Chegou um novo tesouro de imagens de Webb. Imagens no infravermelho próximo e médio mostram todas as facetas dessas galáxias espirais.
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PMlrHluMc/AGc/7SdNvLRIS4yrbeljOwaditiIJ8jj/AGdbef1+QQx51CxMMbT/AKtf7Kvra/2P6XjQW7ksasohpKHIX9/Icdij+JcWfY1uRtr4yp39c0bZYGUw8vsSQ+CS9/L1JSVUbcfjwFuz3S/7n+LZIyF20Ug63HCw8iGP2RWfvqwe7cO/gU8hssiuw3qH6PL7Fr18u24F9xkjkrto2IOWTwj1zsuNOXSueM8uDkM/YHsieX0ErCH/ALXtiS2EF/lj6WbQDktkP6hkc+R24kcZZDsuEeO2peBsBWWu/r4GX0Sr1yDfYeRs5tupTyUsVYYdg52dWxmdvq7LBY+W7EiwefiMH7H79ifsu/8Awx/xv/L/AP/EACERAQEBAQEAAwEBAAMBAAAAAAEAESExEEBBUSBQYXEw/9oACAECAQE/EP8A59RswhgRHbn2eeXjZMkf8CCfZANLz5XDZT/3HTYdNIK4Rebtoguo/YxvGxgRn6T0I/qGFy5AYGE8hcfY6Fkck7g4+P2I6CNcLIzyI6WmMjTkgxeAXrv18gkLxH9ey+Jf9rX5bMZObEd/YmvC6FgTeyUVpGnLMtyeEWcuE+yh2R0RjQ778eLj559f0XGm0aRJAWWnE/E6e8sQ3bWCA2PZ8J+0BxLDt35HG8SRx0/YN32AZZaXPvfbhz4Bx+uC7POy8oZxKNy62+Nzgj0W8RZ34RHPkadbwHwGEgcMgs+DcSt34ZHW/XybIU8T2RYY8gNZAvti4/HNlXDs2Wz4pPbj3/RQxPp8d+znyTj6+bZrInraImzOx8ZM0cI5778J6WA6fD1xiQ+MPYdlfkpfsTcseft6gN367ONjkTH+k/Y+WzuPIAOusNNhjdDFoMDTBXbDdJ3ZAm/AT2dP/BMk/bv5F3OL8SBXtn5HEx2NfbBgKSnsJ4vD7LbFtttmxbLyH8SDKBOED2wtLSGHlyuD4c/fgA8+D7DO2nfgxEj+xPI31IDs3SThrOgsm/6fAC1s/kzdAljLxtre2hxuuP2cDsG8gBOc4mX2AWr9+OOT+jkjijXyB/WQPhz+yPyQcY3tuWt58LOjkHMmD7KZHf267OPLZyTB3vwKxkexcdsnY1ECHCYOflp1ubv1MCe2ZZ0G0uPJ/rek+uzZzJPjbLa3bPh8ug3omsgJG7j2TRYKv22CJg5My4QObMEE5vJIO79fZg2z28fxe7XLV8mMgk3lkdl5s6LWAtzGW2ni8Y2gWx0fD/3hcjWE8v4lxlE7LAfknfr8u36L3CI7B4Lqf2Q9jPzwnP2yIzZhf0gH+IBUkpi9t/GGcIX7by0O2kRZNydpOPH4AOMjwfXfYMwlwSockDckVry5OyMbODlyFGslhHI1aeepJghOvI6T3VoYyaEAwFsf5ZvbOSF2OOfXHYcScwCPJ7eRkpAvEHU+x5Cn4IGEOy55KNia8PwBk0NhG2z+yxgyerdh3frt/wCrzx7AO7YXZjYBm2TNuKNkpPbHpsP78AmDJ1GfZOZecn+ILYZ/bJ1MA/GD67BtXc5c8/s+vwywH5B8CD2yCx+SDli4h342buwmKQ4YeyA5H11Ip/7Duw0vEudZYmxANuPLd1uByHW6Iwh1bDJLTs3hG56nMsvLrsehHPrprHW2Cd0P7AE97AGsOQ0iDRMzt7JC6ukMPJZ5Fum8dtnTPJjr9jOmzo2rkvQbjlmqxc26NfB1bM7AD4yS+xg+Hd5L4JBblMt7YfYUJ46chJuWv0sXLkYefGEh7KMy0ORbbb87/CQfnYpr4Eb8N+xoWvUSYwJDK/IXx/wRTYREjGvgG/A8+AsgLsl+hM/1hq7fq+wxI9WrD5euQ7eJN4w3jZPLzD34TYID34Kv1+AM5eI90Oz1xkUh9d9+ONj4wnbTvyn6W8mf1OnYMg6S05d+/G9EjnWWWzXZIMZbtigfYJI2CX+IHGx5ds+EsfgHwkfhyBfbLD/GfCfBw/5//8QAKRABAAICAgICAgIDAQEBAQAAAQARITFBUWFxkfCBoVCxEMHR4fFAIP/aAAgBAQABPxD/APL913lQE6J1D3TLYB2KUFK9ZSks304gkLi1wJR1jLiG/nQXXyp/9JMtftRCrzaymkfsZSob1Yz/AOWwVot9pZC7DgeBLLeSLgm6HE0u35ns/MEaLv3Eqbv3BdX8ywocHcG4+UR38kEqsnmLKF+Z4/lHYE/MH0PzKe/me75igBb8yiWv3EOVfmZ/0XVypssWYR8KbZiJkvzuCGLfhE1qr0gCio5uIFqo8I1bavSZap+YXgk8QghqvCbIY8D8yznsaxoCX5uJgZOwROxDV+kL0m/c+66/xf3XeKCLUhduKJvplCqpE4qrBjMdoqqhW6ivkCtYYJiii0PMvcPLfMEcJJskv1FRseIQF3Bl0l2TPEKEsjI2LCrPN4CXI8M+Y4NttROqUF8f8Y7exfL3GSTkKWqbfmq/MbslRvV4DWENv9ymPHguEzY4yf8ATE6wArQuDLjd+XHoUlZqZzSApd6WF7C6o3BCmQ0V0gdsnw3LGlI9RxaV1cvPrWImKZ67lcqyQbCrdQUMWBdWVEQGgJeyIKC+yOOs1A5IYUA78Jaulyy9pYit3kGB6yxlj5iikGr8eJaqG821Eewo7DXT5licrbxG9ug6JjCjfuUMBoea6glnVPTEXavVrO5KymxleF0nM+66/wAX913jlIi1AENMmjGIjJscUjU0JLviLlADSPEAByNiagyjN4gbIMaIBz1Bh4oLUJZDsmC3cJ7hLK4s4iuQFuuZUfst3L487zKr8YGT/sNYWuTzmDUpBI18VDB5QEwC04tgItzjD8wShvdg4qsRjSylUs9zMZaRU3VVVuBRFVNr4smxqir4j5jsRMrxKu64gwd1FubqrvuYGm8R0DjMGo4BOA9d5j2ggGnUs+q6pxHCiRnZl6Ahw65/DxMHEILa9w9GDJCZpehzUPF5ThLmWMGe5S1mjLFwMmJb3AaitMrONaaiJY4MqlCc6rMaxKayT7rr/F/dd4gKUeCZoJUT6OAB+Ig4UB2JRw3xhg9Cy9kFqoG8eZWmtl7j0cmfcJIEmGKRU6JQMx7tVKAG0cKYjrGjh1Kmy78pSkFXDGq+YGLiteEuvdEPmAOMxcEzBsdQoUrxglZy3d47gJcigidiq6viAlteo9xfMDgMOSGqWsB2S7K0pa3O96tS0xEaOeYcLWNdwhQoKR7jh6DECqgWEfIUb5jTAc5xePrM4IIiLMwsJoOXyxWtStuMrq/NGoalrGjXe+YlqibPEBztuMbjaoS26yszS2ufRmPCvMMbjFbaQiUx6lDY1UohrHCRcQH7S9F5P9z7rr/F/dd5Q9rDNRREzQRt7IqcFhfNdQZrWw4L4YipbG7jR+Fely0Jhx+E1NKqXjNGHxNQ5OkgUDWdC+LiwoI8S0Jps5iSTnXkl9woUNB8xdVUiRDDqClDeJdgLKNTACJiZlJNgEq33LwkZtu2WZtncBKLsZVT3ww4DKMWhGqGa9y1lXCuJEZjrTaBn2xXID+UdnA4nlKbuMYO4lqx2jzEDOB4+JhjGAvMqIKUWq/+ygXSFHAM34lOxJgcZhu91qnEURtiJVai0i05hUrTfuVsYvLzUUDVNnIlKBaY4qnPZK0IqsvGeoPEbZXqAz06a3AIBpRy2z7rr/F/dd4Fq2ZDoBoW7lMOhQapeYlKxstuBocXs9xtFfmKxzn9SprheWIaVTA9xolcy+IyCYuCy7KR2zfUpTNSzqWUW9KXcShqzq/mZARk2jMWzWDMu2XuBsSl/wBo1iFUtrJABN6zVxWRx7RjZW0Fcu48X+4PMSzG2KHBxiA5V6lNlGXuLks3ACsO16gNs0YLZjdqETG2aIKdNC1ULHNOHcTemNBZE/qZOjyspWYNNSD5j2bP2mj3us1/7M/VMXyRS/h4gtTWXEBVaBVfEVdGU5fDeIbKxCitMVI28aYhQNMpyu5qobjITdbJdDSg0+SAUZ3KVmfddf4v7rvLU1tdxNqlCjRA3aBxuo9WwWqjgOK4suCfsC6yI43MirriDNFo6iu+l5YsLUq/9kqlUuw4ZQiy8sF2BdJpfcOKirCTXuYFFTZQxAohZYv1BmgZawJX0za7QgxqIUbNymKiZmNR5i8TejUrJFGWKHEevygl0hR+ZWEO24KUD0R9ARweJbFA5o/aFa6hbYuDAvtKKYojmquSxC1gHHaNWLLXaVDcRFBt7Q+yKbcdR5fFLaOvzA5bChwsTq5k5dX+ounlU3cmzpBvxL5WrwWbgurVqYRjagbcH/JZTasvDDRq5ZwqJkiNtx/g3NK/iCisKq8fEKZdT7rr/F/dd41CpVMQQoF4dVCwmXEItBWx6iKheRjLMXVlNNATMs1tlHP4Z4jEu3z5lY4jDSNclxFWE21MbCGshIhWjeGabDS6lQ8LF3HUe9xNnU/IrjWYrxdNDcAKo2NEV2vmBYU7yQJBEtll3bAsnv8AcWqTV3cOwC6NPuZxW+cjNxbUhAQtp3DBoYCitNOaauEPMv5fcAVHHKztW83A1yuuZoJZUGAO0jdf7lbqhDwaee4UQsG16eq/cFNnJbquJUqRm+Y5J2PcvYgOUsrMraNlUZYkRoptCWWIaixQejE7QNURBXi7m1S3cYA0ZVUbvPxmfddf4v7rvBAFBlBZXBqAJC6LxNImyruWgJeaGXbFXhh9xezFHYcXWomAFaDYxxhR/cMulHxCmrMIZjARFcPU69Aa+qg2qi01xNKpo9zcAdW2vxHaAjvFSowU7r3CSospnMBerxHiM5ZfgituUOggkBwjCgKqBrzO81nOyAwwNJi4dOsnVfxUrxF5QZ/KOrRCiB/cpGU5E2sNAtNbaiTg/FSzAVBQdZ3HnDQr27jupGuJdWll5XEeQZA7/WITago7gdpDAu4jTM6shtlciIF3SKBqDhapfTFd65XmXGs5hIQGyzCoLbwS+YAf3FdrzcOIRrRaxdnL/eMRbpm2IF42y1WC964hChbQjrQ3+f8AfEBKhyn3XX+L+67zLPtDGnVyxz11zDiFnI9TbtEK8ENUXY9otirVS7JUivgqUBu7nDpKuDj/ALMGoPlEJjtiBikYoc5QNK74SmMkTp1MCLl13u4hSIlIRn/VqAhPADawGlMk5gdU6gIhg+ItthYp34igZ14i7d59QFEyPE4A/E8R9QfF7A4hEgKcNfEzRNVpqXxVrUrR30aMRipNrPJFeYq7iO9oKFZ4QDWChBKru1EUW6/ET1B3RAm9/Uq6MeIunMsKi9HA8RYr+k036RW3Kq1FNxfz+p5f1PLKeYmUfddf4v7rvFR9M2ptjbuKmJw8yhoaA0sl21ROcrM+rngmAcYV2VnUbGsbCWpLVYpaLHVDTiagWW9twBgjDWKiQJgwSmxtFESZB7bZdrk8RCwsrGkZttRNTuEUxOM8zh1iKMy1LA/cCrUNrdQBrzwGKVu4KBQtjWpwR30uHRsDTNstpSlbZWLNgYmdiWHHuKozOF/l/wBlyXd1DCzMTMr5jrM2g+qGg7Fc6ET4jX0CAZAcX5x3Fga2HG7o9a/+TiXeh/hIgxzMQ1Utc5iPMaRCGLMS27GL+8FRFU3V8hKSCfGOXG9AtEAMAMlUx0ER45gHnZPuuv8AF/dd5UvhlDVaAIQs6cIhAWnRN1G431wFil5jVjG/UsNZMPmCcLcY0QypS+JYvK5zKhDzyAMrskFFuiJRZItBaTDECPmAAhSkIxQ2mYMD4jggFeZTEbGkNkCBTgWqGLKrg4roPxDyXxN6WKvCG5qDG9SguseNxC2HcWr3f+5W0EcMxali6PMwGFMXsmWiHBjmRgpm2opQBVzaAiBXjcbwy5XMcStdv5blUP6l4KfK5TViX2R92AarOZlcDWj7i2Jk/BmCrKMQt46gsdEKtqIKFGvKILe+WFqzSQXTSlNaZ2sAsw81AYVgibSfddf4v7rvNHqAijRLUG15K3cwIlRg58wkuZ2VtxgqZ6CcdygCiZWZAw7hLqswtUKFi3X53BmZbi2K1QwwDk4hUxrXfqVLOJQrzK5DXCMpm8rMGg0rAfn4iWKtCgW/Mvdow1CMoAQ/Ez4HmH5Dsi8kU5hmovJ4gCm0KIQpY289Q28iUXoIVSrcOfUGGC4Glur6h1Ibjd4gZHL6g8DR2RFRn1MwItb1EqBYMShxeDTzmP8AoKqoX26s1iWFu0QXzL2MNQeIgnd4iV4leHmAhqmzOmMWULLvM+66/wAX913iTHqGBuJhi4j5cKoi1LMOqS0LA86uVYCZTH0jVC4usMS2EpMzFQ5i3RYBqCoKRRVcbPEa2OCDWmDvmWMscxWkdF2mOICUBaKTcBEHXOzmJdZWy8NXcIKaqUvcvCpm1u17gGC7aVBCdoLTGFgnEqiScmYK0wsHsmeHce7dACvXFwFwGeCJaxx/iFJeOpeh3UcBtvwzWtQwTc4xFJAeb6lgOBw6uXEh4tlnLTXP5lEDZtllaWfuYCx6hlqsq3NSvYcglateI7Kl90F6isek+66/xf3XeaYQTV5iDcZ0Gxh0FcIQbW2ytROoH9dQlVUcQ4jrUWbFvEQtVkVMS1uZvuXGO8RxN46CMBhiX4qxTohNIZDAqX/ubmMcS8VyTD2JQbAXOY3zlaStzgEG0g1UmtwVTJNYysu3zVKxAAju2WuwBRxRVRg14oL3BVdAk9xkArWKg0oLVJggJQOR09xtHBkebhdxwdQMDymEV95XiVjV6uZA3bOcQUWFp/ccRk93EofDa3OIHzFvBWLj+y2r4lxSRFKUV4mRBWD4mq4+66/xf3XearhLY2XqoBS6dQurEBXhDS3A6lEq8cRWDPCQZY1OlxTfmIuWaixly5vNJk1O4UqpwhFV3MDmyrIsqwwyxhP3LgnBkhC2NRbQSZOGK3KMVdivEoq7v3GRRs1KZFsia9y9tG9AnmVAIja43Juy91LdF29KLIQC4cZxU5jDNaWaaQUxicDWBgh4wc5lGHHmIqv8y6gKML3GF2v+ptEBVt7jBa06eIWFYZ3zHBbLj5uzgIpCOCyb2so3vcukmRyzT6T7rr/F/dd/8QhLcQHAa09x0Jbx3G17Rw9wFbi8S+mKw3KGs+YoiVZ2S15/xb//AANRUyrKg4ZkzDorcudgvzjUpKGV7iEGQJBn5HUtXmvHEGqH2Jah8oxKat5gZC4mpL4lEV2pLZlAuH0Zyx3bWLxZ7qMyuKgRbMS3a3vEJsuIMBE6WDIY/G5Uhsl8Lk6hBAq8kQSzhslSF1/vC/UMIeOYYKy4IjzdMGoj3K8KL9xCqoagyi2Jbx5ljADbLUvpPuuv8X913m0xo0jTm7M8ZPxM9VabZqi3v4gtpq3MGufH9buJwdQYs1KHqZt0HqVMdx8f4PEXhgDkp5Kj/ljEzXCXlf8AQLLJZ4Bi2BVtoz/8l1waPiIHd7BqWHLAKQ+f3HigR6iqIHkh9l6cTBtFwg59xaVT5IxKocP9kqQScoGiEpmnBxTN6u+Sl/8Asfqc8OI/7IuiOtlfljRbrRooefcT7lb/APUupb1uKm3xMuLIiqLIBhtY07vErdS+o2ygqUw1TuVFX5RJiwLL3mWhW2F5OpYzKsPHmYVLUB3A8bWMUdPcNrz0YH8Qfigha1DW/P24ntt1GyUfk3ECQyEZEUTPOt/8l7DsKn3XX+L+67xgKWdSiiwqh1XUtFLbV/MyrnVXLncShyhBAvzEOhnrG3Eq8SrxKdQBwzNtI3eZ6T0npFuCuX3YX9tlYBLERrVwLAhEL1ZgZeTzQyB0dEY2jxcFgl4HEAaLLtuELuHS3EKENKpdwhhcja4Xgo4jKht2rlRrgM/wpACtnP8A5lX8Asqm8KgVwq4F1GoSf0xlnLNKD2xgO2KKBbTXmGxCxu1ZYGH+5ZXxEKuQjEFtKoGpV3Z9xeMAeY7grfcBRy8zvJAI6P6D4IDOSrO66uNil63d91X9f4Z911/i/uu8BQxUZdfuXmP2lv8AizNTYozqdgDu2CGue5iKTe5QxSjuYTHvMO4XnOJ1LkW1iAS2WcxBtXwwuA9sslVPNyjWxyMKkKxHAq0FjYFtBQ8vHI5KnISl5dQZ3jjZXGYXhXkOZfUEndDlAIa2s6iQO0ow5+450iIcPTBlr9paaOC5YGxvMU4FAee2C2eJhZGDADEopLZdRMVhjrfDMetstdXQTBMXuANaaQejk8ykq7WhlmEqhsltQwtlqj3FmjjzBaH5njfme+FQdT7rr/F/dd4Gg6lQ3qIC0w1bA3zGGMMe2HQFSf8AsI7WnfUHLC9T3zLVuUoicioxk42TMramDD4gtPQtu/Uas208GyXvL1cK5VY4hze4rNlNTEIIFnZLLgAh0S44jh4YqowGMSuE24NI5adl2ZqzyajRVuYbz6i6ULeoaHBS+fzEYJei4kIDNDhe4gtkswYjIpljcDKwNUQVVTRxLsdWcRJh1FYGIZeLrUUGWm3G4GlVYuoQ8Q26Gu5bUmS35hAbAt6zF4QNLsilTQaustQeLjlhI9VoOV3UAxrXHqCFd2v5jINNMCoHfMNfhPuuv8X913m7NYjbdglvZC6/OHcoM4WiWvFCZ8RYbysq2t/4wlYxF8IAf7xLVR8wxlqxkuUAK7i640y1F7umJSRFdvEZxg2qrVqaNnlx4l9tDQ4jkkU6mfI6tx8xvzA4UeXqKwab9tRVsM8QeGTlweWZEpM+cbli2OYp8rdwfvo5vuBEsmzVRWyOq3CxqW8FY/cIlWLFihAAtiUnUpBFeYYEsmcPqIsB5hrIdHU0q1LKXEXgRonMJdwFLSxFHY8REbKaXMEWvrg8zUOPbeP1AlY7qp68ymfOJQksleSfddf4v7rvP65bUsXWRV5IspzmoitgVfP6mK1pXX1gsxy5mMe4hgXLDqbfEyEDni4GoowELhKlqHDiZRV/+yZYiVcoIbqDlmU1JqJQ9RpUuoAV4YAcsTaElWwsNbcyzGrFz+uJTqulmquo1YeauKLyHPcKs0i2/MYpvO42GCimx4ltRFU3a1HMDMyxOq0pA8JrcBE0GK4jNzhhG4uJSoOJWywDMECrXuYjEeMwg8TqKVf5GXazcrauoziaICwDBDI5iULq7X1COp2C1X4iU2q4jWHKtYc3KZQdi7hWwUfU+66/xf3Xef0QwxZ7Gs41BFkXIS02kWHmaBiCxjXxKNOZWoZ1DVZ7jLHG3pXXdxLaruP7li2ZlD3YXlF6JTANSx4iU+cU4jHALcrxCzlk1zDVLuiXq6xEgGARKEQUmQvVyk7LbfZD229uDmNyP3r3E52J+RG2QEJSFyr+ktTAHjuXe123couEt6u/mI0Qb6b5gCi1dDMBai3UqMA/t3EDbarvqPRbWaZTdxUEbMeRQoruXli+4kirK788SvhfEzs5iZ1Ps+YqWsdcRLBOd4fTHN0o96zn5qXnIrMAoA8Vx7lRDSWHiWEQtBySqquzTKyfddf4v7rvK7tFbqNaailH+41jgSIguQV5z7ip4gaa8kQsaTzDpKmzQUyRWbSYPcSC7bjvdRvDj8B/cVaqVQ8cyqDSo6zrll5GilT+iPbdEsAbzXv/AMnBMm0zcYRa23uUJU1l/wCxKCmijiIhLC06lwV1ioge0rDFToW9waFaucXBcvGr+kf0Bu3Mu7vB6ItuBgLyywNAPEz0CVpVVMrryPmOn6iwJ12xqu4I/aE4JfUTXOJkqUgARuxhUcmlfMuAhsNHjiIM8stj46jg0ToV3LzhbBC7TMZH+iSv/ZRLA6rVR2w91xnbCG8JkSn5homPuuv8X913gFW1iNOQlKW8TSmRmHRAW67ja4BVC8S/Lt3UMDMYg3A3EeZdtyrCs5zqOzQG/wDZKAY3596lVY2JliKBhMkDTZbyzT6gJqRKRhsEo5dwz9k8xHLH2F+5frWJXI8xRBHQpsqyNYnA9oolRG2WGYJaBp9QL37BgVzVRuFDAcovhgJYSwM/MDIbnCVUqagcMB0kwLf7jb1o5l0LarjuJdrk3iWzC8Rzt5eowFbmxB1n3BsUVxOQ4aJtNsy2gamvdYf3CTcGAu/cshIAyZXhhVi2WWzf4lIGqZsOSFlUB6PiUKOmRj35olwBjIcCMJrSAcqlAR911/i/uu8F08QxyAkgjqXKGUgNlbN78R5C4+pavDcqugTRKDc1XZHCzOb3+I2ZX8S3xiCpziXTcGM8cQhTWgZbZAYi5XaZjq8YjleyLk4l26qhHWnizCTVQbKYI2G6N6qNxc4rqAlGqqwpUSJIVXMW0NC01xcSor5t4w6gjLwbgv8AcWQA2Bx5mRWVlsRWmRsZdDEZ6VjBgQG8UdzZwPaIC+pQ0wiewajQLBw1HQc0lMvLHuVBpcsTldp3BB+SPFS7dSplzCdGOWNNWQ/3lIAhLCq6hjym3EvV27B3fcMkIC1sdx0I4gp01FHFdYpb7lLchWzfxNdrMW33EVZsKlW3Puuv8X913jFVYm8LBpcf8IixmRZzcr7h0YFFaU2fsIKwpem5Yg8jVxYo22jiZFuDaDdhGqHMaLD4KZhpK+mCoX03LAVXGYjGmtRLVpVXUKg4HjcQf8TE3lhWHUK2qoF/iXETS+YxBr8MRXkOHrUQYo1a2eYcuaGypVtTASvpLWMTY/36m2AqBVCYL/dDnWYittZp/uELNyhRCJBak5RLUHiBQoJgvJCLJVq6zLc35l+GkJUYz0VOqka2BjOIRA7WMuqssYYd29MTg/SJ1+qY2fOgMQiWrj3mXKpG3qvcBMKZL9EWKBE3hJUaBAPGHcs0wqqB7YJRAAHHWsxqneyUHjmMGxbVai81wl9XPuuv8X913lLRbljQ4fAWvmEELLzV/uBWmrAr08WAXcy2Puk/ZlGouw5dwWo+Cyow7dGkFtxvceHKE2BxcGC4XX/1L83nVi/mBk7KDS3zN8WA03uqiqLuy46qDhnqBl5b78xmxSg5jlEHYblIrBdQCECFP+0rDjvRlgZas1eiOW4hwbOoe1UKgq0qxuQpj3CFMOgLfKKqTaKRQdFXXSUCMYdhzX6gxlB1emCtXdVDWXiYqI3w5b8L/puLAkKZUPOPcEUAXbesbixlRbiUE/BBHOGnpHLn6IVaYLqODdK/uKQc4l0Q645e4PyAZHydQPgASyA5XJRkeiW2hBFMq4iOtgHJddPiJJ0zRiUzPtPuuv8AF/dd4A6C7VgLl7qix/5C9HBldQa3hpCEJtQNWYIAiMMW5m56bBus1U5iZDB5amAgUBMl7c6zAQrCVqctVBENmqYv3GLlmr1LTgzSc+4QnICbepgoZCpmCfIFaSKzDTAP17hVODKtvmegEVNC1Ai578DLhUDsQtGgbNQvL0L3s8RLMdbaIuKlUF5MECUopRklVi0VsissLF+krMBSmP8A5G1KNKALZ2EWeWUteSmiRNhpWReoKGqnlBZLJidd/wCMtA5KO6oXuh/qUoDZj/e5eWNsFkZ7af35lUcK3kEoAotAzXmNuAGcyxGlsxmOxR/csCt/9xqpDh7hzLjQ1TcOLiKjLHSxduZg8KLCm49Sr6oXURQLyLS9TjA6xEhK8mfddf4v7rvKltLCzjEsAtjNbhKHkq6OKlXujkxZGnUX8/mHCj8ESrDkrL1cLarWnb8TQRxdN1B1hbsTiADz6I8Bg8QxmWoGgCCk3Cq6OosbB3Qu7qKKj3Q3KBE+EXcdVNh0X/rBAJTbJWW4YrIA5lQG3KMtaWyreMy5pa7FOYmggyLi4ZPik2fcrwwLeFgwKti+hikCPLCzSdH+4SoBOV2HonZy/hxFQRoa8zOUlvl5mAvWBefEHFFvJq5uAvbL8RGTO17iDMvES8uCPHDLHec4hVA0ZCqFhZqA7MphoJLLBYec2wwrO+4wFTzVZYD6JcGsRU/WabxFsVeLlWyDGWy+ZZlo1zz8SrHQ5o2NwSCIYp4ilUZnKQsWpdN6n3XX+L+67xG96p1ALm7w8wEE3zErapyw+ahltG9WsK31GbJkUxj/AFAuw4dsujYOBbXmFCoQTzK1WORrYuJRBwaDhBNmJRjT3BANH1CnMLoWIQAMl3XVRAlCmjUCyYzk2GKCAxoiLuswqjJQskactZj4dmbMpVQBaqZrKIdPMrcG0W68xophkdsUe4OnuEIGKq16hMKUGgx8RYUoHwcTYrThmPdGLb393AyYxkxb/wAgikxA279xCKyhOT1LirBtWEc+C5i0KMS5jNrWuJnAMvxF6VWRN5iSxbjEeoVTMDh1+2AiEA2GxAI6/DeHBIcvEqqrDccoJpUBsgDE2aaputy4WCNIQQ1W1ho8MoKC01hmUSibvhn3XX+L+67wWJiuWDK8zUgHQTxrmjc3DSpMKPMZsHk8+YuhaWfr3GYYfdw4RbVBVnX7hkkXB0x09qyigJU0oIExG1uxVR1KbsJYGpaJikos/MLB1Q0p67gRS4Ao4hOw5U3N7KHVQKxbh+MQKCJ2m87bfEcTwMouCzieswjzeRxAbvDJUAb283xLDZFzjcQVHMPxnqV2+Woi0uKXQfamcE874lj4qJWh3HhyqnmZgC1ZljeAa7vMye2jZ0yoaHHJiAUNbRULVYpcb4GG0vyRVf11VuYl7BzzLhN+OI1YT3M67G1n8RNkUwjutUnUrlk5WbmkbxxKk8SoBemFhGTpfUIFvwpUAhrS+ziJS9T7rr/F/dd4pJBwSyQTiO6FI+BB+XqqKwYci0vzGcWFqaohSAnBzGvQsVdxhWEbFa3/ALjF6ALDNRpacC8kcCOQIFeh5csBGwAFX7iHeRz+ruDAW1Bd6gXHW1aCZMIQgx+ZhwBu+JWsK1zKH5I4JckXatwssuahwcP2xLXBOTJxFnBoX9ql4BW7U3/yFrKmg5JU8oLdx8pZoASvPUuRawG69R60XO6Ui/CJEhRKJdcEIBsxYcS+dytlIP1uAavJE3SDXDAsr/ERRUhgn5CAQ0z5CDDkDO5hC17iBCWFclY7Tyr+YQBKNcxs8xqKVZjEvaZUXqPC1jBG7vfiLsiMokAN+U+66/xf3XeWoUKF8MRxdmG4oLQPUYtcMPSbAjjUwYuto60CUiIr9g3r3CanfDWa2fuZAey0ddMK0i4RqXch62Ev5Cmyl9QNHQiZM/dRNArC7r5I9dRoMXENAdeJSJQBVrf+o1qqALzLUJUE0wnTkqjJFpsjKrOjruEjhRV8sdyIM/7hLDfNHEqxgoIo5Cs1HBDNxqyJlqD1iYFNSvBXDRuoWs0hXHFf1Fe4bitOlTNKphOXBBUOKiUMi8RGxIvEeoz01xNybhWotm9RLyM4g1TfUsygmTk/7hmzZm7hN8sBo3YmuppNX5i2TXcKq55ltWpyEzaYO457Vtqrn3XX+L+67wwqNJiCi5hFBAazMWqVxjUe48ougiVvDTEceiUcU8RmUOG3g4nNCqNGJUuQ6IIhYGVKYgsIC3Z+JjEZnP4dRAY7toqOl56lq3jqbvCmzUzgHNm//Ix9ESigA/qU9MaYs8yvKM1mNtAaHcALoNZhdcVyMfAWNpAhhu5lnl1BrTVZZWAQQeeIBAp5HLKNM+X/AHExtgS7h/QBDGD+2UKEHLO+4qQFhlmIEWhcxUGz8yjg5Bj8My8Dpw+4NNm3LZMOh7mDpXETluuuJS0H3C+llNG6jRrFV/cvqXZFXw2OA9Sy2sN1GOajyGoplSQEprjMJd0OFmFuGPMcBsFRWPU+66/xf3Xf/AvuLIcj/wCB/UAfUVYau/bP6lEHAB2eUvN799zAEoC/v4ikQLUsRwB+Dzcd6AsmMWlXFLShv1mFDkV4tzLSozeBr+oUttm+IfARLau6hAgPDzCVcwrFeiIwNGjBCD9IioLYC4sPJucvgGLb7yGeuLwykD0Aq/8AXHzVylVG5XeIRbZe7hNUzvdSyg2xpZ6jQbcNc7Y2IaxL2HPJA2U4qgS5Fdi9vcaVQYzXDMpY7qVJbV6VURdSFt1KFgck5uMTEqHaXHIXY8RbZDrH2oTH4F4f9iKi32YhkDNIFNI7yoTQ9w4nuRaquI1uhABSl+IaO7p5/M23AGzTBeIeYC2e0ZIq2S9wmU4YKwFb1j9EaRyUZb0eLPuJSffAVVSuW3W4r/Cfddf4v7rvEVbQ4hgygseYLpfMygsvtjYBH3MvAGW4aSfzEbHWruUUbsnLn5lfTLYhxPBEKC9MWR5i5So6eYEWDrJENj8zx/uLQFb5mZLYacwVXgtwKJYcPhBhTfmJd/MRLbha6uflL7PzPylR4XFe1+f8KYCuJ4X/AB/e4NofmV4r9zaH7gxz8xA1+5fznnyiu3kgxZj7INdNreSCBnT5IsoLKa8fmDUU+Zsg/MCOZ911/i/uu8QNepdhe4kGlxjeoRsARZtywJCjfNQvKhFrUedvS4ftRvtGB4ipClbYP1AjdjuFXCAl1ZQ12biLSN0TGHjbmuvEM0Rq3U2Hmq6/0kPesazTbWlwJau0BLHJMVCwD0bjMkVdGCLDZGFE3C5Guo4pSHsl4ueIru4TFOplOvUBQyLAhzOIKGeZpA7glQQUBKNxUt/h1/gAhYC2WRMmbX99S9N0EDeT21WP/kaMQxIpyWmn7xLDJd0VzKwd1qCwW5tyfiIKTiBcLCy8dTDhPEUNeqdQol4Mvhhe9M4CrUkwUapKWhLEZsuXHMvZintzcKVVWppxxPuuv8X913n9EEzuYG94gOttq+0vrZUHUPVTNTPP/UeyCQMFOCDukMOJVUcPh4jpKoqwXkLywUgbO4LjqTCzseEAZsyuF/MEgGGkiqXVMIVOlxLoI5A3KopW9QyaGNj0xWhVClmIknAMvmb3mYM23KFoXVsv0+zglju3gpEstn3cUBQXfcvKtTCtROoKGf1QMS9kBV5hTsDEvhqXcVBo85IRZ5pLyG3szLzBOi4tQIzhO4Oeonzo7IrAwinITGCqvs5hZoDRBnHzErg2jsep911/i/uu8VL1ATC+WZN6sGK8zImngQ6bS0f9Q3wgEObiMGw6DxdcylVOS8EAWY20wOH1Gqu7S56xKtlUTHMVaM1Q2a3cTK6iCoaMLeWKD3BbmNwH3DxqAptaxFQYOMQW0s88RVdyDu+pZHQUKZxC4u4jSlZjSDLSz4NXxGaW21zMMAPGBt8kLGo3nMJsYYI0D5JS7hOu4KwHC5fAmmSU21UF454jNq/MUDoaEEoW5viuagaFNp3CbD+Ql1YiVoH4juBW9RS9kr0QFVZ2sROQGvEZHDKLiuZYQoFW7u4kbdzV/wBQFQo4PE0ep911/i/uu8wVpqzzBFlyBAyOgLrf4lhwbFnwdxFt0u4oXhXb1Bb6AAdkEpG5kbb23ZHbdwpK0RKBtYpE5cicu8XHuClUDABDof3LmXVibhXguMG2+SO1WuWDk+0aNcE1SrpiCjBN0WZxQtI3Lr8Jf7iYtYRjK1TDOyJ+plQzk7gbPfNcR0+j1LaaHLNKBRlfEJjiPsBqJ0hbAqkNXYZrv3KFaz8QUlLY2Y+ZVOA4i3Rf+oQ2DcuaatxD0shi/PmMWo74jqAykFNs8x6CYZYUI2vnmEQXQ96j5OLHT8Tkd8zX6n3XX+L+67xaGwxHFfiqrlyCUCC0O0ceYmPFFg8ZhVaW4/qXK3otvjEHxN5w3XiDVd6vuZr3HtrBt6lybZNuN1HJNpfYrVRaq+Fx4LVMeZQDKYLMPMtDhe4fXTZ2joFue4eBg6hrxEZ38QUJe/ETFlmbmWAvg3Mmtw5YjRWRazSe0Ixd7uBKWstxrxHU0HCswlhMDUNlib1EbA8Sm0Wa1GGElXxHbXUwb51AbGb9HcKKBYGyCqnVuYlQe8x0Ah7i7qp4mCdkuAs0VtLdTGNClmLVVV9zkuMdRQyoNEXfNXhji2K+JiNMgWBqVGAorBPuuv8AF/dd5Sm2tRazStRdxgqlC3JZcG6BrcLFWfiXqKqlA/8AY21AFHQRrVhY5u+YlStQZEEjV3TcGhPKrqJjIDEPpFWGUWcoGcYqVI32eZiwdAVF6PcUFOBqLgNyxi5YVeCOrAzErBT3GLsvBe4KIjRWS+oAAze7mFvbp8wAV+5mjnmG3jVSmCm6vzARCF4S0e8y6GJUTckMsS4wBMjcqX1QrUNwWMOrerlKCxEV1d1MrQZomo/qBis8viLyxzAxZT3HA5yDVwHCptqWf9RLrrN1iFrLXwQYMIWuLoxFnWXSkcuZsep911/i/uu8QMgktWY0s6uZ4RZgTwfMx/VLMd/1EWQFVwIadTXHDzKt+AMLlIrOqO4hcD27jVLu4DRKAO77gKB3t+odkXLywzDSWqtZPHUyhtUtP4jWuijqLWmiWvm4nbceMPiOWzMc6Jj5lcBt6hxD87lEzHIJLgavo4hFVjniVU1m4uSMHg6ZZ2sMrAoG98jCVRYVFFZdlLdTYbXiXOpt9RLg11LWLCa7mMCFm14ivhS3/iELjNAU4gbGNM33vERdA8ZZYRfiN1LogLt/EFzZlSNBzqKsE6YCcAiCF11LsTiL9J911/i/uu85E6dyuMqU4cM969uMQzY8JZVXhM75d/8ALiDDV7C1c8P/ANYCkiiNvOY6T1rCldsKlsGzmEEQvGqhgrN7YrcA8Je7uV5epQkrmmAVDweos9iw5x1UaG9HqMYrdwmRMiPPiHYX4lAxZ1AGtvMQagVBewZdAis0ajfrJg0IyuqOjURZrFibbJ5g5nSi+4sEq+ShRbbK9XH0Z4jmFOBrd1n9uo1vjAVrFNc5TTg8yuBoArHnHx46n9MFPhmKwO2BxDrK8WYllazWy1z8TFpSzx5l7dnEu4cphZE6lgT+kMBt7jQtE8REpo80REwZK4QrZi+ojltHdzx/i+66/wAX913jtqmF68vEOFfCU7hAGTqJsd90hdk3AolF3hMq2nxMKX+oqt8xWr18E2d94gaJp4gVLXVEsKaiv/I7n6ECIVHeCVN/1JaGb4It/wCCGRt6JbDL0gDdL4ERUUUmz9S8HsojRlfifSoq7hfEtlv+Q8n+QtiVZA9fpPsJVX0zon5LVf8Akwi/CKub+xHWv4J5v0mX/gn0BAtfoRX/AMke1+IrtfEV5nknmitp911/i/uu8LJ1Lach4I3UDItvUZA3Kho5sO4yaDiENWeyYVLzQMdd17JYYDzUsJFalHmOOCL5JUqVLsmqsoK02/J+zuYKJus937/WowNUWA6MGsN4r3/gLjrDO4lB8DURUDA4dJbeAq5iM+Q8G5a2lYW48ReZZ5gd+5YkYGMQ5jGlgYhiNlSmLm+D/FLUPMqWMwKjzGoocUgILT0lfD9NLHAbLN+o2BkdXCFoaUu4qzt7jt7lvEFIteCo3RhV5A+ohuRxqWimNYlpEI46g3ibT7rr/F/dd4Rql4gTSWSCxIqOXzGmL/E9yig2LAmMdxogtNhiF7Qd1fpCyRdckaYKTkvMKoBd0I82XXJPBGK/wk2hFB1CCt5GplBmEMpzAjobN8Rv69hkzWSGHeZuVwQQNBdeGZSGQcCYleYxSt7REJslwZXasIWKnf8AhTgIdGO6guUZfwRwAJa8RNVRu7qPI41DihgEoDg4lTTTfcJQcYzruI5V4UwUh45QZou/HUABMD0fmMmxebaXnRoJ/wB/MS/OkPWIiyoNOkdTRJvPuuv8X913jp11AUMHTzGEtD8BjiX9JzXfqKbafojnAVvsxPsWzcoNix5dRlmHkiLcwKWYYuKtRCdjq9RodGbNxhYxeon+N4Fwh0FrzEkpvTUOsDDgnFEGDMbCX5J5YCKYhc3lhIOebrNblOl3OLzMuvVhx3OJ48MwnLbXiW/VwHUfIJZcRCMzsbuA3Bap3NgPaK/eoyTTSdwDlEuauh8RdFVathgBKyrPD6nHby37hUJTpa4nPTaDYXAPCgydX/qCgxUq2RgqS1WQO752Gk1cWo1ojVxS3g/xfddf4v7rvN9dSwVyaO4IULHGZUCnhuJaFjWIprLXHEFtU0HPUtvYxiK2GnxKsedxVjJLdMYbjmdsN9l5j1wHFxflYlw0mbxE3Zg9wQrT5EdhsIig9NmTexqFuq1VAtNzQYhaE8jzUZ6VSNYcf+Ryy0g4mv5ht+4xs9oZIChe+oLDWTnbLXiFACUwDRFAErpbxyS4bHbxMXNvCYg8FdDt+4Nu7ZzfAdxUKC9N/WWiOG6I/wC8y4t6SJWdrv5jvS4Jo0iuPI+GO7il3G8H9QmFlMFAe40VDdcVuvMxsWRLTJxDY2uqDPMvCoKj7rr/ABf3Xeb/AFLooajNGXhJbTY9MZAoXwRPsbInZ0//ACEgIKaIhgVof9RuCgrJGVZJgs2cTJhiZJUl68SpoEtK0wXDp6br/C0QPKBYSglLqGrWDqO4g2qvHqZaEYPzdMDEK1XD8zSPDAW4/MdmvOgZ/ET77z5mk0gTVeSIw1BVKLqV6hlYZI4I7mgRqacxAC2HimDa4iNBc2Zl6rriLi1crzBTKFauMjMdSuyGBZl9SNa57m+DgqctXK3RmXh6lMNY1WeMf7jh3BbZXGYvnCkuq7eoqEwWFo1r3KtDfKbXuEUrqv8AD911/i/uu8JBQyq4rMQU5iIpRfZzLOkLuZ18M5+Y5mxg74CDSz8RUW3pniLbJGL7gXJPPUuk47R1U1c5JmDGeMHiYUIwiViEK0Km/ZfUuiVIqcQzkCkGGSsmLO2cEdK1bzMGPY1s4qKyqq3HcISbwVVmqXmoFCZ02phvA3XMSgVq6hxYiioVXJ8Q8hzKdRuoHI4lKowrZFgl4LuiGvJTFd2XM1obKzFydzdIjzaNmyA4cNdVHf3LmJcDl4Y8QdTbkf8AY7YC2cJxZFuXBor8qg0gF8jy5gbEBhXGYaXDZj/H911/i/uu8Fv1E0QaWNwbohuQzEYpa4U9zbq/mM4s4lKQPdR6+qXcULLc4A9kR0zG+VFTR+YJdRdOJWFE1mZoWO5j4IUG4pm2TFdzLY7kK96jCGlTUamqfFahrYO+Il7mn5j1PZ5gp+1nNRtqN9Qy8ZiButeGKsGIAKgMuJcEbbli23pgY0GRUrby4thh6HiNaW5g1B95uHHcqih5AitVP9pQxKrIbnCMmpVI4HRzEItpiYCqsB1KdyY/9mPXBKA2NnDqfddf4v7rvCsNYjVkZzU4B+I8KpXK5hKheyESvCQIsH8TNYXubqR4SYMbMbj5iNiY/wCQ6PTcqAq8R0TYQZZ/DAoiXVtR1MCyX92fKJx0BLBwvKcxim2tvEuG5Wjz5mIELF5hhHWNoFf3mvUBFRVsLa/+SmOJmxKTZ8fazFqmChoJY/uAXhu9yhNj9yg5AR6g6AteMO5XADrAC4lmY2IZhErLICCGBecRQZ+YUK3W4oZQ9ytU2xlqa17i+YYwG2hbLJUay4LvX6l2UGOeOdaZbrpdA0tGzcf7waZxrROC5dCHlyeoW0iirj35jeUQUlVDWNQRMDVhaUSKB5gDwVdp0UxWs3Puuv8AF/dd4qbgJwF/mcZwrdSg9YVAmzn+oy6odXpANbsZi9FX7gkbUd3FBsbFwLsPzDCr/MI2LfDHz+4gRzf8zOqg+Z9rl8aqoU2Bi7lsoKDNyHcCI/3mBHQXPGGkCPNBkU0rdwAEBQDwRO59ptYCUT5hFXpszKx+2/JFMBpmLve8w1auUXBeW3litYceZpX9otYv/wDUt1+42ph+ZTj9pekixHTAgNVGW8BVeq4i5sSb2u2Puo0aboo/UvaesK8RP/SZA77uaJN0zoHxHIinKPX9AfiLW0VbnXUCDzYXnFf1iWLn3XX+L+k7zwHxPAfEp0fEp0fE8B8SnRKdHxKdHxKdHxKdHxPAfE8B8TwHxPAfEp0fE8B8TwHxPAfEp0fE8B8TwHxKdE8B8TwHxKdHxKdHxKdHxPAfEp0fE8B8SnRPAfEp0fEp0fE8B8TwHxPAfE8B8TwHxPAfE8B8TwHxKdHxKdEp0fE8B8TwHxPAfE8B8TwHxPAfE8B8SnRPAfE8B8TwHxPtOv8A+b//2Q==)
A impressionante coleção de Webb de 19 galáxias espirais expostas. Crédito: Instituto de Ciências do Telescópio Espacial
Chegou um novo tesouro de imagens de Webb. Imagens no infravermelho próximo e médio mostram todas as facetas dessas galáxias espirais.
A humanidade passou séculos mapeando as características da Terra – e frequentemente repetimos o processo usando instrumentos mais avançados. Quando combinamos os dados, obtemos uma compreensão mais completa do nosso planeta.
Agora, olhe para fora, para o espaço. Os astrônomos observaram galáxias espirais próximas e de frente durante décadas. Os telescópios espaciais e terrestres contribuíram para um cache de dados em comprimentos de onda que vão do rádio à luz ultravioleta. Os astrônomos planejam há muito tempo usar o Telescópio Espacial James Webb da NASA para obter as imagens de infravermelho próximo e médio de maior resolução já obtidas dessas galáxias, e hoje elas estão disponíveis publicamente.
Todos podem explorar o mais novo conjunto de imagens requintadas de Webb, que mostram estrelas, gás e poeira em pequenas escalas além da nossa própria galáxia. Equipas de investigadores estão a estudar estas imagens para descobrir as origens destas estruturas complexas. A análise coletiva da comunidade de investigação irá, em última análise, informar as simulações dos teóricos e avançar a nossa compreensão da formação estelar e da evolução das galáxias espirais.
É tão fácil ficar absolutamente hipnotizado por essas galáxias espirais. Siga os seus braços claramente definidos, repletos de estrelas, até aos seus centros, onde podem existir antigos enxames estelares e – por vezes – buracos negros supermassivos ativos. Somente o Telescópio Espacial James Webb da NASA pode fornecer cenas altamente detalhadas de galáxias próximas em uma combinação de luz infravermelha próxima e média.
Estas imagens do Webb fazem parte de um projeto grande e de longa data, o programa Physics at High Angular Resolution in Near GalaxieS (PHANGS), que é apoiado por mais de 150 astrónomos em todo o mundo. Antes de Webb obter estas imagens, o PHANGS já estava repleto de dados do Telescópio Espacial Hubble da NASA, do Multi-Unit Spectroscopic Explorer do Very Large Telescope e do Atacama Large Millimeter/submillimeter Array, incluindo observações em luz ultravioleta, visível e rádio. As contribuições de Webb para o infravermelho próximo e médio forneceram várias novas peças do quebra-cabeça.
]"As novas imagens de Webb são extraordinárias", disse Janice Lee, cientista de projetos para iniciativas estratégicas no Space Telescope Science Institute em Baltimore. "São alucinantes mesmo para investigadores que estudaram estas mesmas galáxias durante décadas. Bolhas e filamentos são resolvidos até às escalas mais pequenas alguma vez observadas e contam uma história sobre o ciclo de formação estelar."
A excitação espalhou-se rapidamente por toda a equipe à medida que as imagens de Webb chegavam. "Sinto que nossa equipe vive em um estado constante de ser oprimida - de uma forma positiva - pela quantidade de detalhes nessas imagens", acrescentou Thomas Williams, pesquisador de pós-doutorado. na Universidade de Oxford, no Reino Unido.
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)
As visões de Webb e Hubble da Galáxia Espiral 1433.
Crédito: Space Telescope Science Institute
Siga os braços espirais
A NIRCam (Near-Infrared Camera) de Webb capturou milhões de estrelas nessas imagens, que brilham em tons de azul. Algumas estrelas estão espalhadas pelos braços espirais, mas outras estão agrupadas em aglomerados de estrelas.
Os dados MIRI (Instrumento de Infravermelho Médio) do telescópio destacam poeira brilhante, mostrando-nos onde ela existe ao redor e entre as estrelas. Também destaca estrelas que ainda não se formaram completamente – ainda estão envoltas no gás e na poeira que alimentam o seu crescimento, como sementes vermelhas brilhantes nas pontas dos picos poeirentos. “É aqui que podemos encontrar as estrelas mais novas e mais massivas das galáxias”, disse Erik Rosolowsky, professor de física na Universidade de Alberta, em Edmonton, Canadá.
Outra coisa que surpreendeu os astrônomos? As imagens de Webb mostram grandes conchas esféricas no gás e na poeira. “Estes buracos podem ter sido criados por uma ou mais estrelas que explodiram, abrindo buracos gigantes no material interestelar”, explicou Adam Leroy, professor de astronomia na Universidade Estadual de Ohio, em Columbus.
Agora, trace os braços espirais para encontrar extensas regiões de gás que aparecem em vermelho e laranja. “Essas estruturas tendem a seguir o mesmo padrão em certas partes das galáxias”, acrescentou Rosolowsky. "Pensamos nelas como ondas, e o seu espaçamento diz-nos muito sobre como uma galáxia distribui o seu gás e poeira." O estudo destas estruturas fornecerá informações importantes sobre como as galáxias constroem, mantêm e interrompem a formação de estrelas.
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)
As opiniões de Webb e Hubble sobre a Galáxia Espiral NGC 1385.
Crédito: Space Telescope Science Institute
Mergulhe no interior
As evidências mostram que as galáxias crescem de dentro para fora – a formação de estrelas começa nos núcleos das galáxias e espalha-se ao longo dos seus braços, espiralando para longe do centro. Quanto mais longe uma estrela estiver do núcleo da galáxia, maior será a probabilidade de ela ser mais jovem. Em contraste, as áreas próximas dos núcleos que parecem iluminadas por um holofote azul são populações de estrelas mais antigas.
E quanto aos núcleos de galáxias que estão inundados de picos de difração rosa e vermelhos? “Este é um sinal claro de que pode existir um buraco negro supermassivo ativo”, disse Eva Schinnerer, cientista do Instituto Max Planck de Astronomia em Heidelberg, Alemanha. "Ou os aglomerados de estrelas em direção ao centro são tão brilhantes que saturaram aquela área da imagem."
Pesquisa em abundância
Existem muitos caminhos de investigação que os cientistas podem começar a seguir com os dados combinados do PHANGS, mas o número sem precedentes de estrelas resolvidas por Webb é um ótimo ponto de partida. “As estrelas podem viver bilhões ou trilhões de anos”, disse Leroy. "Ao catalogar com precisão todos os tipos de estrelas, podemos construir uma visão holística e mais confiável dos seus ciclos de vida."
Além de divulgar imediatamente estas imagens, a equipa PHANGS também divulgou o maior catálogo até à data de cerca de 100.000 enxames estelares. “A quantidade de análise que pode ser feita com essas imagens é muito maior do que qualquer coisa que nossa equipe poderia realizar”, enfatizou Rosolowsky. "Estamos entusiasmados em apoiar a comunidade para que todos os pesquisadores possam contribuir."