6hWI%2b0osEDkaSWAJkiMFCYhjKzJMBMl9arJRgGM3DCPNa7deTzSvBLkAyP9Wnuubjx/zrwT5qBDvCxAN2BIg25Pqw5s79HsthNPBGWlBoYOY6D62kF8j8HHoZOKMZjU2oQkT/isAow4f0xRTHjGOgGHNI/50wFUw4BcjhI39aQSdgaqcHCSOYzxVkI8G8aEAwr52BSCMZTdOEQAz4MUuEyL2MWyACqUFIro1VGKTMLxHE1ZKDJLBD38HYxonvG/E3434uxHwB3zmgL8DyDTANg8wtkMBCfs5nDLIR4H4kADRP3UweVQegCX4NLGn%2bvAVPXo2qNCAwkhigJEanBAsYwTIAI6VOc0Mt%2bHfKBN2GHwFyKTg4OYMYhA3qsoGz1mVOcBUDy2BnjDI9pQAbvq%2b7eGN7gKkycw9QeEzenwatthzX4L0sJtdtt9hlCFtKBAZGq0G%2b/RZgTCjGSe04ogfjXimGW7xOWyHBp9LE5z8NPSB7w9jgzcOQ8BxBYAMOM643GwYCArhzZvwty9fwn/9a3h%2b/zKQBWCsIzv8zIcG%2baBKvC9ANBQ6IOsD1XSm1EeY0chnA7cAiB4sdB9mEUANcBaoMSrAlhG1oP1iLMcgbDo2MiNzHCoy9JqiqBKDpA2gb/D7Ndhvgu%2brMnPeCI4MQ5kNTSz7SBwnjqob%2b81mPAVFPhjEuwwjrgOofR/NJiACoMGzbREdIgGiY1vo73LAewSmNUCR6BcBEVqCOTVVxW3L0ZSiWwwwp%2bgPARGuDyBGQAsbAoN814RHiMJnEW76O4DcNDSrNLGEegPIpxx%2btI8EMDwgwIUqEJv4Mzd0eAsRKjL2ANGj4XsoCgDNnEaaxageqkfDNaSaY5IJ7xvp2ChAmlFzhNSrDdvNLsRycuMYoMLQ%2bD6OV00sjj9cYVqZ55P/dXkZ/m83UB4f2rS2jwRwno34OYAOr5hQA7k0gOLPrkyokBDREh0c0I79XNT%2bTaM2qRom0rXJ%2bNmE97E/HHj%2bNMHeDuAj%2bwAplxDsFOkOAWRzZ5BM0Koe8tAg28cE%2bGEvEnMwkIcTszkKcJyVF7fqWwpBJppUPHOeKSb8HH0iHR6qsZhT9Il4b2MUrMGEI394pvj9hN%2bPeKYzZEqkCsUBJjv2WJ2PzFBH/N8egOzHUXA%2bslyvZ5ADQG45fmDQ/NFAPpR3emQ%2b8Hgo7WAgj%2bd4BGDpA9Hyy60Kw7LaAFn0vewTAbEzNYbWAXKcWCmRKhQO9tU7jVQiHSFtA3OEahVKOR9r4SCzKndBRgLsOqHXivMKBSTON3ypQQaADFeD/CVKrFR4xYTuOo6rUVMpGMy%2bahzoXqj2gXP/dwhwZwOeJdS4wOnzPYRJNQIgQCaYSAnmnZqyIFY9MI3W4PdUI4cYDhD9p4SiwiR7mQUe6gmHIEX7SNrjUA0/dkBOU/iW0PnCI//r3V/pw6eQL3ebUbbe88%2br8VGUWPJhynzg%2bvXr9ILm9NhA3oYRsxdaTOgxgDjLC92v%2bsio40Xbop2PginKcobBUXJ3KmPEoIrddWZimcbaS3%2btQcbiZdKcAiQ/tN0D%2bWKzkdXr1/L2zz/ls38/24XpkeEKkE%2bqxCMqnPc1J8az0cp8IKeTmuWygTtufWA9kM9jV3uhxwBiwHchNVCBc5PiQtWof2OOjToqGecUTYmJYLLREWPJ4T76RBvsR4PdzH2hA/SxF3fgzsYDkPpxBpP9otAhrgMC2kculzKsoMdXrwJABgfJ9smesxMeylttH7YfDDAb25wYnZHHvs4HwpSK94Gjx0I1EgMlaiRm64UurgF4sdc/9u6xAqBFbeiZivZxMcF%2bzkqM%2bsQ%2bMU6uwsG80Vj6wXRgRi1iEGqQZTbEvVadZA55DGlS8yqt95EDvFWcd1jHtSQoMn/7JrywmfQFsxovd5UY7qPG9iE9Uk1sWq3mnJiNz8gPy0bnAwcZ2oYAoUQ6MxpKcxO6B2/e3wWY8DovY9yqUEGKwuwYckODN9onRh3oxyruhYZnBJx9IsaKVKG/T9%2bS7S9EwzxbIyy7Db0drEfvLrklTprgAYATAE547qdexuUIj3WUDX6P9pDZzXn3LoRPn/IRs/pTamzvqcLKjIa5H2RDcFYeY6dmuLhIHZ8xpKIEI67TCFMaSiy0mNDtgP6wD5wBcp/PxSvl34v2hziKFs3gY0QC8jnF4oyYCVTvVPvFqCIjNvVAzXpySw5%2bC3J2avyTSp84942uSP0YAIy5k7EbpcP%2bCLOKdpAN1Dh9/aqpk%2bxu2O3smdWfVmP7UCpkZnbebLQvfO0qbJgTw36w76HEoRkaadPUsLG9Hwx9YyD7eSCfDoYSrsisANGiqkIcyVaFnMVgIDtGXCQYI2IAGeNsJmfViM5l6O%2bpRiadJu0HFWNgUM58WvxIVJpHVchfiYvc%2bllsIw0stc4Eg2bM3ZTz1PcZY2GZLi4y%2bsfmLd7xFW3D9AOa1fDpYDneT6mxfQivVFU42nBi8rxQVSGONjAnhoN6plSMI8aEUlSophSt0CdJczhNB/JlGEGzKRahiTaUqAFqXwgZFK%2b085kITkeptyl%2b1ck2VyNTjcUbNXPL98h8iRaQZBqsIed8Vck7OacGkHNaClLYdWa%2bCyPSjP4x99OUp8Ui0x%2b4gDndoF0yvFVaKyrS1Rj21HdnNbYP4JHuqJCZ2WvmgkKFCxzsBo3KBQ46qEfX6OOzYkq1P2Qwm7FQhtIYiXGYpsjkw4niica6L2Sfqn1hJwavdXgpOqT5gG0ag0qkcpIPzEyDou%2bMRbRSusPk/k22/rSA8wshM0lgciXOP6PJJm4AHLsOb5jyAhu7lQlO3uuc5U8ALE4O1Ch7bXpnNd6nT7xShRf0TnPWvFA1ozBhDrCDIVMVNpz/s0F6D/30DGZHhZRMcRJqmP22D9R%2bsNMITVRvlIpu3Zw21ql53NSGAbR76k2WxnaYc3BbZg9IXU5RaUoxmwrOnjmprGNNXR8wMb0jWu7HRK/XnvG6Eet32SA0rjCrhMmMdfSNGWrU9rqmb3zSwb6uD8zfv%2b%2bqMEOFk6owha5TkOpsUIVRG71DS3Sc0FWnJCedjWAwm7HQYGNFHciHUCkviPaBou91gGWAT5CWW6OTu3XsM/q4TsFSiZHx0xh37Jf/o%2b%2bK5qzUplN8iMJJZQLKjMEKHSSABK3gUPH5E8eiQg%2bYW98zFSvDycloF7DccB1J/uYLgKq%2b8cCk3laN7T1N6bwqV3x1ksCs6tqIzSK100ZVmFpmFEobaVrx3LpJ5Yw8QaqHKTalRHCMhYp7nRzIm/KCe6FR46M0oQQ3Q9w6NM1sKVRtydre805L7qIrsZ5YdZNrfWE06WqURwycebach/Soj85jBhnZo2Sd4%2bDPLKSXLHugAV9m4gH6IkGK6eUgcQVrJd%2b/Z6rxCo//TspM9zWlo5vSt35lvfBVS7o2QrrEzGzN6iXMnDUrzZKasubF6Ix8prcqVGJX%2bjqdZVCwTLtgcDvOZrP0gUFkBhjMlPqMvs1iWLqF0KzSvGoClTs0ZRjS%2bN%2b3/nnq5fJ7%2bH36vRL0OPx4PEVEunkiWt%2bDE2XKpKZNcj5Tz5FLDGzjEgPYlmVpG1otX7FVTOp9zOH9arv5GvlcLfDkqiSuTmJeINdGMLU%2b6waW4Mm0QstKS40OCSIH6J5WwQbjPmHSXEbGl3XjXGHp99rixIipzoYK7nHSZEYzHbGKiap5jabC7Xv97%2brP82FKq99XHQOPh8fFLRpYZhIQJodLraVN6vnpefJ88TG4kFtth555kpkXti32Ke2ly%2b/eHyjxacNu9cpcXYn04kWkF7ZI8C9w0GgCVYNYA%2bvVz2e8MAWERHg2I8/Yp2jf1nI2osRCqZzsSouuOgejqosFpv9sLz1kv%2bsrA3afaJwtrCmUniVh2jHyuToWM9%2biE8meIqnx19wkHmPC34TZKjCQYBdMFgVY2kfcky8Z6t4lyZMr8UPVH5Y18lItKZuXl9mW5q2YO00rTI0mNVlODADFRid0sRGWh8/m1%2bxjfIBeBurJM9T0O%2bLhNNLRLfr7PaKz83muzsaCAqLfz%2bMor%2b1Y7Fh1nz%2bjAvV8ZE5crrZYt0u9tOAfe%2b15iwDLz0G8wqk5qBNT%2bsMqCShWE6zbfWEqYdKQF9MKPSstlZyYeUI3xGqKKKbS2HFrHovy5lyY/QD2ta/9/T662Pnc7cWxeww8rqTmVxrL30l2/HYmfl5iF0NZ1FO1QQH4opjRYAUjjrXnXczrg9c7NTOxmA/aHb35ObgDz6ZI5iRa3%2bU5MdHGAgZZNJBZcmW2DVKAletL5tm/uH/92WAwHv7O/656tf3crWL1%2b6Mfix7XdtbDFR0tv1XPb%2b%2birVRoX7vcWYI%2b3aJcyxNC/Mfuy%2bXV7/TslHDQoPtXYLnOw062037Q1mFecRoljV%2buuKrt7%2bJOZOfYEaXdlko2iIzVz6Kf3LHzO9Iur/z57z%2btvkeA%2bO/dl6ur3%2bmLW3aaWo4EgS2oNU/J77yzikj73F6%2byvWSneeDb87lUyXsJoTumZf6IIIGSGPwQFx9zNPR8zvSLn/683%2bOzfL/KojVB2pFinVZ0GmTptWz64IzrRr%2bKJnZzAvVHBgfZEffJHpssppFiCUwXRrbP2SvEcSnFUrQQw4uHC9MVKaq4jbgLWXWQ8oxxBJ2k1z9nsfPa83OLV49RVUolioeKtxq/1HNaRX22f3C3RQ8Pbjv1UHFKmwVawAM%2b%2bvqJKZKRJ8JEAtrGcjJpCXbgDP3zfXPJc1CSuLTrEa5qrLF8df%2bfpt4Cjufq8FsOTwGHle2pTmM3BRboecReVK26sqC4DZ3udMGBeZ3r6GjIL2q1X573kWVP61EfmUpdldKbZWrjgecqqswlpPy9YG6vIw5oDFPXBvB1HpbrcR4Y9TcUM754YM0Pllea4DZYZZna2y7OOSwRMnRTfz9DnPn86J93mRzjhYf5XGU13Ysdqy6r2s7sp8P46gh75xv3Q4VyP1O6PJmET3KYF/HzHWprbnQT9/nUmYkDHZSqi6FEqfElUmNZpyNlo0tI1PrNQ4ZxX5uaYUjk5osCGCBZ4dZhhh6QewM3muH5zAeOSvPVTf53xdVW0CbQeztd%2bFYfBVVlHH7OnIKf4zRZjDKjEbmbIZdfDrjIbwoOl0BlOGNavvErpPSXqESw6/xTj39rtRK07JaXugneZkRVqlIumVdYs0VulwHwblUJjPo6iRsulIpAjn3JeKZi13QcLYNoo3G3zF729cYigemZWv2FIZdvlK5JKpSKRPD5b3%2bd/Xn6TFFBrmjfa8fA4%2bHx8VNjzPKkLivm4xccZzt/PQ8eb5cw5oYG0c7bLiEmbVzSlkyby8Vwcefd2p%2bVolzdhaL2L3DVYSxj3yeJnnl/WLPEhZrQGw2eYisVJF0aoYRfj63elXj5G19oDaKL27h8Wy2mdk68Lc1EgyByTzhu53QnSebNA/GBqI%2bUVHPYtSOlWzN8mRq9wvCjgnAxDPEmRHHn%2bkqqUF/xuMUfR%2bXwA04MH0PZzGSZZaP87yiT00J16uuO1kxDu5lx1gcsHEVPsl8ol7BVaZDbU55EJvNRhuJxe7iixeipbb6dd407YSrb4rDwBMqWdc6bcOUQVvgSZUlXRPhi1uaOTPbLEVjERtPatLwVYwH8ShP6hWbUrJITpnydbPlk8NlPjEHX2wa/KJiOnAklMg1GnpRcdHNBh9AiBvCxEfhNZfCRb/woLMw8VwIUlVJkLmeT4Tau7zO8qPPf3VRFt%2b%2bZTTcXKrzCifsySaFWfA1pn/%2bU80CC9y9YtGe6UdeNwszHwA4EGTpXyZtrKax/FBTXhO200IhUXnb1Pq9ZWbBQzrKs5r5dSU2qrjbzeyXC0tXSDEZH%2b8s8KA2XWyz9o3g1hw72e9hHaOsAW2DnnPDi5Cgk7haG%2bs7qWjhBdx1E66GqUO7NE2vhQA7N6UsABiuqD/%2b2OkZR01q5oTat2/xx4sXufdSW5u2Ta7GkV6QRhpNbY2rjmZS1wcGm/Or4ZVVSszkjjbhoFwMppTUCjeldtJzjk24Oscmlz6QCjSAZjqDqkwBbqB/A5kdpgBkYGm4xGp/gJY3OQVTpprVYOY4iwEEPDo8PdoB%2b1oEsPv6VZKr8CFM6Z0gXmNSA4u8jvtq/AE1LhYsODM1rAXTNOjjR5t5j9pYZQYiscKoxUelhlfXoometBRtkr6ajhfrIaNNFItPV12b7eZ9ovaBNKGuQB7TGp%2b4xjevI0fmIiuFF7nFCqZQkdjSuol5Palyxcyv2BJyEBp7llABSHxo7tAe9Nq/0sHxequuwqOm9ClTFuUqNa5evpwWbRuhxqhqZOUJJurBb1MkBeDugpZ5faBUi1u2DBID52ELMorlNMUSUOAcZb4p2604ND7EGYoJVYAEKlRaJsi1B8tWouEW259hKvS0wTlsRvVkRb3q3GQWo2KlDRYxymGxmH6MY2ZfmJpmrqVa1VG9V%2bjtThArNYawt5qnViPrhb4CQKpxgxNomP0GkCwHFdOQ1KzGeRx32PcdmUKKOongsY8tSAt12YEVQI1P7h5kgHs0ZSpDCpo8c2LchCaqTNftr/B9AJZXBWK1rQ2maF%2bpf4utMTUOuIrHNLGe2DR17E4Askc7dHBwtC9077TqC%2b%2blwvv2iXFfje%2bXy1ymo1jQbvXqFU8gDgDZDm0c2oGZizBiA7TiWRQx7sw3xmqBZ7UKyTMGk2dml0UtHp%2b00y7jwTL7f5AB7io19198oSlVWPpAVRwVuAswK1QDWJ5Vhfa6FGcgwAEyG6ZpHLuhgxKD1oVbAWCP9mi8UuM1feHTLKi5To0LDP7Hd%2b/UpHLxyB9Q4wqD%2bsWqjeNyDC0AwluNXJKB/tELxaR6ovYgGauC6iA9pyJpD1cC6tnTBztNqfClbbEKZojnjSbxSMzszOi2VicGfaCZ0BngD0LDUf44UKT2iwpSCxd5P8iyfmPsunEjm6lf9dOqm6a%2bbXcrNNpimgdR4YOE3eoDYPzvPc3EO5ukgScW86tXcSWradkug/ePsSHIptFCP1wWVhRZ5hbqnFBGypPORhwdT3ljlIzsMEm9yFR2Zvw8/dDSDW0zb7QaSqxrUNFVeAxe2CoQW7tBP6gAJ5ZFoSfe9%2bMqr6au7bTwbSrV/tE%2bl8fHhE%2b7yPS6wT/NxPtWbzgiLPTKBZZcaAmzEtZ9HzsAHLzqBBdmptTGQFW62SvZn/VK3VyWkdUXaa4Te3Wp2hQ8qaks9w7Vcu85/KbLvUtFKdHxnYLM7oXWJnRPgfj%2bVWVC117fRmvb1KXD2A8uYEbpmZaCt1QhS1AfMaP3rmvzUMu9D8xqeP9em44rZP%2bAIr9Dkcv1euJS6M5X1BIk25hLprl0ukq/CPsg3TMJ89SWVFNHJbF3zgj3RaZ1UsCcwe1BBxvTafgsFmVZtfdZhccAKjwfUrBAUak0tV/77TsX1LD0NOAVb5TF4MMNxeCfFOIRNe6Y1Q8fF%2bgfRx12fME/b/peW4NFCWqQLFrAVDEWMdAcagZRytr4XZDbqaS8XRsRvCKGK2vUNMIYPGXQlnsX7Yov9%2bZsRNRwWbC4KMeA4oP6VHmhRwCaGW3X0sq2wtQVxfu0H3RH5uWnl/m6av6nUALlCMjL8OHlh7kJWQ6EZUH2QbKPTDCntH8sK8LyIvsgq8B1DdMXt%2bgcJGXce1/ngfM5/bBkaBTVlj5Rg9nRQ20SpO4T17HqA68FyEH9MYB7FYr3qvg/iAIfBOJ1nqpNVl9qIZ7yesG6LhVIVits6eRQkTCn%2byDj3knHeYGnrfr1mfXJ5gE5RaVZ2kxAbrIW6RPNdcw2jS9lQpd9Ip4JkWrUWChDaQpqq8YaqJvQA4Ba403HgnvlM3cAXl4%2b6v007q3Em0AumXbgIFkq6281yM1GS2qpk3MAcluloirNtb9C11YnWR/Xu4Tr0iYEGOOuN0snSCM14rMRDGYrJA2lEZ5U4bWqUN8RgLcp0hce%2bYYoz7bKIvAs8mGVRS7EaTW5NyQLu7l3apPEObsaR53QraosJrFwW3iGVRafZb1Tlk6Z5nqn%2brrUO%2b10OcC23ulOgb6wrXc6uQIBMQ0KCuAaj4X%2bz9Y7fSiQpfr%2bbuXhsac6FRjATdGL8jlQRmq4vIyrk2ydR6orD0fPMBXNStOkJiY4CUNGPutg4DQGWgrYAmDWSIwP5OtxIMGdCMBHgXhfkHetAY5hX5/xc10fWKrya/nokA5ubpKtBnipwq%2b3VAAoDCs3z7kG%2bLOuxl8Xcs%2b6gFUVuFuNv/FBxV41/qzJTGncK%2bR%2brsb/WCCP3RcjqvpSO0W7R4au0M1MIrj1fTEmvaUCFNlAfZlZeKq%2b830xHhzkVXeooXlVeNgHUF9iXd2hZru0LMxjTE/oLXeo0b6R839QpN3YJA/P8Q41bXjkx5FxZIFJ9zvw9gMcfpRx5FBFdlhuUqsVYjyptdJYaouVmtpW68ToQF%2bEcyGjrULelr6s1i5uQ6%2bl5oxNSk42zpRpTmrS21GNNqE72HQSZyMYzNZY6P/qvaJ%2bZhx527u2Nbz51zSx6J8WOOAa%2bdvetU0Te5nVPPI%2bXw3/Od%2b17aFBHrt/4siaqQS5WKT6/omEaVUq2nTb%2byemAnHv/onNep03CnA1ne%2bf%2bBMgw0/cyVRvgJmt3MrP3MmUN4kqN78838n0IUGyCPy7LUh6IrV5vfDacXQzaWJZ6Id1YkqZkf37CdfOjd7NG%2bC4NiKueY/hdabpLPcU/mHAZvNZ3%2bnbppPO9xS%2bDmQNdL67d31z6P1bs5e7e%2beLnJblFu07VSqWodzdm//Uy8sIcsUs7B9c6LJ7d%2b9yq/bdm0Kf7%2b79UyC5aU1xL0ldigBqTVWa0Nev9fVLsVu051Inxs1oXeSgLMEry%2b%2bSg/rLn9PXr8LEXl3ZVfV/zImp8kNPDuAvh3hLkMFqi79LpUB8qW5cigJSmXMxpKrMiH0UixzYGvnvNciShe3KK%2bsFi/rMfH4qs/HhVAGeBMRbgAz7qiwwqcwC721VmmxfhftqLOspPzs4V58UeEfUF04V4MlAvAHkAdBjMAs4Ai0FWaxODMuM/GcucvBvV2K9Zv4KeFeBOymAJwXxliB3gBaY3C9Ayx/vlaEMBVityrLMuoJ3E7iTA3hyEK8BeRNUBcpqhaXe3LWxRsL7GMIeuGuhnSrAk4T4EzAPfqZV0j4cKXl3uXPLretAPQt4Jw/xDjD394%2bM8a9NDZSb9uXEG%2bnkId4C5k0Qb3o8eFr9GeLdYN4X4FGQ8swa5dlBvAZmuAXca09WnmljPFuId4B5swyfeSM8e4h3BSu/4Qn/lhD/1x7p3ARniOfHGeL5cYZ4fpwhniGeH2eI58cZ4vlxhvh7Pf5fgAEAfYOK6gAJhCsAAAAASUVORK5CYII='/%3e%3cimage id='image1_306_3140' width='113' height='117' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAHEAAAB1CAYAAAB57w7GAAAACXBIWXMAAC4jAAAuIwF4pT92AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAHvBJREFUeNrsncliGzmShgHkQkp22e7u6xx88E3Hef9HmKNvPvgFuttLlUTmgpj4Y0kiuWilZMpFVqWZlCgyE1/%2bgQAQERmJKJwfr/sRzxDPEM%2bPM8Tz4wzx/DhDPEM8P84Qz48zxPPjDPEM8XWcGD%2b2f0a/6cn%2bFhD3Abvv43cA%2b2oh3gPcvt/T7wj01UE8AC8%2b4SPptcN8NRD3wItHAEm3vX4tME8e4ha828A9FeJBoKcO82Qh3gJv3/7sZ1f49%2bpq90M/fw6fD8Oju%2bCeKsyTg3iL2dyGN/v5Jzx/%2biQ/GIbhoCrrutYT/vIlfNkFSPcAfHIwTwriPdQ3g%2bfgAM3B5ZzvNKspJXKgAnUDdB/Mk1flyUA8APAgvOHjRwHn0MZxnPb/SVR81r94%2b/f06j8xkoOsqmraF6Bfv9I9YJ4cyJOAeE%2bAO/AcHJ9D/MDP%2bcOHCeQ%2bRboC8Zy%2bfaNv/MxfTQ70AMyTB/nLId4CcFIfuyhx/elTXK1WqYTHz%2bkDA8zv38trB4rtcg/Ea4Pm4GT7/p2%2b8WuGmEuYy%2bUyL758oc%2b7qjw5kL8U4j0Asvo%2bsfq0z%2bv7PpXwhj/%2bSNh3aGPOiS4vBeK2Gl2FAvH6mqqUskMFwPrnz1zCbJomqyprVuWXbVWeFMhfBvEugK4%2bwOu6LgEg4LxjaA7vgrcxXzA4ErAX/HsBaZ9HtIhhyTsrfN%2ba7AsE4I0Bi9f8nG7yDe87zB/4Of8eINu2FZiFKk8O5C%2bBuAfgDOJVuGKA68l8AuB7wHv3LjHUtByGary4wO/SQkAuUl5kfQ3zaiaVCg8X8MSM8rZWc5rTOuUqrfNa1Zerm5u8quuRoeX6x4/8nX8OkBvzumCQn/dB/KUgXxzinQCvruJff/2V3Hx%2bYEj9FjzerwBvaNsK4OpxrDI1bAMp1VCimtPJrLoZDQZyYGCxjznFPg9VNQJg3XUjYDLAsYTZMMxvBhOKfPPmTf78%2bbRAvijE2wD%2bL28rAwjzCecFANdv31YlwJafAY9/Xwm8ppH9hogVWVXczndDZOe24m/oY4QJ5aukHwET%2b4DZbYFc/Pnn%2bE3NLcG8AuSSQf7fiYB8MYgPAViaT96vlsOyGpZD1QAkA2wY2gDJAGTOkA83ccb/4pfwOWm/WI4X4dAoxMwfzSYSvWjiLxlGVqYC5KulB0wG2QPgqh5X9WpkFY6leT01kC8C8cEA37/HfnUJU7pcQolVza06NAPIVZAHy4/lUtUgxzDqioh3k4wQAPEWJWaMUNiC8lNkKecBMPnzBv68AV8GVfL3Dfx9cq00q9V4zQAZ3vj9%2b/eTA/nsEO8C%2bP3Tp%2bQe6D8Y4NoAwnz2i0UF89k3DUQixo1bGeBYelU9xNhgHwJMeKZUYajnELeV6BAxGknMkkkOECRDHGqifgRI7EOTlQAcmr4fYF6b9XqEeQXIBYP8b%2bG5vv/yJf9KkM8K8akAuQFrAER7Qn385ob7vZqF07AzUjOFhsUE97Fm%2bVXEPg6cTD6jSY1VqMLI/znAKMPHNMaUBx5HsGHNA/9pz1dBz78YWNi8Pw5Mp4cqRwPJxzGcKshng3gsgGxfGwfIxrIZxsgAM8OLTQZE3udhA6uQakYEtwZKrBIP77kJCyUGysyP/46NaRz5fQP/3cB/NzD8nj%2bz579jkKln29yzse0dJNvP/pRBPgvEYwLk/qlhkwflMbDEPk1soT7%2bipZ7NlahAmUjyQOMVPEJsWWMDDIwx8KcZky38b%2bRRt7B5CuDTAKO3ZyeFGInqqz4OYsyezbVfQ2gJwzy6BCfArBr29r7wA1AmMyhBUT%2b8HbMgJhb/tA26D7MqUJkRSrEBPeGpbhRYoY5zfwf94UCEQpkiGxOGV7qGXjHLcEQU1fxPrd2l%2bV3dcd%2b7wwk%2bsi264ZTAXlUiE8FWLMCB%2bsDxXSm1EY2oxHPDJA/ZwFwzEL2GUkbABSmlViNUVRYY0YtSL8Y/Rh4T04UkzkjhoqYek2RRImBwRHAhbBm9l2wfVFmzh3xkfFQpoOJRR/Jx8lH1QynAvJoEB8yjLgNoPR9MJsMkQEqPN0W0SACIHdsC/ldDvweYtMaGraYrMRYsyFlcxrh2KS4aTmYUu4WAyuR%2b0OGyK4PQ4wMDQqkjuW7BjxT5ZpbGpv8jkF2FdQIEwuod4B8yeHHUSDeNpl9BIALUaA/Z38dFhRYkSRQBaSpUPpE/vLEZ5emo8KUarA%2bkQGaGqG4jt/XxcAKpOAQ9Zk2z0cC%2bSyT5vVzr0Y8DqDBcxOqAJeyH8ieTZkKr%2bWWaNgBbfi55p9XAIihRjFMhGsDkCO/b%2bDnHucP6NYObIIFepqOH6eGNtZTRE8axhqDloBAnsDHHfj4A59HWHYdFktCeP8%2b/OP79/Bf/%2bKrq4wAreJBbuK9/Z4K8klKvHM56cBMTOmFspPQ7AIcJvXFAiI5yKzPUX6%2bUWMAEJhT7hP5vZVS0AYjHfmP/PuRfz/w8%2bAqZG4wmaZCYbGOsoDFG1Q4U2W9Zq3PFMnOWL/ttW7P7GxNmh9VkfWx%2btbd9cC7AcpAnp/jLQDZI1luVBiWxcbmlBYKkwCyUTWG2gBinFgoESokDPZH/j2iqnpAJ2kDdYRKFZKfj0ol0KTKgf%2bvJ0Wy2Sc%2bD%2bLzCXxeYbleC30%2b38Agpwbi9shTwOQeRf4Sc1qo8MCC7joOq0FCKTCZfWgcaF6o9IFl/7cFcLYxniWrccGnj/cAJoYcDJBBJjaRFNQ7BZSk4wvM1GDj349RVWgAuf8kA5iCLyjPwkMAcBckMcha7HEAQDatOyDHMfxMieCR//Xxr3T1NeTP82akjff8eLP6LEr0eBhfD1y/e5cu0R/uG8jrMGLyQgnKOgCQz/JC9os%2bEuNFsi3q%2bQgYV5YxtKFixC7m4AayfjBuFJi067RlrK3w1xJkdJOIfpFB4kPrLZCXXUerd%2b/ow59/0jf7frQLwiPDAZAvqsQ9Kpz2JSbGotF8PRDLSdVyWbEXV3XbA/k8NKUXug8gD/guqARK7NykuBA1yt%2boYyOOSuZziqrEBDBZ6ZCy5CEmQ4wBSmSTKrArU6FPmEdzFrCD2YEdkPJxChMODntQNQ3VBmQLE7tcUr9iPb59GxhkMJBon2wxO2W7PcnJqY/bDwY2G5uYGFmR531ZD2RTStYHDjYXKjMvrERxSsphxGGAF1v9Y2seKwOMgIg%2bkZ0a9HExsf2clBh10oZ/FEdTYa/eaPR%2bMO2YUZ0xCCVIXw0xr1UWmUMeQhrFvFJtfWTP3iqfN3tIa0qsyPzzJ%2bHCRtAXm9X4ea7E8BQ11sf0SCWwabWaYmI6W5Hvl5WsB/bU1xUAshLhzGCmxU3oFrxpfw4w8eu8FK80T3/DTo3AbLhha27wSvrEKAP9SJuD5IbHDDj6RBrF5Nr75C1Z/4JkmmdjhGne0BvPMlp3iS1h0YQfDHBkgCM/t2NLw3Kg5Xqgjn/P7UGTm/PxYwhfv%2bY9ZvVRaqyfqMLCjIapH0RDYFWex05Vf3GRGjzzkAoSjHydRjalIYpy2smEGkja1wdOALGPZ/dK8fck/SEfBQ8vfIwIQLam6M6ImkDxTqVfjCIyYBMPVK0ntmTgNyAnp8Y%2byfvEqW80RcrHMMCYGxqagRreH9iscjtQx2ocf/yQ0El0N%2bh2tszqo9VYH0uFiMzOXSd94TtTYYWYGPSDbctK7Ku%2bojqNFRrb%2bsHQVgqynQbyaWcoYYrMApBbVFTIR7JRIVYxMPGtE%2bAVPyf%2b/DQd4wZAtt9DjQg6TdIPCsaASTn1aflHJNLcq0L8ikzk2s/yNsDAQusIMKiG3Iw584Axt31P48VF5v6x%2bsDv%2bMFtg/ADmNXwdScd71FqrI/hlYoKBx1OjBYXKirkow2IiWGAHUIqhoHHhOQqFFPKrdAmSm4afSCvwwiYTaJpYC8K3ACUvpBl4F5pE0yFUVUokcF%2baVusRoYa3RtVc4v30HSJOkgwDdqQU7wq5dlgXQFiTUtAErrOjHfxiDRz/5jbcczjYpHhD1ywOe24XTJ7q7BWUKSpMWyp78FqrI/gkc5UiMjsNWJBWYULPtiOGxUJDjKo567RxmduSqU/xGQ2u4cylYaIX4Opikw2nHBPNJZ9IfpU6QuxDCVriQYvRYM0HbAuY0CJUE6ygZlqkOSd0UVL3h0m82%2by9qcOzi6EjCCB0ZQ4/QwmG7gZ4NA0/IYxL3hDtzKyk/cuZ/qTAbqTw2qkrTZ9sBqf0iceVOEFvNOcJS5UzCibMAPYsCETFbIZbWyQ3rJ%2bWj5v7DOkpIqjUMJsN32g9IONzNBE8Uah6NrMaaWdms2b6jAAdk%2b8SW9sgxn9yqTJAxKXk0Sa5GZTwOkzFpVlrCn5ASPCO6LGfozwevWZX1ek/S4aBMaVzSpgImKd%2b8bMapT2uqVvfNHBvuQH5uvruQozq3AUFabQNAJSnA2oMEqjN9wSTSKZsG5DxjADfSS1MheqY0UZyIdQKC%2bQ9IEk7zWAPsAHSI2twXdNKnRxBTWaScxdxPxpjDP7Zf/Iu6I6K6XpJBui8CaAMuZgCQ4Sg2RawaDy548YixI8YGxti1CszE5O5nZhlh3ySPJPSwAq%2bsYdk3pfNdZPNKVTVi5ZdhKxWZXciG6R6rETFaYaEYVUR5hWfq7NpPJJC0jxMLESQdK/6bKSeZ0YyKvygnmhUeZHYUIBboK4cWiqyVKI2pK2vcWdeuyiKbFcCTCTq31hVOnKLA8puGwT6JjtkVkfWccMNKBHybLGgZ/plB5/6yB99DgiEo%2bhLxJLMb3pKa7YWtH1dYYaD3j8D1JmeqopHcyUfrAr69KyliQ3gpqEyGyJ6gXMnCUqTYOasoRUyIp8hrdKUGLjfV1Efydg2ezK5HaczKb3gYFoAhjUlNqKvq5iBPFQCWYV5lUCqMyh8WFIZX9f2%2beJl4vvwffJ91KQ47DjaWy1pJkWouU9fKIImZSwSaxnyjkixUA3pBiwbVl628BqWcaWm9SnmMP0JGNqOfK5SPBEVhKykxAXiNwIhNZn2ZglYl9ysqi0VMmQIGKAbmEVaDDsAybMZcT8smxYK/R%2br3YnhlR1OlQwjxMmM6rpiMWcqJjXqCrcvNf%2brvw8j9OR7yuOAceD48IWFSwiCQATw6Vawybl/OQ8cb78MXwh19IOLeIkMy5sTfbx9pL0u087SnzZabcyM1cykS4vI7ywRWL/gg%2bam0DUQNrAcvXjmV%2boAkICvDokXRZCeIUsJyU1k5gLhXKyKS2a6gyMqC46TPvZVnjIdtfnA3ZbaJwsrCoUniVg6jHiuTgWNd8kC8kWIinzr7lKOMbEfxMmq4CJBL1gMglAbx8yT94j1K1LohdX4lXRH3qOPBUpZVN6mW5p2tzcSVhhqiSoSWNiGFCsZEGXN8Cy6bPpNfoYG6D7QD0FG9Tjs%2bPuMtLeLdr7bUZn9nmmzkonBUi%2bH8fhr/VY9FhlHz%2bDAuV8aApcLrZYtkuZWvCvrfa8xwTL4yAecGp26sR4f1isVMdigXWzTwglTDLlhbBCi0pLHhMzLeiGWCwRxeSNHTfm0ZXnoRQ764C3vrb32%2bhi9rmbi2N%2bDDiuJOaXKo3fSXr8eiZ2XqQXgyf1FG3gAC/djAYtGLGvPR9iXlM48kPNxGI6aHP0pudgDjyaIqmTqH2XxcREHQsoZJKJTI%2bV2TSIA/Pri6bVv7h9/elgMO7%2bzv6ueLX53I1i5fujHYsc12bVwxQdNb5Vzm/roi1UqF%2b7nKWgj/co1/KCEP81f7k8/E4LMwo7Dbp9Bfp1HmbRTtuTtgbzwGl4GD8duKr17%2bJsZmffEaV5SyUdRMbiZ9FObt/57WmXt/b8z0er7xkg/nv%2bcnX4nZbcMmtq2jMJrJNa05L87J3FjLSt7eVDrhfNnne%2bOfun0lbU0pZ5KQ8iyARpDDYRVx7zuPf89rTLn/b8n32r/L8KYvGBUpFi7QmdumhaPJsusNIq0x8emS1B9jIzooPsaBtFm5ssVhGiT0x7Y9uHbDUC2bKCT3rQzoVjhYl8qSpuJrzJVz3IjyH6tBvl4vc4flxrem7x8BKVU/QqHiLcYv9ZzWkx7TP/wnkspRzcdXFQsZi2iiUATPtLdhJCJaKtBJBOaynIUaVFmwln7Kvrnz3MgjzwaVIjHQoJ3P/a3q8LT2H2uTKZTbvHgOPKmpqDmRu3FXIeESelWVc6Ca5rl7M2cJjXVkNHQFpVq%2b32fIgqH61EfKUXu/NSW37V4YBTcRVGPynLD5T0skijJLegQXIYNVuJJC4UjYQ1P/4gmZ/01zLBbDD9WRtbLw7aLVGydyN7v8GcfV7Uzxt1zVHnR3Ec/lqPRY9V9iW3I9v5YB415Nn5lu1QgNzuhD7fLaJnGezLmLkstTUV%2bmnb7GVGQq8nJeqKGrzLbt7ITvqg8Z%2bIxkYwb5J9BPbKzzWscEBQk04C6MSzwfQhhlwQs8F76fDszkdOyjPVjfb3rmqd0MYk9ua7%2bFg0sAo5HJvXEUv4Q4y6guErGhmrGXrxyYoH4aJoJAMoszcq7RObhry9QiGGX%2bOdWvid10qTslpW6CdZmRFUqUiyZUmxRoYuEjyxlirpZchO8tyIyMixT5GfkezCDadbT9JompKGRrZ9nZimjdkTGHr5UuGSiErJF4b9vfZ35efJMUVMckf9XjsGHA%2bOC5scZ6Q%2bYV82GpBxnPX85DxxvshhTZgb53bokMKM2jlelszaS0Tw5fFOzWOVOEVnoYjdR76KeOxD38aR3lq/2KKExZohVl3uIypVJFmawQw/nmu5qvnkMdtPJI1iyS04nm4TmS0Df82RwBQYTQu%2bmwXdabFJ4mB0IGoLFeUqRulY0cYsj6p2uyD0mBgYWYQ4IuLwM8mS6uVnOE6S9yEFrucDk/dgFSNpZPkwrSva0hQhX3Xd0Arz4FZ2DMUBK1Phi6wnyhVcRDqU5hQH0XWdNBKK3cXLS5JSW%2b06d1U98tU3xr7HCXnUtSzbIGQwydwpVJY6AabJLdUUma2WotIZGwtqkumrGHfmoyyol3RJSWdyfMnXzJYtDvt6Yg7a4GYqRf0w6YDHxyMXFZJuOv4ATUBlmFEyqJAKF%2b3CY52FEecCkKJKgMzleiKrvcnrTDdt/quJtPj5M3PDTaU6DzhhL7YojIKvMf3P/4hZQIG7tyjaM97kdbVQ88EAe4D0/mWUxqoqjQ9V5VVhsywUEpS3Ca2fZynpFEywYKZi5deUWIni7rey7xeWZEghGF%2bTayzdjYIkmtoGcGuMnfT3bB0jrRlaxz1nh4sQoBOZWivtO6FowgXcNCNfDWPD7VJVrRQCbMyUogBgOFB//LnDM/aa1IwFtZ8/483lZW6t1FZX18nUOMALkplGVVtlqoOZRKEEfU1UwtPIbI3kjrrgIFwUJnlohZlSPekpxiYcjrHJ3gdCgQpQTWcQlQnAjvWvILPBJAYZUBouIVOKoeUup6DKFLMa1BxnUoAMDw5Py%2b3A%2b1IEsPnxg5Kp8Bim9EEQbzGpAUVeh2013rAaFwsUnBkr5LlXFffxg668R2ksX4FAgr3Nj1IJr6xFEy1oKeoifbEcT9pDRl0oJluuujXazfpE6QNhQk2BOKY1kaS3aWobkaS58bevUaZxAxNpblBlWlcxr0dRLqn5JU0hZ0JDixIqDJI/NDfcHvDaf8DBsXqrpsK9pvQlQxbpkBpXb96Mi7qOrMYoakTlCQTqsd8mSBzgPKHFlRepSG7ZMEiYOA8bkJE0pin6hALWKPNd0W7u0NgQp3cTKgABlKC0DJBrmyxbkUy3WM5inszsWgo18N8O4smSeNW5yihGhUobKGKUw2Ix3gxDRl%2bYqmqqpVrUUX3S1NuDIBZqDGErm6dUI%2bqFvmWAUGPHJ1Ah%2bo1BohxUTH0Ssxqncdxu37dnCSnKIoLNfWxA6lSXHpgDqmxxdycC3GZTRh9SwOSpE2MmNEFlkre/4u9jYHnlEIvNElEl6VT/lrdK1djzVTykEfXExrFBd8IgW26Hhh0c6QvNOy36wiep8Kl9YtxW46flMvtyFArard6%2bxQnEnkHWfR37ukfkIhuxnrViURQxztYbY5HgWWQhWcRgsshsT2qx%2bUk9bR8P%2bur/TgS4qVTdf7JEU6jQ%2b0BRHBQ4B5gF6iyDWFWor704AwD2LLN%2bHIeh6RtWYpC6cCsG2HJ7VFap8Za%2b8GUSam5T44IH/8PHj2JSkTzyB6txxYP6xaqOw3IINQNkbzUiJYP7R4EImKHMkd8KxiqgGkiLqUjSw/mEerbwwUZCKiy1LRaTGWRxo4lsJmZyZmRbixPDfaCa0AngDaDxUd7sKNLSv2XokbP3gyjrN8SmGTrqxnbVjqtmHNu6nldo1GSao6jwKNNu5QFg/u8TzMRHXaRhTyzmt2/jilbjsl4G6x9jBZBVFbl/RBZDcEX62kIZE4qZ8iSrEXvHU9YYHpEdRiqTTGm24mfhhxpuqJt6o8VQYl2CiqbCffDCRoHdVLBIHZmhhSfetsMqr8ambqTwbfJq/9w%2bn/ePCV82yfS2wT/MxKdabjhCKPSKBEskWrJZCeu2jQ0D7K3qBBIzU6pjgCrN7Hn0Z5mpmz2NrLxIcxnYK6lqY7CgJk/3DkW69zT9JuneNsDH4N3Hhdm80NKEbimQv39VmFAviyIFGGYVp7gfXLAZhWfqBW%2bhQpSg3mNGn1x84Vjp3jtmNXz6JE2HDNk/WJHXrMjlej0iFbqxjFqARBsjZRqp00X4RdgGaZ5JmJa2qFg68sDeKSLckkzLoIApgtsmHXRMJ9Nn0ZWl1d4nFe4DaNU0ZEiBujZeaWq79ts1EmpQeprhuTeKYvDhjmLwLwpxjxpnZvXqy4L7x0GGHd/5n/dtK62BogQlSBQtQKgYihhIDDUmUTw3fg5ys5SUN7kRwSpimLIGCSOMwUIGNd3btUuW7o3ViCjTZUHnRTEGJBvUp8IL3QMw7CuDcqB4n/SD5si8%2bfom31bN/xRKoOwB%2bTlcvbmamhDlQFAWZBsk%2bsjE5hT2D2VFUF5kG2QxcV3CtOQWWYOEjFvr62zifAo/9AgNV633iTKZHW2qjQKVfeJD6thIH3hnHZvw%2begKDJs5j6d9zkMKEj2sotSwiPsqSlkhIv1ZlkQb5HAEi8ymKAHIGjNqsY5Z%2bZMv6KJPtGWvXiHCuUkbUKlQonuhmJHZU4joPqXBnrMQ0VGUeNuQQwK8EHZwpYpEqSyUzAquyK6Tklri5MC0cr%2b4UeSmSkVRmms7Q1ezk7SPa03CZWkTAIxx7s3CCZKZGrLVCExmSz8nU2mAt1vbTftAelRtt/DMtd1ebZVFxrPIu1UWkYhTqwqTTruZd6qLxDmbGgdZ0C2qLCbS6bbwd62yeF%2bQx6p3itIp41Tv1ArXar3TRtIBNvVOZwX6wqbe6WgK1IK1gMTgKpsL/dvWOz0WyLsqDwPcOK88LDmLSC9DdpLmecwqD0eLMJ0qD0tcDRZvZRVDQHZeebjyArZ/18rDxwD50BrgPOxrUT5a8gO9Kj8cmxTSzs1NstY79Sr8cksFBsXDyu5cA/yZQR6qxl8Wcs%2bSwCoKnFfjr2xQsVWNP0swUxq2Crmfq/E/F8h998WIor5Uj1HvkSEZuhlBBPe%2bL8Yot1RgRVasvowoPFHf%2bb4YRwd56A41MK8Cj/cZqKVYF3eo2aSW%2bReTR2b7HWqkb8T6HytSb2yS%2b/Mdao4w/Nh3ryjer9uxrbbvFcXmFTf9quU2X1v3ipqSSGdTrwrR7xXFSkRlC9zsa8h77hXVVR2gDX/7e0U9GuQ97tpWASgg1rUUOECO/H3v2iaBvYhqHgaBOJ7v2nZ8kPvunzigZipALhapvH8iYGqVijrd9/6JySFu3T%2bxWq9zJwBX4/n%2biY8AGR5xJ1O5AWbWciuPuZMpbhLlN78838n0mCBRBP7jBiQ8kdK8XljtOLiZMLEo9IM6MV5mZPt%2bwqVzI3fzZnDIjYhr3GN4nWE6/Z7CNwpsMp/lnb51Oel8T%2bH7r34UtcT95tDbt2b3u3vni5yWfov2WZWKZfC7e%2bOfMr0MIFeIwr5Bosv87t5%2bq/b5TaHPd/d%2bFEhsUlPcSlJ7EUCpqQoT%2bu6dvH5Deov27HVizIyWRQ48Bc/T75KB%2bsue048fhMBeyewq%2bj/ExBTxoScH8JdDvCfIoLXFPyYvEO/Vjb0oIJQ5FUMqyozoR6HIgebIX5cgPQrblOf5gq4%2bNZ9ffTU%2bnCrAk4B4D5BhW5UOE8p0eB%2bK0mTbKtxWo%2bdTfjNwpj5yeHvUF04V4MlAvAPkDtB9MB0cgHpBFq0TgzIj/5mKHPzblFjmzB%2bAdwjcSQE8KYj3BDkD6jCx70D9j7fKUAYHVqrS06wLeHeBOzmAJwfxFpB3QRWgqFbo9eZuewi8LyFsgbsV2qkCPEmIj4C58zOpkna1p%2bTd59ktt24D9SrgnTzEB8Dc3t8zxr81NJDu2qcTb6STh3gPmHdBvOtx9LD6M8SHwXwqwL0g6ZU1yquDeAvMcA%2b4t54svdLGeLUQHwDzbhm%2b8kZ49RAfCpZ%2bwxP%2bLSH%2b3R5niGeI58cZ4vlxhnh%2bnCGeIZ4fZ4jnxxni%2bXGG%2bJs9/l%2bAAQBILSWw/IeKtAAAAABJRU5ErkJggg=='/%3e%3c/defs%3e%3c/svg%3e)
