index
stringlengths 7
10
| question
stringclasses 1
value | answer
int64 0
9
| image
stringlengths 10.4k
26k
|
|---|---|---|---|
image_0
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDxxwwUu7e4kp0vlmNXIIbjhf4hUQ2gZdXXbg47ZqTB8tCUJbdyTxx7U9i9NA6ylU7nj/aPvUhVvKBOcjuO1RNtV1VUJX+8epqcRnHySYAbGxecUuxE20hS58xVc5Xb98dRUTOCiK6kKoIXNPKqs6/MBuGFIPNRKgDt5rFsctjNJLqNWtqNCbflmVgWP449qkRxI6jaMcsoHJqMyHy8n7zNuyP5U7O4ZDAFuvtTeu4WTemxahvXgUSL87MeUqOR2kdw67A/zAAciodshZWeUhAnGB0pw37PMh/EsaVrajbk/cuI+yRlbcC54DdBShWQtuYbx8qkHrTUCOm+UFR97ju1IygyMo+ZiNwHY0+omiXcjkjcxOecd6ibKoWZ+HJGBUkfBZioXccE44qAqEY+Ujbu+/nb7015ER1JYpMQB2UbWwPf6U0OAxRc4IO0NTuUKnAZM5AA5NNaQsQSuBuI6cE0updtWhu51ULHlkZsEntVll/cr8oLdGzz+NRHKKGU8H7xHSpwXX5SmAfuhW6ii1ws+jI4zlySygjunFNfc7ZVcZOPf8alEBjClP8AVrnlxyaaEDIz7tkjDoR1pO19CWktGCwyBZX3FgPw21GjM7gFF3FfmbP881PDdFbblNzA42kYOfeo225RicMM8evtRdrRl2iuo+2jKu+fusOnWr0ccZDEAjbxxUdtC6RvJCwDjkFl7elRyS7t20jd12+/+FJrmLUNmRThELIUZkPUd/xqGMgKXP3Txu9T6VokxGHaNzHGeP5VnSPsIxhdhziiEr9Bzgo2sxoDCRPlCNyRjqKSNcMwH3m/jPIJqc7mYOvKkcN2zUTSIjbVJBVeMDIaqSuZ9hQFTASIbMbSW5IqV4/9HRgo2qcbT9aijDeSN6YHPzr3pN5nQMp2p6UW6iuK2TN++Ksud2V7VGRlgMkkn5ADx+PvUkkQK56beM/1oXeA+wEjo2f6U9OgnfRiKwnl3GTKjoT2+tRSOI9wD5QdAPWrW0LnCbt4/Goo5CqnDH5R82VyPwpLuPW1xgkJO5U+ckMV68Y61NFJgyEAL3JJqMK7Z3ZKdvVaN7YCtEBu6epx3p37BKzHvKS+4hdu4DOOcUwLlm8tvnDYyejVKjqZcuoXIyoU5/Okb5QpCqBu4Z+3vUk31I1yGCAgDuetMVyJGTbhTwtPUkyB92QchWH+FTW8EckTKeNvf1qm11Lhd6XIGVJSAzMBjAI/iqX78YV3AjHQN/OpHZWZFVsxpwWYcfQVDL5UrlYkwR27Gp3FypPzQm1mTaSCB05/p6VKVWS3Axl0OQeOf/rVGQeeQOMZXr9DThukU7HztXJUigHd7EZYsOUARTu3ep9qejSsp4287sqe3pUUeWbaVB3nI7Z9hUrcqUJXeOBjpVPTQSVthisFiCI+5nY9fvAVKnAUZDBeNvqaRIlEZYMoCrjcBncaij3qxDBU29AG/Wp3KvpqSuqzBI0B8tT86g9fap/srMiDYDsOFTnp7Uts6KAew5HXBNddoYtJoszhA2Kxq1vZRukb4en9YlyyZxspcMgkU7eVZR1ppIOFU5B+8T0FbutwQLMfIk4PrWOVSOMbAN45IFVTmpxTIq01CVrlRVIdGAGe7dae22Ri2d5U9+1Kfk4Vvvnlv7p9Kakm0DJfluZD0YfStfMz0+yXILv/AEcxbipHOCarTlldvnG3qh9aYgPms7FQTxsH9KduAKq6nd1x3FHKk7oGtBG80xjBAYgHAFKqmRMlDlu56A1LlclmfPy4/GrunQLOAASAp6nufrWc58sWzajQdZ8iRm7X43lcJ0A6r9Kjm8xo1ZFOPcZJ+laV7AsM7Eng4OBztqnJtDb3kUSMv3t3GOwpwqXsya9N05OLIiwkjHl/IBzuPZvakCqIthbanylW9/WnxZLNvVMN60sgIjx/Du4Hp71ZnySbGy8uyrjoA2ev4VGFZOcMQDsVM09NwbEhBRujDsfSlZnMYMhyqnqOn1o12E12FQ7y+FLOTxnjNLNFv5UBdw+bAq5dW6iPzEJLL94A81XWVPLwUfDcj1pQl1Rcqai7XIQ6hnZgSGGBn0o2QxhV3MQc7fm5pZNjSICzJlTy3U0m8NcBcAyBRgY607aXM5Xt6iKm1tqAbT3zk4/pTcqrshwQBlR6UPslIILDIO4DqPY04rkfukbgbck9Pwo82C5XrcYZEMYUtsYc/N3p5OHGQSx6AdKEDbNkgWQocKOpFPZkZQOS/UAcYp7BzcuqECjygqhyQ3IQ4pgIeXITbIO/r7VZQ7GVc8nrjjJ7CoFJN4F6bRxj19Knm3BabjVc7ChUBupPfPpTtqQAjO2Rhwf6U19hjDL1blsHv70BP3cfOc8/J2qidLaiozSSYKnYBuXHGKfKUMYKBNm7PXkGmeapkUSAlM9VPf3pERWm2t8oHzZI4xU9dSovW5NGdtuwO3d3UDOKiXG7coDbf4u1BfZvkwFIboe/vSCUNCzyA7sgIh4H1ppMJehIhbcBIAufmyOi1ahuniykUmGQ9PUVS+55SDjk8CngMWdUI3LkmiSuO7RPPc7iSzf6316ZqttY5EY3MDklqFcyKuSNzDJ9BTcNKnKgHjBU80JWE9fUe8ZVQnmBsNkBvX1oPzqXAVtpxk/xH/CkKMrvs2OByB3NDKjsokcmNeWX1pdCpWYuQyghS+Wx1pxY+YMKVbZj5Dmmlbfa+wsATyo6in2w86b+IMvTH86LpIcbv4dw+WKJdoJ4P41LBfmMbUyxY5+lSww/v3RsM3rUTAR3DKhwvqeC1S7S31NY1JLrqJdTvMRJJnPcDP8AKqhjQjJAOTkkn7tWZ23rtj4YfNjd1FU23GQFicE7inqaqmrIiSUpbky8TLuAMar8i96SM+bEXcgjf8zd6kSRJZPMHy7l4XHPFI/762H3RH198+9PYz6oRY9w2qMjd0z933pvlNH8uA24nmpIpVCEDjccc9vaoSFjjkUNjnCkmjUC4bw7WVlCdgDyT6VCqqpZDu8wHc/pTEQSRhmJYsM9eQaRvMbKndvY5J3dvSly9CbXHMgbDFAy9eP4aaMbyGYsVPBI601FLZUuRxkKP60OV8lVdtr/AHlIHFPXYbVtBTCYkXd/G3TP3qRkOCPu98Z4zmnuznA4J7jbmkEQV5HwW4+UZ+7RzMV+5MYwuGAwP4yOrGltYXdsKuUHY/41HHM+APkG0df71SxSyKQd4Klvp/kVLvZounZO0h09m0bf6kFlG7rVRWdyzqxXJwT3NaE93vkCHKlRknsKphXdTsJXufceopU20ryRdXlc/c2IckDjLknGD6e9KXZkbYMP/F2FSeZGCvLjcMVGZt2AUGAdpJ5Jq1rrYzt0SBZC0eHTGT+vvSptWbbkbgc8+lIDmNtpYL0x60fJFIWcBGABBAz19KpbaE31sXWfK5UDgHPGc/WowscsJJJwT1xyabBFtwz8tkk9s0xmAkIBUoT+VRpeyKgktExWO2RcA/LwuVyRSrBKxGxcEjl88U8RsR3z2C/dq/pnlOyo74QDvROVotocI30RnNBNjLKDn7pA6fWomw0jhMjbwoHGfeuhv7i1i/dQ/e7Vhs4COTtKsOc8Y9xUQnzK9iqkeVkWSHG/5FZc5U/pQB8hD/L6cdaYZN6KEcjjPp0pSfMBUhiuBkehrS3YhS6MUIxb5S2VPzEcDNLC7xzEI3705yOoP40rsm6IqW2lfmVW6mnPtRjhsYU845FD10aBPlVyQ3DRy4T77rnJboPYUS7FcMxLuw2gHkZ+tMTaVEjsc8Bcjj8qjfcj5B2gnk/e/ChK+g+bqmLGiKwJ+ZOjc06RI4gXPHI59vao1Dh2wMKMbdwqdgr7m3Lhl4Uj7vvSe4KUeWz3IhIOPlfd0GwcAUjlASZN2T2FOT9yOcmLO0Njv71HIDKWXlivfpT0Y9F1HFoxHwcbjkKOgqeNUkJVslu7EZFQBVDH5CrKOM9qQzGNQS2wDpuOfm9adrrQlLX3iVwBH/q/mA2kjkZqNlYyLtfKqPmJ9fSpShiVyecHPy0zajodpBbb8wPyhTU36i0sDxszqY84ZdxbdSSxSKqqjsy/xYH8qYzAJ0IKn8z9KbIFWLOSAW5w3NPW4STuPMhkccYIXB9OKkRxuV0cjHBJ/lTHCmEkMGYdhzk0pBG3EYbzOSD2psVuwiusTK0jchtibR1FADtJ5b8Zzn/ZpQAI1YMC38IqNQJPNLlkzg59faluOMuw5STLsLb1ztIqd5QIVBYA9Nw7VAC0sYbaqEMflPH51KItsPERYsCqjPSh8vUqNkQ/Mru5GFb5ST/e9RSqpkMkYYRyKMtinqGKqWIOVw3PFFpExTMTq7jnn0o1sE5aXfUCOG24z/EMYyfWlRgigf8ALRhjB4/KnvH5i7kIPZ09u9NbDZiIbaQRlv6UWvuSwZCVYhTv7MvUUwpiJgp3OPm3Y6inAO0PD4jVSMf3qVRmL53+d+q9OPamtA9A3syeWQRuX+E4A/GpkUx7c91xx/FUJViVVPlj25C/404BoWDlTuGQB/8AWo3WgvKIN85MZVTjO7PXFMlBiAVcHC42460khdtysCjZySvWk2uhiO5HxncPQUrFJMJH2N5bHaSOnb/69G0MVZlKxNnJ70M8bnaOWX7pA7UB0J7hxxgngH/69CFJt7oSRDtRVAck5UjjBp4IcL86+YOHyf8AGkkBcLtbYcche1RlfObcSrKvOAORU69R9CUlFUKgDMxJ55xUS7nlJeIYHyoB0p6xsgxkNnkt60ituIwSGz0H9KpCTvqwYspDlHyONo54pWc+UFGMScbhxgU+SZ1bIOF+6BnBNRYRHC/ePVecEf40FepIG2S/vH/dZ2qPU9s01II1YE/Jh/mGe3qKTDAlUjBLcgFsiggSTI2e2Nucila3Ul67MU5EzNlmjY4x/e+lDAKTG+Rv6YHT2pGnwwUgu55yO1LFvMOCm4AdG4Jp7K4+RrV7g7iRQ24An5VA9KSVQ7bSNu0fKB/M0pkW4faQQF7Yo3PH5skS7QFGCepovYTaSshpRZQib9z479qUOhchzs7H3omdFZX2g4wT70mxXALAD5sgU99RN20YkgEYVEUgH5fYj1qVwijcVcrjbx3/APrUmCy7ZTlc44HSowG3DCcrxkHNLctXsrj2VXmQuoyw4Aoj2BH384OfYH605FZX2ggqo5J/lSyKcgYGOqgd6F2Il2GY81S7qWbOXxUiF1kYj+IYHy8AfSnB5WbPmbQOB8vWjzPkQkgkHgDjHvTY+X7ILHhkV+SepHpRIOHRQFTGF29qk3SAIHjJbv2zQYg8ZSUqJcHvxmhX6ifdsb5LeWEiXbxgsOpFE6lclsdAQoo2so8tWOQML71OeI40BPbGf4fWq2epnF9Cv5IZsOcbh+7zwPpRIjxSp2GMNj+GpxbNLAc7gAcHceV+lI0Tu5LSENwAQtF7s1t1IIiUCtIgbkge9ThfNj3vHu+brVpLeSQnzUGFPBAqZ7PcULOemFFUiPIzTDzuJG77oPqfenJarIh42jvnjNX1tCHPyZ4x9KVtyKY9gAx370ttA0tqZAtWj2orbmJzuH8qhkCsDhCJAfm4zir84Cr+8fblhtzzzUMg2tt+fdIMZFK2tzS/fUhlVAwdxj6HnHpSAIjFVbLdXPYe1OCiST5kxj5VBPLUzEaSHaoHynI6iosD62Ii0gIC7F3dfTFWCApxv2oO/pTD9zc22QNyef0q7aRxsHDHouRx0pTlZGlOlzy5blLcrHDKCy8q+evtTY9znaCofGVDjkexqeRECsFiDchm9cVHuaWcg7RvGA/tRfTREyjZ2YpG35ztLgYOO+e9QvEYXIjkVBjBXHFSvFiJl3sWU4z6UojTbnJZgOSR0H9aa0JXdbEJYs21GIA5YgcrQFA2b2bJHy7j1qbapVpF27Og20hieVOWZpPp2p3JWt+wiL83lbN7HocYBpD8jvyzDrk9qbvAlTaSQvTNOSfeuWkwG9R0pWe4kmtAQRSbCx+Z2yoNJIyxb/MU788BSPmp7kvFvXaCg/76FRswib5sbMjJB70kOzbHH7vIy2M4B6U1drqDxjOQGFOCqT8h2bhkHPWiMopVpMtnIXK8ij0G3yg0KMFPzDucDHNSKrOxHO3bzz97H8qTzAwMZJL52jPH40IqrlS7DYemCc/WnuJg6ZmVzuyo3cGhC2NgcCTOSdudy+lSKDKg+fG7LKR60kThCVO046kLksfajUer1uTCGUBufzq7a2vmKo4OPaqlsAZW3NlzzjngetdLp0e8Fk5KitIqxM7rUzZbTy3OSQoXjtVeONpNpYYHbNbN1CX6kZ/2uv4VQ8pskMxHvQ9yY3sBiQokfB9h2q3b6Q7nauOeeam02zaYpuIyeeldtZaXFHaqQvNa06Qqk+5yQ0vyF+Yk5HbvVWfajrHtG7rmu0l0iWYtxha57UtKaJjluF61o42M1K5gPJsVmTr6iqzSl3G4bjjmpblCmN+Rzziqc7gxkk7uc4PGfeud3TNrRUdiNxExAUBhyeeRUBfzFZdu0RsTn0oyVBXZ8rHP41H5mJNxI5JXGP6VlYppoc4yC+fvfKxHpVYkoyehPzg+vrVgHarKvJJ3EntUW7fIUw+8HbuHpVdNB2BRuZtzKc8Bff1ojEuH+dSOT759KbLC5HzPkE/J/hSoqbd28AR9R3NSUk9xVbzDEwUBj98f0pEYbmUdM9R2pqHDMWUb1PG084qP53kJRQDjbSsTbQvJII0AVck9e9NgCmfJbZkfIT0/Kqu10YBZf3rnkD0p7SrKpXa33v4ugoS10LlP2lhXjKs3kqdzHt3FCTAMgOeefl9u9KcmQHfvIHykVChd1xGrRqT8x7Cm9VqR9q41QYiV/duG457UsiKqJJGwYk7dzU87ZEZLeNvmX5gf6Ujqw2/LtQABsgH9KrqFgjjY53fKicqM/wCc0Bcx7sAd+B1FNnlbzlU/JGOQT0HvUqgmVWdi3oBwHqXoJ6K6Ik3FfuuiZ7rkn2qSJf3DuGHzHAH92pHZgSxbGOuP4ahVZEPLYJ53jofrTvdCvuSkIZQzPsxzkcnNQxuiyExhjzyTz+NJujDH58zckjs1SM8Sw5Vm3N6UIpvTQlWLzCSvDk5OOhqSMCMsThm7HPA/CoUl8zEatsCfeyOTU4aPDxgbjj5fXFHSwdyW0ZxMARGV6e+K6rSWX0xk8A9q5KGYPGrZBCkjNbumTn7QpJx6itES3fU27y2RmUkE96zlt8ud5x7+9dRDEtxbjHORTG0zaxbYSPSpjJXsNfDqP0HSWm2sRXbR2IijAIzVXw7CgULtx6CuxgskkT5hUYjEOluOFJSOWkdAu0JWNqFkLiMgCu1vtKRRlBWBdWbRFgeQamniFNXQTo8rPNNU0za5Izgdh2rnJLXa21YwGVc5NekaraghsdO9cde221nUHGRjmtb3Wpnu0cuSyruYbVUEtjnPtUUcowxfgHpxVm8hZPlbaR7HAqooKZIIZsd+3t7VLSaZejTAx8o2XG7lEA5/Go8AT7fmXAywH8VGZDGSfv5ydp6Cm7fLYMZCSeVz1X1zS11HytdRweb7Thio3fNt9BTHiVcrkhc5Lf4U9XSSN2VSW5+c1GgYRhAgKqcnfQtAS1uhyIhx3XruPXFLG27cWfb82No7UgVRGJFU+mQeDTdqgRSvkH+MYxhaej0BPVtCukIycNu3BSQf1ofdHIVOx+gUg/zq59lRrMlG+7ypHIAqk9vvVnchEX5m+lTGSY30QZw6Pt65+XPf6USs6pgsSncY70pcsB3yuVPcUrpsIO7J28c9KfqOyukxCyP8jOF+bop5pQ2HckEFh129V9KREUblYBi7bST1J9qPMLZCq3oueMetC12IW9+o+RyVD+XlTwABzio2OY1IxsAyfapGkZMYOCe1MUGSMgEg9TjjHvikGzGnJiRM4HXcaWN9s4QYwPvO3ehXdCS5LMTxgdKUqCQhYIWHIp3KsRyZd3dTuCHr/QU9gAQCwwT0HVT70qykxhEXbIDj7uM+9SywKU3AhHPRutF7NJk26EblUDZ8x8HJI/iqWJSz/LEPlbIHfHtUI3GMRTOWJHUDmhDL5oYHBU7cucZGKoer3LoKGUoPlwMrjpVm1neB1Yeo4/maoQFSspjw2T/kVa3h4g5+Z/btTvZmd+XQ7TRtW8sqHf5icHNdvYyW9wQeK8fhnZCrAEnvW5p+ty2rKctg/kKqVNT9Qu0eyWFukThkOB1roYbhYxya8lsPFm0KS3B962l8WKVGXxWVTDymrMpVVF6He3V5G6bRWFeSJ5bZrAk8SoRw/wCdZV/4hDhlVvqayp4X2Y513JaFi/uEbcvWuT1MRnDMOD2FJdamTICrZPcGqM07SqW3ZP8AStbWEk3qYV6pjL4Qsnp3NZ0kW1fNV1BArWuSo35foOCRWXLAhY9CuMgD19abkhq+5WV8jZk4PGamwPLdnUpnAJHRqhaMoiqrkhm5J607zGRVLN8oyMUbaorzHvgM7KdiAbV561C0fWYNh1OMHpigeYygbtwVsqTzt9jT5PK8xOTv9V6UarQl3YhO1wYhwV+UGlO1rcujsCPvZNKAiP8AMCW9R020wBdpZVPlg42nrmkht31Qxp1jWMI5Vhx7NTmkZpJEwDG2Cu3nB9aikQNIi78nG77v9anePAjCALuPCAYNU7DtsNG4Iz+WAM59DSEZJdF5PUtU8qlXB3Zdux9PSofnMgBccDGSOtRe+o72eg5FUTDBUv13Ht9KQn96Qp56gEUwbVUfMVOeCx6/WnyElMkhlLZb3p9dCNmJmbyi+BuZse9IJHKjahds8tjoKYjEBkLOx+8OOn1oj5bbg7c4wT196dujHK70ARjYSrkKRknn8qkbh8ll+4MkddtNZJAwVnX5egHH1pVEyttLAk9sDkUnqx21SYCTyxHITvVvueo+tLnd86kjB4B7H3p6RK7DI2v6Zz+NJLEVkDJgepbv9KE9SV2FC7tz8YyQVHr60hDqRuIYAfdPeoUUpIFX54z03cYqRjyzLk4+UZ4207a2DVoe2C+HGQPmAXjI9KeSESJyCjf3Q3Uds+9RAMEClsFjyeuT7U8OxQFnLAD5lHGKNRtFqK4Yhyy4Y8AelWkmbYABltvQVnBXgCljkEHaf8aSK4HnBWO3avB9PpVc3YjlXKa8N2TzhlCjoatLqE25ULZPU/7IrDiy3zAj8eanE2RsHDYOD/jVc7Hy9WbhvX2KxfcvYA1A93KwYlsE9MVmC5Hmrtzux89ONyv8HBJ6Dpmpu2Jw00LUk8uwO+S+dvXGaVLhipjDkuG+YkfpVV51corvhRn7vc+tRmc7MqSGPp3FLcrl2SJ7mdpF3OgyvH+7WdI37sqBg7t34VYDfw9u5zxTHgyu7d+7VshfUUrxQJ6WKwVWZgW3MBjJ5/CmBEZihO915CnoKa+4yMVG4BsfUehqRJArbnH0J7f7NLVFX67DyzrlFwoc9+SKaUZvujecfNt6UxmR7jKoQV+7z+YNOhYKJI2YAl/lw1CRN3G4wsOMsVRTnk/ypNzlSOVVeSSeaUK2SZIgx27vvdPeoX3H7oZlYch+uaNx2uSK4RdjHhj8uPWpFLr86uBlvlJ7YqEo5iGcIBnYD1JqRgBiR02nAG7pzSY+w45mIVssrd2/mKZksqOifK3y5Pem/OSy4yW6HsB/SnvkokXmRlB2z1FVsQ7MjecIfnG8DBYgcVIWDzFSp5G70x6c1HtMTou3duPKjpT3URlgz7fXPO2kab7AEUADdgL1GP61FIWd02BVLHBGP1qciMugkTOTy69CKaJF3MqAZ9xjijzIaV9ByI7HIUEHqxpZIyA+45SMcSdwfSmBlfKqxK/e+XjNK5SOMsvzhueTgCjqVaSVxoUtJvBy/TA9PrTi4YHYDgDn/CmK0iqDwG9F6Yp5XClUbK4yPequLdcrDzY5cCHI/vEDpUYBYMGGF7lurGpUU3DoUAA9T3HvUscUayR7SDjIUNzkVLaQ4RIxG6vGAu89cAZHFIjCKTedzCQ9OnFSMnksyLgZ6AHIU1WKsY2Z1GG4du5/woTuxPR+hO0nmEhvkRfuE8k00cv944GBzQeMqPmkGMHPX6U5dzsPKfnHKnjjvTCOiHGYIwGF+98hFP3sW3vheMfL1aoH4ZwgG8dPXFKvy7j85BxknoPak4itroPTKYlVtxzgn/GhlQEbVUZO7rjn2qEqgiYSEmMHKAcGpoFZid8JMmOFP8P0p3e5aXYcNseSP4jliR3pizhRgdQcYNXJbJ4I45W3bu5zVLZGV3OuGXoB3+vtUQnFlVKc6btLQTIlJwpSIEEqD0pWZgHUEjjcqlsnH9KZ8rSbXT5z8wIHWkYqisxyT6Ka0bM/8IuElYKmUduCOgxSyuJGKsQw/iI9BS53SBhyCvQetIwTzlYEKg7ryPxqBbkbKwkVCSqdvf2p0flsvzHC4J46/hTtwEe0gFwcZB4X3okCJGiZHfjPSjmK0bGc7wFffIOAMcEVJkSx4+8CMlv8KYVTb5gYtt6lOuaFQMyY+8q4G08U9wWpCyhYsOW4bqecGp5JGEZ3gZPfOd1NaUNK2QFIHXHJprHJRVwVZv8AOab1I0diUAyJsxwDhvcUrQbEfhSO3v7U+2by2d5XALjGwfzq05guLVVRMbfXvSvbQ0cY79jOYL5SBWOd2GGe9SDBk25Ib3Heo/KZ0/fc5AII65pZJpNqo3B7Fed3t7UWvsDtbQbnkqAW56mmKqZCrGfmz96n3I8t1CjAJxjrx70/PlFkz8h6Anp+NHS6E20RxuBEGGMrwuO//wBalRDH/AMt364NPUDc7AbQxAUDpRGxLFB8r/dwf502yXvqNAJIRR827t3NNwwZQwUKQSfm6fhTmIW4JlRhjkkHkcUpUby7dBzkiiLsF/tDsPFgbztIzxUiozICWHy+2MU2O43hzHtLE4G/+lXEMTW/z8yYyFX1pO/UrmuUGPyusSMIy3zseoqI/wDHwkTAkY6+lTMy7tgTk8bD/So27AE7v7vZqa3FvuLGkplOMLj7pPTFWYLCRlDxqdx5yOmagVwBIADtGMqTwa3NPv44rHYsYLe/eqs7FRacrlR9Pk8pXVMIfmb6+1UnLGRo5G/eY3AH0q6+ou8bxx/d7D+7VNlDSsysS+MkgcfSo1V0wunZRIvMkEWTGNjHgd8/Sp45JFlZi3G3rnO2q2QziRmyVGMnsaA2TsOVLYAHvSsTF+RfnvJZolR3Kuo79/pVJ/MEO/j5v4h1ApQj72Uyb345xUgBkhdAcgHjdxRGKjsXKrKprIrgu3zmN5FPv0qaIoTkqu4Co18wvjODj1x+lDSPGojcocHLcZ3VT7E92iby2D7iQBtxn0NReWY42yRubjHY+9PkGF+YEFhk5PFRxgN2HGAUPeknpcS30Ey0ZAVeTxwOtKoG35Tvdu56j2oJdty44Zjs9qjb5oVRQA7ZyffvRuHK+pZWUpnkA52jaM5FQhdkkmxSq9S4/oKN2FCsyBVXAz1BpuHGwhuD6cZoSHsxZyzeWwBJTHB7fU1I7ATFQVLMM/h7VXziRiEcDgYbkfjTy7hvlILfd47j3p2BroKd0ceAM7/4QeAavWzYdM/cxk4qmjyI20xAxnhmA7+1KjOCyEkKBjeq8ClYU7ESvvWP5CFXnJ6N7VKIsys6lo0PRCOPwpoAlZdvzP6j+dKYlYM2Sefl7AGhjXKxhkkKCTgYbHPf60oXedvl4Unlj61I6I0AkZWUgjnqGPqaYZFd89d3Sn6CburoTdtXygytxgYHGajeFpFJRlHY88mpX+VTGDjccH1P+fSgRll2jiPPXHQ0J21BuzuR7jtCOchOg7ijzCFcJ1zn5uw9xU67Qg2qGGdxbvTAuC0gBVT37n60J90JrUbGXaUbycbdwIHBqVA+4NIhUk4QA9vrUYaQuwLDYRwcdFpY03FX3EZ425plem5KBukYOB8p4HXb9KjQjzyUYkJ/E5pGIIIyzYOQT2FKQ7BchW+XG1P881PkGwkZ2ud0fyjqae0xz+7QnnIC1EzmMIjH5jw2Dmph8wlXP3funOTTe+ouuo3y2WMOMs7nqPT3pjhvLRFyFbO4defrU7b2EpwcBPTr71DlUlQEk4+8c9PwoUu4WEMQ3F4496/qafMEDIQwHqvce1Ii464XBO1welIm1wcg7l4VqWzDZ37CgLOflkdcdsUolYyAMAhUdT0x7+9MfdJtLHIxjngrSgfLs2dsBscHFLYNLjhmVidxAXkZ601Pl3FUwMZJNAlXHLNuX5TjODSruVSQ7knqMdqrpoNuy5RPOXygz4LD601EEzO67AFXHz9qDvR5PkZgQMDrxTkLSSY+VeM53fzNC6jS00GguiBvM3Mq/iKcyLtMjOOB360RJt3oqhjnIIPU0ishdWJPQ5JH6UMnroMKbTGxbe2M8elCCQuyBF4weKVSHmKMNo45Bp4VZC7ouHzwhbgkd6OupSVthy4w7o2DnIA6A1GrlGVUUqG++R3p5ARQQRnrtP8AKgHdGHkcGXqB6UtULQWQ5CIjYx1BGMCnbvuKxIIPpUUke51LR5J75wR/jQB5bYXkL83+TTtoVeOlhzBWBSQjp91eq0L/AKlQGJRSNwzz/wDXpA6svPGG5pwREBO5cdsHlTS2JsrWvYUyI6t87cc429TTPLMiNvOGI3Kw4IprHaozyy9RRIXZEk2naecY6e1P0JSJXI2Bi8ZYL/DySRTS/l/M4fccY44BpkqDJELZBAyufvGpFjaQo5+Xj73X6ipew+ZIZI7yxFduArYO3rUsX+vPl5JCZbPIqNX3gMyfxfKTzn2pfLJuFEXG5fmUcDNO3Qlt3GvJvXaoIbqrilUByBg7vQ9jU204yxBLcAdDn1q8ukSzlm5G0Y3j09BSukNeRlysCNjEqOVwe9NMiKnlhmCMOoznNWrmEx3DYWQsDgnHNV2WUxiQKilWwO/+TVX0KnuJ5ZWFpRgAHbkHGaWXcJFEThiBk5HTP86VFV+o+XH4k0kquQ5HZRhjx+FK/vK4KSbHsMKd+7tyOxqOMKMu5O49SD0pWG62ILFlLfQKKXhCodAWPCuOc0gvp5hiNWMjALHjByeop2/zI2bdt2nAA4ytRSbYWw8QO3+EUMSxdyPup26LRa4RWlxqSA5YqUU/KRnr9adsc4KENt9eh9qdbtlMvsUnqB1OKdHKElfyy2R2XpVPsHoNIdCUPy7u4bNPbIKKrt+7659D0ppVSxYRt1zkHOTTj5bDiQJEeNo6k0vMbvffUieRlQbTncMZ7CpWIKfKoZMZAHem4ZXVhhiFyUp6szMQVK/L8qjq1JkPyIcYj3rGy5IALVMF+VH2gYypXHNIzHI342n5MbuFqN12Ssd+XGMelNFK2zBlWPk8AnP3enpxTiMs0mQNvXcP1pG3SKQFQ7eNx6GkUlE2uAVyF453UIPtCFEwAZC6MMqSM0r7tyERkbT8zZxn8KM7FeNiUEfQelKzKyjcm4ZG0N1PvTGnf1F+Yq26QEDqxHIpeVjZl3MmeAO9IjqqSO28H028mneaqAfu8Ac5bgilbQl7EUaN/GCMnGRSopVsmMtsOFbP3vrQpZVUc/Kc7fWlZUIMRJwerZ4obvuVfuNU/vA7noTsTrinRBnky/yknIH96nyKjzKq/KNvyioZIyXAZMZGVzxRe5LsTmZFyT99m64/pT2ulbGBn2A+971WhL5K/KB0XH9PejEhuOm3sxJz+VJRjcHqrsmAMbAswZScHHQH2pFUAMj5BflQDUYGJVY4XaeR/WkaECYscCQn5WPNNLuTfoaGnqJZnBOOAvIPOO1dW99aW1liPAI7VxSzMGJ3YZB8y54z7U8zbzlm3ErjcTwazqU+a1zWE+T4bE16xm3O2MbtxOcY9qqph0RiOv8AEef0pkm8nk8t97A5NPAVZQd20Yxj0NaLREPXUZFxKzjG7oDRJJtBZGyQeV6g0h2GTqCu3H0+tKbfed3mY42gUOy1EtxdxCkFl+XrxwRSHc0qb1DhuwPQihChZd672zxj19KUJlmKN1YfIeo+lPZjjorjYlkSTMgCNzjJzmnSKr7RgbWPamurjeR83zY56ikJGcFvnA+cY/lR5hy3Fk2R7C2PMPBK88VI8TKEY5C4yDt5pg2/d+8OGRh3HrT1c/LKzdOAD1PvS1KjHR2J5LXdH5xztU4x61EsMcZ++GYckdQKnkunaF1zu8s81VZDAoZMDd8xZu4qY3tqErXXKTTrj96zDkY9CfSod+35iNpYZ3entTWZjIpO8h+eTxSpCZR8rYf1I4prRaiTSeo47MYBYAHIZj97ikK7ySSAHTG0GnPGryBnfA7gdKiRHlQ4QEkYO3stGg0rO4KixjaNwAHX1NO5KhlBHHrSJiKfEjFm/u9dtN37C0wOC54wMmq3IvbTuEjeYwxvVSctzkU4Mz4kDkxn5VyOtNjTaGDuHQHPTg/hTtzKVDE43Y3A+tJ2BaqyBFYo7v8AOJG6dhQQGk2Ifm28Z4+vNDOVlCjg5wVH8PvRJHIFcqu7b3PVTRbUrUTlV+ZVEnrjtQCqZDKoUj5eehpqYd8sNsmfl56j3pyhUCoT8yNkE9QP60CWuo6UcRsnJB5x196XzGVhuiDIh4z3psai4ZpQec9Qc4B60SbhclVyQgwoP8QoCS8whG5SeqHJ2elIdpUSbDsBwv1p7SNEwbAKqu0ODng96aOI97EgKTkHuPUUXC3UjYYYBn3D+IN1YU77yPvQOinKnvQYpBBIMBhkHL/0p6LvfBwVUYBB55p3Cdm7ISSQNESr7gem7pTQUYKFRlKrnJ6fSptnykKu0k4bjrTUk3o4kwpX7opX0CUrXsNJk3K6su88hj/F7U5ZXk3OTu7nim28YSFpQolOMAMegpfMTAALEH5XIHU/4UW10FJdB+5WGXwUZflPTNNcEIFZdxDfeXv+NMfesQfKKCMDI7U+PYOSQoP3h1FFrajS7CBsOPLXIPLex9KZA8i5OQqM2C/qaBKd245+nr/jTtnyNJnqCPm6fSnaw07bilPmGGGDx83Q0zIE7BBnjv0FPAH8WfN6FQePah1KxOp4OckdStJagl33HRmHAQRfKeSM0hQ73jBUjPTFIDHEu4N5u5eDUUYkLnYhwQOpxhaEtxLX3iSPOCVXDqMfWhw20bnyud233p8SbB83Kp0y2P8A9dBU/aNuSq43jHShS94fRMux6cb1GZQd47dOPQ1WnsViIRpFJzzg+nar1rfvZ/Ip3SH75NZ9xd+bcuCB83QYzyKmPPzeRolDlVyJJAS6gbg3DA9SKe25SylWULjHstR8tIX++V5zjgGnJIN+9Q0gYfM2apmXKlsRqqliudqPymKky5BiYBI1+6/9adj5gJOB/CQen+NMIIwwy2OcH+KkxChCisuctnqewpAY/nQDaCevbNNDqnzFCST8yk80fulYExuCW+XPQD3pjaeo0qyyFH4bfuqVcCbBcrx8uzkGkRCJC6oXjY/vPXHambEwzkkRk/Juqrg3c//Z
|
image_1
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_2
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_3
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_4
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 0
|
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
|
image_5
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_6
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_7
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_8
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDx5pGfYc7Vxk47H39Kc6s5hkZMcZyOn1p8MbR7H8tdr/xdsVLNJFGnAJCjByetS2m7ILdiEgRAPIXl3jGF6fWo5H3LucbGz83P3amkG5jGjfuSo244KmmlSIQsg2svPqf/AK9Upd0CUm02MeNGRykvDcbjTQoaDyVXyieG+bpThHOI4tjZUnOdvNPMJWRmZQF7uOxov5j0W7IljS2QMf3wY7QFGM1MygIz5YfwjZ0FRcjZ5pAwfv8Ac/hU0TruXbGxf+IsONtJ6E79Rf8AR492JAR/c25zUDq7wguDgHO77vHqacqKY5CnJQ8j0/CpCVZShTe4HzEnp6URbuEpcuiGSLtiV8BW6/dyG9zUisHRNwXHfdxz600oxhYGMPu5DCo2jHlskTKfX5uc073eoaNXJSoWZWA3KOoNMmkWJmeM5Dn5lHU04wkoXcqUP38HI9qjhVXDHkKooSXUFbXUdtYtjy8rjfn39KjmXdt7Fl3EsOQfapoJD8n7s8nJamSRAkIgDPksCTwKSbuO6u1cSFWaLzDtEmeSB1WlZCWK/eD9/wC7URy+0o7ABsbR/MU8xYYFZCdnOBnANU07kydtR5g8oSlJMOOob09aUxmQttb5gQT6U2Vyo8w7vnHzgL39aFZyJphJuH3QQOWpe8XFNClgZwhDlVHB9vSnTSeap8yMxq3PFRpvjkiCNt/56HqKdcFGVIwW4O7aenSmkuZMiSsloMKgAqYwcHnA+9+FCO4XOQI14UtxSkbfnTILtwn/ANei4fzcplchfnyPuj2pJD6jmJZNr7Q3txtqK2ZzbBlcBd3I49elSyxxmOIR7t2M9fvL70kjItt5W1ljjY8qOv1pdLIL30EDMWYITkkkkdKHQlCAMgYwR1//AFUK6sM5ILdARzUi483h8HG0AHgVQr2WpGwO4N/qwOMetG7G0bSAedw/zxQWHlglsjOA/p+FIjBcybunqc89zSV+oOLS0FZUlH3D8hycD3p0w3BVDckZx3zSyMEB2j7vJx6VEJFCB0Uk5xn270XvsVZvYQgq7xnc6Beg4FSxs8hyiYRcDDDIX3puZM+Uf4+BgdFpY3Zl8rGxlHIx3otpdDa0TZesoYZ7kt9wnqCMg+9aWr2kNvbpJERvPBJ5zWLb3WHLbCq5+Yr/AJ4qw92ZuHdyh9ey/wBKzkUrKLKc5Eku2Z26fMyngD2ptwd7KinIXBAPHmUr7I2TILw5wwU96aInlYu5wQu0F/TtVJKxPL9qI3GyV/N2heuCc1MoLHzdu3au3B5BNNZkkjMYj3zDkMaYA4m8td0asu5l/vU7eWwK1yZLcyyt5hYFgVyOn/66kSPymwIyWUdD29c1GjyEFwjeXuxtPBqfzDLLu43L8gIP86crvQlq+pBwSEjlCrJkE91NIkHmR4MYj2nr1J96fJEDJtK+Vj+LruNTQMAwcDDnpvb+lNppXQndalaVGWHG1jt5we9IXcNhkADDGPSrBVwwjkz5WdykcGlCL5nRQTyMHnHpUN6aIpOy1Kyxs2R52G35JPH5Gn/ZESLZ5mwk7iM5J9BTsYjdM4I52E8AVX2GTzBGdq/LwzZ/KqfqZt3drjSxEqKGz244wfQCpQHUth8KByAOaWIoGkRkLsF3gkc5+tG7fGy8AkZDg/e9qUvisVtayJECBNrFzx8uO1MAm3iTchUHov8AWoDIA4VgfLXksf8APSnxom8yNJvXdjEfTFCj1Y9tRBJGjqF4Xd8ueg9aSYySJJIjhkbr8n+fzqWeFWuGkVgYeqqOBUIAW4XIwWGSg+79KatuNKLF3u1uispVeNn+0O9K/wAjq/yuXHI65X0qRpWRH2vhu6MMj6U1kdwXO4NtyABkD2FJlQkndsbJvKrHEFEIH4rTVE4DJJkAfw+v+NKGEr5eORSw4OcCkjUrKCGPmNx84qloR9mw8Om9HZw2AQABg0nzPEQqgEdcfrTgCJCMFhzjbgbaRQzIojXbkYIPXNTZX0Ku2Jt3Zjz8ucYPFPYRBmX+IDB4pjqYBtYEAdT/AEpD+6O9QTuPzY6inZ33BL3dPIdlRcEBBJuGAWPC01Rlgm0Jk4/xp7AOOUAydzY9adG4+YHBDcEntQ17pEZW0IgN8gJkK4435wB7VIWfzTtjwUOd7ev/ANemCfzYwhCFg23nsKaRIN2OPl+Vu5+tPrqikr+o7f8ANtCIFbh8nG406eRMMsCYYEDIPFRxsu/5wwDcrn6VIscS4+TbL6DkMKTWmm4SSuRxxpuYSZ2KSW75NTLIUkMmcKy/x9R+FRM4ZtgfbgZUVJICUCsAitgtj+X0o336jlZOwRu/lldmxV5Zh1FI7mQR8s5A+VQuDj3pjfuyCr5QnDMvanxSgs7ZZdyYZv5Ucsn7wWs99CWNt24H7/YMcUz5iW/dhnb+5x+GaRFWNRty4U8P3JqwiuoYeZkt047U/NC6i4Upg7gAM5HOKljRZrfzGhyOMetL5ZwpLBgDzjvVg7WdJFHzqCD7Uk3fQV1JFebf5mVjYlQMelVzEm7z9oKn+7/Orrfu1I43ty2fSoQgkcom9VHzKPUU1oLaOpCz5YeXhk7t13e1RmMuBgEOOQD2qUrEWjdPu78Y64NaSadNNG3lL935i5rOclHc1hTlOVooyd24kMxKg5HGM1E5ZwBjaD1OMVauYAreWNxcDBbHeq0ymRGO8JgjGep9qqDS1M2uW0uonyxx7Wcru4BHNPSELIoWPkZ+YHj8aUoVY7QDx2/h9qaokkHzsVOcbRyW9qVr9RKTS0GzSRx2xRR984Ubfu884pm5InLOWZlUf/WzU8jIWALfJgg8cg1WQRQ7eXUM2OT1/wDr1UbWRVrRZYmIJWE5YYzvPGR702ILudQAij5VBNREBpGjyfNDA5P8Qp0o8rcrKUJwAeu6iK6DW3KiWXzBA0m07d3Tvmq0rl8Eg4YAlT1FWhI3mbzJuIOCwHBPtUewOxG7aSeM85PvRGy6Cn3AjBzlQq8YBwCKfEUUOwDZB4xzVdUVGwX4YdB61LG+xFdW27s5JX71OwraE0y+YGkcA4xjJ4+uKIYwwIDA5O7cB94Vajt95A2lRtJwOhrXs9KadV2IF+XHrR0C7a1MKOERqdqbSPvAjr9Khe2eRg3Veh3cbR6V2kmgOsOdnY1m3FgkRWN8gn9aGQmkcqW2PGu1c9NzHrilQhnZpJTjPJX7ophYB4UVG2jg7v71SSM3y+VjrhlxwKH3NGmlYVFQIf3uMDd7mo1jKzI3H3c5U8VMwaSAOMHZkADmmQouWEmS7Afu84H50cyWrEn1uNYsYN3dSC2O1KISZcu+7H3TnA+gpA8j+ZHIoT+IA+n+NIrR+WXXzCf/AEE49Kbu9i9Ygp2SO+Aq+g5qVH35OELD72e4pMuFTcwbdknHIX6e9NhcLuCAjdztNQvJClZ9CRF2SgudoLfLxgVL5zxMX2syqdoA4qFpP9LZvMznG3PXFPKSPDtil3Nn5j6U7aa9hKN3qW4XCuiqxHPynGfwrc0+z8zhEw2ecetYUNuYpE804H5V0+kXccezYoIzz605MFykV5pXlgbgGPfIrCu42VkRFddpwTnoK76+eOa3DFhntiuNvdp3sq47Nk9aSbaD4WrGSARKjYAQdCO5HetSC/8AKhlLPwT93FZjJGi45MbdRnn6UrzSy7G8sYz90dxUzhz7lqpOlrHRh5yyMM7w7Pxnjj1qHyQoZ2KonI9z71OuWVy2TnjB/pULIPLIQ5GSQe4P0qo2voRKavuDRBbbYh2xhj8x53H1qFQQSgl5I+VT196mZysKFSFZT8+8cfT60wgsPuIVI42nJBpIaXXuRhVkhjQFhtONpXk0pGyaJnYFsfKe2fSnMg8kO3yOwwrEdB+NARG2lT8q8YP86ezQmyJ8gSL5fyqfm9acjJkLnIP3d38JqVo8Q7JpHG45AXp7c1WlRlKgF2GM4x2zT30HZWJLdmSGQBdx3Yw39KaDv524jUEArxU6iESRyhXD9SG9falRfMLuvzrnIXuPwqb3vIjzIk5jy43Dj5TzgVImWDAgg59c0GMCNSqhsdPWrCKFj8wo3XI456VV+XUd4s07GENIn90DjAr0bw7YxFFLgH3rzywlEbh3J3Y59BXVafrnkxqFcdKmTsSn3O31O2t4rYhduQK821Z0UuwbHNat/wCIzLEVLZP90Vx+oXZld/myeq8VSlfYUpOUrxVjnY5JEw5AdnP3W6JTPNJyUKltx37v4h6U7Yu9Gi+WI85bqaCPJLthWKtuKjjA9aLxv5murJNmGj8tGQ/eYZ6USAKmUG9AMJn+HPrT2Ysjl2KlR9496iwqwBF+ck/P835GpV7kq8miJHDIjMdyK2Mf3qnSOTzRIQM8kg8gD/GmSRlYGkkA3LgBOw+lKjAyGJFKFmBI7VVuxe+w8ApDJtQK5GSGP9KVU+6zsMqmBtPWmzSCWJgFIIPy54yKlETFl8s/eXGMZNJSs9SHtcSGMkfNHg85DDp+PpVmG3UQspEfrzVectF8waTy242g/d9qkDFYxgE7ugXtQ23qGr1TJWkKDYocgjkY3bauW975atjj1cHoaoIs0By8rZYZB9KljRAGCAjHzL7nvQ1oCfvWNqTUSsCu5IHTFZt4zCTjhSvpmmrJKmH/ANY7cE9hT3DkhWGI2HUHoKhaPcTUu5Qt9xkYqihs7d3daUEiTadwBPzHHJNWZACFSOFRtG3rz9TTFbaQJAx2/KB/Wn8Wo5PRkUJ3u8ZyTn06rQgCs43qB79RU4UhpM7AM9RTBboZSEyMDcM9TxTvf0G2mlqQbXlOxl3Ie5PSo1BiVolcEoeq9SanUkIUJj3jkIO31qNIw6vsQKc5OOlCKTY12mdFd40lQevY/Sq7RFwQ+W4yygY5q0UVkIGGCfMcnrTUw0pUAhOqt0x7U0/In+8RMD5u10f5eo7AU9d7THy8lx8ue+30pmVedpJZZJMfLjOOaEKjDMwLL8oPehp2HdMcwWOTzE4Crt2P61LApUtG2FyuUK07cMMyjc5HSSo45lG1QrcZG8dz6UlN9ERGTXQYSGUZOSfvADtUyOqsUU7Se9MEn7tQ5Vg3U55+tRqzIMox+Xv60L3mF9C35rKg+c789SOvtVkXLL8q4xxkdqzd7bPlyoPJyelTRK7yLtKgA4Ydz70FJa2Zaluzv5B3HhT6VUkfaVCt7kZqzdQtCgOVY+npWczIozKH39RnoaacXsTKHLuNZvLX5hgMP4v4T6U/zS8JIVGU4GT1pTEku/ZICFwd7cg01iu0ho9rrjIHRv8AChu9mx2V9CI7JHcRhn53sD1BokKRrukAIJHy1IrbCEby/wAOtJIQhU+WPL7K3VvWiK97QS1BhuLqq7/lHU5JHtQIzJbgl1QL2Hp6UogSNGkJYDGUx2p8Q8zzEA/dkfxDlj60J9h3ithGYlzIzBmK7fL7qPWnEQ2qiSMMxdcAnvUYk2ZeRcBujmlyArSDOQRhfU/0p8qQJrRXJEXzCpaQbXHKHrmphKGBTYE2jZnPOOxqNWJm3MMDnfgZx6YojeIcsxyc5KrnilyvqC5WrWJQ7hPL3b8L97+lSqZAQ6MCSvIHamxsjkx4KnBIAOc1PGRIfubVPGc85qJ2a2Ek9xy28jxleAmck56VIyozj5SoJ+XI6UgXdIFkYr9e/vU5imDghkC9+OaGO/3kKxtvZSpZADkDq1MWJhIrkrkDbg9qsmF/NfDYU+lOWCPGXG9e/qKBvYqmPy0bcuSeRTNrkZZCWVRgjrVoxYfG0DIyCaV1MeSOG24C5ouJt9DMlg3KWEYDbsEKe9RhREoi8zIPIzVsQYcsnPzcgntVfftG8ruOSCCMflT1Y1ZehCRlQVcfN8uB0zUSYEyuWz8p2+zCrLCQEIhj2AncoHJNMlSBItroyj+E4qk+hPNaNmxpj80kBQY2X5ue9IkWJFZ2zOh2jb3qXHyMYcKCM81DF+9Y5BDDngdTS5tNB+9BDpmw7AZbdk5I4J+tRMZ/LICImex69aUFjAAxbcenbbSBZI5kLH944+5mnbsGi2GhWC7JGX5u/wDjSgmKTcFyqrwOualRFw5Un5WxlhkuKtWlk0hVkTzEfox4IqoXabRE2jPdZBEzlx83bH86mtppI2YxnJVcc8CtWTTJsO20KOnQ1mz27rGMqSeq5/nSkteVjhU6xFurzzmAOMnrjtVVvncku8joOhHRaVNqKxLEljxnrnvTo1D7uclmzUNW0SC9xFLruMPEbt8pP8qk8wzN8xDucYjBxz/WopEYl8lo27J/Wp7fyEUSHCkEfMe1Fupa1RVmUea4A+dcbccHNSxtlNn8Sc8jJHFSTospaRWJbPQHke+aqqw3BTK3y43D1BpOzVg5L2HKXuFXdzjnOOcfjUpUxynf8oP3BnK/U1CIlyyREhcfMA2Qw9qeGmVtzeVsb5R2IpuN3ZA0uhN9nADGQscfMAelNcxmMO0pVW67Rnml8yXeol/iOBjlelMG4vudNpxtRB0BpwulqD+K5IscajhyA/I59KkhGxSM5Vuwx8o/xpI1jKpvXK4xtPRW75qZViDDzM5AzkdCfahy/AUdW4sASJfM2ZjX7w71NbmWRA5OWPQD+Gk8zcCXfbuxjcOlSgZAZZht3fMR0pJ3Wxcbu/mWPIBhViSGA59at28ACbATyOO+PaiNPmLA717/AP1q0YrdVxtk6dAB2rPmewmnJFQRF/kxhB096eYJAm7bg9OK04bAk5XrnOfSry6aWGG6k5pOWhp7PY5s2Wxi+TuYZqtJauA/IQEZyetdY2mlVbCk/Wqk1iVUs4z/AEpc1hOHU5Ga2O5ZElIH8QB6VFIxIbP8P8R6NWzc2rBi5HzZ+9jqKzZ41AA6jGSnpW25m0zNEY+ZnOM8qAOlNlFxkCNxgfNl6uMihE24buwI7elSGGT7OzudvGMEdKFprYFO9jNX5m+7jB+baM06RXSMTLnJ4UDt9ak8142IVeCOnQ/jUst0WiETphs9KTbvoiuWK3ZRAkdmkZRtcYI6MaQJiRoWy5XgNjpUoHnl22Y8sbQQcnNRGUpsYE7v4uMZpq7uibW0RYs7eaSTb1wcqTXrHgTweuqRiSccYBOK8nt5U+2JLvYqPyJr2LwJ4rhslCyHaCO9dEKvslrucmLnJRudPrvgWzg01/KHI5rw3XLE2t26jl/5D1r3HxF40tWsXEbg8Y4rw3xBqHnXJk3fMT8mKxqTcpXRx0JOVR8l+UwJHWNvn+/nkD+dG4hiiH5sck0jspmZGAbvkDvTV3CRsENuHUnP4UrWPUUn1HsROIt5Jdh0P3sVXZycxov3jyPWmoJmeRdygqvyZ7ik8wAnA2zKAAB0x7VdtdC1ckGJpQFJRgM7T1P1pxGyM/u147VCAjbti7yx+Zu4qy29EiEjhecYfnIpVFshNe8Mk2KFGGjXbyR0poi8zG9N5Y5znOPal3pJkbz8oIyejelIixLh0laOLnOP4j7U1otAb6Em1rbKy9OuOpzUisOFT5VYbsv1H1qvIiwSbmf5W9T1NTCNrmPIIVgM7T3qbdWHKuW5PC0kilDkwxnO71pyysqISuYgf3eB0qqPLUKgdmfphun4VaicxFGaTAC8Lt4Bz1pW1uhqyJfJV0dG+cEZK56VoW6KI1QR8Y6GqkEwyWHzZIy69z9KuLIXkyAVA+XNDvswS0vFGlp8e58EYBHU10NvaKiAAZJ61kWo+ccD2rpNOiDEA1zz/mNYF+0sA2AF61t2+jbmztzxU2lWW5lBHPrXbWmnpHENwrmlK+iOm8YRuzhrjR8L90+9Yt3YBAwKAV6vPYxuhG0VxesWoQuCPyqYz15WS3GS0PM760fIXoBzk1gXlpjoobGTj1+tdrqCrvOD06iuYvBhiMcH+KuuEjCRgmMnl+AW3BW6CrTyKI1GVxtyDVeePeynLMoJzjtVaRDHuRo8sOF561rHexm7XK10GkkKn5o8YOOtMZQsZEjbkHSVeoNWWYeV5T7ljxgZH51QLjBEPKMv8PUCtFqLZ6jTLKse7ercY+XjNOVFkjxK52fw4POfekZWaNo1QDgFSaiPmQSElsuflORwaXL2JSvoTtJtlb90AExtZD/Sr8N5LGwYl0DjO0Vnta52pGCrLz8ooV5Y3dZHLLjO4/w+1NaDnG5qy6pNLB87ZXOMZ61QaUOX4HTPNV8+YmHGxjyAO4pP9a33QGIzn0oUU9TNRS+EWQsBuSMlWGQD/D601ABGNvyheoz2+tWUt3bjBPYjqTSSWpt8LKpXPI9qb1iVez02KpjYSI6MMnJVSORShhNgY3OOnoxpgibO3a4J/UU91khYK5AyvBU4yfpSv0NGvMa2YnB3YKnJ9KWSVC21hkLyXPJHriotoK/NyucsAeWPrUqBEG91PcqTx29Kb7xJ5ktyUrGcRJISoXueefWmoAr4IULGcEDp+dMjVpnj3fO39/GPzp00MkUm2JSQSSyngH6f570mkWo3Wg18M+wMTuOSp6D8asBw0MWxSpU4DOfvVUO8AcEn+KPv+FSBH2jjePuqin7hppKRL0sXREGjMZ4f7wJ7URuisEcjzGHJb+I+1RfPEdnByRwpzn607zgcARbm3ckDJqXd7CjfYniO1iFGwD7xFaUAIBDJhCMgryay4sGYqnKJ95SOPrVyBmKp87AHkjHak1fQpux0lgAzKNw6buetdRpjZkXIGK46yl4A8wBf4fWuisbkB1GQKxlfU1i7Ho2jzKrqfTvXbQSq8YKmvKrHUQu07sn0robfXGjX7+K4ZRkndGk1eJ2lxMscZZj0FcNrd0rM3NF1rTyAjfn2zXO3975nAPWiMJSleRC0MjUmLHKEAdDXN3rKY2wSR3Arcuo5Cx6hfWsC6kbOFXknHsa7I6CdnoZE7gKNmdvPAHeqzDzY1mVgjD+A1YnZ4g5PVO3bNUzIVlRmUeUV69j7VulpdGL1VyOeSQRlmjH3vmZj/SqZG2Ql/lG75inersrNFIqum9Xzhaou+5gM5B+8MVcYjv8AiBVEhRCvmDPr933qxDEHuArFWTOASefrVdpQ0vCbF4yfahZkV9gPMnIfH6+1ErvUhTs9jrLiKzisWZCPOK9awFsvPI27B6881XluZ52RjIFCnkjpikguJI5d6EDnJz2rKjRcN2b16kajXKrIlubb7P8A6wqDn5fSqsmwYZlZuwPSpbm4ln2nyxtZyuSarsxEasCS2T05xjpW62MdFotjU067W2ffIPxz0pdRu2uZQyKNo+9WX5vlswYAEjIPrTGmLSBcNtJzj+6KWr3Ju9hskUhuFeI5KDpjBNKAmWyx3KMfN/B9KQBzJkS4I/gP86mAYoilVD5y3PBpNt6Mv3dypGHIDrFj+Dg9Pc1NGBGQAkjlhwxH3a1LDSTqMhG3CnkjPIo1OwlsnEPXJzuH+FbunLl5l1Ik9bozIs73fdleMseOPSnzXRmKw7+d27GPu/Won2mZo2Lrk7iccY+lSQqiAohYsw64/hHvWL7mqdtGOwWRmC7XZuPXimwqwPmLgopwoQd/elkO5VCMpUr8ppPmU7R8rMvBAxihdbGWuxOzJkrb4LBvnK9gaFREk+UupXG4k9Kh8tY1YMThf4gfvcd6fFIvy7HbDJkkrndSS0ujSztfcsk7/kIKBvnBz19qt2zuMJvVnUfKBxx6VREpL4OTgYwF6+9S284g2h9uecHHQ0NNxsQ7bGrBKWYgj5wfwxWxbXAVUTpnvmuZheTa8g69x/frQWR2VXXBz2FZS82aKTT1Out7/AKZAx3NaK6lsA5yfrzXHJdOdpJG0DnHWpxdOHynL45zWXs0wu7HUSX+TgPgjk1Ue9wVcHJPIFYpvSSpIAfB6d6ikuSvGCrSd/SnyA5O5sXWoGWIr/kVz91Ozl8qBGB17mo5JnMhCkZUfPk9KimYpGhLfKOSTVKKQnK7K5mLO4jw6t69qqNtjZiSsjng5P3amkZWGwHCHJyB1qqCrrjAVjnkDritU7amaXVAXEgwT83RfRag243OrhVQ5bdzmpEZmUyuoX5sYB+9RLCNzFtvPzde3pRPewbfCykFT7Qs/wA53fMWHQe1D58uSQMFBPzjHP0qV4tkcQVgoyeh4Wonk3bfLzkNt59apMV5PUD8wRVX6AnOaT7rA7Pl53D3pCAWLqgLsPnweBUbsFbaqggfLkk0/euVfm2JZHwjbsuFPyk881HJvZdmxUz1IGOPSgFwo8tGbjd1xuP0oGGXLsS45JHUexprzK8xxIKq2MD1b2qMktxnkjIY/wAVPbKpiUF1U9uetMboEMQO3gEdMU05XFsrIeixMWYJuXH3h1PtUm91cDKBM8f7PtTItgfcAMk8Rj1pRINxwCzqSenI5qJabC1NCw1J7WZiGRdnAAFM1DUJbs+cxIwcrjvWew8oxSIH+bI3Hv7mmGVgyqoKu3Z+prVVG48vQTSvuSvlZCuHRDnDDrmplE0sg2RjpyT0WoxKS/lSNl9oOc1KZcIV3sVIwBnkGsfeir2Bu6tYbDbIXCAZIb51PI/Ct6fSoltDMZBuC7T7D0rn1nUZVlZJF+6wA49Kvy3cyxxowYseDg8n3qZtt7l05RV7ooubZd6Ou05Awen4U8J5cZO0ea33cd1ppQSH94uWDZyw60uWBJUbnB+XA4rTcltLYkhl8uN95PmMAMHt9KnDNGmCq89C/wDOq+WZ/wB9kFvSj92Q25GcHhe2falt0J6+RPCU3M43Fs5BFWVZ1USDgj0NUQHVN6gLs7E80Kyu4Al2yKPmJ54qeXqymma63QI2Rnbjrt7n0qbzss2X2uDgAd6zAUZcqzjP3EHGTT1aQxhXhZZUB75zUqKRVla3Q0RcJgKjbscn/Cke5DqNxI9Cvas0M8Y2+WFyv3lNSBwc7HDP/B2pySZNmnqTybXVX2KXP8Wev/16hluBtVZEyc7dvb8ajKtglmVuoXHGT9Kikk2Rk4YqOH45qrIPXVD5iGXLkK34/L9KYeWOPmCjG4fw0krskS4y3y/PmljkwrhifK4w9JbGblaJVmULEuAwYt39KHR1dSuW3H7p6/T6UKxG2IpsQtuDZ5b6+1NVmcsHA3A8oT1q3e1kaK+7JY4yYPLAzuY8schvpSR2roTtTap6g9jUltcIYCu1V9V/uj1zThcMkDb2+793PLN/9ak3rYG9PUqSQ/Lnfnjp6+9RyMzjPDbeemcU+WVXkO0ghuSD1IqBlC4wAoLdD7dKdmNOIiOGYhCzv1yeNtSAoG2nBfoQOOaQAmR05HA3Mf5VMiOGMmwOenHpSeg9xJSdpMfG3HvzSx2hZ1kC7geh3UkXGzJJDNxk1qxxgj5VBAHTpinfuQYsShpXkBzsTIX+7T4IxL1fBddw2inzRSeZIHfZu5CqvQZp9ramOTIMh9AR3pTVkU2+pCytGudpcdcA05kLKQ4B3DoDzWnBo8qxu0is5HP0NZs8HkMApwx6Fh96ojKPcUo6kCoVuAZZBtBwAvP4U8/vVAT5FyQexpigCSNGjA3j7xHSpJiznyS24yHO7oTitLdWUrstJavJtCvzG2duO1V7mJIpcuSEBB4PFTQXG1CqjbkcN33elRlix2sAGbpGRjke9TFWbuZkA3HJfJQHo/8AF9alI2sr/NvbnaD2pqLudY2JCZIXP97vmplLvMg3bpC23fjHy03PoW0NA+cLK7M/HlAd6kxLIHXc6bPTsO9Qt5sckm2RW2fKCBnHtUgkz8wX98vD5OAaOg9RAV8/e02eccnt9KlE0ayb3iwVXGV9KjSJGO4qCqrjbnofWlUuM+YCY+i4H3hRfUmWuhaD4bJD+WRkdvwqJZpI3BHGDgAVF5pSQKA24/KEH8yamlZgGCJjaoJfrn2FCS67hovdsPEjIoZuUY5UdyaVXZ5VIVCoycp1z6UzEhUF34cgAMO3tSu8iIzRgIqnaAe1J+ZD5dguGc/vkwxJ2gKO/rTQqbSxfIPJHqaiMvmQI6L8o7Z7+tJLGSqOzcdx0OKduhQ7ZiTezgb+CN2Q3+z7U1POaQhAAnRlY5ApFiVCWO7pjavFXDs+zY+9M3Q4/OpcjTlc9EUwuG+WQFIxwMc/nUbBZXJDF8Ddu6H6VP5hjTYBGFPXaOV9qiBAMj/d2/Ln1aquZpJOwqFS7vICnQjb2FRIfMDgFsqflY/4U8tlCqlwy4z33VE339452DkY7Ukm9wu1IU7ZLgucMVUcinrzhI0yevXpUbnfHujbdk4z0FLhzxs8tj0PWjSyHytaMWQPyyHJU/eP8VNWQMMxDbGvOe+e9Iry5+ZcAcqRSpsKllOO5+v+FGthpW0bFDZI2ZbPzZP6VOLhwriViqAfMKh3BTIQmAPX+WabuDbViX5CcksehpEu+xu6nEYr6QxhdnTOeauaBbRzX6B0zg8lj1rKurj7XcyrGiqVXPmMPlIp9jcCyYNGT5mQ3sKmrFuNlvYa0+Loer6jYWCaXhNobbwfWvJNWDvMEjTeA3BPABrcuPE0r2zKW2ntnkn8K5u5mLu0q7hnrzXLhKFSmnc2xFdVJJpbFWYrKoEkqqyEnkd/pSbWWLL/ADOWH7ztSsd5/cpks2CzDoaUO+QrIrR7cYHQvjtXalcjllfyJBDdGAhQol3ZGBStb3JYxsSJNnTPGaW2kkgAxKwK8MmM/jTZbhrg+Y/yZPRep9DRbR2ItrZ7kTfuVIYlnX74pwlQqJ0QiM9m6bvakVvM3IFIb36mmeXJNIsmRkdv7oo82VZvRlu2hDOXICoCWMfTFJdMImj2qHIPVxxUB/eAheQBnFKspdRuBIzgMMUddf6/rqEVvdBKVkXJk4J+cL1NKxZZAkLsV/gQjilcRJJKirIJGXHuKep2hNwA3YXdnnihXWwWUh7OQhLGPZ39jTvMZvLBXBToexqJ4xGrlhvy3Q8n6UGQGLdK+478ZX+VK3u3Is3sSeYpy5lH7vOff/69NklEwHXJ59selRbVETtsRQzfKcfzqRRIgWKTADDgjvVPe4LRCsqM4ZT5aKNoWnDf5ZYyCV/ugnigISrlt5ljGN56NTZRkneQcegxzSvd2KWqsNz5kgG/5eC/bbRnawGAfnyzA9u1IYxMrNEn7xeoB4+lAdwke9CgUEZ6gGk4ilvyoQOzGTumcqOmKTPkNv3qm7jGO3+NNDMyKXYbM/ePc+tNG6R1BUBs9WHDfSqUQ63EdEMsZOQDn5f4fqaldCygbNrY6qOGH+FJnH+tzj+Emllfey+WGiQLgR7v60S6AtNUQIThQI1TJ5G7NSea67kQcsAOP4qJeYy23aR3DbuPSkDq4CAESKPlJHWn5jklbzG4Zd6Plh7txRlY2A3Bl9B/Ok8tzATKQQR84HeggyMhzyvTIosA4AiOSPllP+rPrSlSOWOdvG4dxUKZ3Ft5JVhuI7D2qTdH/eyWHXPWktNRvz2J1ZbhAwSSNOhUD71LueMFt3TgACq4cCaM7/vfwDjmpUG3lwWfdhU9qNEC93UaJDJOxYeW45cbhzTpNkr/ACqyfLhWzkCo5grh8orANksT2qa0ijjbbyoYZUZzmrtpci2zsKgKbiFY7hhV6/jUTIu8/u1VgBhewNaLyKpMZ3jaOw596ouwmPmRr5aj5FDHr7Vm7LUcNXYFUv8AdGznr/e+lMe3YhI41+UA59VphXZFtRQCrY55ArVtLH7VtBBQZ5Ufzoc+R3expTg5S0+RlkGLZF5QAzwQeaIjLjb07oW6GtW/0qGD5yzNt5NZkkjspG5lj+4quOaITTXcJU+WXKxyyyZKxlRKnGCvamqFiZmJBU/Ntz90+lP+QfcdR0AXHWo4yHVjkhu5/hNPYTuP85EUGUFEXC56/jSyLIVMT4dWGEKnn600oWP3C2OAFOOKdCVjj3DliMEDt7ijm6oNtEMY7UDo2Nq7XzyWNKqosUOwZyefWrLoPlYlFc/fGOR9ajJVCMgNj0HzCqvZK6H0t1I8/MEQbBkgKe4qVcIW/i2jAbOaYAjTncfxH8NPcIieVGwZAvLDuaTZOjtcWVd6iOI7nHOc9B3psUYkJjQ7ww4C0/fkIQyF+MsOCabAQsjuo2OvLEHFZp6aErVNkssT2oz5obK7QfSq7JyA4UgchietE/KxoCCG65bGagIa4lB2spQ7SpbitI90xfZuiyqq8ZIOTzjPQH2pmI54lLZYKfur/Smt8kDO7YYN8oXp+FNdkZ8CLJcdQcfjiiN9yop2uPx5nyOOgzhuv40wOHk2/eHXAHakWGTchfgt8oyeSOamGw4CLsZBgnHNFk2Dv0GbiJm2xMoOOF6VF8iu24Mxzx7CrZBjiBYDPOQT0qKSM4AfBDdcnkUIPUh3qxQqrBlOWQjgU/JLeUAUB5GBTWMjqcsQqt8wX+L8aSYI8R+YEg847VSSY77WAjccgcoOdvem7HaLJVfmOQvep02IMRj7y9+1RlN0jcMQDznpRzdERqtB2zcQzqrv/F/s+9IXZiY5CVfswONtJbkeYXZCcHaFNTRhlJTHzOT+8PU+wrNqT+RStFt21EtYfl2EBs/Kykcn/aq1JaGGPev34x8vPatGyhtoQGb5nxntx7U2/miaNikfDLxnqB7VpzdCJS1ukY53qCVfc2MkN1zTNztMvmYEhXcvynA+tNZoxcfMEI6KvYmkZ5WmYiT2OOABUNdEVy3dx0QPzLFkgN8zt3artpdy2i+bjcxJAGc5qjIGSBkbKtuByOw96YSrsFBbI5z7Uct9C4ytK5r3V2bmBy6sH9OxrOnXLIzbsYzxzVqCXCjzmUbl4I7U68aNVWOT54sdQepqIJqySLlJu87lOF/MZU2oQ2T9fwoePEO/yvMA5APfmnqhWQM+1OPxpzZZmWFiX64x0quaz3M2iEIJZFZeUY/Me6+1Pl2LIiPu3joV/ioikkIHyLG2OrH71NaRtjuo3EjBPofWncSd2WfPhK49flCP0JqFZPvrIQoUfdXqwqJo8EBhgj7pHIpW2hBxtaNuu7k+lKyJ5rLyGsyPbxhUJPVRn3pvmtKwZmXd1fZ0GKGfyWIlAO48LnBWl2xq2xGI8sjn1WrWiKSs9R4bcyzLwQMBv605vLmUAsCSfl7Z+vtSrEnmMztu4zjoDTAUZtix5kxwx4GM9KharQWiFVIWGQGDAcsRxSMXYnzF2Rso2d91KocbU3Zx95en4UhKGV4GiGQcHHYVT1d2K3fUaNuxEkVgjH5W7AU5IwHJZuVPXOc09U3xZmBG1s47JTcxliz4Q/dAXv8AWqv0GtZaEjyxyT/KgbaOMnG498VGyqMjd86OMvjqKebdQrJuwQMr259BUhKLCp25YjaR2/Gpur6CVl7o0cqzjthgWHH0qGQ+cCv3Pwxmpd+0bX3Ien+8abneGGwhh95valfyKlpsIy427uq4znoaiEbRu7rtx3JFKNzhleM7sdc8/hTzkFEblMdz1ofNYOZXuLnEg5Qq6846j3phHzHDq4J5BNKysXKKFyy/Mc84pDthuS4QHHYfzp31sLR69RUaFmCoDgAtuHf6GpIJCmTG4I/hMgztqH5ViGNquy9V6fSkELMxlO0BSCq1C2HolsXHumbBVs5H0zUUtxIZlXqqr0A5UVC6uxDyIgwThR/M1EASWUZUvyDnO6qVnoSkr3QoVXWMBTjdkN6VI/yOAqYkk6c9aiA8mbKnKFQOec8dafCVU7f9Zk/e6babVtUWujJZ1LshVWMoU4H94fSolViXEu4E8YftT2jYrkb+nzMDSoHLhjycdz97jrStZCl3YwtucblYKoxyMCpJSwT7qEpgyc8nPQimRjqbh9wX3pzf6RiNPuD35FFtbvYrS9n0BnTfG+AwYY5qyWLk7cKx6ev51WWQeeS2MBcKQOKfFvDHnnv6mlJ3It2GupUHIVipwcnkjvTpmH2ZUilUAjDMev0p29FiBATKcY9feovkWKOQtt3EjZjqaEuxV9ULDGjImNxA5x2x7Us3liYGSQO2M7gP0FI2542yc9nXHB9DUSAeYxkBdf7nbNDtfVk8l9RzR+ZifBdWGeOefpSlX3B9oIk+U9801T5UgfkLn5B33HtTk3Rx+W6MWx8/aqS2KsluOSRkUW5TDrxuPQ/hQpK7XhHLcEE9Peo9zZjdDhgcZI7VNEq7SEO7ceS/9Kegml0GOxVmMQLydT7fjQshLbnGXb0GOPU1KEbzBGjqc/MvbGO1NcM4WN2BGSSnfPtUpdyW09hsTYlCCbkjjeOPrSvI+QHCbl/5aAdPw71PlHyuwSJ0UY5HtUMpEWXCh1Ixtcc5pbyvYSd0DSSMqtt6fNn37mnlSNxjU/3iT3ojhmkjiRjhfvAg/wA6t/2fKYQcnb12f3qNDSV9TPRPMQMzM27LFSPu+1KFCxsAGIHDk84p0kJiOxWk9WpicR/LvCnnJP3vrVN31Ju+rFW3aRSp+Y5B/GlkjaGXbIvGDj0yfWpUYgM5HPBGOKZcTPNH23r3PT8qE22uYbaSK4ChCXIYDuKakik54IJ79B9aldEO/I27hkkDt3poyFAwpiwPrQtdwuf/2Q==
|
image_9
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_10
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyFFEIEe4L1GOtJGzEYUdfuEHp/hSHL/KmGCDKkZA9fx+lCqSuP3g8w7jtOaSVtxyb7jVVlyFYtnjPT/P1oH7gbgzAkHk4IHrTvvPyrbVXG5R1FDkNtOSys/zA9cdqLjslqMU/vEQBR8vzEd/r6UiJgLh0yOxOeM1II143ZVl+Ujv+dMJdWUKoHOQdy/5zQg06jkKr8w2tu7HjcaVRtBICMrDgD9c00fvIvQnPJbvTow5X5vm4xwOfzp6IEr6iBkIJ5C5AB6ZX3qTKAAHATBB3Hd+NNZFkURhMBTnHfPelUKy703LGxwHxuGf6UtCIp9USmK1W3BbGTknD/nVU7Vl+8CR8uCMcetGDvIePa2Tj5eBk0+VcfOHZmDE4HUChaaXLbGON5UlickgEnJaldsgqcn3A/SiFQD820Etk49BSF8Kyt8uTye4/Gq8iOoskpBZc44zyc1IDtd0zuUjdtx371EjI2+Rl2sON27JPqRWnptmdRmSBMEsOQB0qJNKN30NI03NpR3M8fvco7/u1PAakxmUKhG8EgEtg4+npXVax4Wk0+zEv3gRztb+QrlmITYu0KFGBjrnvmop1o1FeJrXw06MuWohM/KUCjex4zz+dAGZGbad3HsM06JTkIOFXI+VuOe1IynIVYzyMHJP5mtbp7HMtNhduflIAOT9fpSrGUUHPzdBkfe9vekOAD94KuCp6nNWLa33FlKfN3GaWpXN8i3Y2D3J3P1wMbh1rqLPSjGAUUgDjPf607w9pwkkVSOnH0r0P+zLa3sNxxuxRzKO5Macp3seZ6jD5ec49efWuXuZtrOG/iySAfyFdb4lnRJHGePQda4qaUEO7bt3ucY/TrWjmTFDJHaR9q/Ju7dc/401sEfMpB5xn170jqrN1JYY5P86BETCu58KO/wDeqNC7pIahKdmBzyCauW0qhGUjbJ6HsarHdgMW2kpkeo9qCSVJGPMxxiqjKzCW4rsoO0AsvcjvTHx5wB5LDjHP+cVIjYYE5DAdOMZqP5tqPFyOfl9PWpVrj5rj2Lh0ZVwynGAP85pC4My5LBg3PqPX9aarN5AzhUAxnOaG2zJlgzSZ5XsfxFHLrqLo0P2OcqFJcPuKjOdv0NDRgwjbnzFJ3Z54P8qGjGFRiq4YtuySPzokBfcpfeoALKeCT70tboduwiTsAcblHAJ29KYfLWXHylCCQQeee+aFyjgqCH6KGHapMljksAWHcckUO0QcW1oIxXzd28sOo+vqKIY1k5bYQerf3m980F1xhXAKt3P6+1NGVcnO3PGQvIPpTWwm9dBpO2SQglAox8wx+ApyMDIqmP5EOcHvnt9KASQ+2QOVIIB/u07r53y5LH7oB5H1oY7ISQKYcjaRnPHf6A0H55cZyCMgZyacCWQSPgru6HgE/Wo0P8bHaf4RnJ/SpQSYjZySg3jAGCOfwpyqjK5KNwe/Jz6D2p8nyybt4BIDbDxlqaSqbmXjkHDd/aqTdrExtsIXOdynY+3bx6etaGlXjWV4siuF2vwO7e1UnjQsn90DacdT7flTVQIM8qjL0P8AnrScYyVjWnUlCSlF7HWaz4nN9a+Wo2EZPJ79q5hWMpHzYIGQpHH60mzKOu45AA44piN5ZRv7xyx7E9hWNKnCEbRN8ViqleXNUZYmtmjRduwq3JJGMVEHUbRgvu4GO9OmufNHl4Yqo+gOKiXLMpUZdjwRW62ORxa1RIqsyqBjB+77DNW7RyjBSFGMnHc81VtyrgCTGeACTx+FW8wrJuYfMvTHrTS1FudlpGorDhl6+9X9Q8SsYSm4A9K4dtRZI18twf4cLVK4vXkUfODxjcKTWoJaMualfPLJLnjtmsoLvkG0Fmxzj1prMGZOecH8aVZZV2tjgdzS2FayEZAny4K+hA6/1qMZj4284OcH7tPeTO7D7T1ANNOx1CjGAcYB6HHU1SuW3ZjWRTjBOeOnB/GphlVABGckL82fyqIMNxUsCA3JHU+9L+5UtuwBnBIzk0hbjwX+8VyqnDDvu9qTd+7cr94nhPSnRo5Iw5yrZ3Gm5Jbbv7dexHrStcd0IAnltnkbipXpn2p+zarKjlScdFpp42hkBOWwR0Hrk02STaMh+vGT2H+e1PV7DerB1ZlYhiFI5GcEDPP0pZGf5MoQMfMRn9KUYByUfLLjfn5jxQg37VwS23I5GGPsKWqYm10ImZWm8wEeq+tOZ3OcptXrkct/9epMOq9SOT3701R87ANkZyCvX/PvVB7o9CjAfLl+2eM56/8A6qaQjtuyEXac5+Y49qaqlXKqQsbDgZ7UALGVzhcZO0Enn61O7J5bLQHUrHnB27flOeSv1pXcmNysg2sMYzyvtSoHKEmPG44fJ+8v9KkdeWxjG792Om7jqfpR1HzaETSb90gQ+Sy4XHQeuVqMl2yq7FUnllGfyP8ASp4YnjBLKrKRzimgrG4EbYAX7xPT2p6dBLyGhVY4HTbhsjkH0zS5EsncADoensfwpBs5RU2lsfOD932qRYmdyiLk7sbsZz7UMt2S1Ghsje0is6tyucEGldsFDk7eOGHINWWsJlh3uhORj2U96rSkEeVyTjHIyTSe5Md/UjxlgBkMrYwRz17VIrgybjtAPysrN93mmEZOAVz02j370pQrM6q2G2Ybjr3BNORSfQkQNKXXy9qdz1K0zrjacA8bscr+FPSUBnGSM9iOAKjaZ1bk4Y9CfmAPoKLErckjwTg4c9iB09jS7idxDEnOcqM/Sow6xKTnJY4LA5AHpTwSp3cbWwSF44xRewNjQz72GOCM9OBmhQ7PvQZPALE8H/ClMayANu3YA4B/SjbiU7gdnbdSZXL2BdhB3DDDkAjqKZjcuFLADuT94elKpRldsFRxgmkwxVtq55+6eKa7k8z3Yhjy4bcuz86csXmE4G1R0HTHfmgKFYuiqdpxjpim7+dwZQc7fm5+poQx/wAu9nD43ce1NQOwJyxGckdz9KXAiXoHdTncTjmnShnIDZ+7kHoQ3pSuFrOyGuuRkDAY7iD6UzaZMLuAwMZ6ilUIIypP3jjP3vrUofYmQFUE5xj07irvpZE9dSN8xlFfBVenv9B60SMyDcOQWGOOvsD0pWVFQ5UoD0HOcCgqDG7tlnXHyYxgdsdse1SVq9xSSI2ZyCnoe1SRmMHBw4xz2oijN0w4A3cFid2PpTrm0WEr8ysFU5P976UrW1ZKZJdMu1wMA4z/ALR9qobsuFjVQwO4gjGal2oJEfgFucnjPoPrSBB5uGkKlucsOV9qfoO90DKF2g7lboMrj9KdsKBg2WYr+AHpTZvmkZtrPIMYPUr+FDfP83KlsckEGlduw/taDnUOMMi+WW6Bv1x2pvzeYCcBWbkdOlOAKt5bLgH5gCp5oVd3mBYywJA3DgUA9GRcFA/zKcdCOWpxAfaGK5yflXgEetPI+YgnLMucg8HB6UxtiiNlAJzkcnA/+t709HYTvqmDjf5ZCkEHqOg/2q0dPdFnBOCmeg6n3qgAm0bkI7/N05FLlgpZsL8wOS22l1DU9G+1aVLp4X5d5GRXD6gsZunVFyNzc57elVTdTRqgZ8KVPT+KoTMxJVwePugenrQodR7sTy2LKA2QcnDdcGmjakoIbnAGf4TUjuUdQ3VQdoNMJcL5YUbguM9cfQ96pX2JejXUkfKBgW2gjgeg9qiIAGVyQ3Q09FbCs3C7QM56n0FLgPH0z368N60E7jVw4ADY3DA+XJ4oI2vsfAP1z/8AWpVztHy8rxgdM0rqIgGVgDjCgc1N9S2u44EkbieD0J659KT5gcYyxA3Jjp703HyN8xJ6lu9GcMu0L833iTQO6EAAl4I8vPLdPl9DSH5FdUdc57fy96lXIfPyl+wyP0pjZHzcFh8uD3poezEO3ft24U4z9Pc00jMu4vyOFXt9aecsQQQCOQAexphILqAW+bjLdP8A61C3uTvuSu3mZyCF/wBkdDTTjbsj+bB3KeuPx9aRkZmDqgJ6Z6BR7U8L84dXIyMY7sfWloineysQsyx/LkbRnGDxinsiIAFHLdB/d4qQfImD0K44GR+VRFMDcFBGcnPpVPyJtqH39qnBwOCRyT/SnkGIMjplG4Mm386QoUdm4Kt83LYz7/40gdQAfn+YdR0+lK21kJ66dSSE+UpVQ4QtkHvz/jSytwu7aQPm8wjtn1/pTZcDIPOxfkAOOe/4U45aMkKxyQ2M8UD1asMcqFaMDnb/ABHn/wCvSiMMFZtzjbt3Z4Y+hoyxAkdmyQc5GePT2ojQOBtDKp+YjvSY/VAWL71VeFAB5zj1qSR32b0G7OKYYdzIpIVQd3HJYntRkiTYz4VT+PtT3YWtsNwfMxEGO887mpyh0JCZQex/zikClQEQMGLfNk9fpSMqGQiLACncCOx7UJ3BPUdjzFCguOPu46fWmKrysGXdkt8yL0OPSn4KqwLj7p25OBn/ABqwp8txMQTtXHyDH50XtsLbT+v6/wCHKmB5wBchyCFbpu9aeIwiNGw3BSCdx6nPc05/nZCyAFs5V/l4/rRHHmRXBIcg7mHf0obGl7pFlw7GT74yQQc4HrmlIQFXPG07utP5D4ZmJbIJ/vf59KSQKWCsrLngqB/SkDiRhBGSdhwvIzyfx+tI3yRhTnZjt0XmrGFZQOFw3Tk5+tQFC8oZ0AQ9yf5CgTFYF0Vhu9cHoKcki+WGO8lxgYHQ0bSpLu2W/h6gLx3o4jOQ3OMj5ulND0FJ5AbAC9c+n19aijACEEJjH3mNTkOCcYIHHCjmojgtuKYLL8pPY+4prYHG6sLG5Mbfc2A8nHWkjRCxPJcZOfUUuML8sYXBxkDvSj5kO9PkC54bpS6CS7MaNrAYHzKc5pAyHGSOTkEckU9mUKAAqgd1pMAbhIcKx4x29silcdutxgDu5Zc7j1GetO3I/ILEdcY707au8hlAI7qKYQrR7c4POD6U9xaLQf5mBjOCOmefzprbQUXblVPQHOKQuUVeNu3PtjNKu4Ll9yj125o3DUPlcozknuSPXvmhXGS3JIOAP73vTW8wyLu+UH5lYHt604sFYttZvVgKVtAuk9R8kYO1ixUDGOOD9aTMrwyMh2orfdx1NTlZEYDkL/d7A/1pBbEruHzPnp1ovYHo7LYjiilaMbgCknq3ekLF4x1PYfhT44XWPlVeXtnpj096lMMhRiyDaozwOB7UX1uJdisi7iS+0cFlXPbtSh2RmLAmQqR04A9qsJF8g67uSoakW0YHcRtOSeBwKvTYcVbcYrAHAJC7RgHp9KeIDhvKyYw2CxH8qsJbgn5zjGMsBk5rRjcJalDHnPAZscVhKTXQ6KUIzfvvQxjG27LAD5dvBzj3p9vaiUlRtX0OORUz27t97djB/wBmnxRsm3cSeTksPX3q72RjtuUjEd2AAR796e6O0R2oxZsZB4qzJCAx2H5uRyOQaFibI3rhvr94+tEu5K0KZ3DG8A87c/WghvmBTOOMj/DvVo2+S5RGJ9xx/wDXpyROQOPmXv0IFPmKv26lR4+AFY/MPmYHG72qNowIy/IZv7h7e1XvIYgsfXcCRnB/pTTDLHkAKmB160rglZIpSKxQtnCdOeSP/r0rRbVXZtZI0znb1q0IPnG4qO/HGaEgyu5gxUdQ3QUx7FV5X3BWTI27uvBppUHqRtA4JPc+1WymyUclgWznHGaY6A4cn7vYYx160LTYGQMgVju+ToBgc/8A16jkUtIGYtyfvD+VWGhLsGAB2gHAHWhkDLnAfLcjPT3p3FZJ6kZV3ypKqegIPY9M00Btq7I9yMvBPtUmwoy5L89z0PsKNvKj5yO4I4b0pai3dyM7fMDYyvoRgE+tOVZAG8zByMHccADFOaMpH1ZscAdQaVIA82Q+1c8KRxmgG38yuACBlSTxgk4+hoTYZJQXBO3ow6n39KtXdsLcuxOMnjPf/wDVVdUiyVJDZ7Y6/wCfWmJ6XGBCY3dm/gBGFxg+1P2uACrFQzjnrSFXKgLk5PTGPzpE+YbujDjB60PuO2uwrBmyjE4yBk9PpUeQ6sgIJB245HPrzUu08B84OTluhojUSx7dy8H5uv50rk3uaqWm9OcjHYLgfjUi2sh+YL3BznFbEVpvAwMdD1zVtbEc479/Sn5A5MwEs8jOzndnB/nUq2eGXKbvUDp9a6NdOBXHX37VYXT/AJuByaNxvyOZGnMeMHI7Zp6aaxi+RMKvA4611kWmDOQmPpVpNK6fLkelLULXOP8A7OJIfHOMYHQ+tPXSyc/Jjj8a7ePRh2WrC6Jkfc/SpW4zg/7J4yoOPfmnf2OSRuHbgV339jY/g5pRpPHQntSY9dzgDo7E5Od2OuKUaQ4U4wCK9B/so/3c0DR+ny9PUUOSD3tjz1dIIYFl7elJ/ZHOFTHFeh/2N/s5o/sbP8FHMrjVzz06VtwMMSOwHSom0okDjnoO3Fei/wBh4BwuKa2g5GdtJNIVr7nm39ltvPB67iaj/sx0b7rNnj6V6Q+h5P3M9qrNoeOSp/xo5guzzqTTn3DduyOc55xUclkw+YKcjA6V6DJohHJXn6VTfRCAQFH0ppgcJ9ncNgjkcnFR/ZWB4chemQK7STRTz8ue/Sqr6PtHCEDOelNCbZyBtz5ZAVsl/SoHiKlsAE8eorrJtIcrxu61UfSnDHjOexPSnexO2xz5iOT90Z6LnP8An6U0ZRWGBlMEYH8q2W01hxtJXpz1NVZLDnI6+1GqNL3Vim8rsANi5AzjmqzIANg+739cVelt5OePvcYx2qPyCoAK+YMn86aJ6lQ/K27BYY4wcew60jgcsqj5vugnv35qfyNwXcm0nkODn86a6gkdz/B6Cq6k6S0sRbRnAG71BpHG8AIw6d/4qkwQ/f146f596UxgKCQePlHfiloM9IgtgVweOOavxwAH1/CqkU2xcd+vNXIphnlsN61T0J31LCQA4LVditlLA44qrHIG6kc1ahnwc44rO5VjQgtUHUAVcW2UdMVRiucVYW79/wAKUn0NIrUvRRgHpVxY19Ko28uTzWjEdxrHmaRpa7sJ5Kk/dFOW03N92rSxjFWYSh6EZrlc5NnTGnFIorYEnOKnXTTj7takaL7VPgAUO6M212MhdMHTaKmTSlPOK1V246VKuB0pKfmZyn5GYNHQjkUv9jRnsK1gacMVvCN+pk5sxH0NMcYqrJoS9dtdKaYcd6Jpw6gpHIT6H1+Ss+XRdo+5XdvGrDpVeS3VuoFSqhSUWefSaQcn5c1Rm0kZPy16HJZxk4xiqE2nA5xVquUqR59JpQbtVObSAeAnH0rvZdPxn5aqTWAPatFVuJ02tjg30kbeVyOnNZ02kjuOAeo4r0GTTuOF5rOubLBxitr3VzHl7nBS6R35IP8AnNVZdIJHIOAfSu5ey6/LUJsR6UXBo89m0x14UM2O9V5bN4mZiox3Hr7V6BPpoOTjjFUJtJ+UYXPTNUkRexwbQBFYFhk+1RPG6qeSSD8uB0/GutudNK7iq/pWZLYBEGUGB0BpNWHzX3Lsd6VXO4hcVbjviATvJ7gVzC3B3DO8t3weKmjun3Iin72Rwe4qveQNaXOzgvAT1wDV+C8Xdz1H6iuFivGjkAyQud31X1q5HqQ3H5vmxyc5oVr6ifY7wXgKnBGDT4bgD5ieR71xtvqrEYZieegq3HqYzweT1460SSuVFtKx3NteIDncAK1471No559a88g1IPwDyPXtV+PVdo5bp1qWopNDUne5363Y9aclxhsg1xsWsLtGW4NXY9TQr94+9c86F9TojXtudfFqDK3WrY1AOMGuLXUwf4qsJqW3v+tYypyNYzi9ztFuMrmnLc4HJrl4dVwMbvzq1HqKsME1jKi+hdoM6VLsGp1uFI61ziXiEcNiplu1x9+seSotiZUIvY3jOg/iqNrlfWsb7TuP3uKRrjB6/rRap1BYdGsbgGmecM9ayPtQz1povBuxkU1fqX7BGs0oxUBkBqp9qQr1qI3A5+atFGQJRRbkZfaqUgTPFRS3I/vVW+0DccmtUn1CVrEzhaoXEak9s1JNcr68VTluB+NdMZ2VjmlG5UljXmoWQYqWSXI61VZuSf4a0iZSCXZVOXDKccn1qR8jPNRcA8nNbX10M2Up7cH8O9Z09kp3HbxW27Ke4NVnIJ9qbjchaHlAmUM0TjOPmYj0x0FL5rIMDjn+EcVGrF0VTxk/TPv9KQzMpOZCqgjBHTPpWfWxd9y0JWfG3JJxnd6U5Jd8jBg4+XORjnFVUGAzFSx4zjpTg7ow2AAbiRnrimnbQckjRWXK5JLKRghuDTor5kx/FkkHFUnnR1IznOM/7P496akq7ccbQOWP8VJbak6LU24tQZAckFDyoHerMd8Uxubnd0DVzouCxXDfMRz2FSRTqY8BwEJPCZFO7CJ1UWqhU3O4HzflV1NTH9456Y9K40T7VKgkO3QmpReO+UUkEd93X3oTBnax6k23O7p6mra6od5XJyPyrhl1FipJXAHUnpxU0WpEqW3kjqAeaNB83c7uPVgOh57VZj1ckctxXAw6lySCm3P5e1Tx6mwUkkZ7gdvelZF3a2PQo9ZwM78D2NSjWmz9815+NUAT73tz3pU1bzOjkD7vPas3BFqTPRRrWBjd+FKdaOfvfrXn66tgEeZz607+1CdvJx296XKVztHf/wBsdPmpv9rgfxVwZ1U7c7s8cD/69J/amCuXJ9cHNPlVhczO/wD7ZHrSjV1C9c1xlhdG5ZVEhGe5pb26+yuQWyo7g1KqRUuQ09hNw5+h2B1RW7/Wm/2ghzzkVwJ1fODuzz60/wDtcs4+fBArW0epz8z7ncPeqTyary3yhc8fnXHLrW9sB/rio31lccv79KtqPYSk1udY2oJ0yCarvfAHbnr0rl5NTQOUD84z9ahfU+Qu8nNC0E9TqZL9cYyKrteruHzY9K5d9RBbeTgdw1RNqfJCSDOd3rn2pk3udO16Ah+b5unFQPqClSC3PpXMyagRuXfz29DUDag/mHAznkqeOKFIXLYw3G1cHKsB15PHf9ab5WN6MRgjBOOBTpZfNZlj3KVPAB6e+fSjIZCyqXYd1GT+HpU+SKs1uKs+cgMW2/MueeD71F5mfm++7N26D3pwCNCMKQoyFQ/xD1pmAJk8sgN3Ocg01a49iUuxZsYbb8xCjB9smnOCSAqNtHLZPSodyJIVZNxC/MBgGnEMrqXX6FT1/Cl5ifRDjkEbiPvDALYJXuKeWU/IGL84TJqEZy5C7l9SoH/66dgMFdkKsRg4PX8KA6XJi7l/lX+LoO/4U7zDIr7Pu98cYqvu2SMBIN3cFeRR5kbRZ3Db97BPX60DSsWVkZmUnGAcdTjP0qYsXLfN6Y6jNUy4xu2F+flO77pxTnJkZRu3Iw+7v/Wk9wTLplAY8snsTj/9dKJDgll/4HuxWfITKyKDkbcf5NOBcq2dzgHaCo+9Rqg5rmms3G/occkHr70pnHyAg4YZJ7Ais9MStG7H5M4PQdK29H0WfV2xEJDuHIxzWU5xgryNIwlN8q3Kv2h9r4fB689x6U0zuADvHykZx3q7quhXWkyYnUqOvI49qxGD+czsM87myOVqoVFJXixzjKnLlejNBbsLKOGb+6B0oW62yEDaVyV6knFZ6TnoinHLEP0pC2YQ275Qe47+lVrsQvNmvb6myBDExwePb6U6bU5JgrnD45GeB6VjxOVZQhIDKAFPTdSeYcoAjZA2kZ5NTypu9ivayceVM0WnfecnoQfQUw3e75yGXJypz96qHn8nYOF43jrj6UhJkCGN0OflORx7VS03M5Iv/a3eQBAH3dmP+eKZ9pZkYRuVYY565FUgZN2E3soGT7H2puT8w/5aLj5C2BVJlW1aL73R5OB90YI6fnUZuQZM7iTjgAcCqgJG7B7YwV6/SoyMv8jgEn72Oh9hS2Jba1LbTMCCyEHPApBPtRBgnLkjPU/WqzzBhyF3DPXofp7+1ICV2sd5RhuPPf1p+TJatuWfMLOQrgfKdoBzUbzsrb9hUMFGMjrUCiNBjJXP93Az+NOMgVCPM3FeE2nhfahsa06DFk8znAY5PJBGD3GafvQxlS+CWOR0yfSoh5qsUifgkZz/AJ7VIhYQ5yMsOp6LTbSBroyaCPzN7HAx/nBqIw7SenHUDhjUkdypV1A+U9u+KrMWluFOwGPsG6EetK+gOLv5ji8bJtydp5I6f0p0SDPybht4x2NKGVZdqBAS3IJzimq/nThc7ic4zS2Ww7a6ignIJ+Zx3A65/lSSAnKrIEbdjg4H/wBaneYBK6Z2rt6KuP5dqiKErsZF3q3O0dPQU1bS409bioUaQM+3lOqjr7/WnhlRdoUD296QyMnzoyMyg855z9PWmMpI3Mp3kDBPBGadrsnXYmi5GfuhscFj07kUM+WD+ZvA4ZMYx9BULu4lj4OQQOOA30qUsCQRy+R8yjnH9Kl3HuhVDpEmQ+W55PT3oDhoX3oxbduVVBHWkcuZyNgXn5exJxQrBWTzGBfkNkc02g6ixEqGw2RnoOx7/UV6T4E1u009iZwEDDOewrzllOd2Qm5QcbeVqVZzHwMqFzzuyMVzYil7aHKbYaqqUuc9H8c65a6kqxwFGI4BNeaNIELHcRg5wDx+FOmuGuIuWwmRjuM1G8zGQcA7TyD/AFow9BUo8iKr1XVnd6BHyI1zkHpk8/8A1qaj4TaWUDpub+lJGoWQudzkknHc+wpEdGCbc4HcDlK6NDFpNajg7RKrBsEnHXIoB27snCnvjGKjaNnjVPvL33Z/pTo3z5vBYr8qBj93PU0X0Yn+Q4phG2KGfcGYn270fI0g/eAo3zAHuT/WmIpWNBkq/wB0Z7U8knoijjAPqPajbqS2SAIiln67TuK/Nn6etQ7Q+MKT8uCezH+6fpSKz7VVSGU/KV6bee1K5d2HlyMPRuw9aWw3AdwvzkBcD5mPZqaCGB3FUUd8d/60oAIYrwRhssOvvQqbJBuPzFdzP2VuxIpodm0KZWZnwA7no2OnHegnYqL1QjIIHX61CplKsRtGcDfwPxpxbAXng9weR74/pT5SdNkx2csqtFy3zcHrTfvlWJ5HGF7Y9aa21thBc46NjofpT1VRHvHTGeD0J7UIakNEz7vM/jPBc4GKGC71jztxyRjpSYVXABAH3Sc5zxSq252V/lZjnlsj9OtAuug3yxNt+8FK4Y9aklVgzHDIyYOAuRj+lIAFTcy8FuqHCt/9enuVSGPGWIO1sHHQ8ZqW7sdrrUD5QVmYnK4PyLzz70xdyjAGMknGME0eZtLMV4foFPIHf3P1pC5li3Ek4O4Fm4OKpCU3rYb8m4hoyWGDkcDHrUilsENtMX3lUDpnvSM+4AMWIXGcDGQfWmZyCrMFAJOSeMf4Ub6i+yOYELIqkrtwcsevvTeJMEySD+IZHGKfH82NuSWOM7f1/KkAHltnLKONxHI+nb8aLlJuw4goVRMFz97c3X/69OhZYipAJOTjnP8An6UxlIXl9zA546g9iKQ7vlGQQRy7D5qNUCjfQeSrSlSNgPTacnI60uOQoJ2jkFRn86iLM7ZTBI+bnv75709/mJ44UjK4OW4oe4RelxWZSrDPzv8Ad4yPc/8A66VDIFcA7j2/+tQCS+/axBUDOcDPekUvtLDdgAq2TmptdWAVjiMAPkx9+6k+1NG9Xy5+c8BFAANNUErtYFiMEkHv7U4rvxwFIGcke9O1hXYrxbm+Virf7ZOBS7N6ku2CR82ONw+tNJJL4Utu4UN/nn8aYx6qHCbvvDOT+FHkGrvYUuyplmKZ75zS5aQhycMBt/3s05yFjVs8nkDPyn8fX2qNx8xRRkM+SW6Z9h60bgu9yUElf7wBxjqPpUe3G891K4Xfzn15pdyvLuZWBT7oGP1pTGYcBlyF7nGDR1sVbTQVY0KyOueG6g9v8aQEAZ4z0PHX049ablfLBJwc5wB1JpTgSEKcNgruX+Ee1FmTfTUQM0eI14U/Njrx9akKqxDcKADwT8xFQ/M8o2ZXcMAkg/nTujrs5PX5qbHuIGYxFW3E/wB7jkCjexUO2UA4A3ZH/wBan5U7kklJZemep9xTmG8ZZDnB5xt6f1ovcm9iMgFQ+CQfutxhfehEAiZ9p2uc4LdaUh0VQNis3ABGDTlA3AZI5wSwwTRd2uir66EZ+VWVFjD5GQBgce1SZZdm5O/QHp9ajdtm3IBVic8Z/CnOYeWcqQxG0Mv3h9RQPoxxcMME7RncD0+bt9PSmrExkV4YmQSdSVLfXn0NPQsoyEKzOQDuOV9qixLvIKuCXyQudvucULa4otbDmG5fucN/ADSeTuUE/KTwD/8AqoRPMZn3s+49/wCIdqjXcjFSxORwcc0CknqSoC6IWABDfMp6j1INDbQv7s5AXpxmmhytyJEX92pIH1/pSzOHcuoVtw2gAZb/APXR1HG6V2DA4w4DLjov8PvSksEl8pXAGGXFNJVs8OrMduMYApcLG/STPAPYUIG+yCR02qrnbIDggHjNGHjDBU4zjnhQvoac8czEA547r/OmA4iwr52gjpkk0XJhpqTPJ8q4GVbjA/n14qPBIZw/G71xxSjBI2nGTk+ntzTUUOzhR8+Mlf7w9PrTW1ir+9cVWQ7QWUZ+bOPu/WiLByyDEeTwTwKV4mXCkbiRuBC849KfEGYKWKlvuszDkjtSei0B6kLlmjAfBAOFVe/pSqgVmLnIY8DqfSp/IdIZHaDaSchucfX/AOtUAk8sPkks3zABcjPr7Ue92GpahGSj7QmMHv6e1JICMKpwoJAYr0NODB4kw23sSzdCf/r00bkVScNJns2Rj60loKK7DiA778E9MZPQ0NujIdCpAHzL60ABZBuyz4JXeCBSRncxTk5wFPp+VO9wd7jVU7AzD5j1GevHartjDCYCzsg3KQFJzzVVtyxYBIkJ+U8+tETbI9rYbnGOtGr0FZjyQ5wiIvz4Oe3t71EsDjeBtZ26AKM4BqV4N2PkLov3ip9e1RlVaIYZSD6dW+hoW1i2O2hRsWMgHk9jinzpsIyMhuc/dGMfpTA7ZzglsqODinPdGROVdePlBODUu+7C0bO25GEWPgSDjopXK4pHGEwo4PYN3owGUgICB/ebB4qTfvXCjB6kjsPer8yBrh1m2t8pBGTnp7fSmsxYKoXBY/Nk88UgjBYhed6jPzfzqWARnA3qm4ldw/ipD5r6JEO4IirJkDOG2vnn1p8LbIymUwC37s/1NNnKtGq7WY4wH25/lSuFaT51f5lyFAxz780dAu7aku9YpFePG8YPTPb+VNedXPIyZFZSAcbfTH170wOAxbO47gNvfHrShicFCdrcKMZ2n1zS5erHGco7Meh+UxvjBxnJxx2qNdozvx5oypJOQR6UrMySsp53cA9R+NNY7eMkqOOeufWmo9iZNpEgIVWk2hdxA5PAH1qPeu3cp3c8leD9KcnOAn9374PWkIEifLHtzxtBxj6Cgd3sPZXjjG9MqR0DfeHv7UgicI/zFdxwTzwB6Zo35Unfzng9d3tTEkCgKM52/wB7P40o3E13EYDaBne5zhg2MCn7/lI2qd7cjOP1pTJmIFQMFeT3NM/dngZJZcYPf/PtVW7iWujFiRnbkdAQEA6/hTkDbo85Xhv4ce1LGSgSMscnn3PPapppYljCxHbJnBY8/XpSSuNtEJjMUZT5FPAI6/8A6qmtG2TKJ8fK2TznH0qNjLIwkGFPof55pPl8zPzOByOO/fmlzaBHzOz1TVbCbQkjij2sq/MwHJri33jcVUZPIC9QP60od8bgxYDLD0FR7UMfmDKkscEcjFU5p9CYxsg+78gZjkkk55PfpSZdCX2dBj2X0H1pQQy+S20sp+Vx1B9asPYvBEXdmCtx8x4Y/wBKVzRaaldQCQXJLDrj5hj8PShtqfdc4ydpPUn2/wAaR9vHkhQq/eUcNn1qTerMoYqCSB6Zo1uQ1ZaACyRkszAgjce7U0qyyNtUIRxgn/PaldGZ887xyoHQ+pP1pqt5VwFQMcn+LljjqKS8hxeli/HdFbXyVHHTntVKUkyHK5yMlu2Pp0pu0g7TvA3/AMXJX2p2Ag4LhcfeXop9KNgc9RuPlcHtuB46UnmNGill3E9N56/4U5ihzkE/NhgXON3rSPgD5TvJbkdMYH86a1G20LGu7a4AYonBL9cdOaQxjMbZLHJA/i5pNzABpGPIxjPvx+NKypHt2MCi/f6/ep3E9rkjgOpXawQ+3ftmoyiiNd42hvvEHheaQ4Z1XG4Nkk5I47ikG/awBIDNwMZBFTYLO+g8jaM+ad5+RgeOfXNR+XldgkaVycADg596lMahciNWA+9lhxn6UFVZyMOX+Xkf1xTuF5XsEirEY2XcHTOCU4+lRx4SY7DtXHI3A5qRcMzYQ4PtkN9KiDL5jfMWyNvrQk9g6jvPPl/IG5XLN1I+tOQFwGKuExnOQf8AOaVcFFOMqFBy2OPwpsaiLDI4YMSxwf8AGjS2gxsbYG7cd3A2gD/OKkKFFWV0AaQZUADr6Y9KB8k2wE7c5BpzXG5dx2jHOegx9aN3dCT00GKWVowuCmOnofX6VGFAGd4XodxNSLtfay4QtkEnjB9aQ7CygAj0ye3rTT1HbQVC29gOWVscDoD6+tIAhIiCgNuzjOdvuTTmZl/gBXBPHr3q5DaJPCxiXd2xnAWlYl9yjEN7KSUU8gDru9fpUiJ8xBG5QOOOMf5/OiQSxSsFUNs7k8/X1q1FPFHAUdVDucDuM4oeo0ooogt5RUqAgzyRyV96UsWCggxbgW3c8Uk6ncSmVkPYDA9KYpYkIBtKjJA4GKb2uOyWg8BUDurBT0wO+aVVAyoXcnTIO0ZoyGwBtL5H3uDTXX5C6g4AHfhaWolaxIjY3FG3AHg+tW57uRrfycfKrDqapAEwHOUbrn19MClyhXy+oH3ueaS0B6aIHdWZmyTj5eOhPYU0/NCSY8bud2ecUpwsfzcgHGc9c9BTzgMSnVlwB7elC8ga/mGxpsjXyxlW7qf609TuYbcnna2PWrlpCQFQO3C5b3/GoruOPKsoyc8YB5IpO17Gqg+VO5VAXaW27tuOT39KTcpyMZGNwTbn8M+uaPlZmw+3bkYDfqabHI+G8xUIAzjNUlcw16itI8hVd2BuyMcAetOy5k3Dfj+JT0pVG7bnAReqmmyfddd2GBwG54/xo6FLshFUiPmNWJYgZ/iPrmgjbGDlmC9mGQaWMHykDgsSvzDdnNDKiqqqdiDgE98+1L1Dd6DQyqAjLgnoeQM/ypy/M4f7+WwM8Yx70oK5wuwlVwyn/PNGQ5IQBCcEhjwfc1V7jvZs/9k=
|
image_11
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_12
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_13
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_14
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_15
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_16
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_17
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_18
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_19
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_20
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_21
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_22
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_23
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_24
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 0
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyAy7gfkIA6jGfwNMiMgj+RsEdl69Kaq/JIVyF5br9P/rU4KSBHEGVzlifftSdg16DlJUNjGC3UDP1OPyqM70WPG47wSRx2NLhVf5oSOeq9R/+s0+VzufOxgfunH40C32JPtBeFNq8L1Djgj1qKKQSDyiSVHCn19P1pPLiZW5cv6k9Pb8aek2VZQSyABl2gce1UmlsNX6lnzHt4vO3gHPVe3+c024upZcO+948bs/0pjMWURB8dGDYyDg9/wBahZiu8uCFfIGccDHX/PpV87tZE3XUcCx5ddrkgev0z61Isecb+CQpBUcj6VXYKVbehA2j14/+vTg+4juPbk96zsVbbXcC25t5JVGGMZ4PPb8KWTlQylS+Mk4GeOufwph+fccKSrfL1I/WlSNVAIG87vlHQEdOD6U2uwWdhpTYcxh2G37uM9/8BSYUqGkCKoZQ2SRip1PluQrA8E5H9PbtRkqpJIDY6qPlHPvSTKWiI2CMzOFXG3P3v6VN5a+ZsV8fw5BPNQDoUL43EDgYB/8Ark/zp5bbyMjqBj046UXbdkLpqTx2zN+6fndjd8uRirh00k5G4jPyhlB70llOFkPO9WIB5xn3x2rpbG7tif3hUnpzzWsY31M5zsrHLyac8CszQ5cngqaqtF5e7duJJz/XpXdag9mYgcjn9a5e48oyEBgAvzDPHP1ocRKbRkGPdky/K+7cc8e+KJTC0wQkFTk88Y/z/Sr8qrIQh7nH+FZ0gj8o7zlgeBt3DGeuf89KjroVeys9xwUFpELDdgnAzgc80MQZV2f6spgsxx0pyhlHygFWwP8A9VMJ3nnlS38KYH4fiKkpaaj1wc4YHnJOeSfp+FRqjhjK/GcMQepH+PNOcFoyvQnpt479jSNulygTcp4wx5POc0LRjdgLuQM/KAwJy2SPalVthZfLGeSfYeuPpTXQCMByCgPHHOakUbOBtKjnnt7frRpYLa2GjejfIkXqrdM4oUlUAGHbHy5bOT3/AFprxkP86ZG3JA+8PT60rNgB2U7mB24HBz/+qjyJ21FVwDtRceY3XO3t70MqKUUbZHVv4c8n61ETvcZwpz8wc8ev4VMJGRdzMCMM49z1NHoEfe0Y0FoQSu1icKy4/wA8c05WUR7ZAMDjJHf2pApA8sPgdcgfypzSIEKk7Yxwx288ik/MctdRryARZQOqKSw9CG//AFUMxblRtI4wf8/rSiJ/LLeUWO7gg/d9eKQRmRmRVbex6ZwB/n+lPbVFLViLtd2BwQPlyp/I5pG3DcARnA2E9/oaeNuVAX7+QOMAerfyqMKEjj2sTu+Xjvk/w0LUUlbdEgVmG9g275sr/T9P0pihSTy2d+Mn5fwApCHJkKsoYjoDyD2x+lAJj+UErydv8XseP89aFogabY7PmYTaVxySOgXpjNOjkUgSFS64OwjqOtNWRVG0KQFK89f0pEQy7mXIVX3Z7+uKVu4PexJGvmIxTgA7s9B2xmkzuLLyvo+eoP8An9aaC0ed2eer5H5//Wp7tIxklT/WDlwDkYPcUXYe6Mk8sN8wZRnA9c/5zQGCymNgGDDpnnv+dOZm3MAwZvVeD/8AX6U3OZVhLDjkbup96drIH5CAmSJ1xg5G1hwQQO3+e1LgZzkNjqy/Nx7U6QHp1PRgTyM00OokUHCx9QyfyNPUb1HKyK20yKueScc+1TC5m5VX3PnHy+3GR+FQAN5bScF29T37YpCWLxkSrnnGB0/zzRzNCSSuy7LeSqFEjKc9jyOvrVTzHkiBLsGxknHQ/wBe1BZ2lUtngZ6f0okG1Aw3OCR1fHGKfM1uSoabjnc/MhXPPc4z6D86jLsUzkhm6grtUU3AO7A+dQBx82D2PvShTsaSdD8y5PPyk/06dqWg1ruBAb5ss38WR/KjzGZTtyR8xHq3r/hRsUxhi3yDgLzwOKFzHtjRm+XkevrRoNydrPQXf5alQWyT8+F3H86HJjYEF/lPJyOaa6BYyGchOu5DntxSvkvwcHqwVsYHX+dK3YlO6Fc/KYy23YMhiOeevFPeBSqBgodWy2Gwc4pFjMqh3cuSuBxn349qJJB5zF0ySwAI5HT/AAp9dB3VhjqoccktnJc8446U5UVYgAyqzHuNxBHpUYDYby+Nq7eW5x7U4AERru3nr9KBS8hux2X5EyCOBg8/5/pUzkMWwwz1VjzkY6mmHYcY5wMEHPHPOPxxQpZtpwVB4zklV/LrSYOTcbjdpdd+N20HBHfPY+nFSDbvUouzgEA87h3H1pTFuZnEY2/3V4xmrUiwiBER1Lhcbd33eKTlbQu3N6DLZI0UIV3ZGQynaf8APQ0+QxG4O4D5WP8AFjINQI4lYRrkKM8e3BJ/Ooy7SDOc85APX/a/lila5LdlyiGQq/yAHDbVPTt6+nWiNHLBlBzjbucYGaerSsGPl/NnkbuCP84pu9j86hhnjIPSqvpYaVxiAY+ZgAARiPtn1pVSQqfMXyzzuHt2FRBXBZioX69M/Sn4cM6fMxztBU54B6in1IvrckChgrjJVeAV9e1KpAhePDKy8egHtn8f0ppbKE4UMpOAOwI70mWDB2fdklXU84/xqUim4kmyPduQYBIbr93P+QaXKLDgM3AwdvQ4z+tKi4O+QsVXqCfrjn8KQTY24GwgAjHX6AfnTQSSuRp5WGOPvYK5HX1x/nvRucEDCsq8+/4D/PehUJAYYB4yuOevJHp3pwYDdJ8i7/lx1Ofp2qXuNbWEzhGMrKqgkjb2P+RTdokYRyEbz83zfdUdz+NOVQjOzfMzLvXP3ce9RxttfbgEZ4GMlfoPxql5A/MmG12d1JDD5gSwwaYyswV9yYJzycfUUBI3D7AW/u44BPvUkq42lfmkbkg4w3H+eaWwkRqSrq2VwVOMeg96YA4dvqBgdKfLlA0S7go28DHP49KaFc7T5e7nhQT+dNdyumpKvChsnHQMvGTUIJieU7SA4DLz0Ht708MiszxKWy3CkYLH+lK3YMpDkcMp/nQtNyXZu9hquAdo3b8dfvfXPpQvmCRygyP4snhv8ad5mduUYbeBt6+lNjCkZKfMPl5bj8u1N9wv1TE8vDECQDbyD2/SlUOmGIUnrjOOCaCUEbEh0HX7vGaECjkxnDDOewz/AJFS7lWs7olLAIvULn5ju5P5fhUCFlUBN20k456CnQlzIXydzD5u5x9fyoHyxKz/ACjA2sR6e31prREt32G7gJ14x5ffHGPSngGSPaWVQrMQ5x8vv+PFNZPKdMb3UHJAI59cfrTtqABWXeg5zjaMjnmhsTFGM7lZfM+6Mc5/wPFNGCpWIsRu6Bs5/wA9aczK+Tv2qBuZivOc9z/nvUaBTGSE3HA6DGeKSGubqy4kyeSQM5A6n1x7VB86sSjbt3zFX5H19absPmbAyxgLlSpPU/zpxLMjHy8Mx+8eDnpyB/nmnoPXZDE2yMTIzlWG5sdKRGUGR2Q4/vD+tOcsQVLMM8MEbjjvTlIUIUlMi88bOB1xRe4r7oFUKNrNyAVPPXgfnwDSqUkZsICACvB+9zngfTvQsbM24q21Ry3oak2usecAEnBXPT0zRYG9dNSNFeTLElcHPPt3H51GkQILbyrncGTdkt04qcKrnLZyWPGOnSh9iyBVcDoqr39Kbvew2k9iFAhwUAOAO/LDp+dPKBVdx97p8yg9P84qVhuz8qSEjGwnAOO9CxEptUMFwep4qAk+pCI38px8jjcCQrYO6nZkwzb1w2SHVhhverDRxKAscj+/GWb/AOvVV8rGrsFVScYHPSqt0ZKkKItuUZwo4OSp57UjDIznAZtwz/DSuFk3uEYMCOB0+lMaMFGUyDqMj27Uk77jSu7hIjZC/Kr5xknGP/rUsasbxvLC7B8pYnHPT8/8KV2cAnemwfdz+tAkMiEDfhfmBz9760rsL9BrfK6K7jYPm+6B+ND7ZHHygkHHGcClCSfK2wMSMjI6fU0A+ZuR2wWONw9P/r0fMpJuOgRuGZfO2j5SMD6cH3pzLuIDeZHwOT1qPDN8mAuMA8d6UBtyNubKgnnkHmm1fqQtLod86oSQu3aAMc49R/n1pNqsOCFUqQF6cGnBTjcn3e4Lck9qi8pnAY/KMY3EZHPX8KaHpbXUd8vJJUOx43E/N70ASsqBgSWPy8ZAI/z0pMnLttQHjGf4fTirWmzxx6gCxXaQAFz0ojuEuZoikhLAsWYjjovB47VCCqQnbtCnHJXOea1dXuUnmJtYggYYHOPwFZzJ5fyBdw7qe30qttBptRIwTIjN5YUk5BQdD64/zmn52sSsYbKEMc849qjwpkbLEnOeT39xUhwhGBhlyuB2/wA5qGPS41P9acPGEYHpzmnb2eJkGclegPXOKXaUAUsGYDkdNvpilJAhzlMnup4xg09GQ1tcY8jROoX5WxgsT0/CnJa+bv8An2hR8xA4JPr+VM3KZWLop2nIPT/OaUSMriNFxuwXBPAFJbWKs7bjm3hh5WSjdGXnjvmm7o1UuSdvovbtmiVWWQn7q4JIPQe2aVXbaNydOzN0H+FPoHL1YBi8hJSMbT8xz68f0oiYlUyRs2nkLwf/ANRqPAxgn7xU59euanGTgNESFOR6D6UNLsKN90SIrnDFiyqd3HAzQmHALIuHOMAZHfn8f6UI23OxHY/exjr/AIdakCsjYyQc4Az0z2/KmO1/Qa2Mr8pD9wOg7/rVhAJWYhdiE+n+eaiwR9zO33H3vmqWNNqDK7AD1HX8aN7EtvfqII0fLBSD93HoM09YlBGzIHJztqzGpUbthJHOO5pfL242A4657f8A66NHoJN2diiUJc5yflx1x/k/41VEaqWiK9QCx7qa2yikIGIUgknjv6/yqrJb5T7vI7Z96dg5rrQzpE2LtBO5snLHqfp61EjLuwXUngqB1LH1q9JA/l4+UBmyQw649arSxKA7KQW3ZzgYX2qErbgtOpEXPRo8vu5GMgU3cgCgt1X5v7oB6fSnSKwYbASGwcfdz/tfnSFWWMuVXacrtA5p2Rd+wbpI18snKqvy7V43UgY+TlTgqpIyPu57Zp6rGnl7DtcDLDOfwNIFVpHMzY/vFeg44o2FbyGJ5gI4wjL8zE5P4ntREHeRSXIH8Of4eP50rfKDIR8v+fShFLEEuoGMjA6/Si/UUXd2EbKgFj0x3z1705mDtsjUsGG4qpPy/SmvsEx+cHs3oD2AqRYlEh2AYQhhzwo98/nRsVZAx3Koc/eXbux3/rmkQBW80ghmzjc3JHTmon+R5eW3LgZDZzTlUuqhgVO4gOeadrK4krRtckEjbxG8hA+7lh2/z3pp+ZVcqCw+baTzRsAfKqEbbzk59MGkBlcMqZHzdTjNLzB66iouMh/mwd2fu9/50hdwxBJRiQSF9M8/lSFV8p8cMvrzj0/nSEIVCbduO46s3t+tLqPclLoOYxtfqF7/AFz/AJ601isZZnbO8cjinqR94AqoGNvv3xmmupC88suNq5HI7GhA1Z6IRTIdxGwZHY9BxzSHq7o5kUDB/vZpdu5w6DOBv+Xjcfp7UOREzR7E2cqxA4OfWgVxZTyShKp1Cq3XP/1qTaJJdofK7SoYE8Co3UqJE8sHAwcZ/H+ZqxGm6Py9irwCfXNVayHfUR1ymBkMOj/5+n86AcOrnkNwB3zj2qby2ICMoLZ3Me3HQURoysOCS3Dei9/8/Wpt7pPN2Q6GIFA23JI3YDfjUke6RdgyRj06f5zTUUBiGc7Q2ckc4/z/ADp8CyZDOcDI4yOfrTs9yvIcpDnbjGBs5Xj65/GrCnv19CD69arocspc7ioPB5IHep4w69Vzu68559qpEyVyWND7A9gDnApWQ4GWwG6rUiH5VG8/N93jGTUzHOdnOV/CmibWdokGx2kcJkgeopoV94Kou5ucH+L/APXVpNkrYU4BT+90zTwqNnC4YZxjrTS1sib90U3iVzuwCVGMKOKz3tVWFlVggJ2g9yPSulW3CkjOSP8AOaiexXO5lG7GPahBfsctLbSGUDKhV+bd06GkMIdpFLgFF4A7/Ste5sVH8ByueCeGrJ8iWJ/lXLjAI9eev61PK7WNFKxFsaQthfLk25IDdPSoif3roepGQSeFPoamLhS3BLdB29ajZgXUkEdNy4xtxUrzBoAXBbCn5jggdx6n0pwPlyh3KqGGeMYY49aaAQ2QclVJH9Dmhf3LSeYu4+m3sTmi3Qe70Gna4BDIwU4+bg//AKqeGUtKGZSo77f0ND7mTJIGB17e35UxmxnDYbHBC8HHrSd7AuUcWjRfk8wK+cgHkGniJl2Kqbh1XB6VGxIYvHhAePu9/rSrNIQQ8W1F+bCk4PpVLbQN2Oyck4ViTtAxjnqc0wlVPzbB1PPUDPYU8hA4CBi23bzyPy702OMMu7+6DwOAx9vTmkrILNWQ1VAYhXynoBwc+9PUblypKdWGec/j+VDLiPZuG0jIAGSPWk2hdiiRg2NqjPJOaFqK1mKjM8jOVxyMAevqfemhWAKlsZkGFPOB3696LcE/u9zAg4KZ4zQyMYdqg4AyxJ6nnP50uo35CqWExkGQCfm7d8jigq0vIOEXO725FJFtUhgi4ByDk9B3pSx2AMElPVstn2z+n609d0P1HM2cLvKc92659acCCu0DoNx9SfeobgptZRwA3Ucgcf3qcM4dA6kn5cAdu1LlQpOXUuDIYqWZm/iGMVJGzK7vwGA/DNVkk2sxDc7R8rfMD06Veim2KESPch5IxntVJ3QlZMeke458sDcflBbPvUxtmRQypnHB/wBr61FbSJvGzO4DqvT0/E1ZNwkq7trYHBIoaB6albHylmJYg42j+Y/rTUZd5RQSucENzmp2ZRIhCkrz831/kaimKxE8hCAOnTkjND7MTukoxHB/s65OE5JOPX1pXn2ZV1Ue/QD8aqZ2qzmTAOWx2/KkeUtGfujuwfktTbHdstCZY5GkSQHgsR7e1Ti72tuLbh3x61jtK7KrxsAu4+/H+elPhmZTsYgtt7nA4PJp3e4rJqx00F58wPUEfeq/C6uMDGMVyJlx85BBHzHnHetKzv8AJ2uFPPr0rSLJlHQ6CWzWWLOORzxXPX1k0btt3Akcbf8APWujtLgSIO/8hSz23nL25quS5Dk1ocFNBhRub5RncMdBVQqPn+ZuFBy3+e1dLf6e8RPOF5xk9KxPJ+dg/CkemCR2P4Vk42NYysQbfLLbAVQkZ+bmkLNbkn5GOCBnpSqu5dufl3E5zz/k/wBaRIgJGHl7z12ioepbtzajkKmQ4YgdckcdOoqLeQfvK+4kMvH5D9KaSzkx+gyctxjrUqsZANqbChHDfLgetLYFe1iNeYlHD4+71B/yf8KD8zMchh2B4HH+f0p+CFKPgNndnBIwP5elBIbBdVG5FA3dAOh4/wA9ad2HkNy7Rqh+8SThhz+VKmGX7z5A6dttXrUQyEBpACPlHHJPt+lQ3OY5SDym3qByp/rRvqLR7EBTczk7OuVxwPwqWFBL8vBct0ODj2+mTUcnG9wdwY7dxI4xj/P50sKElWUttzuwTz+n0pa2uFlexrT6XttxKmNr8YHPBrFZFIDEbk5ySMg89PWrzX07xlNxVEHPofwqpLsdD9wBjwT078/r+tRDmW5crLZWI2DjDfdZQw2k8fQ0o4TdEucc7c9j0P5Zp7BmOxgSeMA9xjn86BI5JXKqeMBz/ntVXuRfoJsMabWiBDY4H8XqD+tPQgs27qBwT/OtTUbJLdiUTfkZx0ye5rIOQuE2cY7Z6dKlS5lzIqUXF2kOVsIiMuQp+UDqcev04qRNwyxIGR/31/n0qFYmMZBiKMpwFQ4I64/pQpEIKF9x2DoO9Wuwvdf9f1uWTIPNVlkwVGcHOR+VWI5HRsZKr93PAyOv9RWfGMom07pFUFRuwM+tTRyLDCQxL7zgKDn8KZC12ZdRiF5Ygn7wBwevAzTmaPZgo6jgZPO0/wCRUSSqVyNrM3AGOwqTzEZl5DYz2yBjt/n1oKsiGVRtbKqQx3ejZH/66gVyJN/ypvLFiefr+OKtthiQ4Y7R/q8daquqvF2Xjo3VT9e9F+4WvHVCYIjKcDH3hTfmYb9yn5ThSMYAPpSJlwXZg4HtySOh9zTFYu33QSpyMfxU1uK5MkrliTKDkjqOD7CrcAZZXbbnHAKgcnP86qICN2Qo3dcDoPpV61KyYf8AvHjB6e9VDWxPU6fRbd53Pp0wO1damjuU3EE/hxWN4aUblLY5New6HpcNxbKzgHiuuMVGPNLY55y1sjyTVdKJjbMecD0rgtTsnilaMD5T3Hr7V9Ia/oEKwMyDArxTxRYeTNlUGd2FOORTnGMo80RU5vrucKdryuzHHQEkYP5f560jglpVCAgryA2CRnvTpFjjkOEYFjnnnHPBqN0ZhICi545T5hj0zXFLRnZFXEkIOTICc5PC4OMd/wDGk8kF2Gcso3EAHLA9/f8A/XQ+5UYscFeQc+3Tn6U6Js4IIZ1zhm9OP0rO+govqBK/MXGRgZC9APTnrQig4+Rtu7knjI7fhQ0YjkdzGm0fxEk4GPmNLJ5iqhPO3ndjAHH+eKGypJpCAyR/IVjQbc+h46ce9C7digsVZs7QTn5u1Quh3YBBKrknOR9P15+lS5UqxVPMypGR65//AF03oElpqNJVlbC5yPmyPr0+ppxLF38pQHOeGJxj3pgjcRr8uF4LITnb+NBJEe9BnjGSuSDSt1B3Yq7FdeBvZz84PA7ZNJtRZAgk2k+gxwP5013TDM/C88Y59/1zTkdIwwViwQFWdh600rhrsOG4cMMBfmycAZ/GgMqwAb1355yOfegM5kQYyG+YBuSPr+dMA+bYcksMscAAfWlZCZdvbqaWdiHw2dtV1UsFVS+7HQe3bP50mSVjL7zxtA+v+TUZCxxDbL8277q84Hf/ABo5dLIqUr6iuHVcqMv/AHlzz9aamJQodzhVOCxwR9O9TmRTHhIm5+6em71P6VEZQVYYZsc/MMfUf59qpsSurit5owAYwW6lsevY/lQJlZVO7ADAfUA9D+lMYgy7mb5uqkLyPf8AQ09EVIh8o2AZcdeP8/1pbC7ol8x8Apg53bQvPNTiZ5XRMkN7rjI9/Q1UH+sdim+PndjjHA4rV0qx+1yIeVPT1NK/KuYpR1sLuTA28ZfO4dO1Ne1EzOGZtvqOOa2b6xS0iXcU3kde3t9KxXkbYChKjOPmbhahT51eJU4OMrSKsiBWaNWKfMepycev6VGyb2XMjmZePlwo9j/OnzZaXeQxbgcHhfWoZC5jdM79w3YHy59vatddLGd3syaORX2FdwOScHlj2qxa7jdL8ojDZbbjOD/+qqw3yFHKhSpxnPIPtUsExLhmZgFOB7e39a0g7Eys1ZHfaHPtZAqkD0r1LQfEK28YVuQeteNaNdKFHz7q7CznfAJPWu6nOLjyy2OScLu56HqeuJdwEKOMeteVeLh5obHHuK6dbrEec4rkPETiQNg/MB1pTcYq0dh0463kcFKu2RwOZSOg5xVNx+7JAZRyMEc+9Wp28uTiLJ+6RnBHvVJSZnDNKI0DfdPIPr+lcE7t36HXBaagJSVKu27BB47Z70RlAudwZVO7GNvY/wCfxpiBgpjkJRNvPcgk5/z9aRmO5kZIyp7gc/X6f41Fuxe+5YuWEsJAUHA52nn659KgUZgL7g205zjOPYf4UZTevyr8v3sNn/PekbPmB+Qd2fk4wf8A9VO1lYnq7AJHEjhWjBB6evH64/xp6MCGAkLBUAHZSev4UO8TSIFj3EHduHUj/JphXv0JUnd0LegP6fnSVnqhIcnMLFEw+Qqnrk8ZoOBEWQttXBK7v5/57UzMW12G7cTuAY9CD19+tSbG3Bwe/Oeh7ih+QNp7jBI6hdyop4PQYYe3vT40jRHZZdpH3jtGR6ZqEpIX5BPB4boM1KHWYlwg4+Ycd+lEu6DqACuqsFcEHqDkAHpmkX5XXouRjHTt+nWiIheiEZXgLxtGad80nl4ZTwTg4J69v896B8t1ZkWdjsVUB+QrDoOMcfSnMzBlXIUj77Fc4+v0pNm2Ml0w20jA60MqGRRLgJxznH5+vSmN36oUlkKkKzMec7vve/t7UoVXPzr8qnkE8nB/zzSxtvCrG+7BwR098fSp4Yg8oC92xnHIA9veltowad7lcSk7gkfvy2Pb880qswiwT8zYGMfpV25sjBhy2M5zz164qnJv+YFh8p4wobPv+FLdjUle6HR/MRMCCMDJHzN9PrXRWF8ICuxeSc8dPeuejdt7ISAzfdOMZPv/AIVq2VzEmzbICMYYdeRScObdBGXL8Jb1O7llUbkY5Bxu/nWEzOUZDtRuSRyen9K3NSu45YBtB8vjhe+a5+U/LiR/mI6+3r/n60RgkrJEupKUtRzMGwSw3LwccCnAN5gCgHb8q9vbP86sWcDTssbABySGDjJarOoaXJalV8sBWwVBB4wen86l1EpctzSNNuPMkZisfMEbHblj8xGOP8TSo0nJzgqPTBLZ6flinH5plbeiEckDt9R+dKkWNpV2YffXnr6VrF9zJ67GpYXHkNvzuHcDr7YrrbPUwFUHj/Z681waq/mFcvj3H0rVtJG80BCCc7W5/nWiqE+zUjtZNR+TO4jjpisTV5/NgY4znt/n6VP5T/ZwVJ3d/ese8cMnIDLnjrj8PWmqyexboSg1dGLOSZtzk/d3kHkY9DVOQ7mHHyLk+h4q1cDMrYUEDsvQjms6UbpF3HhshgP4T/nNZ2uwV9BWDPyyFlwMEHP4UmUk2Odu4MTkHB/+v/hT3DfM3KkDLq3pjt68Um5pZAWH3eAO3GcYqR6PcaAd/meWd3G3Hyj6flzT2UYYuzKCT84H3e2KYpjEBwQGPU9f0/z2oEiKuFIYlcfOfqc/nRZ3sQ1ZaCrCoVce544J9sfX+VMdSRGrqoYk7uD1x/8Aqp4DqFYDoemOeQeppJW2lQrMMkYJNCvexfPbYaFbYS6j5c4+XJ9gPb/PanAvndxlQSCRzj1xT1kbyx/DtO3Zn7x5/wAajKOct8owvG7nB/yaL9xNdxxIByVUsc7lA4HrTR8gAyWCn5eOPp+Zo2uF24APsMbavWdp9smXEgA9CONv9frTSu7C5rIpKGI4GWbIwe/rz6ZFEwwkgDZXj5lXOP8AODzW9c6K8W3nbtIZdvb6VjTxhZwAmNn3SOo/z/WqlFx1CLUnoQDCuAAGP3VIGOoxR5WY/MwdoXPA7+x9+acCRwh2nncAeSP8etJGX/edc9WYHrULU0drbXHKQWyruCAeX6n61LDP9nlJBJLEfdHI/wDrVDuaM78HeTzuGfr+tBXYSHxvB4GRn2+lBLTepdu7zzeX3Fhj5wPzI/z2qqwYCRyvy7PuD6igAq6/eVC23B5wev8A9f8AAUscud3XcRkvjGfb8aIvQnbYRWIYqxAHAbHVsmp43VR5i7lbGN57jHp+VVi+whkyQvYDrx0B/wA9ackpC5x8p+djnH+elFtNCrvdEyyO+MZGOQv4cUxk3sW4LNg9MAf/AF6axR1RpM5zwG/lQsjmPkqyAdM8/U0NdgTaNLSJPIvUlPzI2ByOp/z/ADrsvEF3a3OjxsuDgduK8+jZwwkT5s9D0A+v1/p71Ob9zHsaVivOWHTOP/r1x1sM6lRT7HdQxfs6Eqdr3EkcxNu3rjsB82F69alsW81wdrAg8MR09R9KrLnB42joAe/4f560sU7xKuCf97IB6nBrrUdDjuaN7EsbZtpT5hXuMjj1qKyleGQHytqjsPy/p+tVGuGZzsB2qP4lIwe9JEzLKpjZjuyCM/d9/wBP0pqOlhN66HVDU90SrltucZz1qnM2S2ST7A1U8sxKkp2CLb369KQSnb8q4Vh3PX0qYRS+EqpNu3OUrjY8i7gMfxNvxVV433ySDIV/vZ7N9KtSqryHg7lYBsfpzVRUWP5yeXJ5NaSehnHTQaNxxv3fKPm56/T/AAqMowlOxjIdvy+nUf4GpIRsjG/5CDhRQw3OcFgrZ4B+tLqONr6MYA+5+QF3Y4H6fWnIoKAJs5XcqjrgZ60jhgd3Vm4Gz1H8uaCrZRZMD0IHqe1F9Bx0umDsgVgqkZ4II4xn/P505tp+mdzL7dM5po81kIDkY+bIIO0/4f403EgkwxbJXKtt5z7/AK/pUpX3Fe6uSrHuxkMyn5lxnn6/57UFeOE2gcsezLUbcBBxnoPm69uPapdpSbYNwjYZIHbvz+tOwkrqwi7iwDZdOuMZz/k1Zs7prbeI2GA3Vf8AD0qtIpbK44z1Lbfm6/0xTVffsP8Aq1AJbJznjvTi+sRPmNSbV5pI2RSpA6qWwfzrNkZpXQyqAfXOcY+nWoWYxM21s57bcmpRhFYhQr8luvUe9XOcpLUah0G43LIgU7Tk4fjP1/WlJUqgLMRtypxnnrxSFAA2XCh/vKOvt+P+NIGLKSpwWOABxn8fWo3G9EKqiSdwx688Mefp/nvSYhHy8gkfn3FNCbyxA3HcORzg4pyZBCnBJOSXXv8AX0xRbqPcR1ICqCy5XGO//wBftUg3YGXZd2N2B2FNkKtGiEnG35nxyT/n+VOCu7Aj5V5Vunzd6L6aiXa4qBiWlRmDpkDfg8nvmo4/3gO5tzg5Kg/d9f5UpiRSW2yYbgIDg9On6VIu0KBJyQue4Kn19z1oSsJ+aHqGLDIC46hBnn0zUJwFKZCliSDyePSpznDOu4qG4BP8P+HWmbXUHdtXaw4Ixwf8mmgtECyrJjdj5TnHzAU9txmc4B7YPyjmjawcBUwvIBHQDHWnktGiYxuI6MPT/wDXSiuwr6AruwyQmSMkk8jpSODMVjfCr/dJxmrSI2FabqeFx1qeOEocpksfuAryalWsDj1RREb7AGxnG3GfyoiJBWQ/LnqM8H/61Xmts7R5ZG0555z14NQSxBlAUAEjOSOntV2sPcWSUuo4O0AnBxz3/nUTSMFBTPoynoR/nvSM0iRKuOdu3A5/zn/Gk2HcVPK7cMAOopW02Fe+pGxLYKvtl/unp1qKQOkjMgbeM45659/89KkJYAAKxYENwODmoZkCfcT7nKjkY571Vyl2ExveNgQqfxOG7f5zTshSwUAsoH8OAB2pp4RhuO37rHoDzwf8aRyD8zqAMAZP+eandis7DnffuPBbHQHnPrn8P0pN0qqVCZwMBAN2Pb+VNA2zbF2mNDyG6N2p6x7yCcgOcYX0/wA9KNOuxSSXukSydD8+9eRx04z/AI08AGDc65DYLZP4j+f86TeiKS6ruJ/Dp/8AqoEgjIYt/v4FFr7Ep9ySSN2X+EoOF29M9sUwHOyR94XJVxjb9R+GOKdvURIioA3UlTwtNIeUb0JJzgAnGPep2FvoPcQrJtTnnOwDJGec0hLeWSG3cnjdxk9qF5XapkG3lWP9aiI2sUTG7OWJGRn2pqyHL4hY2zk/8tNoyemfr+tK5VhnJLLjJOBxSp8o8wxYZuGIHCn/ABpDGygGSNlQHGDzn6/jRdc1xdBeFDRqw6Db70gdiTGm1c9T9D09qCxly8bFcHBwOo7D86VwWVkaQKpGSyjpQVf7IwBgPvqEz8vv7+wp4VjlW67sZC8Ae3t1ofEZKEcpwM9hxx/n1pxaNSQsjgAjaM5GD2PtR5od3bQYflUHaGQJ8vy579M0igugOwr3JVeR6/59qXAJ3pvXJ3MPrj+Zp+4napZjj7u0c/55osD+HQYI2jkBVSwxnrgH0p5y43ElN3I59Pb16UjEpboqqg+Yg7zndRj5QoLZ4HTj2/HmqE0h7oGch843Y68Mf6c5p8fzlmb7xxuJHHvSq2wOCFU5LHLbvz/z3pY0AcEHJXIOMcDvS9RaPcnAQFVLMMdn649Kl2fNtTjH38rx9BTF8wSlycxhicYyT61Kq7RtCsflHOc/mPwotdXDyJY4BJgHOcH0rZsrATOWyxPc1mRonm7f4+oOMCuq0QqvJGK6aMLvUynblujOurARtnb34A53VkT24AJckN2XvXZ6sISmRjPtXMTAb2Kx5J79/arqU7EU5prUyHt1QkKcKcHHQH0qGVlC7BjkAZzk+1aTgCJVPPrt5zWW8cYOGjYYAyy87ef8/nXNbuUnzWRXQJITsYPgHIIwPw9aY7OGIJYgDnLYyOOfwprKhU7VKkn5jjt/jSmV45GQNkDJIC5JORUO9zZWuMDxpnzssWwdvUBiKaQZd0igY3DoeQBwRinsdwXYSOW5IyAaYwVyS6lsfhj0/nSCTb1EQp5S8ZBzyVxTwHVip4zllAHf1qQEAgIhwAxIPTH+RUYj+4u8n157Z6Ck9dWPzuRLFHcJjYQ23P5f40/5mjAIB3dgOM+lKi4O1eAPujd0z60knI3bTlsKAopt62BbEYDRZ3uxcH5QFzjjk0Inmbz5ZZFx1BBHtVhGZZmZnIVvvEtjH+GTVqPSriaESRRsyJ19M4pqROxSWNJGcpgqVz0wFOep/Skdv7pPqx7e4pCrfaGICl8/dB6dqCxkJcrheeT69BQ0ykkrDi3AHzbgpyWbkU0xIx3l3X3bn/PNKquH3F2YINoA6H2oU8IERQSud3XjFT6AkN3t5YCFcLw+f6UrBkCEfeX5QMc/l+ApJGO1gd2PVVwTmkAl3KwAUbwc554PTFNbEyv9oUhm5CnO4Pwd2emev+eKaSrMN3KquMPlSPp7dKlEjqgWOM4Xj6D0qIB3IUbgu05yud3t/OhPuNddSQL8hG0sGwMEcj2H5U52Rm58wDj5QPu+/wDOkVWD5DIhHQYOMc8/rQGy24lXc9zx7UdQs3qSH/WoMY5yrsmePcfnSsrCHAdQx5yuOO3H4VG5ICscg5OWPb6D6VKpVCpkGFU5GOvrg0WHddRgLCIOxUoOCoOBx2Pr2qaFUEgPytgfd246d/wqMfOdikgtyUbGQfatKztM/MqgKjduc1UdSGtNAtrVyu/aCwPQN27mrEtu0WRuYA98cCtmyCxwEOoBxnLVQvLlRu2lQT2659BXU4KOplzNlUExlH5ORtGKv2V9IhbBJAbaPX3rH+0sJMfNluhPT3+lSIS3J2kIuCQeMVEZ22G13N9r3z0+Zjn86jMTMM5PHGQf1qjCfnGRljwMnitGFt8Ue08elac7kL2aiUpYWXGTjHIwKpS2bqFZVOG555rp/socp97rznitS00q3Mfz4/EVxV6ygrnTRpub5TzpbRkAAQgL6/0qnJC+5mYEEDcStegatZQQxlVUKOq4rjLpVLHG8MeCp6N61nCpz6hUp8jsUCkgOUcO2SzA8A/5wKi5dTt3Ic/MCM1ZwrYdSA4J2oRjFVzBufduwVAKbfmxnjFaaXI1tyiedjcpjALY7Z20mI0bLHnkkHg4AzTgNpCoBtJwzDv14pSN0TSruJbOdy4478UNgpMWIRea7Z+Yp84HAzjINRM7JInyjj5sq+N31FIkeFBZixPUj+L/AAqUMvyZJ2jggr92h6Da6jk++uAhC99vPt+vet/TNZ+yWX2cZYN8nPrWIkHnSvj7gzgLnA9sVqW+j3FwqhUzkBXx1NZyqRSvIpU5MyrmRZ5mOAhY5wf61BBA3mjzGUhDhVByD/hWtdaLNauTIjgenPP4VmTIYHGziTHU8lv/AK9VGrGWkSVBp2YS8NhHIbOCRioFlKw7QwyANoxjHPH1NSGTcxjm5LDcrY5NIE2ja5wuTleM8018I2rXZESoJ3b0VjltoPzd/wBKVFUQrgEBnwCBk55Bpxl/f4d8cAZxgZ9vbNMkRhGGILHP3W7n/P8AOnvowcR42LKUbJXcD07+/vkUMFSU7go5yOec8UMyqRLGOd2FHUehz/nvSkyLIyFhznOMEr/nOaWtgenUdEpJX5z5gG3BGe/f9KcYwNoKqm4ZAHRh/wDrpu/cMKMBhkEt09Tmjcp4eUMMdSOnb/69PVi+FhzvXb0HPHY4HSpJmLcMmTuJyPp6UbyYy7RqrH7uB0Hr/n1pg+Zz5W7fySCcAfh+XNCuN3lcmV1V0GI9w4+gHORWraOits3DcF4UVi7lUlsMF6Lj2FXo5Sr7vMUL37FjVQdthONtb2OinvYVhC7drngGsCeUyT537Rg7sDgj3qN52AYowbJ6tx/n/wCtUXPmI0ZDHGdx4NbVJ3MqcOTYmJQzfJ7/ACjn/PWr9qingKobr+NZ0RYFty/wnGBzjt161sWirgM/yDptI/r+FYX6M13dy9FabiuAmfX2+tatra7cKR044qK24UsDzV6zQu+fU1omR6FmK0x0X6mp2hdI2xu9sVr2dqCvJq1Lp6lSKUoKYKo4nnuppI/3hkYI61y8schkfnGOGOP5V6hf6aNvTJHOK4vVNN2kp5ZAbvS5EVzX3OWkQlJASCBwPTP1pvljdjYEKrnI459v1q80OFBX5OwUetQ3cMgIddrOV+7nn8aLdB9LBZIvmkBcLjOM5w2fWo7vYk77QN6A5B4x6f1poYKT8wXB25Tnb7VEWdpCfl2Ec9euajlvqEXFIgZNuP3b4DjgVL8xJc8gj5v4cjsKYULbsK5XdkkevvRNG6sr7QVI3DJ+9TsJt2si7bTCIBFx8w5yeR+Fd/4X1mztcGcA+9ebRH5dwcGRedxGCBjtVpp2jjAhcK5zuDH0rkxGFjWjys6aGIlB856J4n1XT7oAxbB6H3rzu9CSuxiKlxjqPvfjULXsny7ZHYnJwRn8KrM7SMNwWTC5b8+tRhsL7GPKh1q/tpXsOcZkBVfuZ6dfwoAkc9GBXaMqepPaoFBBjxy6jIOeV45//XTlRfN2hM7Oh3YLe9dlraHPBrqJE6mH5n3BSRyOAO3FIVBBBztRflyeWyPX0pYY1IZXVcKMrzjrmnB0jPlgL83OR7+3pRp0E9I3I0c53fNtwWHvx69ulCOX3fO4wQu4jr14pykJMxjyCflyOnvx+lNTKMvGUIz9R7iqsnqCXRbjyjLIoZcqQegHtUiujKzYzuIyEGc+9Q7SHdQCOrK54465x+NSrvjjDpGCrcY7/j/jU+YWHRuXzuwQvU4oQyhyd20YxvApqYUKxWRc4IVjkHA5+pqYx+b8yszdMFf4vrmraE5XY0IXj2sp64xu4z7Gp8sY32gH367TmqzLiTDDb6HPPvgfh1p6q0ZDDrjGOw/3vWpXdAtuUfJhlVFZicflTFKKDmVhvAAIFSxfMxUPxgHB/LFEqsQfnBAyDjoD2p3voPbcBIVJQkFyNqkde/WtKG42AcYGdtZ1swjnbfHuGc9eD7VPGCW55yxyGPr/AIUh7nR2tyGXJwPb9K6DSDmQbuQOQK4u0uNpXocY5JrrNFlVnBUcGq6Eyj2PRNLtlkC1tNo7eXuA49KzNCblC1d3GqmNeARiuOdacGaqMbHn2oaaVBIH4VyGr2H7ttqgMRXrGr2qAblGN1cTrNqBGeOa7YVfaR5kYSjyux5LcWypM/yqoPUVnsnmhjywZNpBrpdTt8uwOB7YrFlRVYZ+bb1C9aBtt2MgWpxtfapAJwOQRjvU4j3Rx84J5OPXHFWPs5bIVfnJ4H9auWtovmBtucfxda2hC71M6k7bbmFJb+YVdhl2IHTgjqf6VE+xdpJbKZycdPQGtnUIUDZKkjd+Vc/cBkcR7sgnjc1RKLTt0LjK6uBUCQZdnPHQ9R6UrXAKeYwjV92MEj7oP+RTEBcuGXcH+Ucjn8fSmuV3FC4yvy9s5xxWPWxpzaJDuGZfvKQTyODn6+lMJeVnJBJYAp3HpUihycs5Utjjsv8An0pY/LMDZ+U+jLyOeCPxpod+W5EucKoJKH1HWn7ImDFR8wxyTnHP9ajZslgVPXIP8RPv7U4Nsj2Z4J4Ujofak0ybn//Z
|
image_25
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_26
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_27
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_28
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_29
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDx0qznkEJu2gn0pRGSmcBgD36gilCHHH3lOOvH1pXbyzt43gcBe9J+Q07OzI9zht0QIO37rnp7ipd259p+Yn16H64pvloW8xm6Ljnp7imoXikZYWDpnHA+6fSgLroKWkx5YO3LZxTRIMHauFzgr2NPto3IACGMqeam+yeUrH17kc0OxNnbQqKwcEGcqOQBT4yVj3jjkAmmkJG4/ebl3ZBAxmpnXzE6ZGfpTdk/Ia7jDEibujDG4H0pCA5y6EIvzbc5xQ7MpcAbh02jvT0b5wyrlRwV9qd7FPUZJyFcphPQ9vYUZdVKEHd1cv0Ap/lM6fJ8qL8xBpiuzYzwqnLEj7xo2RC31FUZZHHB6rngGm+YWZTt2qxwVHb609ANjScE9FA7e9AOF3ElpGO1m/rijTqNpXTHbPmG8xjH9ykwY5H8oqcDDetNIdFdCMrn5XFSOFGVI+TbuyOpqfMm9mNfO5gH+bHbGMfWnq+yMRoWSPORnsaavJTbJkMOeOFprlfNjhjfOeW/2aLW0ZcryHGQSSgSqoX+XuaJCA67vmYnPHQCmkxnBCZ2/dHdvXmmhyqSOR846J/9en6IVxzQzBtzvv29FHX86UYXayP0HU/yp4ZTC2QB7DvUSncu91GwHBTHJNG+5XK371xzExRxlZMtuBYN3+lDiQk/uw3OSvYUycqjJ952z97oBTlbYXUoSrcnI5NPfUSfRkkaIsqzMcu38OOKjLLud+wJ98UzOXBQsS3O0+lOZlaMxtGzqevt6fWkk1oxR7jSsmAVOdnPOMCpI2aGQMGyW52kUK7RtIAvyFfvk96FImVVL4z95cUN9Cr32I3UFCxVjubjyzwDTgVfcrNuCkbgPWnhUaMjHA6huP8A9VMhlCBgFOOhxyDRvoLUeqksTk/d6L0FXUsXliDqCyrg496qKnzDeuwAhgQ36H2r0LwvpqXcBEuDkde1TKSjG7HTjKbVOPU83QF/vj73QH+ZoyvmK6vhiMcd6WR3aV1kwFC4IU96aGIiK7T244zVWurgt9Ac74v4gqn7pP8AWnMNzc5VVXcMdFpDjeEb7ijGT0b61LDGH+RPlDdAelPZBFN2RH8y7T5pYN8xPrUn2iScP8vKjAz0q1dWsUHlhXVh3P8AdPaqhWVypdMbDglTgH61MWpK46lP2cuWRGiOzjaVAY7j7U+TmYNuzG3OemaRgytjcpWPk4GM0hwERjuAPYdhQt7mV2ndkku3KIr5QfNgDpTDJtk3FhtcZIHQfWkIG47v9WeuD1oDGNTG6A/Lkkc7j2pWsarYb87SbHPHr3I/pUoQiPbgEqT1PBqIlGYl96xZAPanyBnHmbVUYwNx7euPWqepLUb+6EcOVIR1U4+Yjt9KGDARgoOOBjnP1/xpo2OzP94fdJB/nT08o7ZlwM/LjNK7FdLWwgGeFVo0B+cA0wRqFk8pDuboxP3lqcNtY7lKpn5mx19qiO4tsI2nP3u+KaeoubTQUHy4l8ogkn06e+KTcjXKqQrvjJI/lUzw74t4bYncfyzUQ3wSK2zdkZb/AGad76mjS0dh+VCeY2Qx+YBOv5+lRjHmErub5Tv3DrQSpIII2udwA6//AFqkEW4mSVSiNww3d6L2Isuaw1ZGcoNg24yFIxyKjBaRcdGBO4jsfSpNskUJATMZ5zml3szbflGcbQetL0Q9kNkdWiaEofkGfwqPy45F2I5wwz83TFTyfK2zaxPRQOR9KQq+AyNhovvAL37U1pohNRUrIiOxLgBA52jAC9QKekKxRMfN2xt82felE7OwIQBxyNtJIu1Rjnc2SpP8X0pativrZDowTCrMgO04U57U1AYwFCAlj1NPUgvyhKHGPXPtUW55jjYVKseD/WlbuXa45vkyok3g8YPHH1p+Ps8e0lRn7pXkYpkURkT96hJz8p6c1GoLEnEjfNgr/dano9LkMnVmJUjaflwQw9a6/wAN60LMrCG2svB9M1xqKI1KRtvfd83rVoSGEIuSAy/fxk1MoJqwe9zXj0KhjLSFiN0Y+Xjg0ABS4Q8HtnJBp8jBZigQsOCcN0NLGUXezKoC9CDnNUr2KT6dAYus+2RAWxw+eacglWcBTtJ6YH6Uj4+Quxyx6/3RUDIzsWiTccgg7+nvSWoJv4luSyyu7DA+ZG43HApZOcgFdp6h+M/SonB8vhd2CevvTmEhaNzGpGcD600rCs7agECNjnaq7if6UkWxlfL8HkA0SNMlx8qqU6rlun1oGVkaNxtGN33eD9KXkyU09x7IqOXjwRwwDetRLI8j5ZI1Cg8L296l2/Z3+bgKuVbrnPakUbXwqMxb5mHciquU3e4S+cYC0mCvTI6/SkUEylWQHC8d6lJBdwVCccbf6VHH5ca4QEcY3D+tKL0HdJiCVNhdcF+nHA/GiMqrlgVMiLlgKQo0KjIAPp3PvSqAGzHlHIzx3FFrbBpd6gJfmJ+YjqcGhXUALtdiuRGTTHwJHAjCr6+v+170q/MY2XeSMjHvT0tdiktWiZmKrxJjjbyOtRvslnZWLJs7L1NDlzlSm1RwhPelHLc9T15zz9alaIqTb0IgAJGZGUZ4z1/DFSEvKFQHd82TjoDTTK/3Vj4HBPr70jhjJ8h+R+N2aprUi7WlyeWRB8rP84GSvtSxkQ5L/NxgnHHPShlEbpwGl6hj29qbtIUblbIOSp6VLSsPr5CMyrvVckk9+Bn2ppG51UswbPzNnr71GxklYbGAUn5WboKWTewCtgxBvXr/APWqthtPr/X9fcOd0kl6nI59Mj1qNmkAbep29VB7fSnlZJGzsKA/dcnpVgRuIwS2QDj2J9qSkloPW2hXiWMqMO647E8CpY5JJCufU4yf1pqqDGvQsepxwKcEjAI2yBWwOaej3DmaGokjf6xsKeAP7tPj+QujAkZ5FTQ2rz7CdzKrZJNa1rpqAqDhmY5z6VapuRlLR2Znw2Eu1nSPLEcxj+dWf7LlJ3n7wXn2rudM0q0SHLgFvWqOqmGMMVdVVRzkVooIifNbmZ52d8LHeSy9CDxuprDeMxBiFwOf4fapUQsCA2UAzz60yLaq+Y2TlsEDoW9qwTNtbjSwlGwbUJbnb0FSxwK9yUVAvy7uOKaFRzuRwmM8SCtKy8hbfzGf991HH8qUpKJdOn7V2TM9bdoyrSfM/fbShkeInbuUNt9adNKJfN2fLIX79DUfmOdqNjK5AGO9Eu7JSvsMkmjlcuGIUrggUhVSijcwKqOCe1BcLLkJhjxgd/pU0iieIMqruPzE9xVaER7jC7tKF2g/3c9BR5hEv3nBwdx7UKCzKRIAV9e+O1HmeYo2/MC38X8JqFa5V5dxi5YrIzsrDsOn/wBepQSwDMQHOdoFIUYsUcgOeCR90CkVgYASu51JxhetG+wNSv3HDeEU5AXdkB+eaQjbKGJAwck4/Q0wnPzsrHI4X3py7uCqbiU5JNHKO3QSSMrIW7NyOelEZYRcKSMkb/enLMd3YMWG1j0PrmkmJlZtq5KNt5PFUr3sw+eg6Lc6MXxt9DTHyjKcKEU9R1p8iq0hCDlvmyRnFNcoohVQHDMQx96S7i3aBcIPvNsXnI6EUhIkDMVKtnKjFLsYFYun05zmm+WY1fGWwflTuvvT0BLS5IZmIjYthf4uOppm8+ZmVyh9+lOdVYKRIMY6H+L/AOvT5C4TYq7geT/s1Ol9QVnoV28mRPmC/d5H92lDF05Rd5GNo9B6VJGy252+WrKPvEj71W7Cya7uhHGFB/hx1FCkuoS+JopOgUDIdnA2gA9R9KN7SQheRGDnAPArd1Pw1Np0atJn5u+eawnChyY85U4YY60Jp6xDaTUtGKEjLEq4Kp8p2tx9aliDMrFpAQOMNzmmwxKpAKgAnKsBjj2FMeJoCEc5AORjgkU9+pWm5oRTCKLBIBPRfb2q9FqflSKuDs6CsI7o8lnVlH3QR90U5WKyBiV65PX860U7GTirHSt4gkhjWMOc98dazp9SmuZBk5Rht2k/erJY7AJCzbicrzkU8TIG8wgA8fL2+tP2vMhKHKV3lHnui4LduKcIzuLMWCx/Ow65+lKzqyExjOflKnqPWlCBIk24OejZ5z6VjqaR+K4m4uN4ZOV3fP0x6YpI2VQkhyc8qQOBTHGU3TIAecADOacoLRbnxnrt704olPyHZDbyx+Vhjb7/AFpzqHJI+VR0Y+nvSJlQCcFgPuD+tQj5CzBmCuOjGjSw4q9yc722uUyF4ApsjquWRtuOXXrmoim0HkjK53Zxge1SSIU/dBcIV+U45/GqsloKzFaVmKkKA7ZxjuKdwoEe3bk557+1BRYFAQ5CruJ60qsrRsSoff8Axen1qb7NIajfYeruicj5D1XH3ajJbeDs3bhxGvSlkRAVjIdmx19OKIY0C4ZiroO386nS1zSeo0StgbUwv3WH+FIQ6vI7fPGRjaP5U+B0WIO2QVPJpyHzjnJBbJ+hFUyLSegFNuFCYYYIPUUyN2DNvDmQ8YA4qyFVWCldqnA3k80PFJv3I7bVbPzdxSv3Eo66EO3YeBtR+h96kEYUAhSeN2BzUyxY53ZjP8AqNUZLg/KVDcj5qL9C7S37Fcq+X+TjqRTlyQrqNgHbOcj1NToj78qMR9Gx1o2fOQME5+U9yKbZG8kmiIxKjBSAOPz96haAbFVdxAbOQeoqd32kExldwwfUn2NN37om3HO3kjpgUO61Ha3TUjJJx2demTitDSr42M/mOV4OAay3Ref+eZXcDk/nQhBPzFWwOQKGrqw5rzsdTrPiE6ggjd0yvUVzXyqVbGMtkAnGRnmmgHfvCdM/w8UGMeZncBIBjjnNTBRguVA3LVyd35j2ZpJCzErgllfNOVfnGGMibcr65+tQfN5gYltgOMHH41JE6CQ/Mxjycc4OfanayBtiyMm4tGASvy4HQ+1MyFdJAQCxwQDS7j5fTb5Z+77ZpkYbzGYDluVQntQ9PIFol/X9fgI2S8gQ/LnO7Gce1P8AMRuRy3QZo/5bZ25GMn5uaQFreUBXQ55yf6VWtg13FOPNMwVjj1OAafGC0WxjiJTnjjJ+tRSEySb2APAIAzimumyPyw7FhjoePpSur2JcktSRgkkbOrlGPBz/ABfSmiNnzmPdx19aPMBb5yTLkEduPapG+V8KxHfeDz9KPIFZOxFsBIJ5IwM9yfSiOFTIdgyynAz/ABU9kkSXJVj7q33R70pLRk85i69efpRzdmON+o2BWkD70yeQwz6UOdrIocq2MhV6fjRJIphATJc8sQO1SRhUQzhlbPBBH60LuRIRmBALtx1bHU/Sm7ViPytn1BHAqYqEhUckM3HHP4004MfGR5fVTzvNCK3bUhWVnZmK4BX+H+Gk8uJ2VWZxlN2B2Hsacq+bychAPujgA+lSxLlXjKhB1OOaFsEpPZjIom+8UBDfMuBn61Zt7VSjAnPOWPTFSw20sluozhQ3GDjirMcDFhP5ecDbxQu1xtr7O5CbbcVG3Az8tI0L8lXIGQORw1aa22WLdD3NWLe2DKBu3AdOKSYnCztcxniKTeYqeWB1wKa6pwXOAe+Mk10ctgrQLxgqOorLeEby5VSGGORn/JqIzvqa1I8ljPEO/Y0f3evPQ1C1u+WZE3Fjng45q0A+4onT1NSNEcBUO5sdD3rTzRjF2uZTgylBKioAegHSoiNoKLxvc9f51aaE8SYJZflA6gGopYm8snfhj/ERR5Fq1vNEPkbwp5OB17E04xOjFynysOwqPc8aDccZPPPUVN55aPEcg2jqTRruS9dOxCJMbADt2/KwH8R+tJHktsGHXHzMO3tSMhiOQCz4+bj71BciJARsjHT+lJ26Fwd47CRoqbHR89sGnOpIGQqcj5O6+lNjLFmUAdcNu559QKeigOTvyVHWn5gmiORz5ilQCBwPenY8w5J3BuMg420kEbLE5ByjHO7FOZlEJBGPm+VUGT9aHqT1SSEWPlpdmI8YOeppyhfNjxEpG3Pzjgf/AF6YySxAiR1Y5BA9DSEARFyjB27dhihJNBe+w3lUbbjYecA9aBMzE5RVyuVJNOdAhLggoWyAex9KZy87sQCqrgqD0p90D7Ek4C7HJBbH3zUYYlhKQGXueakiWQTZ3hm3dxyFppMp3BW4ZuF9aS20KcXcVW3KNvI9PWnMsTPuUhGbgx+nvULrgsq55xke/tU8hWVsSYBCgkdwPWjroTyp/CiMIUcg4BZsMBUmMrny1CqcJikYxOchwUC5929qXLswVvm4zlRwB6U2rq6JTkxrK4GUdt69+pFP3NjZkeYPmYKOKmMSxoGMeOxUnqKbHbqYdqHIkOWJ71PQu1hyLtyNpKHlQzdKu2zIzuUG4jt71VCqzfcO0jhfU1r2caKiEpz0C96fKiLt6omgt8RF3wCeQMdKsooGxi/UYPoKY0oKlSCcdD3oMxcDawGOMEVEm+hpzaXb0LKKQNp4XPSrlvFkA4+X0FVLcO7LuAxnIIrasbfJ+YHk9KzbHaxG8Z8vDtgetZdzAuO3sK637B5icr3zWNqFsY2b5QRRGS6DmnfU5qSLOTs+U/rUBHmfOeM8LjitKf5TnbwOCBVQxKoJZg2e3etU0Q9LWKs8Xlxq8eC+fpiqM7bwQq4AYH5a0GdfKBC/IOx71m3AdnGMEsueuM1fKLma0KTIzf6tj1yGJI+tRJuWbKNtjJ5UDofepiT5eDGpTpnP3T71FHHtVsR5BYEHd936011Q7WYhk83PnNgqcjnnHrUjuGIKY2kdCetIRmEhQF49M5pGQ+YnzBBwcEdqWmwrO2gquTMSn7tVPr94U8KhVjkhXXP1PvS+X5SnABUtkg/xfSmZRPkxIG4JyM1N77BtqxkY2M6l2O37pX/CpFB85V+XcPmI28ioSfMSZwmWXGMf4U9Zl3F18xRtxnowptO7ZTS7CvGxLMmN2/kHtTUjQMUjb5iN34/4U+LcVbc4253b+maY6/aAJF5LH5jtx+dGzB/C77EjONzfIduMsP8ACooI0MYYMQ38QapWZnYujEFOGOOn0qEPhWDsHPeTHWnFaCdnqxTFmTLCRlb0PNPji2KWBPl9sfw0xpUM5c7vu4cj+lODICDuYg8LGOlD5mtSXy9RrQh2PlbldeQKa4WZd6gls4JBzip8JG7kBt+4ZB6KabnKkxFAp5aktNTXRegwRMspKBGH8SZ5P0qRTuLbsDyz8rdvxpFRUcgsF3DcMHoafuRYlG9FyecjqaHK+5lGT3RLuVURndS2MA7s1YikWJtoUY6e1UILeN9oZFG3JyP4qlRPImO1MkD5SeRilZaoOa2ppKC8m49QeN3StHc6qoiwc9c1nWknmIhwwJ5ww5+lXSH83Ofm9+49KFrGwW63JAzNlOwGfrSISXD4II7jkEUxtoZdp78KBU0CpNNkFhjjb1FZmmmhsWMId02qTgdK63TrEsy8EmsrSbcsUA7cGvUNB0iMW4lccVxYisoo0ijCNl5cBO3H1rlNZjwS4HHtXq2q2KLYsyAHFeXa3wzDp7+lZ4Wo5u5dWcXojjZmKTD5sEHrVSXBmYZC/wB09j7VZuSPNdH49PU1VdfNCMU+g7ivRuZQVnoUJd+4fOTt46dajlTDggoZPRu9XnCxhfm5/vf3aqXO1mxw2DuzmtFZx0MpK3u9TOlCsZGaJEU4BB7e9QNsVSXUnkAqOn1qaVXC/KwOcg9+T/OobiZVUfxNkKw6AfhT1Q/IHuAe2xQcLjHzUrvvQpGgKLweeW+tJsWfIfaSp+XA/lUfzszJ8g5288cUkr7DsrXRMzGKBUdAcjdgHnP1qNCZXRh+7KmlzFDKDI29h8q5600rJ5pO1WRjngUK76Dim2PjjJjYDh2bLZOTj1pkCbj5jMAu44JHNNLGMM+QO2B1FPyiokakgLgtkdKaba1Ju+a40Hzn3vhVPRc8GnxxtFGBuXe2eVOB9KRwu8dAAxYD/wCtSBtqoxYA8jGMhfSi9/QI6CByUXeSChySF689ac4d5WB2ttX5SBwfrWxpvh681G3OxZMBfuA5qvf6dPYMfNBGPUck1PMk9Cetrme0fl44CluSDyTQp8kyfu8luTnsPpTHJDI6ABh/D2H1p6gyMpTLZ/izj659KqztqNJa2ELpKxXeQzYOD0PtUpQJInljCH7w4/KopJI3+4gXDYDGpYzsk2Rqu5+cHkZoSew0+VEAdCx3ttLDd8oz+NOiw+Wm2gBflA/i9wKe2Y13BNgJ+YntUe3eWYjLqOCTwPeq3IutkS52QoRzITwWqaJ0jQOG4boM5H51VDEsN4JHr9asx4LKMAHOG9DWenUpW17GnbSfvCVXC9Tk8GrKSKFwh3BiTnvVKB1P3gRhto9BVuOQHfFnD9V9DTa0uK1kSM3Axnb0465qzYKyT9Rwc+9VT80a7uXqzZtiTcB8oOMH1rN3tqaapJnd6OoLBiMHrXp+kXcf2IRtjAry7RXwq85+tdSt95UOA2K8vFU+ayR1QipJnQ65qkMdmYo2GDXletXHmB8YP1rZ1HUC2dz5rjtTvAS/HP1rfDUvZo5pJ6mU+A7s7ZOOD6U0R8HJ3EdCaYRu3ljnHzZFPXPlgucyY3Y3V12e5KUXZXI3jRbfLAbwB1HasuRFG5Yl+XO6tNyBnzBw6/MfSsqR1CtlQoA+9Wqb2I0b0K22RGAcAFeWK9BUM0e9yVDBQu4/SknYtuDJ8nTf/nrRsbcHRiSowQeOfpVN9UW0yKNGVkHb7w2nGacwIA8uPJdg3I6/4U4sqNzgvu5O3OaXei/LJlQ2e/ehXb2BpPQayR+bK0jEMx+ZR3FMDxiULC0mBwC1SS/6zjJUjDEfypm0OyIy7f4s1MdFqTbZpijJBTYM55YHrUe8s2yNguFw+emamlT5siJnx3zytRzOrHa+AgOUAHT3NUtC5pvSwBXlHlo4wq5Ud6EJSZYVPJHzZWhxMuH8shhx67vejDeZCSVOFyx9vUUL8CE9dj0jw7r9rY2rQy/KdoYsp/rWD4r1SO/vN6YVz8ykjpXM+YSkqKQQTjafT1pgmVcF97OTjJ6fhWMcNFS5+pXPOUVSb0WyAxgg7jknt049aYsYTo/y9D2zU3mKr/vFG3pgfw1FvVVKHBjU7ce/rWyu9ibWWgp/cjJKOW+XK9qVSAVx8pJyCDkZpCrE78qEUn5RSDZ5beYhjC9OM5pajvfoOlbLDcQA/pz+VPT96xVIhtC7cnqaZtJIYIBKQQAeRj1pIpdkZLooI5Lg5q99GZxXcmUMmFChkX5c05IMxtk8fTBH+NRSuzbDEpJ2k7SeDUhSNVDEt5ki4+992p31Gt20y9H+5jCZ3cdX5OPUVaLKY0VM4P3nPpWcD/fY/MoHJ4xUyHa2DkdQQO9Cuxprc04y21ydow2FA61PA3zAk7gOi96pRT/MySDcccFanilK8rggDnHpWfqW3F7HT6bdtHjqADnNacuqExnbXMWlx5iZVwR2zU0k28D69u1Z8vcrmfcnvb5piy7uB3rId2lfc4Xb61M7BmyOFPBqJQfMbptHFOwO9yMIVlIUYQjrTljUj73HctTjt6yOQD0A71WmuPL3bcKFPAPU1py9yL3Wgy8kjVRvbAU54rLnIEixhchu56Y/xqeeaMtvfhRhs+n0qozsN+WRt3fvVK4a6MrFtyFtu5wdvoNvpRIMvsbBRhjI6rQRucoMAH5s9BQH2nPDD+Js1TXUZFEqpG5Zz5itgj+uaJZVl2sV3ZHIP3vpSnbKCM5C88d/amoUaRpEJXPUsvP0FS+4r+7ceASSUyu4fMg7U7zAEZwoIzhQTTfljTe+9WPDN/dNISWmwVG1l4bG0fnTtfUeliyHE0OUKgZxtFQNh5BIybUUce9M3A4KAld3Ht70/JjbGTuT7wNLoE3zPUTzXbq5AU845x7UyVXfyyigZG3B70rD5naPYAozsB4HtT4/mgI3HJxknsPansrivq1bQb5Wz53YHPOd3JpGliEXz/MQcfMKVIVLOMYYjAUtnFOkVljwFVhgA8UaD6kOAXYmQEjlT3NO+UwkDbvdsjjvTirKzBVXcejf3famIT5hLKflPXb92nboS9XZko/dSJsjLEc7mPGKRjhpUEm9cfMB1PsKUybWZWBk4GPQ80fvEkKGMbQN2B1FQhxTiyBR5YRXPysMKM8VOhWNsPyrfKABmmrLGoGQXBXA3UsqBiY1xuyOB2Hrmqb7k7RvciZHDJh8oD0UYOKskDAUOWVSSd3rULnZPsTDKv3Mjil8xliUbNzAEj0zQ290G6aLSs/KOq7Wy2M8ipIpgFBjzzwc9KrrMSplAwSOH9fX8qfA7rIWk7jgY5pLUJc1/IvO2CuAA5UbeetMWZUYx7sn1qNG81VZ+Tu+RscCp4polL5+ZRwSepHtRpshdC1FOVZTkbQM5I61aW+XI5yx6EdxWdOU8uPY34moeshG0omMgZostw95yubD3R2MVYMPpVYXG5D94Medo6GqqusaKCRtxxjsaYjYVNzsdxwM4oRdlLUtfaJB5qs6kHgE8/h7VCzrKwZHznjp6VCXG1mDAqvytGOtQqWSQsD8p4x3H0od1qKL5rDmIKL8oMRPPOKSCzeWUkoQo4weRUfmBztOMK2Dxxmui0e4hTaJhjvjFTKTUSrRctTAnsZolZShQHnp2qrMSH+VBxwcdMetdTr08Tr+4xk9ya5ZnUTlieCnz7R0NEZSlq0RyxV1vYYcxybJCfLYfKV67qYV8sjcTuzxjoT7VM7l3fBwgGAD/nrUZJBURkMR97PP5VSfcp22HSSKr7ZBkY54qMEMGk3/ACsc7QOOKViM4kIUt12/1pfLkb7kg3n9R9KLW6gnpYImAl+TlT971UVNLLsUqipnO3HXn0qBS8J3M5DE+n3qezFcEgO/UBhjA9qHe5bhFWAqqyAbCW25Az0NIVWQbFkPPtxTUIkYF22kg7gx5pqh2bY+EABADd6dvwIlvoKCCzYYEA9VNTpIpiaXcFPRRURTfIH3gFc8ilIScJwCCc5HQGqsgle45JpJBKhGw9VzUMLthgzsMjbu/vGlb5GLzeYN3THIFLFtiTcyiRc7s55ojohOy0QGXFwsQz8vUkctUwZWjPz564JbrUDSouB8w2jLbx97NOkljYFNg8oj5getRy6JDvbRdR4hwpMn8S8Z4+hqNYWMxDthcck1MJItqKxLgr0B79qbMfMO912k4H+77D1qttGQtr9yJyOEVtyE/fJ6GnMSSBhix6Y4BYVI+1EXPysnQHo3tUD/ALwu4ba3XBpIerTJfNeVVVvunOQopROGVpMYAOM9xSTRhU3BsKe1MwVBZnUuTu54zTSutByWmpKZfKt9wwEdegNSpLtYHPUDI7D2qNRHhVb7uRweMGl2vD8xQZ6gE859KQLlvoi01wJN23Ac8IN3A9c0i3Mb/ezuBwp/pVXmNv3agFhyetMHleZsUDLEdO1JR0sKUtS/5vmghVH+0X4/L1qIzbV2dI2PX3qEv5pJPVT8oJ6+9MMzBgPLHmY3DJ7+9Gr2ErtK5YlIkGzcQ4PQdM0pkJk4X5QO54FQRJtId3z8u4YPemIJduBwp6tjIP4U/Id7PQkZzt++HHUqP8aWGR03KHI9z/T2qARbQ6pIHXoO1StGoMcZUYVfvKevtQm+gSs4j3uGMuHLoWXGagdR5YC7Q45Of60DzGlYOcqOR6YoDhn3YBYjk+3vSEttENZt0ilyWUZDU4GIoyRnAB+bjn65pwLnKqfMVewNRmR1V2z82cjjrVeSLS5tyUIs7BDtYKNq8dajwGb7ziTPp1puyaMBwd/HODzT9xiTJyNx5ZaS8i3Gy1GP5oG1M4B543H8Kc5ijZQX3nb8+COvbmkRQ53BmA7vnGaMbJiZAoTGNo6tR01M2763FkztQkgMDnJ5yKDhwGUqwU8Hqc+tJ5ar8smSG5Of4fbNK2QuUQIAeOcc0K+w7juUIjZgsZXPHUH0oYOsTIqhR0wOg/2qjhh3243EPtbhexpX3yIId42tyAvalZXFpsGHkaNOGVeuOhpDHECs5Zkweg7U6AYTaCADwQPvZp80YVogw3M/DE/w1XWw3ZbjGBRhjdLtOdxOQ1DHklm+foF7mpFhB3xJtVyvGegFIbV1i8yZgz7cDHU0brcbk9yJMQn5l+Vhyhp23fuZvkO7OAegqN1CBC6sM8bmHWlMLIxjRN0ZOcE/NTtdeZFu44Q74dwywB7801laNsnawJ4Uc4pZXdotqHZHnBI45pGZi6xLj5Bgk+tSldhyuw8s8ZWSLDcbdx6LQ0gfO8ln3DBB4zTSryLH5a7Qv3vrTvlIMeFJ+8OMc015jhK2w5iHclg5ZeMbe1SCRxy4JGM4A7VGyblbJYYGCx4P5+lMXlEKtkDhMcEmjyBxuPidgjxqNoOc7vT+tPQO4GzcMDA28VGcxKXdPm425/h9qczkbVICOfRu/wDhS32IveWmg8rskBSRSoJ4I/iphcknKDPGS/pSb8gROvPpjp+NTBUX5mwCBtGe4o1W5o4vW5E8eBgMCWPULwKYyZAiSdWVcbgeCBUkqbWVtxBXj5f4qYT5pOE2qh6HH5UbJE28hESNWfy9yAD7xPRvrSGIvKBgk9WI/wA81JEGl3s4yinOwcc/1oDeWu4iQO3QevrRre6NVFcvvDFfO7CkoCcN6/SkVY1ztfeoH38cH2pJIkdUG5gQ2AB/nmnGRQNgwA2OQOp75oS10ElG3uhKyjAUYdjgAdDUgCImHZGkQ8cckUxURGbEvGeCf5U1iRJll9t/940W6IO44jftBcNuGcYyCfrSfIdqHO4HDOvY+9CuiuyhSFC9VbpRKpfbswzZIywoTY7LYeoR38tztK9eeo9ajj3Iu9lLsxx7r6U35V3Fhubbt+vNTO7STYkZHJX6BaNU7Cna2g2WNZWBdgT0DbuPxqNRtAC7mU8c9c+tPA3ou4sWB2nPTNSW53bW6Mi5I65NKTajYmLaWuxC8oUuN23GOVH8X0oVmH77YI93ykgc0+YmNlP7vcTjJ7CmSKxcjOGblTVR00GrXJ4inLyIoUnAYdjVq6OUJDKAq42sPvVQO15iCfbHZv6UjnY6qeecEf3qIq7VjN2UtUPDtEAwRijAfnT2lYKSd3mdjiowsbKT5pEnfjr7VPbwJu3Fufc9PpUt6tlq115lbynlGzeVAOVDcnP1qYEOzDcXkZeGUYAq1dQxWsfytuL85FVG4HKYjI5I/lRe+o3eL5XuQeZ5ZbYpc7cj/ZPc1KIC7IM8Z7/e+tRIuyM4+6/y7j1X0FTpK0e0qM5+VXHOad7aonv1LktuYV3DLt/ECKosrHh0Cgf6zHerIu2uE8vdsUdweaqFkAJdm2lsEDq3tUx2sXOUW7wQ+Ng8b5DA7vlGfv0qM0crqkahQvIzyfWmAMZF3ABDnHYgUqMXITJ3c8t3p2stSLXskBBMkZHO1ME1OsKwwG42I2/gZqq7SdOGHckY5pQXDeW77dvOT6egptdmKNloxGChAqMQS2TkcA1KvzMwJIbGBn+lNLhskrtw3T1HqajDAqhKsobqen0ovdXL22JTifBWQKgz/D+maVZAiny9uG6xkdDUcIQW5gbZlvmOe9TIVEmyT5E288cr7UPVEwaQxgXZVYkEck4wPao5mK25UhsqRtd+9O8x4y22ZGdjwrD+GpHV5LjY65T+6MYx9am9mmy07aRICkuwyptbH93sfanjbgRSbvlXsOnvTtmZQ6Y2AbQDUv2dJGx0IXBzzVdLmbsyvtCgHOVzglxS7CJmYIw4xgninOu4sOwXCoKAEaQBSztt9elPzLXluRkxqu8KpJ5Y56+tOIjEZOSRJz1xikgKlyqKWReq54z9ae7l2AkUlWbg/wB2pl8RTdnoxjyeXlzGRyAgz1pDGwO5o2MZ756U8IHQwhhwc5z0pUEqRYk2kt8uOufSm3oTKettyMfI67RkMTtXPA+tS7SAHPO3gqR1P1pqqUQKwxuxlh2pcKjRtlwh6ZP60mTBa33ImaP7zsSSQcH1qZkPDIQmchcnP4GlCpGfMJR9n3z1DLUaiLYzod8Zb7hPQ9qHsUlruNiJdGG8gp/yzA+7708q3ychVZdrZ/hFDkSEEbSSfmK9fp70ioszPkgRqQAB/WpIsxFCbWXO5Q3y54p7Suu3jeRz6UjwokpPyFtuR6EUbohFG+cvyoUjAq1ZFJW2GyNK37ydyu7qg/QUHzBGSrFFA+4vT60sgLr5XmYC8uSMkk9qa6skzHduDDAbqF+tO90JL3tQVnLjzMlwuUz60iuVkOTj1Cn5jQzohzu4PyhSOh+tPCxyMnRSvXHp60XSBu2g5CmV3IvzD/JoaQsVXKY+8MdqRt5Xepy+eWHSlSEqwIjA2HoeeaV9LCkru6/r+v8AhwX5YyAzbc9W5K05wjyriQZx/F1qxHbOY34b5vmqqUVckKgbO0ZH3qduoc3RDDE2/c7kFeoB7UPI3leUIQV3b8nnPtTfMClHZig3YOPX0qVE+fOxjztOOcD0pN23CyT9RqFY1J2sjr3POP8A61NjEj7ULZifvinjarSyjaM5TJ/iqNgfIVo2+RuQT29aVy1tccch/L2/MvQgcVN5sqlVblXH3mHrULSFVPl5ZTj5j0pzI7x75GVueMNwR7Cmr9RKPYVjH5zszeWU4z13D2pygyE7WXgdPao13lFRTtTnZgU1hISpDphjhvl6fWl5CS8x4UoqjOxAcEg1OPlReY+TxnrUKThG8soQy8AnvTZVY/vI/nU9+u2p9RyvuiSNGSXeMjJyR1p7Ojxs3k4x83A60wghVAc7SNzkelRKZcrlsLHwueg+tWnfUlK245mBYeUSGHJGPvZ74pycBdgOejZ5J/CmMI5I9xO0oduT6+1LjLPG/wAu3B+Qdfap03NHAWUMkbFW5H8Q/iH9KYpZ8x5MezqD1P0qVlfyVb5VUDIIPf0q0sQbY7jPGQQOapClHsUJklMS5RCynlhxn60ENKrZb5SMegFGN8zmNiSfmz0wKepG3kn5RyntRLsSuXYa6OHLeUyjGM45B9qafNjT92FPYE9qlUSASIxyewHamuF3DAyp9+vvRe2hTb3WwuxpPMVhh0AYnb1NKkoEoZ04OenemBy7Da+AFxx/nmlK4wi/KCM888etTa5mkNMjtvVVyu7Jz6e1Ny5VgDkFSRn+nvWtaae8kLsEIXbwfWq8mnTAeW/VhgE9qfMr2KvfYpEPtDuB8oxlehpHYOu37isNx96nktZY96IuX6PnoRUe07CkcpzGOfl7+gpxaQOziCxhn8vaXG3uenH86YpRELDcEHHP96pJS5VRzuwDtqIt+6AZ1JU87jSjrqyVf5kgTAKqCEAGQeq+5rR06MPL8uH7k1mMSsCszu7Y5zzirttK0GSi5/2k6fU02rxsaNe9d7HQy2iQRluMnoM81z180DSu2cOpAP0qSa+afIZsheo6VUeRXcsCGYjHSsqakty6lSLfMlYhkkV2+Vd+T8oH8JqRlkTzF3ZcYyQeKiO5InZUwVbBHqadGdzbGdWXg81tZPYxt0FEY2fvBtm6R9x+NM8oLt3ojAH5sc5NKysSVPzqV4K8fgaX7qIgCszDcXxgUnpsXf3QVuT5m4bxtJPT6U4H93HEjBthySeo+lIxUFmYEbTyMfep3mRO27OVx8+BjB9ae5nuIv7t3dFwQPun+dOL5UyBQUUYwelMaXbErglkHBJ701igBLg7V5PH3qm19S1zLccCV+dCpVfug9KkEjBAqHlueFqBlHV4wVfnGelSkMVifoMYDk9P8abS6jSS16/1/W44M6qzll2dcHAH+faozukBbBD9QQ3yqfekeQFtr7iC2HXHHsacJzmSNVEqk4Ck4wPak77od3v1HGJkDHdjPT5eRSCNkYKh2ZO4jHzY7VYW4b7KIti8vjJFVnKsrbG2AHax65FKN3uVLlUbwB2cYUqGLZA54+tWjKRa483aMYwetMZAsOUJwxyNyjIqFlBLBtz4GOpyKLq1iJRcfdGsRuWNVCqwxk9valOAuxflA+8GH3vx9aYIXaPAfIz8ykcU51B2pGCGAJLnviquTsrH/9k=
|
image_30
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_31
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDxxlaCPDuMOwDbOfzqYb2DMuRHHwOOcUhSKBhJgoqjawHOTVuG1fyw7AlG/wBWq8HPvUuWgtXotSi4WVxv3lPUcAGpiXmWRnO3sEHfHvUstrMXaN13RxjJAb+dVzEsnzo5yo6E/d9qfPFg2tuwySXy5XDyMmFJVAOB7UPK0cSuiZP8QZaTe8aJvAMOfmwM4/Gp2IaRnXJx0X19KUrdSrd0RmRvPDx4OV2kdNtIjqUVViAHO0t0+tKQ+1nIUlWwVPYeuaeIcqxlBCbMgN3P0qrJbj01I0jaOMrE5Vw2QDyPelJUsY1zskfbuLdT7ClEylvM2+W4YAgnv6URqHU3LunDHaq9QKlt7sPNiD91IEWVmAO1kI/rSKj/ALwpIu1/lH0qSKHeMIA67id/c0hiiE75DKoGetN2UiE9NNxgdFBYKGBYRj/Y96clspkkKzcxYJQjr9KGd5T5cY8t2wyh+1IGT55pFJlZeVHY+ooafQ0t1ASJAH3K/ml+H25X6U5s70TaWDnIAHWmKfN2I5IjZSzZ5FJbZEB2KqNvBHcr70WuTa46RAkcixrgbskPxn1ojUjPCq/AJY9aa8qnMaruLN8xA/WnbfJUlsMynjPpT6WluUouMbDlEqymJQW2j73dc1ZSB1tXLjzSxAXPatDw/aNqF35Undhhu/0r2aD4XacdMBjlO6RdxHbNclfGUaDUartc3VBy1vp/wDwFonkkYu7HaBlegPoKkicHzJA+6Ejoeoro/FGhJol48QUYTPzb8cE1y4WMFsHchbLIDgLXTzqcbrYwlT5VYflEGN4AY4Hl9AKJ1+V2ReF4CcACoN0luVKxkAEggfMMGnCaWSLar7wTggdau2pFne62GoWEqKuY88/jimFVfc5d2BYjaO5HapLlvMUDy8nAyoHOPWljcI6hH2sfVRx7Uutx300EPmxkSbvlXkjt9BQpJ2/ufMLDGw1G07b9jDIH3ZGGNvvU8ZfzoiZMnbtVsYyaclJIXwLYiiRknHnJuD8I3Xb7U+T5QNu4uPvIfSk2yNKyKQE/vHt61esbeRUyTkscp/jVwgpS8yOZJ8xUWHeyufX5v6U2XzXR/NjY5bMYxz9a66x8MTXcW94mbuNoOBVXUNEubXplQOxHJr1XlVRU+bsEZLozm7ddk2AFDehbhq1BfqLZli5cdU61lP5kcfneSoAJwP61LArgrJ6rk+uK8SUU1ds0vp7rEnl80K2HQLzlW5/GkEcghZHbfk8lOCPrSm4KybEUFyNuSKYd7BlyysO46Zp6vQzV3qJIhQqA/wAx+6RnBohf5ncNsycPx8y1CBGhQFzx/FnvUscqbpH/AIpOQx6DtVX0sa8qsNWKRXOVJ3A5Ufwgd6e4ZUjDusiqcj5slRT4o5I5FEca4x8xLctUb2ZdyUZVH3mI7UuZc2pPMr2Q9ESNRsbcC25w45p2wCIRDbHvYnd/eohRfOLbxwMgnpSpGrZRxnJ3H2+lRJpMafu+8WbGZIVYRR4Zfm3nofaqUzLLJHgbXZuEFNmlZUVVykn9wHtTX8pbdCCUJfovVTVre4fgWCIYvNBDFS3zMy857VFHucHG0IfmVuny+hp0UjjdkGR2blWBx7mnsEiMbRJli5Dc5yajZalS5rvuVo0i8wktIY2BAUHgVJGYUhwofafvOOwqaNHCb3KlJDnOOPpUQdndgFG9Pm3n5cAVfNclXBRviEKSYy24kdloOWjyoV0yFjOMnIpROsvzkM6twVC9+1JuzD5ZVd4+92A+tLXmsgejTtsa2l6i9tcCVTgrjnoM16ppnxONlp5SWPcVGATXi7v5UDxYBA+9j9KkW4MxAWR1AHzIw+/WNbDUqy/eK6N6deSpuK2Oj8UawuuXbXUpIyTx3rmJDEkiksgJXt2+tPZy6/IdwXgo/Y+lQEfOo2oTkfIOua0pwhBKPYybTla/9WFcscGMeZEo5XPINOcf6OHRcyqclgcU9ZBJOVVCdynkDHIpqwCR1XYxV+oUcD3qkwTvpYjDyCJZpFkI3dn5+lOAjuTtjXYhHK9y3/1qWRsSmMHDrwuOT+NNl/dsrrlNoy23v6U1qRbld76jCCgAkYFYuCx71Iq/vWGAgYcnP3fpTifOC4T+Hr2NMlQFQT5g2927+hpp6iSQ/wApdsMjIwQckBuvua1dLMfngggxr+lY4nJYAkIu3axHb61YtZWtXJCl0PpXZhanJNTZM78tup9HeAdS0z+zxbyMiSL2Pes34jppj2bPFGBIf7vGa8f07xE0LDy3bco5wf0p2p+IbrUYRB57Fjz15WvZrQpQqPEQnv0PIlSrKpaFkr3fc5kMFO58mNm2EA8fhToGRZdrS/KuVAx932qe8K/aJUjCAhtyg9KphVjYBixcHfjHHNfMxXMe3JRtuSRbXmePDDuN3p9abtKyjqZDgBVPBFTzvl1RQfmALkelQeUDuH3OhRiemP60PTRghr27M7NhVZvvd+akYI0kKqSVCdMdB6/WmxsqOJJySzZVhnr/APXpCQ6+UwKop3LjqPSh32Y9VrEBNK6j98BglVXvikkVFjYOcOBkEHg0phXPfduBGaVyWOGhO7f8v9DTbV9BaJ+6JAwZApBcH07VIp2uxC5Y8ALnHHemyRAOq7N6ldzheMH8PrUschORvcSqAwBXhah63Zbty36ELE8HflmBJU9QPapmJZdx5CtxupkqBYlc8S564602IMFL7QCDtKsOV96LJq5nfS6ZK8x+Vyc/P8xHABqN2DK0q/dPRRwVpygTCUyBm2kEADqfWh1k83Yo4PJyO1JWTsNS6iwoCrs7k7hjB4A+lMt4ndNrZDtkAHuPeiaN5TkMXKn7p4JPrTULAAmRRInuQG9qpKyJ30XUUkoIhuETJ3DU8K27cqoC33P9r3NNZDv82RMGUYC9RikuzveLYmB0yvU/Sq3Y21clkUt+/DBpPb7tVod8hKK+3jLEjPep40CIx+aMjKhuzGoVIIwY2Dr90P8A3qL32CLd3cmjt9yFUB24BYZ/r61D+7SQF1ZJoumT1/xp6viIpuCbm6dt1NYGQh5HD7iMBvTuBRf3tRa3vYsWwkmAZ4+cEg5xUUxlyrBAknTg8Yp0kkcbmGLJ8xflUcFaVCWmSMxEptALHmpt1saR8iKN081ty4MfO7bj/wDXSEoHKyFmEhyFA4P41JJCwkZVPzry4bofb3qzBtMZcx7g3YdselNNEc1nYrQMqsWRf3ZblV6D2qWcwKnDYI/hb+L6VJdpFMI/KHl/JvwDjNVELuqoQpJydx6rj0o3WgWXQUyksjFwqscFMZ3U4mWGJpTNtdRuX1UelQ26j5gV+5zzzz/SnqI9zumeuGJ5yKe2g573JfMLbXGzkZJz0XvxSsY2Bdk2gD5R/eHtUJMc0sjx7SnAJPv6CnsCGRZUJZD8uO1XzNaJk8qZD5bPEsrBX/vEdhnrTXnwj7TvXdtXI+6Pc09HDvvZdjrkCJTwxqYgL5YhCr/fDfw1DvfUad2RxpMjN5aDGOSz8E+1PMTOQznMePm9Sf8ACugtPDyajB50Z+bGAOcD8Kz9Qt5rWYKYyqrxnjDVmpJvR6jnrqZkgd40UQLs3cPTWaQqxbGfuqwqZxglXZFDEMY15pisBIYz8ikfJtHKj3qk7dBre5EUBj3klpD1bd0/CpoI25mmJGRgru5/CgCGVm2HLY5ccU8huV37XwD838XtQ9dGRKd1YaGdtqQoAT0z2FKsjOx3ZzkBiO9Nk3SgBW256D/GljTa2QsgiXlxnp70raajjdqxGSyMcElFfcSTu202RGY+Yj7xnLA9R/jSrIhMu0Ernv8AxVJbh0UMB+6HynP9KbT7FeY6RCkaeWMqwyy9wabGqrIJGuuCuBup4kM8KBVjBP3s9eKifa7KCCSRkheC3/1qS7MlPoxfk+aPAaQcjB4+maYoYINxUbvuAj+dG1R8scG87t2PQ04N5qIu5VyxyavUGuWNmKEZbbeH/ebsDuD/AIUjeW8zOQzsedy/rih2A8yN8hc9D0b3p8eROMqVUjoDgUrPl0D5WGu7mONuViTjj+L/AOvT2jT7+wKVIJ+bhz7VA5HnGNm4X7u0dfenN5j7cRDc3TngY9KVutx8r2RKo/eFmTZknKelPt7L9ykjKcMd2SMCow5DbWfzAxzjqQPStjTr/wCz2ssckKujf6ok9FofMkTojOsg0JVZYwc5xn/GrJnggm3xqVLHaVAyDVa6/wBIYzD92Dxs9aqTlgyjeEQcYHNTyc+5ruyW4lE6svy7xnZmmkgzBoscYARTkA9yaZliEQhWdR1xjb/jipYci4YEiRiozgYFUtDKXVkcu0TuWY7COo54piZmfzlZGIOFx/CPepEMjM+wLhf4DzmiIRbx5hJeQkDYNuPrRfuW7qyQBt7S7MKsnyuT1Ye1WVMVv12ug6Y/lVPbuUlY8vGcYz196kj/AOPUnOwN2z/KiST1ZD77CZ+YCS3H3sg91NX45VERhcKz/eJ749qqBQYowmS6ehySPpUTS7VbzR83XI9PShrm0HDR6IkKskwJBKZ645BpIo4VuHVWfdGG5xwKLcKEABkdm42t0WkS2ZjIXPXsT0pd7sG7p2Og0vXn0xUixndwMf1qvqeoR3dyNy7UbqPQ1liDyU3OxCj5lX2pDG0jOV2kr912PP5UpQhzcwnMjyocbG3oCRkj7pHbNQvMpVNuS3UBuOKklWVFViN4VvmI/nVjzTIw7qi7SNvI9ap2izSnG+rIE5dUYlCc428Y9qfLGiuquxyeQSePpmtCCyNxA0qR7mzhCem2oZrdkckZLr8yEg4xmnrfQGtNdP6/ry+8hiJuUVwcsOcYyD2o3fNIQMA8Mc5xQ8V1bxAKokdX3HPv3FQIS5Uq+djZOOOaXu6tbCjHp1AlnzD5SxpkbmXpStK5cpEQFQ8ZOMjvTZA6oine8hbLJ7U4wF22MNq8MD3qtGTfr1GQ7rdXbYQrcDPYU6QxR3DK2Q44XacgCpT5xkaIFBwGUsM596ZKHZRJsDMGww6HipvrqCV23bQau2MI+8rhvlI9+xHenKSXeQbMqAOB/wCOikcfaUiKgKUyB2B96eGUTpuIAx98DgHFJ90DXfchkRpJo95AZT8w/rU7eYGYcMrEhR/CR700K2VzENpBZARg06VZoFbcpCOoznnHpTvfRDS6EYijlmZUeQsPl/3RUXmrFuRlYHjDE8LVxEg2CXl2UfMRSxPGolSYlkY4wV60nO19Ba/cMSNBjCICRk8/rUVzGA8jBmZCMBB1zTkjKZLHCc4BpiswZNgLS8gtjp+FUpJO/QGrsRA0YKDcx6lutKXYEnyljjfjJPBb1pdhknaREYoBjI7GozOPLBWNztJ6c5HuKd76sf8AiJJVKplXVt0eN3ZaZGHwi+YqAgoWFSq2I/7y7d3PYUnm5YuUKoBuxjOc0ou+g2mPmTcokBEZztTZ3qOUh237yDGMZPTNCgCSMyoJEXnOecemKaI8XHlh1bALKT0YUJW0En0THvGw2SO/y7cM3rxTEAjhaYpvjA2gMOnvW1BFEYQBgHaGXPQe1ZMol87YufLBwE9DQJRtpca8h3osUZIUDee4z1pJcrwhRQnIz1z9fxpySeWzQ5yGH5GoX2xqxk2sp4ODQtNh25ncWeRjJlQCOGUI3X3qxGhjKlY/3pOeT1quuXO1wIjHwrL/ACqSac+YS7PJKowGTj8KHbZE2totiVmSSJ4XDmRTnj0p6My+SDsHGM5/Sq7oreSmWjHTjOc+tOdVYBkDbfRzyT61LSasx2biWZrgyyFwAjg44HWrOl2xlu1QuvyncD0zWT5pYEckL/EeufpWrp10I7gHZHgMCWJ6HFVytbG9F90e1eGvh/bXumrdzTlGk/urmsXxp4H/ALHgFzGBNFn6Y9a1vCfj23srZba7Pye3aqfjrxzaahY/Z7ZsoeprzYTxsK3LLWBWKkqMly632PIJkH2hv3iqqNu5bt/jVPaIy20+XuY/ux1+tS3qTTSLyoiB+YYx+ZNNiXEglSRJC2F3e3evRlpHRmMn1WwyVpQxZWwAMFd/b1odHZFzKTMed391fSmy2+ZPPjO4t94Z4x/hT43SYtvY4PPHHQ9KWltBbpMa0vlz+YyAiQcA9aSVSkTlHb5vnIo2KcyzBvKHRz1FKJTIC4JUrx8o4+tPVWsP3lsSRRliGQphl4PpT/L8xlVkYbeCPep4YgUZs/MRwgHOfWrEETbkfeSvQ560rshLYQ4Ma5KSAfKxA6VFNHKVIYgyZAAB6j1q+1qIiSq7h2Q1HPEY1ysZyQMgLz9KiLL5eWziZ7xJH5bgbl4U4PAP0quVVA67dshPy7uR/wDWq48ZR0SFQWbqT0Xiq9wWzIWyFXA5HU+1aLt0MpaPUgRBtjZnaScZ4VuD9aPtUZfa6FXbjApzsgIlZivO3gZP0pu1RI4AV26oRRbXUuy6jc4jVgXjIJ53YH5Uq220rszK2OinaPrUMshTakmWYng4+7Uzc5YOSQeG6H6USi9rg49f6/zFhVTebMdP4W421aubJYQ8Yl/1mDtU8f8A1qp2jYZiUPnKu5d3JIp9xNuKsgwcDr/D7UNO+5r7kYtdRstuSwWI/MBnaTyT9aVNqqrTLt3fe2jgVas1RSN6Z3D5fXFEoaF0EZj2tnj19qPJmaT5dSot2wdvmLgttUAY/GjDmSNiDndhAD2/xoZBLG4wI0H319T6CowyogDb0kU7o1A6fWm9PUjmvK6BShuGVwYzkk5GakjVQ29Buz1HQfWkiWV3LOMTMdwDcgj2ok8uOcnY5RTz6Yod2wTt7qHmNkmluZAu3sgPJ9qiiCmQYzuPzPgfdq1eW6wlT5bO7cMhP3fSpIvLjxhRvIKFfU0LTYaXL6lNo2Wb75IY8Y9aiC+VvmkOJM4YHtnuKnlUR7YnGArdc8/SoyY5GYZJyfmUn8qaBPqDb4o12pkjrnqy1JEN7Rhcb1GDjuKaXVrdAeC3X1OO1Na4jk8sNGI3A+bHrSTbNItrU00ucbZS6j+6lMnlJLAAb+Dsz0PvVCKRxOpAZh/tcY+lWhC4EkzOVUj58D731pdSJJuW5HO7IAC6NKMksRx75pjR7IfkG4vg5Q4x+FMnIln2s5kUD5VIxmpCiyRxuisjfdHqtNrqy7vQRlYQIH2Kd/OepFMjEQcLjK9scc/SpwdmBsZpVO35uhp0LbLhfOC7ouWJ4BpcwqbXMhrFmV1aJmkY468YFXLZeCGAVfvMO5pJNl8v7pG3dRkY/KrUcYaWQRYG1dvPJPrmlutUVUjGMrLUEgUsCpLKeSe5FaEMXBEabUX7pPJFR20ZjiK7QQO4HSrUHyh8/IT97HQ1DdxWexbW2ilVDtJZex61XuLXeSTlS3y8da0rEDziCDt9SOv0q9c2Y2B1OGrO9inCxxNzEY2lQH5T1JrLiJcNEzgMTwzHORius1S0UtkqAqjkHo1cwU2tjygQWPHoPatE01Yz0te3UqIsUG/crSfw89qc8ifIF2iT+6OlK6FWyybs/Jn0FRyLGshTcWOPlAGStauzZF+xEEcE7QXJ5Kn+EeuafGA8xdTgdCCOPwp0m8SMSxXcoGcdu9Rs6PNsT5o9v3x1FVce+wskhaUHGxFwu7HWkik3rM7SYL8KWHp7U4vIlujtgk/Lyc8Ux+SzNJukZeCBwoqb6bA3H4R8NxIqElyG/ibH8NLLI5t0WX7rH5HH8NQPuMao+GQENgd/rThOwbIUsP4l6BaHr7wajpGeVGB/gwBj1z1pzyRxxFTtbcvI7k0NtZysjFPMz93nio1WEQjJYMpB3/eHXpSXRisr+QIJAUBO1Yxwg96aEZphGXXzB1OelPaWO5lVd/7th3FPMoXahiKE9yv9ap9+40ny6b9h0lzGPndzvI5b3qKMNGUbczFvmEfTdSmAbI1VA/X7w5z7ULvRo8fMy5RV9aLpak+aFYCWQBzuHfnG3603534VVDE/LtHIoRVWcrJt67sH+L2zSrI8wWVkWLfkZHelJstJdf6/r+txGEc7K3lszbgrj3/2alnj3TyDIAU8N1/A1AfkTd5kqvncoH3QafHlmEzhVRv0PrVDuSxq5meaNuFX+MgflWlb38clsyrGrnHK461nyuAgUqzxfdaQ8Z9Kh3i1dArKAe3rWc0pLUSdiRojM5CyDIOdoHINLGgMcgRsyDgjoPpTRtCv85QycgimhZUOxz/3z0J96d3rqXGy33RK8eFUbD5TJncT909qiMkMu1UJYnAxjjNLG3ycIwYnIRm4xUkJRh8uI8HJB7+9P1IbtqyzFEIothY7yemfu/StGKJz8pHPcr/F71Sih8+XdJNwp49BW1YxA7PLZtx+9iovbXc0gmTpATjagbtjpzWta6ZIxUlOT1rS0nSftE33c+/rXoOleGY5EDyYBA5rhqYiMFqdUILdnCQaWw2fKQasXloyxj5ce9ejyaFDbrnAxXNa4iRhgMDA61lDEqb90JxildM8y1oNOGQBSzDH1rkJIhFOQ6sCPuj0rrNZCNIfn29wa5S+mLKrs3CghmP6V6ML2905Ja6FSdG8zzBKDn05piAySNt2KO7HkU5yfJSTyi7Z7fw025CKqnd8iuAQBzj0NadLGXLZq3QYqFJmH3ztySTwRikBBGbdcDGVyOntSyoRKdueQVUZ+6PSmI6BMbiY+jDGDn1Jpp6alLR3I1JlTYX5c44HTnmp2kREVUO87Np3D7vpTDHDPJtBYInUAYqSMxqEdotzZ2qM4z9apuwS1ewRnAAQqHCHaM5BNMEhVy0ZwMYZmHf/AAqVInCu6KSyt8oTqDQsEhjf92cD5nY+uPSp0FbXQjVBh5AyNt5+U1KxVYg6YHfaev1quoRlLs4jkZug7VLFFbfaCCrMWGPbP1pzsJpXciIeke0yNzgjg0+7CR7AGdu+Af0pzJHH8vzMF+8V9/Q05ZPLV1K7EB2jK8/iaT5tyo6ajJopITjzNnTZIBwPrSiWMeXuG9sH96oraN3afY/KkRSMfMaxjHhi0JMQOcjrke1Zxk535kVUjFOy1EMpCHYoO7hN3UDvUQZoGaJnHlL+YJqwzEpkFVV+Tn1prxJjCEAkfPvHLVotOhnFsYifImXMqZwR0/8A10vmGL5/L5X5dwPFNW2VJY9svmkfMAOh9quNbyD52VlC/wAW35WH9aU2lK5tTp82sCusiMVj3EjBKq4x/kU0yHcis2JCuSfRvQVJcIQ3mYDIQFVKgeGMz4w4Utzg9PehSvqYtX1JhEJ1BI2KF+7nrSQnDZZWK9NtNLEMAz7lfIUgY/CnRmVF3KUZQxUZ4pPZml9PeERvPkMeSrhSpRu1T2uJDtZCAvJycDio0X944ZVyV+Ynqx9KRMZfcrNv2qg9B9aTd9hWvojTtg0hKOnmFj8oT7o+tdNpMKF0MZ6DvXLWMUMbkLI4ZW4O7AzXV6PIcZwA2fm/+tU1dNnoVBN6I9F0QwwRKOhrr7LWLeJcFuB1ryw6l5aA85pT4hAT72McnnrXm1ML7R3Z1+1jy8p6TqviCIwlIsADua4TVtVMittPHrWJPrpmGNx+as17lpeMlueDWtPDqmjBt7FbVC3+sQgrncAe9crdGNg6FsbjvGeAPpW7flN338OvBBPFc/M6TXzIB8qADJPeu2m7GXxbdCuZys4YgM33SFHIp8j+ZbuixsXzlcfxU2V2LMGU+WvQkdR6VGrOV8pGdX6qOmK0t1JT2uObbwWA3LxLt+70qDYzPuIZl3fIp6Y9fpVjLSxM2WHaXI9OpquqyIymIsY8/MW43DvTi+xSbWxNb+bIxxuDEfPnuPappAoKA/KuMo2OaZskkmR/m6ZB7D296ekrKrKEUfMVLnripabJbv5nReHLeOaZnkAQt+vvWl4g0uO2t3eAJuYcD3rlbK9ktZGVcqdu4Dr3q1fa3c3kfB3Ivr61i6c+e62G5prQxJBvykgCckt2IPoKRSEJiRtysM/7pqRnW4eTY+5h82MfypqhpIcJIDuO454xjtXS0rJWJ1b10GqZGiVZGwu47wvr2ow6NMZP3kbLzTQ4eMj7oB+6v8VK5WW3DcqU4VzwT9aGVbTUmCBWKHHy/NgntTGIlaQKfkC/IGPK0u2QyARBSTySeo+tI7qsjecMBhtGO9Skrmeq9SJQfKyBl/4gBxip5QkrruBQKnOe+aSOGRSyOSWH8W3kippbNzEWiY5wBscfrSla5pa+xFbIElVpJEWQIMAA/d/lXSy6rbTaX5YCsxGM+hrlpVkhcvK4DqeMClQecziSTa/UBOuPpWdahGbu3sd2Gx1XDQcIW97yJ1kj/eBnJCjG4fw1FtU/JswO/b5alnts28TEDe3f+pqCWLdKDHzIPmOfX0rZcrPPlZ6sdGV/eOg+YjkjnbShBJNHGsa5TJ35xk01JCiMEXa38ZXkmmxELP8AKH2EbcE8f/rpK7v3Kd16EjFWfem8knCnsakDN8i4UPnlSKgO87yilI8EYPTPrTvNJWEPGWbJO4j9aOXZCdmaEbRpAWBYDPJ6VvaXMI1ALKW65B4rmjLGd7b97AfmParttNt2+Wi+ZuHIPC1LheI1dPU6a4uAVIZ2LHsKol35/h+XgHvTBOGDYyAeN1OZoS4XIUr0JPWso6Df4iq2ZUYsxHQmpDcxxgqhAx/Ce9UTKFfjIPXPrVWa624YlArHoe9W4XVhXTQ27lWSSXI4xux/e96oxyxruDo248oD0pk8qswdC+5u56CoXPnRMkgYOp3bh3rS1tA6EzSsUUkI5HDcfdqrhzEq5Xdv6nOfapwdwHl7uvze3FQmRGRYehBOSf4j2zTXkib+QqxuYg27ErkjHUGkjfKLtI+XqD2NPWQBnfcFkAGQOn4UR7HxJ8oYDaVPpS+zsCtYbDK/nFpTsI6MPurT5pVCksv7wHv/ADpB5WDApOQMr7mo5LbftYtleyZ5U+9K6uDkloLI8qwsHXJZvlcH+VR+S7SeWS0br/F/Op4oc5Rz80bDBJ6+/wClKoaKRN58xcnLN3zV8y2QrjPsbfaYoxGfvE+YG7VOLFoN2Uw+N+D2I963fC2nre6rFE/yo3yhj3+lev6l8ONMOlb7diZFXO7FcWIzCjQmoVHud1Kkpq8nb9T57njYShiQVPzY/u0kjoJdqIWkyWYZ4P1rW13T4rG6miWRecjbWNbb9+xI9+QVZvauyLUoppnPOPLew5EDsQ7nBOdw61PboHkwX3MPu96ZGVRXIjyyfLk9xSxGRrjKSBWVcbiMAUO+xjrublrFFFEEcbupY1UvrtBuSB92zv6VV+1SAMihw6jbk9Kolo3dtzH5iBt77vXFZRp6uUi+Z/CTBkwoAAk+8WP8QpqhxIJVTEj52jGDn39KdGrq8qllJXoW5OfwpXUlQ0s2xyc/L6+laSaWiFfm2G72YLHM7ZDZLZwB+FO8zzLhoFLFhyrDowqORVdY9zsFZiBu4NMaExY2sVO7bgn+Gno9wtdLUmwXlYPtjP8Az0HShol86BQ+M857fU00ABgr/wAKHAPWpY2RiMowTb19RS5rDtZBPIPPDOWMeOVHY02Q7flyXQYKlff+dI3CjLqVY7vYD0o2GRAwJTsM9vWmklsLdIVgoHlxElh8oOM8e9WrWJ1H+sBDA7c8ZNU13CMuHjQM2MoOc1MX25cc7eMdKUr/AAsT02NJWkii3vucuvynsKal3IFdiyvt+6SOfpis5wWcOJnC9H56CkS4f5t5wR8oB6/UUmr7FRL5lQszpIV9FPeop3Uxr/Ht55HWqzSuvzOn13Uk0jGMMS0ak5AH8Q9Pzos+gkraIX78e9DvLH7h4A/2RQke/wD5Z7mXgKrcAUyNldmdvljVsFQv8qkM2z5zhGHXafvDtVa7IUuqZX/eFSnmoRnJIGCfanSujSoq/Mp+4NuCKbcRtHsdkUlTuIHWk82PyS5f953YDim9VoNO2oqqsMgByyuTv7n2qdGR4WRnjZmOcEYIquXEczKGJBXcpzySaeiRvEqCNmk3cn2+tEttR259JCz42xyMqrOo529h2pyGM/w71bIPP86hJlkQyJtMIGTnkj8aU7V81t2FcY4GPxqempEo+6rDnYY3hXKseRjBB9qVUwit8xk/u54qJDM5YCQjCjJbv9KVZ2O2N1cYJJZf0NVytIevRmrpV1LaSCUtteLkY7j0rul+JN7/AGebMsASuDXmXnKVblgU+87HqafG6mM996/ePFYVqEKi/eK50e2ko8vQs6heSXl2zSDEZPORyDnqKpK2bliG3FuFPfdUjSGJvnQsxA2ndkc96MxOzpu2Sj1XrW2lrJaGDle5FLGZJW2yuXAG/HQZpylU3JI28bMde9RzuwLeWzM+4cAfe96c5WSYMi5VTl89R7U1exLutBZm8tEV3XIOG2n/ADxUiyxyorkJv7t1OO1Mw6lmYoIwDhSO3cUipGxkZW2h8bcdfxqVFPYfu3FeHfaDylIGeWJ5NNlj8w78EMVwFPb1NPDo7JHnJBxweKb8+5l3En17CmtHYcSNE/dKTHlRwFP86mEcM0kbbyrL8u0nj61HMrgLDjcR87AdalQpJIj/ACF/vYP86cteo03a5YeGL5224kxhjnr+NVWWGRsDeoGAQT1pin7Udm1Qm7OQSKV0jV/KjU/L3/2qS0dnuNRcd2S7QkmMqcNlkJ7e1N83dDiJNodvWmnI8t1Yq5J3Y570srZuJEGUG0DaR3pxt6ktNWbJNvkNiRldW6kHG1qQAK26TgsScDlfY1E8AZt5YeazDaR2qWQMJvLyhTvuGKTaC6Tvci3CONz8rsfQ8Ee1SuS5PmjcqjcML92ooWYSusaxs2eC3THtT98kDrGvKdi3Y/WiWmwtnYIgHgVHkZV9D3+tSkyK4by1WPoOM7arxkxyFcZC5wcZ3fSpirSFFXlV6/N19qmXYb0C0ja4ADEJg5Xvu9qJ4IxclWk+X+6ozg+lNhZ47rblcFeg/hNI/wC7/d7dozkSHkk+n0p9SuaKjqOij+4MnapzzyabchpEaNAAFfceKJ5PLKsiAyt97POPpTY1CSO7KzOygKD9PWhdyVde91F2bZcxKBIBkHtnvUqyR/KJZFUdSzdWqGNTHCzeUWy/Dg/d/DvT5h5i7dqybcZJXFGjlykpX0IHhVXZGdskZIQ8e1TBRII/L6xnhj0NRBWllBddqD5uDT2jEs+EypY5yOOKAtbqN84x3EZ+Yk9T2GalaANIgLMWU5+Xo31pCHZyvzBN44A5NSsqxfJHIUkAJYE54+tNyWjBRu+YhjEUgzIoYqeEbsPWkBVJ8PHvUcjPRRTN7LGJJuTs5HfrxTfLIJ3vl+GDHkfhTSSFeybJGKMzrBHId7fJnGR60sYy+wKz3EfOD0x70oaMq0j9S2GOP5VMh2hTC5JJ4fGT+NLRDb0IJI3Vo9jlU9SPu0rpujHlDczdCeMj1pkBEvzb9wwF2nirgQIsoVN6clTnBPHam+lxNvaxVWMrcYDkrGNwz0JoADZBfa33iP8A69MiYZI3MwQ885FSLCT553/P1yT27cVMnbccU+bcZOmImkUgluSV7n1oRdqqnm4jflZD1zjpTgG2F2Gx/uufX/CpjF5qs/AboqMeMe1U3ZIptETIJArSFz23jqaj8xWkYQEqvU49PxqfiRxglYh8u09QfWkkCSRAKzLtbqR1P1qFJpag9NBlxECEYAeWOcnjH/16lZmQhnYk/eDhetMhViSzHexBG7OAPagAouSSApOGbv8AnTWmjCT8xEkG5UK7AvRm6Nz0FIypLPJ5XyiPpu55qK4kZnWTbtBHA9aWSQJHHlclhjGetXYGrbE6KqsTIJNi/ePrTc5DtnKtyqnsPrTAzCaMbdzD5cEVKwYykKpUA5A/nUPl5h8tnzIdbRxCJyM7+pODikccEyyE5bIHY0nnbmX95lt3TpxQ22e8y5YYGV/u/Sm9HqK7bXMDK+SqMVTAOO4+tRM2cZXawfOc/wA6sEohdt+SVzioYJsbimGjx865/lQr20GrO8mKMnbhCzO3B7KP60pZZJ2CSKVT7r/0qONy2/y8BWXkMc7fanKxRDG8WEzlP9k0rS3QuR9R8kSNlpPvF+fm9qjn37FUlxwQuDj86C6OIzjDbvm7lj9KjX5mZ2EhO/5A3TPSnslcXNLckRGnUSMVViMImcAgU6HAcsZCoOSVU8JUckZkDMgOUf5lXoT7Up8sCNWUxue3rTevzDmV9xeQJG3DYDwB/EaFy6MvzQkcktzk06QLGCwUxjHzFecfWkjl2+X5rH/f6gihaq6CevvIljkbcfmIwMEkc4qMyCTygYyZDxnHboDUbuUfezN5b9F7VLDLiP8AdgD+JvapemqFZdQkVXjkiA81gc7scilKlIwwyzEfKW6e+Kiib5yqfNsHynuealMkWXWZ3ljYEH0U03p5iSktEQIWEfmIQ0eTnPTPpTkJZ0EUuxTnIxyPensSkK7GYbeAD0x60qoecujBSGxnkinZjXYiQRwv5zDK5Oxh0/Gp2bdHgK6sx53dTSSIGwsYVSzcDv8AQih5ZYzs3BiOSB0H0qZO+wpO2rGxF/nVCjbsnaRwB7UzdHHckMHYuvAP8P0o+b92AoUsfmx2GalKIJVVF3qrZc+vpT0vcrzsE5IhwrbRIckEfrTFdCoLmRVB+UH+dDo/2mRg5C44H9Kj8tlmxIAx7EGiOgRtYluI3WVvNKEbecUjDMUcoeRmUcp/nvUccZdASzZMh3t6VYLzxIrnasbdgMmmO9kQpOLiIlYSGUYAXqafCWaUyy7iVHyr+h49qUK7ImwfIpLBx29qZEEVd7CVs85X09zS06FJNr1JdiyFSpEjjIxjr7Cm4VijSKFcEjb1x6UyLEk64ztzlR3xU7LiRyASx5U/w0mlaxCtHb/hiNnBgZJdy4biRPX3oAZbgleA3JkIzn1FPWMHI2NH82CA3X6VKbSWRTKvXup4GKSdjVrmRAzkrsdVw7fKQM0u12tmG4Hd905+6veh0Elw7IE4/hDdKb5qjM8MJ5OwjOOKNdO5nKy0GRr5rFA2AuM8VKYleVFSIZB/1mOtReaFyF4fOAW6mlgGyXBZsOdoy3H41bb3B3EeMoxZowwb7wUYpvmrhhuBI5y3O2rDxBBH5TtJFg5cnoaj2RIDIzAuDhcdGpXXUIWUbjBEZCPJ5B+8RwfrSlfs0ZDkvFu+XAwR61Im+RmlaREQnO3PU+n0p1zHJJKmwryc5B9qftLfEZtv4WRSyEOiI+1TnaRyXpqSoG3BHkYHABPSnCM+ZlYRkNtZj0zTkhA2o7ZYHOcVn7pb0e4qurKzMyj26Bj6GmrHMybVh2KP73alnjSVo0bBBOflNXC7hkQgb89R/CtPmW9gV90UWZxKE2hg+D9F7mkYBTJHGwKY+QD+tPaL946lX8w87iePaoTHI8kYkKoufl2VaUSUk0n2HQqdgjTD7vm3AY2kdqkEZkCMiAB+GJ7471YsTCl732s/UdAa7K90/SLjRw0UqBu/1rnrV/ZSUWnqdMKPtFfbqcEiP5zIjb5E5yw4b2qdA3mtjau372PX0olRFLqjHluqdeKjUQxbg7n5+W77a2XcyW2hKIo3m3Iw3EcA1BGoklMfVF+760MImuVMbnft3ehP40YlkkfZgBVO7tz6ijdak1H0B42SVNo4yd4zwc9KfHMscbABmOe3SmRsY5D82flzg9frUm5GBXgxnk46U7A3fcZ9nV3IMrK4GWB6/hTJUeS4DIz4UfN0x+VSrKHQxR7TluCe/wBKbOyQqYSC0w/i+tDvzaE6EgUIvmqQpPKKfSldpCkhyG2r8oUY249agjAYZd2XbwT707KqhXcxHdfwpKPUpt9CZFdgryBQjgcA5zxUTxyOpKvsVThUB6+1K0YkjEgUGPsgPUj0pGQkoAxjGf4qL9blRs9RgKhmXLIE4A7/AI1YVGZXiBKhV3M7fd/OquWmyxbIDjJwMke1SsGX92837ondxz/wGm1sTpcvaZCGuIV3Exycbn5yK72ax0waM20KDjkZ615nFM43spY7nwibeVHr9K6KwumkdVeRTGcD5j7VxYrDym1JO1jvw2IVOLja7Zl6nGkEzRLhGc8berCs8FF25JbYeefuitXV0iMpCyDavHNZDBmdEC/ICA3P3veuqnG8Fc43bm3H+VBKzvvBKnOAcGkzDLDu3nhvkA459c1IYhk7kX+7Gc9qgKu5wibfLOQp4ql7z1ZCV7akzK0ZWNiY8DBIOcelNmLLtKkgDB2gfypWkUyBWBcMuFz3NKoYTNG+SyruX1H0p2srsqLikr/1/X4iMwVcRqgJIB46mhGw4Xzv4uSf4aJwQUdyWGAFIPemLE8aPlNzP1559sU7JktbWsOdgriOB8jJKlu9TpG94q+WrCVvlfPHy+1V2GDH8pwF6jru/wDr1u6S8NpL++379vUnNRP3Y6alQjFtO9jNFl5b8ReWzHG7PWra30NuogI3yZw2R/Wn6rqCTsHtwuAc7SOfrWQZVeVZw+UIwq7eQahR5opyRsp8ku5YluDJI0uzoPu5/pVWYxxRp5TMGzuwOcfnTnaNY5DNnB4zu/lUZKjYsZ3RoMnjnFaI595FvzXDfMAEf09fah73908bEeXn92R/FVeOTzmczjftGIgDjFNcKwaYEbkHAA+8fpVKIPRjmJyHiYFR0dup9eKcInRS5wyuPljHUGoAhbbKxIyDkAY/GpAS9yZEOzjbkn9aTWo5K45khKlkkPmN0wetPjgYtHHvICjc4zTJVSPDoyBt+QvbNLlmIaRBjse5pPmsRe9rjWkRJGUEDOMkDtSyfu5S6fLJnA46/hTpQAhXjYvOCORQ5V33bwpxnJH8NVcpLoxh2FQ5Eiylsbh0+tOSFFbzQXL8r06+9Nb94WWGUYds7T0FOwysVd9zOvXOMYpXluJXt+hEzTB1SUBsfNx3+tLIHkkVA0ZwdxB7VKm5AHTDA8PxUDSqZH3KFJO0nv8AnTT5tkPfVk6FfOZANvA2gdCaZcI7ARMDvBzkdBUkYQpzz0GV60pjUzLuOQrZDZpLSVw5rIhhkKjCL8w+8PU0sfzXLZTGcEqPWpJZY5fML8KvUjg/WojJJLsyRg9SOu2i/UH9xMhIuJUdwCnzEjsKfGqoyPuchuQv65qrcTswQhGGcgNn5vx9ql8z5FMm1uMHaaFdajcW1dsfOwkcIQAFJBz396rPNsbYVy33SwOQBT1kJkfzE+UD5R6//XpIHAR8EqucYPVjTV0tQQ6ZFMgkVkdUH+cUsI4aXcdn3hvPJHpTTEbaLDHlfTrk96Ld1aR9+dirxjoKJKyuiWrrUTDeZkjAHKnHWklAJO9JAVHGD29f/rU2SUSbWxkA7TzjNSvHgI7MzFhtGPX3oTtuV1uwLlW46t8owc8etI0YReu49mH6ipJIPLC7kyH6fWo498UkhkIIxzHihNdBb6XJBtktiG3AZ4zSCZfNZ0dkCjay92pks0xVDIwADZKgdRUZWR5MMyMOhOOuewo5basUI3vcmMYMnnROQp4w55FRSKQjlM4IwpYdRUjRERgodp6AHr+NRo+8sxLEL97jqfYULXUJOTIxGsyrKvyqSFPHAPapHDq5DFS/r60RiRmGCuwYKr0/GheoRl3SZy2B0ptu5T5XowZQIoijMvzfx96Gy0gYbyd2CB0xUywsysAQqH5mXdninwmYCXcyqWII/wBkVLfVCTQSlk5jXhRjk/rULB42WUSgp0Xd1zVkOdrbsMf4AO1Rs6KysnJ3fdbkE+1Eb9SbH//Z
|
image_32
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_33
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_34
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_35
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_36
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_37
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_38
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 0
|
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
|
image_39
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_40
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_41
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_42
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_43
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_44
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_45
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_46
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyFmUEBIx5TDbkUn3ZGJjAKjbmmxwhY2+baQeo/nT3DOOQx9/Wi1htX1ECNIgZlKkHnnpUabRu3vuJOGA4pX3JEuGK+4/kfepV2tCSWwy9iKerQtbXGurKBtxnHAPcetEQAXa7DZnoetO8tss8g3SY/wBX7e1MCAEFXyOrA9TQtUEtxrFVlJdWPbnoKUovPljIZdzkfyp3lb8HP3OdrVGRy7qDkdQvcetIp2uOdlQb2OXXgHHQUkpCrhVLyE7gCenrUhVER36Mfur1xSIzMhkKDJUL74o8yd9iNyG2jOZG544zUjI5YhRn+lMICISFDFjw2eKAxCDJAYcgHvTsNPqOQNv29R78YqSOb5enfHNQI5Y7cEOo3Bj2qV2XcSGCuw+b2pPfUV/LQJ5kCnf8+Om3rmomaUNgkHsDjrUqNtkZYUUk9SRx9aMIIthBy3PToaFyoV1cjwVYScBsbTkU4QnzHIfHsO9OV3dHKxggkAZ60RRmRlA+TGcg9TSWlxtXGMmVYOeP4VBqRCWTcF3Z9T0qae12Wy9SAeoNV1DAsyDCg/dxTeu4/QCAyFM5QdQKQJulwHATH3aA7oQ6x+YB8vHYfSrCJvZEWMMQwKn0pXtoJ32GBMBsZCJzioyrDGDklv4fp1NddB4amktDOvcc+9czewTW0khz0OOPWlGansxqEktUVlKiPD8NupDuVhk4XsTSqxIVWUlTzupY1IjdtvCjKgH9f/rU2w2GkM2UZScL2NO+fy/n4O3r7e9P5O05bBU57VDKWZlORt24BHei3QTlfUdB8nzAbgeAB3pVVzIH3YXpkUHCjYXAVhzt5xTfMYkK/HHAI7UXe5o3foOjXewB3Ng81IIvLVsbdxOACKjt2kBcIv13HtUrjcSm5Q2c5J5NDkvhM35EIj+YsxIU8ACpNz8BQS3UkdqZGjEmRucklQOwpoWQb9mf8KHK4/UfDG6scHIzkBu1NOzzDtIYj73b8qXawDtuIb0zyKbltoCoORu9iae4aCt5ZaOMu2Rzk04q+ck5XnJxSCNfl387enHekCOGZ1YEerfyo22FPUUNI7kuflUZZQKVNpj6nJ5GR+lSbf3PUhSOADUYjK7UyQ2f84pMGx2R8uWAXBGR+lMRQsIWTIydoFIThSuO/wCVPPyoSWy33QPehIkrqzHdCy4OQSexqULubzVG4c4B4xTQC4Xe+R1bIqXy4xwzEndVXS1K32GAs8WY4wHPYHNNK5U/IA44YjmpTGI1Y4+YHHAp0aGQMUAznntU3stA0W5E8SghFkIbrU5HmFV2gBmy59qnto1dfu8g96vJpcrRmQIQ3Q4qXUQWbenQx3jU5X5VI+6wPWhSzMGfBIXqO1XruIoxTytnv61QkRtgzlQeoHf3pxd1cHHWxZkuS0aquDzlcd6qu/yEMdzcgrSI+VCxpsHUMOxpPLLHCvtOcuGqrW3F9q4FnJSNECAcHbUouF3I/X+Hg1GpxufO0DjHqfakCnywxwvcUaBc7aw8RNb2TWr/AN3jPeuav5vNmZyFAz93196pGcpOGLfMVwMmmhvmJd8npj+tZwpqOq6lSlKSs+g0bgem1lH8XShZSrAHC4HXHemYIlwud2OT1z7VJECCFbBDjGO+a1dkrEyAEttbjrnrx9KRB+8BRs5yGJojIVsOoVO6j19abMFZV25Bc9CalIpptgSuAir8yt0A5/GlL7SN2C+38qkfCqJJCPM3cleaY7Lnc/y554PUU1qriXQIQWjG5s8/OSKHx5pbHJPXvTSVLMV4Qcn2pzxiRjggFl+Ut2o21YbSdxZjjHzZA52inRsVkV94yc7sf4U1S8iqoXaW6HPaggRSNLuG77p96T7D2Wo3a5kJHRTwalihdULbVOCT9aekbkgofc4NadtZvIdoTK56DrmlKVgXM9jLEL+WZHJODg59KckG1/vgbeVB7+1dQvh+bYP3ZweTUU2humEdF9vYVn7eNh+zkc0WCElmJycnAqLk7G3DC8tWxdWjRZCqAFG3HrWeItqqSq89AK1i00J26kUTF1Zt3fODUS5DF2O59uQKk8sNHuA5Tkc9eaXbls52HPIA5xQrdBJaWGpuXbvbbvHKnjFJOApHDFieMDvUnlPMySHC/wC0eakd9mFIBB61W1gTuyuH/ebXb5lHapVRTMRjcg52nrmmQcSkbc/L8uDyopGkGFUMc8Fsii+tg5UdFpNuss6lgO3HpXp8Gl2S6X5ny7yuTXkNjdfZeAxIX0rpf+Eif7GkfmADGME15mKw9SbXKzqoVIw+JXKHiDYZnSNwOc5rnWI3ZB3L3JFX7+5FwxRz15B96zmUnCvglmy2TXbTjaNjnmuoyQ43P3YVEgUIwZWLPySaMfOfMJJwWUDotOX98VTHzdT/ALI9a15UkQlroOVWV95YbW4UKOlSiMPtIOe+MdKtW1l5jBIm6tu3e1eg+HvBSX8e+RgoxXPUxEKS5pspUpSlojy9rdxJ9zA/iz39KMsIUBTLjkZFemeI/CCWK7gykAfnXBX0IjZyCCFPzDPSiliI1UuUc6coaSRmCQ8ptOGPyk8YPtSbTn52AdhxuPNSlQAu5gR7fw1G2ERt8e7njNdF9dSU7vQkRR8zdP8AYx1prfKV24PbDUgkYNjbtBXrSqDsPnYK9iKHuLVbiEbVfajNkZ4oKbQpUYHUgnj2pSyo24OxcjANSCMkpv8AuKeD2zQmre8NrqyLeGLDCq3cCnfKGVWYYA570hbazZGMnHtTF353fKw7mkT9oX51ySf4cAA5xj0qfYkiLhAH+8cnNRRBYpHZTk478ZHpUqoNwYfK9PzLv0NbT7FJSMn3Az1969F8NaRbtOjSKDxXn+m3GxwCi789a63TNUYSFd+K4MTGpKLSZ0UJQg7yPSbmwtRbkCFFGOK5q70Zpt21OKtWV5JPt3Nx712VlaRPbAkA5ryUpYZXk7nbKaqLax4vqehPErHZurkp7RLct8uWHQHt7V7h4jsY03YHPavK9dgEe9e3rXsYar7RHn1YcrOSliwAc7COpxwKYVKthCAuzaS3NT3Bw4VBhMfNUCAqRvCZ6Kp/rXYrpGTNjTLWGVdp+9jqahu7ZInIPLd/aq0N0YVZU9PXp9KjMrTxqDyCcMp6mk076sl9rEIO2Uvjbk9B3FSMQgyikbiccUxsh5Ez07mjlmZZHxH6Y60N33GrMA/ltsDAkc9aebnD7cqpUdCM7TVco+Sqj+HCkfypx2ug+91wfrTsuoInd8csc59O5qIowkwWzu49aRzJGRtwwHJI6Cm5HlMRw3XA7fWlfUrXcVi4bMkYBHb2pIn34RQCT25zil83aufvOG280hKJG28EMec0/KxL3tY0LS8W24zhVOMgfrXcaL4smsol2nIIrzwcpjeArdcjtWlbXohtimw7egHpWdSlGrG0kVGTjs7HS+IPF018zJuOSMVxtxNJId7ADL4/Ci4dnV/4gx6darDcd2FO30B6epFOnSjCNoom7tdu48RpKsnzkD0PGTTQisw8wFkx0FGdxVV3fe6nvTkhdSdwwmOQf51o99xb6IgEZ8zK7yrdz/CKkfaB5RBPYDvTTGVUBHJGeMU6M5fDnJb7oPUUtx+fYkl8tIkyeCNr59fT60hZwu1Gx7d8UzYFHBO/JOOtORN7Hv70gXcZu2YUjzFI5J7UIpQhiCE5wR0A9KVotrqhJUMe3anSN5ZZQOTzgf1p7Du1ohzFSp3Lgg9+4pTL1EYOw/ez0qNxllKfMOMipM7SNn3W4+tDFa5YgnMs3JAde+OK2dMu8yfO+BmsGNncZ+6vTHGRVmFyGCAZwetTKN9BxutWemaXqAYjLY2/rXcWGvLHbhCQeK8Ytb54lXH3fetaLWZfL4fNcVbCxqbm0a/KdrrWp/aWPzZz2Fefa3LuYrwdx79qnm1RpEY7tu0daw7qbzGEjMSSf8mro0eTQVSo5JszZ8edzjPqeKpjJc7QNjdT/jVudWLlmUHaeCKhSEZyflOeoHFdettTJbEZQIN+MdsHmog524PDrnGB2q03y7mLEb+hPf2FQvFtI4y/Y+lCXcz33RF5rb1AcBmPG4fzpFWRhIUz67j+tTeWxjy6hiThx3//AF06RTsZ2ypI+UdMD3p3LdrEY8oQEeYS5bBx1pQUZlYI2CcgmlCqp3fIgIwDRGfLnIRVIxnBp73QPvcTyGER3j5d3HH51GFEcpUDcuDxnjHpmtN7qJ7fYAC47HtVBtzyFlj2rn7vapTbC3YidlVsnr91BmmtvBRW44/E1I2GZCPm28cUICuThiFJ+92q+moO+40gMWf5GXjKk4JpzNxwxxs70149ylm2cHjHX6U6JR5IUPlt3Cikn+AkvvGq4UKxc5b06UvTbtBIYcE9qsCBlj3sMZfODzUWSs28sGGenaldPYuUJLSSGru6K5fjp6UAu6bZnX647elI75Rm4UtnJX+dDcxjf9zHC4o2syE2IiMm07Aq8jafenFduVLdTgt3H0pY2Rc7zh+w64FMXyw+3DAnjBPT6UaiW49XU7YyeRySaGcK4JI8o9QKiQGPBbhTzt9TUiIWZvMRRkdF6UWsNIJZN+4OMbW4pq8Rh+XOcs3cCldQFjO3cpOM9qduUEv5bZXsaL+QXTFALYKkZbqQasrEksYB+XnGR1NVghUuo27uoUd6tJOyjbIfudiKGVp0Qzyw0m8OdgzlR19qt4YR4VMhhnI7VHFGC7HAyvO9avQxnYByQeaT1DdhGGZflJZ85UVZWNgoJ53+nanxRgE4UZI7VYWP2OO2KLEXuyrk7MfeJ4I6VXkgYtvJA7ACtn7F8xbj5uppXtNwxswO9PRDWq0OfMGZOrZ7KelRfZXDFVBxuzx0FdH9jPG3Hynk1HLZfvPue+RRsBzpgzGF4K9jTDbtjJTJPBxW7LYfMMDCj0FQtaPgEZ3E8n2qgV2Y8dv0UduaeY8sVK5HfNajWjB2OVA9MVGbYjLdW7Lms/MGY80axRlcHYrde61Gu55DyVY9MDmtmS2Zo95XnuKoTQynaETA7+pq466AmiqUdYnLZznpih2IwzfKpH5CrDwt5gDZwRwT2qBhg5DEn+M+1Jd7hvo0RlfMPm8bTjK45pQT5sYJKtyeemKfJF5h39Ub0457VE8TOxRmyBz9aaWlnoMMg7vJXKk5Oe5pMrHEcJ87Ht+fFO2MUIJJ9cf4U3eBC4j/ANaex6CgLrUdLJwDl8bcqRUTMzqfkUA9u5pw+VSAcbRx6U7GFO0eYCOTjp70WSHzddyND8hOBgfKM96I42VMhnTP3lbrT1JkiQRKCTwc9hToTwM4IHQ9sUN2Jd+hZWzbYkox7Gqsse1tq846n1NXFuHEOzIbj7hqi743Mnf8xSW4NRsmJJGV2DLMx+96UuCoQbdr9WA6UwStJGpaTK/e44xT5N5VVLADGRj+tN3auLpZjS7FWBVSeoI6URgJ1yQfl60Hcy5IU5wMLxSsgXnJ46E84ouNNskKA4YZLfwsT92rNurvJvJV2I4NU/lKjflinG31qxbFgpH3GIzxQ4lRTtod74Y8JNq0JdCAq9z0zUWs6E2i3BRzwfTvVzwn4sXSbfyZQrhh0qv4j8RJq1xvVcY6CuCLr+3afwGl6XJbqZkeCQAce39KuwnPUY9qyY5OT23ds1pwyrgevrXcrGLLsYAOFUHvVhYsjcOh6VWidQuAfmNW4ZCwAPPPWnuSyRbbdzini1I4wKvW4DH0q2tv5jdKdrjvoYBshu+5yfWo2sAx4Xj0xXUfYD3WkFoP7tG2rC12cq+nfOe7duKrNpjNyBhh046V2T2fomaclnG6AFcUlbcbi2cK+mu8THpzWe1gQx7noR2r1SXRIhbMe+M4rmrvTxuIVefasaNWNRtRNK1CVNa9Tg5LJgTt596rtbMm07Q24dK7O40j5SQvHesqbTjEGG3k85Nb8uhkp9zlzbKJONyjOcdjTRAVYogJfBOetbr2rRqY+vcnFU5rdy+F+Tb0xQ7sOtzL2ODhRglfnNNZV8vJTkcMcdavm3ZAdxJPc1EAHTkcDsRSaBu5RKEnO7CjjOf0pXXaoCowA4AB/nVhYWDNsB29AD/OpLe2DSYLZBHBPY0mtbjv7pn4CsAQWY8c96SOJpX68ry30rUl0woQQSwXkYqvJGIEY78cbeO9U32DlaVipHMFLu2DzwCOQKRwZBlML2+tSBB5hLE7m/OmZ4xtwq9v4s0tBaLUSRVG1jwvByOrfWhifPYr24wf6UFAIg5zs3djzSFztOFw3rRqWpa3Q59+WO1elEaiWNT/AAk5/GgcqVZmPQACpmJHzKnA6juKElYz1exCjhnxyCM5K9Kcku9FCNsPY+tIUVEJAPPrSMV85Nq7mVee1F9ilvoTh5ElUevGVPOKljnCyMEmLMD3HJ9qqMzGIfu8v14NPjdCwdchv4lPU0tXuO/U1YrhQ3OWkIy2au294d7d2Xt6VgI773KHCgbQD1q1Hc8/KwXZ0I/i+tPltoKyR0sE+SOcL3q9DcY5zgD+EVykV45kHPG3n0rSiutxOSM9afqJ3R2VrPjHOR2rXtrkfKciuHt71go3Md3oDWrFqAOMHOKuLSepDO4WZWTHemBct6+9c/bamCBlq0o75Wxg05u4R03NZIM+9SLajPTmq9vdA8k8Vp20sbmuV3OhSiQyI5i2dqypdPZmziurWCORcinppysOcVgqip7HQ4Oa1OKew+XlazLrT1YnauT9Old/c6ZtBIGRWTPp23J210wxCaOadBp3OAm07CnAAFZc1gysx28t+td9NaKPvLzVCXT02n5ea2iosxaaPPZrNojgZJ7GqktqTGN2TtOcjvXc3Gmg54GMdqy7jTx0RcHpQ46iczkZIW2ncPl649PanRxpuAyfl6YFbclgqO2U5zmqptTG4JXjOcVLiXdGhpuiXuowkwoSvbjNY+q6TNZFoZYyq9s+teleFdVtbazaCRhEw5z61z/jTULe9mbyTu46151OvVddwlH3e52SpU40lJPU84ILtkr8w6GkbYMOXxjnPpVp/wB5GSRg84IHSoGB2FmA5P3upb6iu+zvqcciDem1mjXIXse9OMXnxgNz9O1OVA4LNjJYDgdaQsASmdv0H6U3rsJrt0HRTEH51xgbQw70EnerJ9zofX61CquItxwfoO3vTnRoy2TnzOmKmXkO9tyMruLJksF+YN/hTiGkljlRR5bdz1NCIEjJbdz1b0pYpRtcMQOOT7Vdrsp6algRO6gJynXOfeoJG8qYvgnnAPepY7h2DRhMIvQn+VRM+SSQQrcA/wB2s1vqO60QefGJ125VSOh7VLHICFycHPOO/pVcIqBl/u9XPXNAxCu8JtbP3Gbge9aWWwlqaMbZyRgFRux2qZbhgOgXJyw71nLI0ca/NnsV9adEqx5KucnqvtRZszdkkjZju2CgBfmPftVmO6I4LYIPbvWGsrBVUfdx0HT6VMsnnKq/cK8qKEy3sdPFqYTG3ntWnBf/ADDqD3rj45QuHPTt71ZhvCMtnavvTvYjlvex3kGp4IAb8K2LXU8HOT7ZrzqO+VgrHIFaEGp7er89hQFux6fa6r05GK17fVV9c15bbaqxxkkLWpBrO05D4HSplRjIFWkj0kX0bjmoZTG69BXHwaxnoavxaoD/ABYrH6vZ6HQsRfRlu4tlMnoKoXVtgcc1ZN4jr96ojKrdTVRTRLkpamLJCR2qFrEMucc1sTbOMECmKF5GK6KcrmMl2Ocm08Nn5celZlxYsCWK7m6V2E0aq2cis24RSp5P5Vbsw5JI5GSJ4u+KybpXdzlj789K6y5t1O7OSDzWLPbKdw6YHUdazlGwQdncwHiAby2yA3XjpUDRqo+bjnk+9a80Z9M+maq/Zt0hQDPcY4rPpqaJ6mUyFTvZVxkYA4z70yRDvLMmW/XFa8loykHjIGduO9VJYfKAzvy3OKnm6kpW0KTJlkHzLt7Z4P1piN8zKhwobGTzzU8sbPnjKeh6/WoCgGEh3Zx8zdqfTUd1LQjkO0NtO5vf7v0psWV6tnnnjqaQh1TfkrjqAOnvTcHyVYvvGOvrV7DvuOYFpivQex60ocbpdyH5xt3UiMsfRvvDJz2NOJBjz1x2HUGp2QXbY9kC/M5+YDjjiom/eHMytgnC4HWjY+PM3Bg3Chuqn0qYAPtxIPm5Oeoo20EhJEMi7mBLDgY6Y9qkQssjncOeSD1qxDa3DcDDE9BjtUE8DW+TImHxnHaknd2QtSI7VJbDFPvHHFSI+9hycdajKvJIMFdn3iM/pSIr5wWPPTjmrT6jdzVSVBEWPLHsagWXc37t8sO5HFVDJhUGCFX7xp6cyfKSBjG/FKOmpPXXc0ROwjyGx655xUwuQg292HyZrOtiC7cZiU4J9asTSIjAIwIHTNDlYGma1vqJYfex2xV6K+KvgZ9T9K5QSM0mzdyDmrMd04lLZDj0qud9CUkdfBqeWOX4Hp2q/FqZG07q4qK8Zt25lRR6HrVuO7JjBAz9aOZBa+x2qaqf7wq4mpgnrXCrfbGILgsKswakRuDHv3qt9gcWdmdQDNgtTxqAXO4/jXJDUOAQfanJfYA+b8KVg1Opa8DVXlulA4rA/tE46d6U3/G7dk+gqnILMu3EysCPX1rMlfO45xnqcUx7oAgnnJxioHlLMQM4Pc1LYtHuRMNxOMN9amtbQTzBD3PQdaryPtkx2B5rQ025Ed2pbb1yK56kny3ia01zOzN3/hFGa0MrR47571yuqad5T7GXDZ4NejS+IYPsOxTltuK8+1i6W4mJycd68/CVK05Pn0OzEKkrKGpzcseH2oC3GFxVNkC5zuPGGwavyAGTA3KoIwR3qG5bzIyigc8OccivT6nGkmtTHZWKlXcq2c8t/WghEfcgJOMD603DNIoOC391ueKdlJm3MdoC8D+taWtqwXkHyCQZjG7+L5u9PZV/5ZjGe9MEIjZsHLfxE05WKyhi+FK43FelQtrofNuKqgLyCuentUoIWIMu7bu4bPQ1AQVYFWG3GSTzzT0YyIHC5VmGM/1p2KVkdNoV1EJmEgAPHWl12SBy7ptAI5Fc4WaKQbs4HI2npUkl0xYZO7PvyTWXsrS5kCnLl5bETgFmABG5fm/2aaTvhUqeSeKSQFgHPAA5Hp7U4EBSeNxHbrWjIhrFBveQJ5m1f9oenpQpKxMilgD0+tMzmTggkc81KRz94mM5DU/IErDz8gbyZMPj7pNOLv8AKxAUD09agyPkXewPpjginwxNKy9yDj6ijpqDi+4M4dPlVsk8EHn6VIHkYAAZwcke9WWsGWB5T97OcjpVXPlnkdKlSTbsLVEkch4+UuGH4/lVhLhyi8Zb+XvVRiI1JY7JGHy+/oM0iu8eegzyWovfUe5cjlT52HIzyc1JFcKNvy/KOOTWeGEY4574HI5p4lxv2MoxjINXcdka0dyRnuOmaetyVGMkMOmay0fc4IHCj5eec0rTBhtKkZ+9mjmsidNjZjujgbj9cdKVbkMvyfLz0rHRwuG8zqfu0/zGVtoABPQ0uo5R6GqZtydV4PQmmmbAzu4Pf1rMWUleScjqDUgl+UhjkN2oZKXQvtKJNnQc8DPFLFdbCSDzn5T7VSebcnMfT0qa3KzOoZlye/8ASob01GlboX5L+TymAbI7iqbzbiDgcjoaZIhV2VOQOtQq+9zhAhxxUrl6FPX3Rk6EOrdfQCqkiFmz8qofm471bdiVwDhV+6R3qq20oM89jiq1sS13M5vmkDgfOo4HelBQqv3QT7fxd6SUELtZS3fg4NIw3OQ4C+/pV2Q7igK245BccZ9aBueAqGCt90nP6U1lwdvJI6Y4+tJuzGC4G3ODmmvIXLoOCgMPkyD3I6U/BChj8q5wfSm5DMS24ew6GmmVVAXcCG7UtXsN6rQeZI1+Zzgxg4z/ABU1cHt8/wB5aR1Zx5SqTv4/3aV4tsYJYptwMnk9aEPVeoA7mZy33h0PQUjKcsuDtK8jpmpiDJHt28Dgcdfeh1Dtknay4+YGhWEtdyMyIqxnbjPQDkinqzCXlNq4zszTv3TF/l5UZA/vVGM5+QMwzlhn+VONmxqQpPzJhsYGT7/SrcEoZ3faewxiq/kpuySRlePSnhXjh47421PpuFrmsbwm0WJen0rFk3mNsEhg3B9alZ1QuSGHFNaUqoY/xdcdRSUbXsL3tyMMcEsN3+/0pw+aQlxjJ+UdqexCyBugb5cEdT60m/IUNhV7kd6Oohr4DfI/ynr3/SpJOYyse3b1PHSozHtj/d4zn5ueQKcJHDljFmIYyc0r3tYuV9w3IrkgHJ/SgNkse3HJFNkZpXHONp4wOuakaTay4+b+QqtehL5tyTJZ1IOxOvHSkXzAoR5u+aYN+9tyfge1SAZQiTDcZA/uj1pJjcb7Cl2ZuY9zY6n+dPVlU9SVPt39KRTsY5yNowO+RSjd5ZYqAVboejVNyVG2hLG7rI245OePSrScE7NgPt2qCEYAODu7HsKn8vCZGMsc/jUz3NVFseodcq2RkjkU1kKsfu4zwMVYjTzBvf7xGMelSiDbb/K25vX0qHOw+S+5mRRMR5YHGc47A0rW7kblQdOR6VpmBozvjGeOVpkYx9/aBkkCn7S+wnDuckChaPrgDgDtTNvmR+YcehyfenM+5RwFbqNvSh1JIKuMdjjvXRYz1sNRQmDwW556Zp8fyhVPORnIpDGkblFYgsOlJlfLwhBxjCnmjcV+grEAjgqzZ/d/1pxVCqhV4zjcetG4hFRkBGMv7+1ET/uVZwDk/KwHFMq/UmhRGKRFtu335ap5bdI+u5gaqPI0bDCnKjcp6YqdZpJEGDtPUEjtUW6hdKN2MimdVdDj0IHakCbgScccYHGajRGM8cbdSTuccCrDy4VFA+UN85C1Uu4mmMVZNwwgbH3XPYVLFGzMxYhsEkEUhZmJw+7uAPSrECLuGAVz19qh3toVbURYcBHK5+bGP8KVo98h2px7VoQ2rl17v6j0q3JpkmzcyZ+nasnMrlZgCPcwA+ZuwPQ0SqAzb1AA6+59q05YXiXlAMDt3qpKzFRlc55AxnbWibeot0VH2k/M2TjBzULh/JC9Av8AEO1K7FWClsDOcHrn605irFsrhSMgVWxFrrYbKu0q20kYznNMwygEOwHr1/OnjamWXOM9+1NUbZAykhT1BH3qd9Cmxd5j2MxDdevf8KXcGHyBQG6qT/KmkBiCQQB2HNKEG4NsVk3c4Pf1NCFF3+YpRsfvG3HHY9/SlHzDHmfMMAccCnPAiS7CPQkZp24K3lBd3GQKS12GmloiRDv+7x2PFSRgBjjn1HXNMt/vJyRxn6VpWVsWkB28/d+lZSla5tRpuq+US3hIQbck9dpqzGvGHGOfyrobXRFCq0hVT1we9PutJCDehVgvcVxfWoOVj1nldbk5mjHigJYKAuBWnFYNIuNnHqKbaxK0iqRznmvRdI0q1ezVmXcWrKviFTSbOSNBt2PO300gbcHHtVKezI3Z4x0yK9YPhxZidi4ArB1fw+1qDuSlTxcW7GU6DWx4Uu0KArDc2QVPZqZhmBQjGRx3x70uyMAZOQfemhWTH7t8njHUYr215HDd6j1GIhIMlgNuTzTVDBzGo2qw4pUUJvxyoJ49aQo6xBjyB8uUo7iemhKCrjHynbwc03G+Xy9x2jnA7VDGm9l+TYTlRj+tPBUNw5H8PNK3LoU1rcldvMXIQMV7EcmmAnBByN4+XHP4UgD7lZCdhPXsKekbgyBAqnPyHNCdtCbW1HB2VRu5Y9AODTwWbAKgs3zHB6VGpkYbug54xn8Kkhbbs42ZGMd6nuVbTQnQYVRv5PUDt7Vp2sQOSmOvJx1FZUIh5cphu2e9alpJ0BHzE9u1ZyRSdjtPDuki7mQKAQe9dzP4KjFpvGN2M4rjfDOqx21wrdAp6V6S3iOzNoSCC23pmvExk68ai5NjspcnLqeQ69pgtZSGGFGd1cvPtjYkcLjg967bxJex3Vw5zxXC3LNnhsEHj616eHu4+8YTs3oUZAxjLKvzPyxzwKiOVdiHC8fd6VZuI/NO1n+cHLY4BqpOJMkbd59D/OuuLuYcr7gQgYOzHP0/nQSWYtNhY2+76qaQpnln2uD0FKBmTeWwrKTTuNu2wAlULhM9vf61cgWJowRtU5y3NVUl2OpB4Xr65NH2ln4VRGqjlfb1od2BPIf3hK9Rzg0kQK/NgANngVDnzEf94GGe3GfUVIjdf7rfKo/xpNWJTsyWKMhhtbCsc5PUV1fh6GNpRvJI/umuRiKqH2ODIO/pW9pF55UwcHC/wr6VzYpNx5UepltWMKqctj1vQ/IdYIWJtyyFxOvXnjH6fr78RavaxeWZgN5DeW0hGN+QTnr7dfesbTteRYREzxkZ3bXXOD7YNM1bxCs0LRqUwo4CDAGB9eteNGi1NvXU9GWHq/W1VUkoqTk2m7tWata3pfW2l7dsS5bybolemetdVomsOAsYc4rz+4uSz9c56kHpV6xv2t9vb6V6DoqcbM87E1f3t0e56bcxmIZYZIqjr0sL25BIJrz+38ROqD52FOudcaZc788V5v1KSqcyI9rG9zxEvG2Dsxu4G45p0kjkfJnHp0/KpisW0HABPTPpTGBfGzaA3G419RJpao8+3VjkcMoQIGC84bjH+NNJcMyjeD971H1ppzxGy8KMEmnCTIO1zwu3HpSsKzcrj95c7s7k74GKilAcbioU4HPp70MCojLDai9PTH0p5BO4LjDDjI6ULTYbdtBm9ZDuHQMBle9PB2ltgzjg+49qRXjCDYSoPy/MOnvUhDgDcyFV70npoJrUA7bdyj5c/dPUCnhyXXcMLjjApqqVd5ON4X5j60mSqqCMnG5eevNA/JFuIFUwCGP93+tWUdy33vm+nFUIjvRehIPXpirYnVIkTnrySf5VD3CLvua1tdBcGOQgLzmrx1qQKF3FiR1BrnEnjVVchupGDSGYhXDnaT0b0rN07vUpNpGnd37t5ZY4zkEGsq7mDsuSNuMEim+eWB3MceuarkiRSQnyDjBNWo2DRyFwyrIEPmA8kmmyAhSytjaPu55ph3JIBG4Rc9R0phZnklDMfNUcN61rGOpOrBlYzKSzFOp46GpZN0mFPC4+VemaVpPkGRnjqO5qEPvcc7AoyQf4qWu4x0ioGIKMNyjDH1oVcbSqk7umeppUBkhLOpYBuB3oEfzffKkL1PanzWE1fcHKrtw3PQgDvU6NG0e1wML83ydc1EY1Gdn3h96iPYH/AHbFge56jmkxrumWSAq/IAN3I3VJEx8wjBEfr6mqjSHy/lYkZwKvLFbiNpBnJ7Z6VDSW5am9yzFdyKu0n5geoPSnG6eUsSd2Bk4rN8wsR8+FHfp+FKXAUCJiB0yeM1Hszb28raPYvCdi2CPn9DUsE+zJQnJGOaz2wzBc4UDJqWNznGQu4YJNEl0MHPmsa0N4WUtnDZwcmrBvXbABHp1rFDsjFNx55wR2pY59qcAY7ZqXBPUfNZmGxIHyqAHHRqEjLSAJx9elKVQxhCWbJ+UL2qHzFb5eQc/MTwcV0reyMlfqIXlRW3jaqtyOuakWT95tU/fXJyOlJG8UmWZ9wXpx972p37ss20bTj5Tih9mV6iqys+NhIXk5pJEIbK5wffFOjxKu5Vy+35lPQ1Isf7kvtOD60l3YrEO3C/ODu459qlTZGSBxu5HNKXh8jO4iV2HHrUIcSb8Kcrng9KrWwJpIe7L5y7Bjjbk96WEv5Z85AVGRimKWCjKYOPvHtTlkJA+QgjICEcfnSkDbauh6s0Ui70xu7U7BZs8/Lyoz0qMOWZWPIHB9vel3bwyDgjqAKjVCkrbilzzgb++72p6ufLIZA4bkj0qvGVMgVuHzgEHrTwziUhn2OBxmnYN0P3+dnAyyjnJoi+YdFzjoTSx7GUKybZQC2RwKjLsJAE+bA+93P4VVr6IS13NS2s0kRtxX5RwDWXLE0XyrtLZzgfWnrdsmMBtx7HrTWleZgmMAdcCp5WilK+wMAqFt28H7wHambOQFGe/I6ULl3GAQFHI6Uf6v1Cb88HqadraIL3JUkCswyX9sUjlkcyYz257fWo1kcsfKxlOWxTthYfISyscrn+tKwtSUFvlfAdc/rTWATATDMx6r0rUsNOWWTKHnFRXNo0DbD8g7Gp5481i4q3vSM0Ogkbg89h0FP2iIIr7t33qaxbKqGUAnOOu6gJIWLs/ynofQVb+4m9tGShgwUPtx0JIpu5ACQf8Ae9M1HuUOHRGYN0B9aeGAxvUZbnAosHkyfzBhVY7Nw6Z6CnFmGAG3EHPFQbgzNGHD9yP6U5QC6PuUqw5xUtLqPRF5UL9mK478g1EVwvU+W3B+tdLo0FtNasZSMr0HasLVFjWZ+MR+3SsIz55uBo4ckVfqf//Z
|
image_47
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_48
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_49
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_50
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_51
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_52
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_53
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_54
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 0
|
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
|
image_55
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_56
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_57
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDx1t3zBQVYgBinWpBvBwhKn/Zxk00qFj2E87ckDjHtUXyqo5+bqHbJz9KduwbkwYElshNvUqcn86jkKISwyxUcHk1KrLwsmQzD7uOc0wrINoRvlz07UkGjVmKrEgEtuz6/pTYWEUasdxfcc8cr+NIHySc8N8qhmJA5qRgFLbUP3s+2PT8aGugNvQRiqPtV8DuMY5phCpIvGAMk5f8AL61I6uwCkqvfB5/OmFS4UqR8pyfpQuwW5tR25QTEC285OSMflSrJgbgEMjdeOP8A69AfzRJJuzhuDjg9sY9qljt3IJJIC9ct/KjbcFFtaibxKy7sKG5Uk4z/AJNRMXGWXCSLyxzxzUmwqxAZQqrglD1/DvUSZAcAF92OnpSiD00HlmVFDOPlOQT3NRBtxZ5DtIIK8jr0+lBDojEc5AXnkN/9enIxGF2YPqe30prQLXdhS+XHyn7ueuRRtkBAduQRg9DSKqYwZNoxkZGQw600Fy2AgBHfOODQlYX2h7LiIs6DeWzu28j1oUZGeFAGR2xUbrIYgnUt05ORUw3Rrl0Unbye1HQewBuQm4Dpuzyceh+tRbHj27CTn7vHC80r7mUEEO3AIz+XP0pxUqPmTCbWznHWi9tA1voOUqJGLKCSpypPSkwu7j5gw6Y5I9/TmnRLhSqvuVc9uRn3NNKbTnYeeoXqRihopN9BgC+Yscp+TjAC/Nx6Umd8ZKhvKAx93r71PEsjERDACgncR1qIqy7kwNyHGB/Kha6kWdrMVl2oN6bf7hPOfX6etIVKgAKQdudpbPt/9fNIsuVG1gcDDEDHH9KnTHmjPzEryQOnrQr7MfTUrh5A4DsRhc8c59xSqNyv67ccc55pQVJ67QPXpUZ2pgDAVvmIYd+1PQLpMmYoI32Nt3nr2H500llJ4cA+pBOfb+dIoJBjbkLlSO5/+vRGHQpuY46YXnI7UrWWoPfQA3mI24IGXkHt78etSSFGHPVuue1RxoIlY7cg/eAHIxTgwYMyYZj8ufU03rqgV9kGZCrAqCn+ycD3pwJbgbS+eHzndUISUucEKuOpPfNDKdo3bRt4yB+tFlsP7Vx7MQu0ghyufm5PpTEQE8kZGeV/h9vepQBkbgVyWAAPOabjBjwG3k45Xp9PwqU7IfKugqIdxwc84K9v/wBdMyAN0mV8tj8v3v0qTsyB0GTxgcHH9aSRiGTsMbmwvP4etO92Jq4hDhcgEAElC3bn2pY5ChY4A+YYKHlj3puQwZj+QPf1oUHcQxQgd/UUPsxLV3FQ5kLsHXtyOT9fStAXbwKycYb+Mc1nn5Yx85O7ne3oKVQNpdUZQW79Gz/Kk0nqyotrYe7IwIK4kPb1qMJhwcjIGACKBxkhnx0G4D5s80byVUJGDhiG+b/OBSSYpqyY4qiNvxggbuOcGmAsmCCCx6bRx7ik80oMkBjjoo6/WkZ9xAIGCe2RVWa2C/ckUDaHDqTn07+1KSyBo2JbOT+vQn+lMRfMPVcd+3IpwLcAjDtng9CB2zTsKN1GyHsh3bWTchPzKDjFIu2NE3kDDZx3ambQVB3qMY+fnnNIxclCTvwOcc59MUgtpYfGd+xee67WGDintF5ZwwUKMtxnimo5UgliUK8cde9MjmcAI6k84A6E0xXZMqIhVcFVX7wPUDOaSSQkq54ZhwxP+fajcjqzKNw38ZPb2/GkG375QDjGD1J70lbcNX1GiVYVdSBvHp2prkZ+9lg33T1Bpy7UVflO5hkk80w4WVgDkgdB3H+TT63LvLRCui5iWI59j60odpPMDIVb7yqGzn3NADMrKS4Vm4c+n9PpTPLZQpXhiuXA5zS06kPshxCMuGBLKOFHVvfilQtJbFdqs23GW7/5FDKXZnKY3dx1FNRcIQQ/zjByf1pW0uVb7KJGkO0K2FQ9sfzpRmJWlyuPuhduCPeo8KxdWIG/06g//roRh6M24YGMknt1pW0E1YUtuRl3rwBknrk9aTAJ3Acr+eKI/v4X72CvP8XrSIZAyA7QTznOCfWqHd7WHAY3qmcjHzD+Kmj9y+VxgZ3HHP0/+vUkTmObfkEHP3en4mhHJYKyNg5OMcGluCXLa5Gwxv3hWXjHYZ+tK3lDAIJ2fNgN+H4VImyPBMf3Twv3senNNKsVZs7M7t+3n8TTEr/MaoZRvTgN0WhWKux8wAluABzSj5uXV8hcZVu1IrN5mISoHUk9zQhN7IAd5KIwU8N83f8A+tTWz5gCMCWOPn4BH0qRF+UNJycdSv3T/jUTJhVLEMhOP909+aL66FLTSw/AKrvAAC9x1P19adGSUJAwMDPt70ibWUqAvXbknqfWnswaaRVY5dsDjrSeiYoaLYaMm43bQFUEMSuMH1qMAHbsO05PA7H196kXMjhjkcFmye2ew+tJjc6jAby/mBPfmmmDWoKEUgSZJPOH559KMnczIcAfdwtEat5gLnBYbc+o7fWkDMY/nDbFH3vWlsKzVmDJ5ZXYFBK/eB5GOtJG7qsas3JUgkH7/wCNLvYsMoRkAqP7o/pTNoLR8nbvGfencba0JgFk2MQgH3dw9f6/WkHysQjMcdmXkfXFMznYBt38q30p2QGePP1J+U+4o1vYVwRWLssZJA7F6Zuy3KspwQcf5609AAQ3GQeqHtTPmZozs4BOQD0/z/WhFtj0cLgbMqeASefrRw4ZUX5l656e9NYhpvf+LHb/AB60/Lk5dN5zuwD3ov5E3WyGld245dQRhcdDQNpb5WYkrnHoaXe7PlnTPVec+9NdAJMbQRu6Z9utP1G9rIdHEyFmfGBzt9qQthQish65YHk+1B/1Z6gt8uR1xRGpPyp0PTPpSSvqyfIcD5bYJVhnnC8Buo+oppdQcg7UUZPzdz/npQQDhjkt3I/xpTmSFV4B4OQecf1pWsNqwu0ujZG7BXaevXrUbMvmEh/mU4JP19BUqFlVuVOTyM4z9aUu3mbAq/Xb0p9SW+gzch3K3BU5YL+nWo2Yf3FbOPlHXHc5+tTEHcC6bcYXcw5Ud+KZIMThIyvytyR/n8aE7ltCgpGyjGVBJK43bvenlx9nJQ7TjOD1FBDIxKZJxw2eM96hcMJCFIViA3JyfzotzC2JAw3b8ZYZ60woAsp+bHH3OMUskRO1i5wpwo6cf1p5DMcBnyF4c/xUC5r7EbsFVgCMdNue/wDninkhV2k53AAdAR9KfCN8hKJnd3q4LDbEJHbGcknFF0xrVaGfIPnwyEjpwc5NDPhR8mQcAk9GP0pxBG0Mw3cjp05qNlxkAbWypIboD/8AXoWoPsIoZtw+4GGcY49gPelRsRFdu9RyCDzQxAPLEvnbtB/X+lP3kRo235lPJPTHpTt2BjVdPm2KyHZtxjGaUSEhgknP09P6U1o1Vj+9ZRnoRndT1cuGkCFnxtY7uFpAtGHIT5eAM7yTxml3LsdssFft26UgCR7eA/ynnvVuxtWvn8lUXluiZwwqZSSV2VCEpvl6lbG52BU4HOQcHPaozGkjfOSBnBGOa6K88My2VqsuwuFPQNkjNYcqYBXYcZ5I7j0qadSM37rLq0KlGXLNWZHteIEvgEEnBG7/ACKFy8nGEjx84bjntxUk8vC/KcELxnA6etR+YUk2Ybcc7uM57Zqldq/Uzkr3tsKmxSp2knO7A45phVdm/cqvtJy2eKEVSwHQBcncOD9KlIY7Xdd/ZgPWmJaO5GsYcfezvA2sF6n1/wDr1KisUMmR1BwBUQdtqEIeSVIzhcelKWzMCH7AknuadhRdtUxXV3mYYBA45UD+VMyo2nnePvFuD9KkJBjcABM8Ky9/XNMTaJAj7iuCFYDIFFhpbsFTYwZUUsBxkcrSMUGCuFIXGSafI24omGXLbcqeo+tMba44IPPPqfb6UJ9QWjEBKRnLbWHAO3p9KRnZggXBbGSD/WjBzhoyy57j7w+tOkckHy0ZX7lDyeeM0dAdkNlRVI2HIY4GOO9Tn925D4BxgH29aYANx+Xv69/rTAHmk2syk7sY3cetLfUm3ZkjsNhVgD+8C7z0+tMKKCQUBKjcG9++PamkqSW42dPmz973pz4J2s2WUqBxziqsxvR2Gu65Y5K7l2kg55+lBz5eFG1h0yOv0p4KhiY+Cec/XtQnyoFIGCScYztNDK+Qza6xjKqQFGMv+VBdh8oVi7cEZwMnripiSVJKAsvy9jx/jTPNddpcN2HI70r33Ba9RYiIgCwK54IQcgdqsyXMzIkTnIIx16H1/lVURl2cblHHC+oFOl3j5sKT2AbnHc0tydmAkyp3H94wztPQZ96YWYrkdV5Lf7VIMLcOpcYZcjC0vygLjcDn5icYOO9PrcrfRDUBLKHTyyGzlh19hT1ZVcAjOPlB7Urb/Lw6hth3JkcUjbzhw/Y5Q0MOXbQV5ESLEXzE4OMfpSJs8tdqsyue3GKC25cFgFJw3HAPrTAwMYVgwZ2wPbHvR5kvXQeBjIYvkHIBGPzrW0vUUs75HZunIGOD9DWQq7gX3KOQeB1qTJ3AEAnOAAc/pUzipKzNIzlBprdHZ6v4ghubB4IwPmHIc81xzoDhFzuT16Z/z3poBaNjtYkfcJPQ0EsIgHIJHLDHP+RWdKhGkrI6sVip4qfPVEKuy+YAuBzh+1KZGxyxIxnGKYzpJhWkHXBOP84pzOpdlT5/U7u3pW3qjjvfrYRt25mDs8ePm3dcf3RSBSG3yNknLAn+E9qN2Mb8q+AGPv7emacwVpd5BGOzdGpIaV9hZHZ024YjALHdwPaoyRs5UEk7v7uKdIIidpjxuxgdcUsnzSDCn5h1Hc+n0oWhFkMOcZdtufmbI/Slnz98MBuJA56cckUvGxlLg9QuRUKZjY/KowcAqc7vf2qkKN2x68GNs5XqMjNGcRlOArHGV4x71ITj/ll8xHWghTnClmFLS2pTWoweZkA7sFenp/8Aroi3mQr5gDkk8CjbtIOOcdAc801N5zhSpC49TiluKPYfwHCREY2nkjvQD5j5UbWbjhcZ96SQKYQeBjuvJHpT1djFtyVJHVen5UdCrXGFCykvz/fYjmldnYO3BBJUk00bUyWZhngdznFALqAy4wDyQKrroJ7XJBllJQ7TwDgfpUcjMpbcCDzhj/LNLvJU7uVHVem7NK2A6bmKgDJHcUktdSl2HDaPuAHjkj+KmuCzABtm3nOPvGkVv3BfyyuCRjPSnFHVwi9+4559qXqRohHcbihG0Y5OOv8A9akLKimMH5sDHPXninEB139SOAGbkUnAXlcsvOwHH4UaDs+gm5WT5RkjO7B5HqKaI9/zLkHI4z+tSKPkwo6jPy8GogCflcEFD1U5P5+1Un1C9x4Ulnwcs5KnceAPWgEHBBxhuT3NBD5bncc5w2B+NN8z70gYsSOTjg1NgejQ/OWcDkb+voD/AEpTtLDOWXOSW4xSFSEzyzbQc9P89qcEGNjBgMfM2c8/4UxNqNrDCN/zsX56BDkCnqzo6/KDzz8vGfepAh2GMblXd0Hf61M8ZUhU8sKRj5u9IZVCDJmduBz8vf8AwqUKhk+Z+MZOP8fXtUgiAUZHQ/Kfb/DNNCFhsBHJ7Hp+FAO1rkTqEL5cHgD5u3+fWlyfulWC9OBjFSL97PAJ5yq5zTSjPuYnIPHX7v8A9ei12PdaELlYy2T0XaDQ8iqwALEr/Ay+3Wh28sJ8mCOSP60m1sEqB8xz7mqt1ZFntcVWYFizgfN0P9KQZU4zuU8HI4P4e9G8ZCoM44x3+tMXJbaOm3qeKWxSs3YVXWaTDICqjBbrTnTA6h9wHQY/OmsSSmBg/ePHT6Cnkl9xWRg33R2P+fejZhFp9BCcK5B3qRxu5yf6UkkgEmwnIb7r9Me3tSeawyOcbjuGKcuQH/iIbI42g0bC1Q1FCxNsyyucZ7j/AD6+9PURvuZeRgd9tJgg4OQO5HQ/ShVyjbgQ/U59KL9RqzdhBl26rsZSCMc7c0rRlWUkquG4y3X3ojKMWyuEboQOppw2A78E7RjJNJ6bBeww7TlUz3brSnDgcsjK27p0560i/MNgDK55I3ZNKo28MP4fvbs7vb8qbC99gf55CnykqeQ/0pHLnkHc+OQOc5NLGS7MzJ064pFHzsAoUAn5c8j0ot0GK42EEn5jySvIqSJN0qruCdhnqP8A61RlvVTz39MVNayqTtO35e/+e9LoDv2JZbPy7diVULjOSM1V/eOhGRv9SNpHtWpe3QkiWJTnvj+lZsrc7XDFj82dv5ULYL20GPJsAG8qBzjbwaCqGYFejdSed1OjLnHzsp75Apq4VSRgBTyQeCe1MnzBwBuHzfiM5pDKAi/3cnbjsaVvnYbWJyTznrUbsFlG44bPOF6U7A2TK+wYYsVI2+masqQpVOpK85GcCoWZWVX3Ngj17Vbij75+U/pUuxXQuWFn57lDuVR04rbm0QpEH2q3Hcdvaqmjtsk2gjavJAPArsfMSe3C4xxx3qPIVr3vucE1o2AXUZHY9MZqu0B55Kgtu545rsm0vzZCQnzeoqGbRJBEQygn1A4o5u5V1axyDWg3Z+bGMYVuPxqOSPALBfm7ADp9K6OTS2RvugDpgjP41SmtAjNgcnselPmuTHa5hi3GNxZm7YYdqilAjk2s52tyTjpitF02DGSSDuJH8X4VTZcL84wBlcVS31BPfQrAJgqxX1x0BH1ppZRtYAjHy8cYqWVTuUZ4K5AAycYqKRmVdm04BBOeo9qadxWdiM/NgqNrYGe36+9SAo0gByrk8dflFTbCwYBMhvu54BxSxDcr+bsORhfb6UfFogsQLEMMfmf5c4HGf/10mD5mxHZtw+fnlvb2xUjKA7EAj5/v4zkfSk4LkLnjJzjr9TTUn1F6CoTt+5uIGeHxj/PpUaxszD5WYd1PQe4rpLDQftNu7sRj09Kx72z8qTYd21R1Hp9ahSu7Irlsk2UnHlHqAzLkemfUU/dwe2OBuGRUZLLEnzbi3bFPaMoXH+rB546exq3YHoIhYjgfmOcUsYIk5y0WMgL0/H3oUkoMPlR824fypzBGVT/EBuNIOou7jDcHsx7fhTGI4BzjHzMfrTRHgEhg23v1y1SqZOWw4Kj5scnPrzSdlsO19xqqFTIIyT3649KNzF8HkDoEP3fanOBwRyoyd3vUfGBvUgqdpyf5UWIWuxOjtJMMApz0I/WosBTvH3u5Lc9fT0pu5kIK9uOFxU/lRswxIefvN/eFFkUpEO0+cNq/dUqT97igOi4OAF+8oPp/jTFb5sb9vbke9OYgAgjL9SAuR9adh7isqAMSobp90Z59aQKdvJIReFBOCaUYYhVKj5c4zjP0pQG8zDoOVPy4wfzpdCdyXKiPerA7uoPUVchUYUuzHc2AB2+tUFyQAhyhb+7xV2HBkzx78dKNinvqbNhtDIepz1PSumtnPlDGa5qxK7gF/i5IJ/lXQ2pyepx6Gok2gR0OmJ5kgyorqF0iOeD7oJxWLocSkjK16DpdmJIufu0Up2+JaCtfQ841DQxE7Hbgd65a800KWHl/JnJxXtOtaWixnjg9K4HU9NwSQtQ009ATsea3tqA5bpxgHvWVLAEIT5jvbc3auu1KDY+AB/j+Nc5cLtGCM9iO9arVWBK+5jOgwTtG7pknFVvlVnO8MfQ/z960rtD5R5ypz9evWqEnyn5VyrcEd/pVAmkNMhRsHOVAOR1zUgZVX5TuOMcmoQFJOQQ/G4nocGjBznPXoCMA01oxNXY9i7SHYCrMdoVT0oUBJUURNx8vI4H496blSclGA4Yuv+etJLkKykhRyMv1PvU7lJKxtWusTwW7ITlR1wccetU7m786NR8/PynAzwetU1YMxXDqzcBTSEyDeemBnCj/ADxSStsKWqCR1aP5kICHHrn3qPzCGAZSWPGD/Cf9k+tWkRs5Rzt6E1GzIrFXPDHHK8/UVXoFn2IkGQfvb2+8M8H1qQZ8stGMnJU/7NI33dwKKMY46Ent70sK8bCWduoI6YFPpccW7C5ixuL4BHQdc/WmgHemGIJ7jvW7pOhTalcBEI4OfuYwKs694fm02AOcNgbg3QA1z/WKfNyX1N/q1X2ftbe6cuT++XLA47jnNP2oxydoLdu+BQQq4AXYG+Y9yaYPnlZ0GP73fb9K232MNbJMkIymRhuQoxzn1zTWK7VVmyegYf0pApL7Q7byetOC7d4LbFC7iQvBNMY35ipBbbuY9hu/+vQSgh4YBsdFbI+lIAnysrcg/fB5Ax/KpGZFiAIP3ckdeaWot4jVLbchvmPfHOKaHLnDLtGTz1pTIWRfmJDD+71FLtMgBTjvkD7w7fhTvbcWz0JUwnzkbWjHUH9DVmM4PGSCRkCqYwI9zEYU84qdGYDjjI6mla7KubVlK27oAN3f0robOUHBGOp681x9vOxVCWGwj9fatizuijcZx6L0qWncS12PRtFuVWRQGz/SvRtM1BY4wD0IrxbT9QKMrbuepx2rr7LWsRjLVMNLpi6nf314k6gdq5jVGjEbdM1TfWQFwW/GsLVNZ3B/m6elbQcUncmV5GDrTKJDjHXv0rlblkOHVfmzWvqF1vc9yex7Vg3MjSL8uVIODx/SslrqyloU7k7T235+XI6GqBfc/wB4hujY6j6VckMRXAUrz949v8aqbVZcI/I/ImrWw+4yRVUYD4Uf38Zx9aRCpP70F5DyD/eHSm7FUHIGzqMH9KcdrSDfwM4cZ5Yj2qg0GpGQ2X3fKccnmgtgqQclTg5/l9KXzM5Bw3QjjGaD8wIIUKx454H+NJK+rFs2IxMZUmNinLDBztqRiXVwc7+o9/amDkKvqMMv/wBalc+ZKdnDBcbfahaie4P5hVjknd8uRSFmRlLN8u3Dbh0NNyrcAPhOd/HWnhd67MY7bev86p2RW+o1TIqKAFAHGD6UoJB/unPJB6mjP7sEtwBgA9vqaQqyK27ktjafektw23Op8Pa2dNlLlchuGAFWfEPiFdSRFj4jHPHf2rjxuDYDZBbjnB+lO35dvmUMPuYrl+qwdTnOtYyoqXsVsOl2n5fmVjznvx/KowUUDcZCxwy5ApylyCVcbQc9c/h70zcCm4DDMAGz/SulJnGroXcMELuC7eR39SaBzJgFsEcrjg0sWVbztpIHVe59dv8AjU86xmPaFIZdwPzc/nRewiDy/KcoNm1ugA607flQDjzMYyozn3phwQrjI3HAH9T6U5I5MgqzYGdznvSv1Y2CgfMowoPHBxxTctHlOApBAUj+tOySdw2B+cj0P9KYQwffnALc8Z59BQvMH3Q9Duc5bbn5cj5TTizeax2YI+X3pFO4knK7uflqQMsTZ9fTkZo1E420JY2Ko3K5Bzk9eauQ3ADtg7to5FZ+1vveWFwu4Edh7GpWbyyCckk8EcEUtGVbobsF0UdQCFwe9alvqToB+85HXjvXKJcME+Y7snnHXipFnZY0Zj25PNTbUdkzsDqzGMkuOD0qhcalu4Dc545rB+2kr8hO/pk8VEZeF+bhmxk9/rR6gXp7ndhWXGT17VRadnTpzk4OaFkym0Equ7ljUQ8uMlM+rdetXyu1xEbyho/Nb74+7x2qqy4ZlHygnIH972qSR0jfgMVUZwaiKr8zKSqZ+QD9aa0EvMYQyzADb5ajkL2p0anA+U7D0PdaMl9gVTt65B6j1oPMgYfNjvu5xQwFBY5ydoB6nvUWRvCBgBu5G3/OKmYEYDOHz7dabJnPmsRgqOSOooQJahHJuJ6BN23g/Nx706LDR7tmWLZLYxTQE/8AHckfypQ4A24AY9RnP+TQvIOYGZZEPOOn/AaaZCrt84XdnjtSsHHbaHPXv9aYNzfPuwMrjjketAtLj4ySAq4OMjPb64oYqMqvzEHOev44pv3gjMCME8ZApIxhV4ZZAfm4/nRbqDbuShQkh2/dHylvun/OaR9uEVcB06+n+c0wYVW2yY2jgdeacGbG1lG8DAz1z64poEmOC7yrcdM4PrSEADbgK2cgZxx70OW+Vim8r0I+XJpVPmJuyA+ODng+xpPyGtGOjYqELrkMPlx/F7UhbnDJnsS3AB/z/KtDTI4559j4T+HaO2Kn1awS3cBFRl25OP51KloD1VzFLfOVJHrkHOfelC5BLSkKBzjgH2zQXcHcAMKM88YHpmkBAUKsJLL1/wDr1S1FfuOLKu1mYgKclgAPpTZsGRG5+98rdPp+NNBYcJtQnnHTPvUhyxT+JcZAHf2+tLqU07ahlSqqTkDqfQn+lKxYhQvBJ9O/9KYmwcBNyOvz9gP/AK9J5m8bdzg5wpHpQgaRJvwuzp2yP4fagkELh8nuPemHYArcLk8H1p5LKNuTnJwR1FMOuhKspE3B2qF4H8We9O3FY9uDnP8Ae71CC24dOQRleMn/ABpAxztP3gNuQOMe9C2GyZnbYEY/P93lsDFCuCwBYYx19qZ5gZSm4naQRx70xnTJfBIbsOnrRbWwnrrcmDyIW2s5VcZJ7/SopS3nMN6/ie/YUgcbV2lgSSD9T70Nv2Dsw7kc00wtbViDLISflAx35pjFg275gV52gcE0rNtX/V9O3TNNYOyk8AN8pye/rSFfS4vy4LK/A6kdPYY7UoJPJ2smMenFPEyhdzBCoHXqcetRvukHRiGJA9fpRZoegFAI12kgnBJ/lx6UvI3FkySeQRjn+lIoAy6xs5UAE0+I7sRq4LMOvoO1FmJyEKjcHK47YbmmjaZVAHcKeetTH5dqKd7KeccE471A7EyMW3Bh8oOBkflRy20KVmhN7qwOO/3vxqX77Pkhwx9cZppJ3BN+RgsWPU+4NIqvlMZ2jqc/d/zmiwmotWuBQfNuGTweBzR98nOQ54BYfnTQ5EfV1J556kf4U8pmYlgFD4G/d+ntTE3roJJHtXYzE853KMkn0xSsySSKdmCOM96BkhR8uBk5PANESMi7/n3fxZ/lS23KWuwrEPjdkqPm57e4oZCVC4VHLY69cVLErSOG3bexJGef/wBVNnjQTMsbcYC9eDR5kXtYlhkeEAgFmOSOMAilubwXHyZ39OADn6iogfMXDPhV5J71BkjO3eWU449KOSI+Ydv2xkZBUcnZ1pB8xywIyc9en1NICzFj1Y9ARjFTYGW3njt8uRzRawcqT5hhLY6k7myRjBIx2pWIaNPmwG7Z60mHZfm3Ls7hu9NCdkGGJ9M/jSSBaWFOzngFP7vX9KaAdoAGD3Kjt9KeVLkbCeFI47e9DxOil3bOcAjH+FCBXWqItpbDn5gOc7+enp6U9gBJuD/w9DzjjqaAPLwBtHByAOg96XG0EZLH+MhuM9gad7lJJaApKBMpvb0Q9qFYsu5ztY/MRjP50sSqqF9wG7rg5P4UhCALtPLN1b+Zo0bIaA4AZy4+U9cdR9KXO5eyhecj19806PbCVGFO4YA243e9IFzJsKZOMsSeAewFJ6OxT6CHOCNxwvJ9TTjwjthcEqXJ6ZpGIEHOADTZFJ+WRQ5KjGOBT3EhS5WTeyK2V+fHYUkfyncWwx5JPoTUsFrJI6rkenPWpri0ECugxzgDHT8aEhyaWpXZPmdAB3OAeTj0pqtyrPhCeOmPzo2Zkbcoyq44759/SowPLZRJuGPl5pLsJK6AvhXwSWHQ4P41Llo/3pVTz17e+aaSPL5AZt/8J65oUIdpUqwVeRnrT0E9R0kg2sGXd12kHpTQZCqAFVVT8wPUH3pUiQtvBITktnnJpNrFl3Z+Y7m46e9HUrSOjDjcBvCrgHPUYpDh5lXflR3IwDQwAXyh97P3ce3+eKj52/MR/dKk9qcUL1JUZQBuL43HDe1M8wnHADj0H3fxqWNI/JyHB2j5Tjp7U0I7hUzndznpmlpcfM0Jtzw5yx7H/PpUiMHzs2sORnOMHHenMuxtw3FlXsfWmBWXA2upk5XGAPp/OjRibvoKB5TL5bHO/GOvzd/0odsqSWbnLAHr+NLI53ZR8EkOV2/1qOVzkjCnP3sjkUtXYFpox5d/LLsiZI4weabgsTgsrkckHilYKFPPLDGM9DTWQLzyFUZYkU7WFf3rCSJlyUYqMA7iP1pqllP71d2DuAA7VKrnDE856A9MUHMmG4+o74ovpZlDCUA+YbV5wPWjBUFODjphutCx7srtOODgjJb6UMuMszqSOBz1qtBK+6CNiDGTuXb8u2lYNnbk7s9cZx6CnJyQDt3NwAM8emaQ7yVDgnjoxxtNR1uOyb3EfqFwRldzkn+tMVtq7UTCbemO/rTinlkP5hcN8pAGec9/8aapXzCAMjHzA9/aqiuwWvqKCg2qBk/wg9QfWn7/AC8t15y2aTbuQkZCjkcUFFB/dvyMfK/f2pdRWe44OPlyXbHQccf4U0LE0Y3yZAOc9N1NJ/dgH5SxPOcCn4LnoR83A68+tHUL2dn1I8ouccqOTv8A/rdqfkbmDMfbB7e1IOrbSSV6juDSKcrkICwb05/CjTqVYmhmeHO1cjgNj69qlursylkCnfxgdMn1qAnJDE/KTyB1z/jUTZyoRcO3Az0/+tTTe7J8xzNI3y7skEEjHUelOk+XceQ6kZyfyodGjGQ24qnIH86ahUB/lKkfNlT1xRvsJ6O4pVGBbaHC9cjk80HlyFUBiueezf40FA6hFGCvPOTTRGrFmcLheTt/Q4qUUvMXcxc87iwG8A0m2RT8gCY9W60rHYS2cjOAeRQ2AfNRR94KMnGaYNdewu8huMLjJPzbsml6gfdHB5I3Y+tIduFYx5UfL1+7/k0m7f8AMRuGdpJPSgTsDhN+NoJJ+YdD9aQhmK7BIWYEkZ/l6UMu0ANG2GGV4zgetPUlSTvBLZX5vX0o8xrRail0ldBJtYKDuU5xil37V2gYXjZuGdo/zmnMNwO7BUDgkYpQFOS4VUYA5BP40WE97sjC7x8iZGeBmg7iwVckdMnufenJhirsXH4c+3FNDEHC5YOCFBNIq/cF4J2sFweR2FDDzGCoMorY64+XtRIDKMbcKRjntjv9aMjd8qLgdFA/Wjz6k7AJFbZ8yZx0ZevoRSeVicspJ45+bAz6Uoc7t4LPlOKZJK5JC54I2kdvWlZ9CktBxOI0I4bBbB+tJjOCCzMT0HRamSAFH2qpCc5JwaZGwVSNy5HJPWqUhW10I2RiSDIDu+U44z/hSncrbjHjIHvStvLMygfN97PQVIk6Kn8G7rknr7+1K9ws76jApVfL6g8454PrTAN8m1ZMKeOnenl2cM3O7HT/AD2ppClApKEEdR0o9WK9g/eIHLM7Lngf0olHJ2naWIJIGCPUUiFTHwudvAy2DgdKAQ4YI2BwOPX/ABprcSi9xWJAQA7AF6H5sUgypO47MjcVx0NIuwfeGUB6Dj60rMDtGW3HjcO3pQ1qCa3uJ5jAbU3beAQRj/P1qbZlSinAzyNucUzYqtt3kcc4HUd/yp0Tsh3/ADdO/Gf/AK9LToVF33GMCu3ggAYdcc4/+vRtckEqoXoRu7elGGKsN5Dc/L3pqgEOrZcA7SP7vpiqegvQNysATwV7jvQpYn5wMY/h7mjHysSUKjG4E84o3sAEEZG49T/npS9Acm0OCkpuZm6dN2AD70FCD3I6jnApp/eMv3Mgn/gVLks64YjPBIOQD/jSt3C4BwrgncOeHPOfpSOVKlmIORgn/PvQ5DLjG1l4OeADSqAEkVg2Cep65xTtbceyuJls/L8xON3GPrUsRXduyNp6Ej+dMHzAHDEnqB/jTQnOGI2N0b1FFxaXJZf3jKGOOCvpx600OrqwRFOVzy3IpGDbPk3bs9Gbt60oUJnlWGc5Ix9TStfUeiJAGYsJCAo+bH96lJ8tcqWbev1GfpVlo/NLLn5eppmI+qckZAYVUtdxzaTISHUB8sScZI7/AIfSmlQQ7r07H2qysXmfJs9z6k1aTTJGDEx4HsKnZib0MuMCAbh97OSc9PehpW3OeAhB+Y/1q3NZ/ZwysGx0yV5qou1JCyhSM8k/pj3o3dwuCKGXaoUbflyfX2pFGUbaxXjcfrREyr8oyoOdzleSacBgBCWOeDjih7C82NM2QRuVSCNzCljVPMzIQCmeOzU3hi0S8luMnowpGOzeVPzbv7ucU9dgdt2N6RBUdz9Dg0oRvlCvgYyD2/z7UjbFHTJb+Idx7UvzsPlHAbA/hAHvVdQ0sSLtYlS2A3JBHUUmwxg/PkjnIXhh9KYAqksvA6dfu/jRI3mOydcDGR1zSXZgo66hIUkJxhcp/EtCw7WwjEJwSQv5Zo/5ZgAttyMkdDQIyJCw4DDjIpbA72AGQRtNydrBcHjdz1x2p0QV7hm+Z2HOF7YpjqcAtK2DwCeDg9eKc0oQblyoAwexHtRJtrQV7WD5w6qxb0w3b/PrQH3I+VVi3OfWkDghWUMATg7m5pqMpUEZ8vnIPTFFu5I8EHgBcqfemlyxkQqD+HOKAoUBiTgHbnv7D60sbn5gozhSSynmheRfLr2Aq3G7aCOFA/zzSttUhM5wMA46H1/pSoEkIR5McYz6ik2OknmBPnU9qQarVDSSTlAo46dqXCofLCLkDglSRmjykH3iPNP3iT0FPQgwcHBz8uB6ehqktNAT6ETgHDDCMBtOR1+tOkG6Pg/N1Oe/NDFjIp2nd0OT/FS7lEhKgYGDyvelbS4LTRihc4J3BlySN3f2pAvlKwyvA+7nikJcZkXDBsrzxS/MWGVDqPmJPajbQd76kZJZdu0RnbwT1xU/ChWHJIyp9veozgovBCBcc59eKVWAHzEL/ec9T/8AWoErNnSPZ4IyMEHrmqrQ8YUYH3ePSvRL3w86Z+UrjpgVzt3pphZiQAMelYxqJrQzVaMnozKsbZRIFwCOrHHPpXa2OkxtbbvxxXJ+Z5b5zg+ta8OtmKHaWHK8YonzPY3p8t/eKfiGyiXOOueSK42UZ8wEcNwGAz07EV0Oq6l5zjG7nqRXOeYGbO7ALEYX/PNXFPqTvdoiEWMNu7cA9aYW29UYbhjafvCnMm3d8+AevPOPal2tI6gOMpkkqMfnV7jeoyMLvUHcTxk9Pxok+beDgD5lATq3tQAdxYbio9OvFPIaPcw4U8e9O6J63tqGF2bkX5/l3Z59s0kY7N7jn+RNEe2MA/MBtJbBzmkIMgPr0B6Cp9AaVxuCu/Zl04ySetPCErycE889aY+Sm1iDngcc569KGIc53MrKQzDHP4UFWa0F+XzNzNjJ+XcuABUgtt6thGKkevJpVO9XDMdykEe9allCm0Bm/DoR60JsIq5mBCSUPzKeMscHpURG7HYjGD3B9K0buMRyL5eG56Y5P+NZznYQS/I6469adtWT1ERAyKz9Dzu7n1poz5g2glfvEevNPyrgqOcEtGR8o/KnlkIG0YKn5QG6/wCNLUfYZjptLll+96e1MAmOSM56cLx9aehQEK4YN1wOuf60zfvyx3Yzzk/pxRqgWrHqocYkjC44ORzinRu4K7Sp7sc4P4VEsYbcVLFcdc5x9RUjHEXzqwJGcjtTJ2GbmMinzAw7jPJqZXZ4hwBg/Kc/yFRKEy5UFsYIwcYP+f5VtaXCksoRwm33qJO2pcYOcjIMDKQV+bsvHNNK7OrjHTcV4J71v6xbw26NtCMe4PpWMEOFUAkjpnn8KdObkOcXTlykDAFzjJHPGMj6/SmDc2PmO3IDIOQPfFWJVaPA+THqP1xUWfLYqPmw3HGPqaozE++m4AAOMZPWnBnZVj4I/hyvXj1phyWONxLHGMYFPdASdv3vbp164o0uM//Z
|
image_58
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_59
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_60
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_61
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_62
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_63
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_64
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_65
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_66
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_67
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_68
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_69
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_70
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_71
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_72
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_73
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDx12dpD3BHToA319acMqNrBSvK9cn1pGiTcd+4nODwefb86GRSxyQD1Yf3mHajRIm3VCsAyqCgbKkn/GhQ0bM+79y7Ft2KRh8ykkhsZGBj+VOZW353jay7QSTj8B68U1puNX0JC/mlUTlsdOw4pCjuSwChc4XDfLjp/n6Use5EdxtOeSSM9/WpIXVUZOWLdCBnNHQemzLuhtbwX0fnbGQP1/H3ruvFN9pFxo6LbqocjHy9a81VslSORg8jj/8AXTzdO7k7mcdty9On/wBesalPmkp32HF2TiluRy5/gBOd33sjP/16YqLsZieW5DOfU9aF+WRHXLDtg9KaxbLhOU9QOFwPT171qKQp+QvzuVctnp+vpT8Jliw77hg/e9BSqQSodBuz0Ucn8O1QqwUEEYRiNpU456UnrqPZklvM1vIJGUgg9Cufx+vNWbu9lunVnY9xweP0qoFJfOzPyjoOtP8ALiZ2UM24jkY/Om4q93uVCdla+hGOY9zAhc4PA5+nvU2FCSsT0HGO4qMxrsON2TlTz+HT8qeTJGsky9iCVGQD9ef8801voRy3Wr0Jo7di29EUc5O7HI5/zmti20eRojMqMy+gHQVc8NWX2ydIdvBIyccYPp1r3nS/A9lBYLlAzMoz7V2zpQ9hzN2bOWrUlDSCufN15pwj3lgqoOxHOKzjt8wsnzMV7HI9a9g8e+Gk08kqSF7Yrym5hLHB4KnCkcbj9K4padR0J860RTyJE3kbj97HBq9pd01vfpOedrggrVADdgxnAUHIA69eadGMNlXf0HOM/wCIqJK8bHXSl7OSkjur3xPaz6dJEjESOOSa4qWRpJDz/eIz2/yKgLkZ2vuU8qMfe/z/AEpSoDc/OWP8Q56dqxo4aFHSJ14rGVsS7z6DMfvf9nscHFIMEbU2OPu4XnHv+VOZFOQmMe/HOT0/wpUKuMYGXPKgYz/ng/lW/Npc47NS1BWVYRyrSjKr0/KpeYxlc555zwOOOn8qr/dfA4LE8ZOByM1ZNx5cewkruyM4yM4xxRd9Ckot2kSPceYu1fqdo/KqrKw3biTu/Hn29aZsUSOiko/fkfL+NKkgULvKOPvKB+Zx/ntQvInTYc2S6s5CYxxnjrThl4DvPQdQOSOmaj3FCrexbnp+lLGVyMKNp9M8dKbWzB9hio+1lyQ+3G32+tPZtithcnjG5s8fh/nin+T8rKSD6gfKT71G54IQAoBtyDjjvz2oTuRbohxHyfKFXkruximgjBdsKcgbcZB46cU8NhV2/wCrzxgcNj60KoL525JJO5QvHfIp+Y91sIzqW2vkluh+7mlKAKzbc4UHGe3t+NRs5T5WbAxnpxn8KflHiAAcheqngnnNDbUSrrZjTul2mNi4IJJ7A/TrQ2/dkswbgnPTB/yKRmRgEBUE53jb97nrUiSqybQpJyF3cf59Klqw72bsIiMoMip8meAPr2oELCLPOWPAU9MU+RlCrwjA8be5I+laNpGhhIfG/sSv+cUpzsrjp0+Z2MpGLP0kI5b0OB2pWR3BZlIDZx7U+VVjlLDAKg9Kj7ZILHdtPXjtVJKxmrCKJJh88hVQ3UjtjrikBIPzDPOeTkA+maeu5dylsfL0znj/AD/OmIjHaQQvtnOaaegk/tEmWclcZC/dCgf54pY+GBAON2QBwG4Hr70zO0jaoK5+Yeh6U+PcYz98EtkYIO4+rf570bbGkInUeHdUWzuBhwpDfL/9avctC8eW32BEvHVXUYznOa+b4bjEfPzKO/p7/wCfWtKPVJIwP3hdQdqqv9a9F14SoeznHXoc9WCcuaLseleP/EkN/kxuCo6HGa8juZA11xliGOfarE+qy3KHeWXJ4Of19qzWKb2EYIJ9O1eTCLjdMijT5I+bFnYbdmFPueOfSoW/dgBnO0naTjtmnucAYYlCOi89en1pzkHJxyTkZHBH+RWp0XUtSNf3WVQAADnLcn/9VKAGO4qSM525/LP6UAqISgAVhkY4549B2qaJCxK/LGDjG1eOe9T11LSvoQiIFmARW29NpPf6014nG/O5mOPvp+v/ANetKZI7Zt0TKwxuIA4qnd3bTyZCDJ2jn06ipg5PY1lSjTi7vUiDBX+RfkOdvIIb696cpWRQFQHOBkDAA/oO9CptPHzFgSdvp+NK21XUnhW4Ab5sr6Cqv1Mt9LjWVVf58fd4x8x/CkQgHczYGRn5cAfU1J/q87gFG0HgDjtUJXbIONw6YHfnNNaiv1SHBVwwYBeTwf4+eDSn5CG3MGb7wJxkdP8AGmAIWwnLMDyR94dvrQqEoqqp3DGGyef/AK1LSxUVcUAxqHKAIc8Dv9f5U7BG4EkFRyvT9fxNKSkkWUYBiMEnsc/5FJtCO7ptJx/d6e+KtMiOtxMqrAq7q5AyCc5PX8PSnRNtbHyrtPQfhTWcOQSCx5Occn2/GmyIi87AoUcAMcD/AD61O40tdR5++EICIOM5yBTRktjYd4HQNnI/yaexb5GXYO+S34UiogHmx9F4wDwD6H9KS01EktkNJEfyuPkHUn1z/wDXp5EQzsLZA+8fc+vrTAzLM3ONx6jnb7inpsG0HA2nkHkHPANV5hfWw+LZ5iHICnoRVkbEXKO30zVTy2UZYDcp52ADC/59vWljOIyQ+TtwSBj8qh6mkZbjS25j82ScHGNpb3zTBGZHX5SGPY+n/wCr+dOD4ZgwPHy+Xxj3NJ5amTAUMe7E4x/9etEZ6bjihZ5FU/LwoJA7/rQyhYjgA4JUt/d/D+lKr7ZQrYLMwAdWyPpSEhwW3FMfMCT/APXzmpVx8y+YOrBAFOxsDJ7/AKUhVZdwYg4OfXaPWhotxGY0Axu5b7vfFOVWhVd2d6rwx5GfQ+nWnstCdOqHL8+wEqWJ745qTd8w/d/OM844qJD8hAAJ4GCPpyTSxAoyrg5z3OR7j/69Fw0GsGLsSDtI5IPP0ocgKWOcHHToD+FOZgrMrKC2Pl+XgdaiWPAH7xTx0C9vSjRg1YeVUhQnVupGOfp+VClhubPyqc4PBPP8v8KekeIwqgIxXja2cUAkbyWRtw6dS2anpYLWsOt08yVcqHJ7nnP1r0jSvh79t0gXO8K23Kr1rzi3LRyKw2jaAP8Ad4ru9J+IM9hpy22NysMBvSufERq8t6RpDkXxnI63Zy2N68D8YYcj27471kOzFsGTC5Jyh4Pf/GtXUtQa/vTOWAJfBwOlZW5sY2qAx3Ekfr+pranqrPclXetxVwVYdMnls4x70hA3gOFJHGMf4+9OWF8ByuTt4y24dPWgKxYDkSOff/P/AOur8yFK7sxZmbO5lQELj5eoB/XPFNZXIDOCNvQD+8adIvy5XYT93GD0/wAioxldpVPoGUKfp/Kle6LduqHMC8QkU7cjIJbqe/8AWkjydiHORkLgfoaRGBJUM2Q20Y5OfX9aTy2EZAOSpG1sfN+FN6aMHLqiYYUsAdityMN71HkAFnQ7jzg9GPQ0uGxudgd2RgNjH+eKQ5DBiO+RtOf50FaXAAp1QttPy8YI/DuOtSEu64Izn/OBUbg/eZiMYYE9uO9BkMI4J2tzzyQOoxT1Zm/eVyw0iNb/AC4O3njj86iXKjknZ3PqB1/nUZKurDbuLEHpxj3qZcmQorYZlGA3zVOo7aWGpG+7KKDzhfl9/WmgFm2kb88FcfzqVUcxfePTPT7341MFUKyA9D164pvQa3K23fknLDb0Y/pSRAMvIIKvwy9Mf59KU7ypVWBTdzn+dIJGZt6pIBtwMfrx/npTuJRsKjNsVg5K5+/3z608K5kLfu24+Q46eo9qgAIdt0eehwSQcf57VOisX6HODnOOef1oEpXGrAyK4J2jqwPamB2BdjHmRmC7UGAw/wAehq5EpL4IPDD7wq1HYyyKd6opB3YAwDirUWwTVzPRCAxCxrx2yMHAJP60x13gyBivy/KcDGcdcenvW5LpMjRkhHI4YtuwffkVnTWjQhncFRtzgg43e57VLXU0cdbspo3Cl1PGef8AZqV2YrlWGNgzzx+X9ac0TMvyksepJGMD6fjUKpiLYJOnOeRn60tOhOmr7iAs8B27ju5XK9D/AI1N5ImQKoyT8vv/AJ6UyOPc6EjcdpwUwOa07eDzGyAC55BB7Ulq9CXtdlcQMhzztUdf609Io/L+cHA/vf1rdawPlAn0/OsS7jEecDDAlQR1AqmvdFF+9dFGXapIO5T1wB+v8+KV5FHyMuNo25HTpzVYyh0MRDAjHGNwxTVUDcHAKkfMoOPp+NTZvcqK0HuGdRuGCR1A7D1FJtXLsSTvYjaSc4/zinLIg3AE7vVicD8abt3vgCQDbyTkkjsfSlqVzXY4SJHkbnG0c7unp07Uju7xMqkBW6c9s+n4UgOGBwuM4Ylj+HNKN7ksGTec/dHP1+lPzJ7JCchk8sYfjdnpnoOn4044GSVRyowW/l/WmBirgkhWPJ2f/W+tDHaEOXLA8knGR2J/HNIcXa7Yx2VCVJzIBwMdAaHO5yRGpGATk8D0qRlk7bVVDuBzj/8AVTUA37VChmYcBf5en1p7IOXYMsQrNuCg4PG36/nUhBaPKqMc8Dnd/jSucA7gSqnrjIqJl+UPIgA6Nt43ZoEr3aZIrFG6YGfunPFMG5WVi+ZN3zZHanNGjbiqs5XjHfB70mzfGCvzbj2XGT9aFqwsxcZYDPzfdXaOR6mtP7Asen+cku3tWarbNuw7S3DDOanNw/kiN5nHyZ+h96md7qxcJRSd1qOMgjjMWQFXoMZ4HpUTgND8pkdeAB3BFNU741back9Tycf5xTsRgMGJ6/N83Aq9CE7jNqox3MFx8w7/AOfpS7gfvPhvvE9Nw5oVDtBB57kj9KiwSQegOQCR93/CjR6hr1Q9SpjJVchehYc5/wA4pyOgfaeFOOvfj9KbGxXaqOgBG7aPXHNPQZmPcAZ+vvRYbbtY1LG3DnbkcnO0cnFeqeEPCkOpoPMTAXnPWvLtM2xyjCYA6V7L4F1uO12Kx4I716OHg3FuG6PPxXMrWOol+H9i9kYlH7wDqRwa8k8TaA+nXMkMabRHkMcDp+NfQf8Aadr5HmmZAo5OT0rxTx5rsc1/OY8FGJOB6151WrJ3i1qdkPg913PKbqFo2b5iNq4DGqrlMs+GUjox9a0L6QyyfL8u7oQME461VjB3KWLAsc5xyp/xoj3ZV3sSQ2u4gKoI6cevrXQ6bb7grN1wCeO9Ure3ZmJKg7u+O1b1kpU59MVcFfUibsrMnuFRbXkg5GCa4zVPndUUELzz0wP61115N8jLngD8K5HUCJJBs2hM87hVTeuhMYtmeFaMqpxGyk57/h+FIQVDBFLE5bH/AOukaXayhiAOevUjmoi2CCzMU7bxuI9AKxs2bRfUc28jghgS209sU1CeNuAD0BXOV64pWIVQq7jg7gByV+v60zerK28bhgguB0pJDTTehIF2oU5IOevXkUbvkYc5XoM9/wDOaRFcRFOjZHPcewpzHYpCYIXGOPfqKAWrG7ZGAyApwCpzwKUk7mIjHHXHr06f1pytiRDtBX+Env61GvKbiik+oH4g5NJBYkiibAU4CDqdudv+eOtJgxF4x8pGO/p1PTtSs8iRKDgj9T2/KlEbBAwbJV920YyV/wA9qC+WNrJEJ6hCzs+O4wM/1pw8xy204TjGR0+n5fzpwyuSignjkL0pnzMFySFVegU96b1MmtmOjyJGjDqwOB+OP8aRVBUiNlLgYyT2+lOC7S2wqVbCrz932qMIpJJQbiuQD0zVbjat7ty99keSHecZX5Rj/P0qtIWBITBYEZVuuafG7ttUkglSSpY/l9ahLIVLYLHbg8hf8jpUxT2Zbs1sSiPeCmAfV1zk4PapXidV2NyWOP8A9WarxkgAx5BbqZKtTTSZVnbIzlNo9uaGiFroVMqjArgkY6Dg055HbJfgZKggfz9qQDgxspXpjHQd+v8AnpSgo6sR82eCOn4VWw1d+7cFZnkdSWVO3PX2qVWPlHy12/Kep5qJUEmDtXGenQn1p6bCwdjkgcHPA980LcSdtf6/It2zp5ucc7vu9e1dBZa3JbOAmeccjrXMCQeZxngAbvf2qUzuowE2snYHGPY+o7100a7gyHCO7O2uPFdwkARZGcN0G44H5Vzl/qpvVBZgy7shsZxjrms+W6kljfCsYtm3d29h/nvVVG2K3ZkO4+vXHA71jVam7nQrLQkcsJcN1Yfd9/72Ks2kBlkDMQcnjJycen0qtGrsyMWEjYwNnBrZtIg7ZCkHd6Zz+FRFWdjKbuasFqFjVy2D39KsKDGOeD79qfFGQhznjueKZJgIQdp9sVrzaGSRTvJiEwDgk9fSuYu/3jSbUHQBfTrWxduQr93K9elc87MsnmbhhR1BxzUPyLVhjsfm+RCxxwGxupjqDGxBLfNuPP60rEj5mJChcZZuD+X1o+6QS5DjGGHSs7mmrfqAyFG197bs7OeP8mosoSUbHIAOBnHP/wBentHtXfJnAzgvwTTSoDxlmTLHBGPXrTWomrlsAPH8o3HkKc5yPp+IqH5Qdi7ueMgfSmldv3RlGI4HXpxTsvLlu5x+f+HSkgaEG1JVTG7+9g5A4/z+VCBSc7hv6fewM+v+fSnkMyFyisvTI9elNKkiPoRlhhR7/wCeaB3trYaHaRsDblT0ztx/nilVWWNtoTjBwBz7/jSn5DlVIGCoO75gP/r0wsBvADHPA77T9KETre4sgYRna+f9jHf+lP8AvqQ/yyPke2e4oKPvVt4DEY+Xr+dN+RVR8HA+ufrmhPQr1CQ4VyoU9uBjimks+4RoW6ZXr/OpXzv2lSQR8pI9+KGb5i8g+dRtwB+n50WFpzAp2Jh42JY4Yjge/P8AhRJloWUttZSCSf8A61LJIWUZ+U9AD+n41HsUscllGAev3ulMW2iFJxjapYqvG7qOwGfx705C6yBXYY9egx7Uh+TDFP4cY+n8xSDLcFcAjAYcZPbFK/YdrWuIZHB3cEqc1LIWZese04PPQ/jUSmR1X5uMEur8DHbikkUq6kj5WIHC9P8AGqbDVggQEvjI+9kAD/8AXUqgr5ihDwRgdRn1pqFcFz8rdj1BoUFJVwwkAOfU+tJO7FfoPB+ZeANvRSSfwoDPJtbp1LANzT53achQu5eex4pjgNIh3Bfm+XtketPzB76ih1VmITce5LZ/yKkEXmPuzg/d54GaijHm55XAxyO319a0bAIHUvkk9mHOaQ+a6sFvbhWAYOf73cV1Gm2G8glcDIxzVCGAS3ACghSODj9a7XS9O8uEE8VS8yG2ylLb7R6VlXfyqP4j6e1dDf4Q4wK5nUZdytlcYHYVfS5KMK+bchy3LZHPYVhuSerxsvKnOTxjr/8AXrQvpHeUbQoKnjnBrLlhBLFVG1eOBz71D0KV1YXG/gIApzuAOenQ96YiHDJ0DDk7uo/pSjCsRjaTyBnr2xx+NNyUiAZcKW24PP8AkUkuhfS4u/JbgFemzHt6UYJYrke6n09M9j1oVvlRQcbc+nHPSnRsAM/OVz1BBCn1pXG22HzrHwAR1JPX/P4U4kALljhvmBB4HeiNSG5jCPGMFB/Ga0BYu0iBkIHVQF4z6/0/CjkJlpqzPKF5s5VD1ORgZ7/596jf93GwY9G+ZRzWrNazQlldcM3THQ1nvErDC7AQeUxyeODVWa3EpXXukbHIIAVjgIc9fehQIwyKv/fXGCaYrbz8x5VT8xJ9KU4Krg7juzg8ZPqaTVtBE5KKrqg2nIyo+nSoyNybPmwPmGeMe1BYOdrE4HRAOWpQrmP+44PbAz6cUtupaWjYgfbu3kE55I6ClUbVKswPGSCST+fak3lgYsnDHp2z3/CkBAdA2Cg+Ucdc/wD6qGkTpcUDfu+Vi/8AEegHtThjeG8sb9uMevvURJiOFaPh+OoyaA0ilA+Tu5wvQr6Z7U/QdyZki2NkJjr8w6j/ACagRQyA5wMcFuRjp+NSs7sqqBHuPzZAyR6VChLcO219uF9cmktrDeruyaMxwqc5ZW4IFMIEm3keX1HHepDJkiRSC+fvdvc8daa/yL8yZU9WHal1HdaRuJkbGH3WwRzy2PSlUlX+6OHG4ZwOOmRSO+4+g285P3vxHenpI5YK7ksPmwBkfhVeYr32GSAMvyE7VPG0/ezUgIK8YDDr6e5pjxqcKp3kn5Y2OCf8ing7FCr8vG4kjgDNEbCu7XJ4YiR8xIHTA9OtbFlZynaSv3sZwMfhiqtkqPcrjaR3Gf6V6p4V8NJqCDOGI7mhuyuyHqzmtJsX8wbgR6V3EUHl2gwO1S32gf2ZcDIH+NE7iO29Kmcr2sVBWOY1R+C2fauP1C42sWAzzzntXTapPglsjNcTeTbmcRn5if8AJq27IlR1M67mWR9xcqeevWqrtlW28uckKD0H+NLMHOQA5yDkbeF9qjxnL/IsvTB7D+lTdFp2eqARgoMDJOAdvA6fzpwjExbc4JHJx0zTJSvmYVCGIO3p0pxC4b92N7HHABHbA/nSbkylHWyQjMxYJnC7tzAnj/PFOiUy7VMHIPOwY2+3ak2bWUhMhiPmxzSNJ5sWZBubG3IPf+vTrTQdC/pFtmfaqtjqM/MRx0Pp1r3jwv8AD60vdIW5nOWYYHNeFaZcpBcIAxX/AGiepwP8Wr23wZ4+hsLH7PdEGMcjnpXpRwzlS9rF6o56v4eRleNPBkWkx/KMof4jya8t1KwWJPl+ZmbOOmfxr1bxz40ttWgMcB3BOo715BeXLTyJk5ZhtwWyDXmzrTqybnoZ4ZPVFEqcjYcqDx6j1zj6cUhyC+cblI2kDnr1pWYgFULAZHD/AMK+v6Ypp3SIY1bDdtx6nH6EUHUtRCwKDb85K5JJySM88dqcEAQvIrMx53YwDg0km0lcch+pHcd/pS5bewfPl5xkHgim3pdCVg53KsfzAjuP1oPzqSHBOfX9aTeqZVN5diMY6cd8/SnO5LDyGzjjJ54x6d6hl2RHGMLvdRtHH4fh6099rsQd2COhprMroOuOMbSQcfXvTipJOPnXaDnsR7U3qTbTUXzG8sMjr8zYBAyQf9qkIBdQCSOBgDPHrmmFSCuDs5+77j+KkRyCh5wD0H88/kaaSuO9/MlWFSxTzWGT0xxxTXB8tP3YGeMDuO1OI3bSvUE/RqbtdI5QsZ3McZ/2u3SjTcJJti7FK7gNpC9v4fwp8aeYd/LlVH4etR5ckj5SSc4HUGl+/l9hySGwP/re4o2QralmJ1jMQxtHLDcvQ/WrBaNlTy13E9RjHb/PNUY3zMCO/TGcf/WqQkM3y8lW2ooHejQPU0dMKo27djBGSF4H416x4T11rRQytwOOa8itgDMXCfPwMd/fPaux0mTyowDx6HNbQt1IlzX06Hpeo6x/aEoJ7Vh6jcbYepNU7W5LLljn3rP1S8BU8+3HesvZpAp2MLVrosCFB+lcrctznJye4AFaeoXG4nbgFjyR/jWFcP8A6T5m1styDxn9aTuNR1GF3DuqsAgwAB/X0xTGYliqKSqnLbxt/wDrGlYLleMSNyfUimglcqG6rwDzx6Ubl3e7FGd/KI2DgBRk+lOUtG6uUAK8nA4VfSmlcgFeGwVz0/GkjJlk6Fu3LY/Hila472kPnmWYfIVX6mgsAMISdxyAfQ0m3ciZye6gc+9EZSVCGLI/OeOtNIc5uo/e3JnuGSIRpjaPu8YIP1596s/a38twrsHVecdMZ64/Ss7zHyJAuF6Yx3Hf2pQOj72LYIwh/MVoqjirIl31Zba8kkYbnLPyeD6iq8jF33FNwxnOefamOWJBJ+VcAAtxgdD/ADpjKwkwUdjtxzn154rK13dhfsthzEMFG8LJj+9kZFOWPMeRkrnJOepHfFNAdcqhxk9MDK0SE/KrHB6HH8X4/wBaH2KVnq2IxDZ6np91cbffFBjy5bcu1RtBOMHvxQ4Zgh3EjBGOcj/J/nTj32gll7LwPoPWq8iL3EIbaUIKlugzkjPNO2bt3mKpPcA4H59qactM2NhV8NuI7CnLG2GwmSvbdwOf1pcwktbiCMSNgHC9d4z/ADp+5Vj+fJT1U46HNNMO9s4HzHAAXof85oUsquUXnGCR/XpU+dy1vZCu6liMtuC5O7j/AID/AFpERpCzKybVwCAh5P0ochwGCHanBOcYJ9u9SCJzIzL19WbIxTvZE8qWiYxSXZfK75P3uoqSSJ4xg5VckHPb0FJBLtmVyp3DqMHt71oXd2ksMYAK+5H6VL0dh3uZ75VdzKWycEg4/lUBBzt2s5zyc9v6D61KQ2WLM+5cBefun8aHTG45yAoI2+tVcSXujIhkjlgDkkhe3rVsfMgCKEJGAff0qpu3HvsXnGfX09aljAGMY2t0L+hqmVfl0ZpWMaM3zBs55x3rpbNPkz0PY9awbFcMoXB4xwK3UYogwTyPbpVx01MmknY0I7t4o2XOWxj6VkX14zBjyw9FNEs3HUg+n8qx7qdsNuLghd3HWk5XGl0Kt1ITIVDcYznIzmqTKoX5sMrHnLY70+WQ+UrZLHPQcdvaoZA7FVyNgBLFRjIP/wBeolcqKuN+fdgFV29cnAwOf8KYq7pDhvlB3cHp3FN2MEHyBRyDk8j/AA+tSDMkagYJAxkdPyot1E7AzgcKx29CQx49qtWVpJqJEcMQOeQ23n/9X+NVYeTuAHp1GBW74c1j+yrkM6ZHcbcY6fnUzvZ8pclZIz9R0+Wyb94GXao4yRk9/wAaqcN0ycDLcYOD357V0PiLWE1a53xqAMHoM54rnEUjBK7XH3SBnP496UXeN3uPaVh7qS+xnUgDOwchvaoi28bRli3ybT+uAKNreYFC4Ye3XjpmnDDsSCAe4Vv5f/Wq1ZCT7DmBVvLxl8jpkZNNUszZGd/XIP3vUGpIB5wC5JB/2j6dajUqnySbh8vT7p3H3/z3qF2JveN+gxsxqS+CyrnHTPtSqN+x3ABXqvfHb/63pT5PnwTtyp7/AE9aBk4Jb5mxliAv4Vd9NAjrqBfBXIB+XcRnH604gCPO0YyeAvVutBKmNstj5QMEjgU2U7QNuWRgfvdT65NCB2Yu9kxwFyNqnnijy9m7agLsQOme3p/nil8zC7CuSckbuf8AP/16RpGWIMNuAcYYYx70NX2BuOlwzsXcm44YBiFxj86VlVWIfhh75P4UiR7VZiM/Pw26muAu1eh9B1U0lba4Wv0JiGlJw2AW5LKPSkLbpNrcbccDj9abIjFcqduQR97pimSbo5sYIBA4Xmha6DbsticY8lxtwOw7fjVizhgebaOVGBzzz3P/ANaqZzlgHBc8rtGN1MXKzZwMk7iTxik7O+o07JOxfv0gVnWBiwJ5welUkLsUHKBhxg9fXHp9KC28IGwGTg5HQdaa3+rCpube2cH260JJaDk1KTaHIDlmDEgcqfSrUJBjDNuYqpGAMkfSqi7WZtyYZhgBTyK0LWP5skj5mJO0Ve25MtNja0yIOyjZyQCM9a07mIgqGPOM+lZmml49ru2c9eOK2rqdZFPzqOBWtn0MG1bzMS4BVCAPfHU1izSl2aNSCRzuzjk//WrUvpOH6hcYPasNz+927hjofWs5Gi3sRuWVlwCQzDp0qFXBBQeWVJ6kZI+lObCSyZQdNyqvO4U35Vi+XcVzzu6+tTvqXqtyQFEYFgB/ABz1+lM3bAVIOV75569/SmryG2qeCAcsakJDqqZIZuW3dTxS2CXdjdw3YIAYKu0FsbR9acN4yN/X5vl4OPWmuquBJyu75cnA49cYpBkRCQgMOc4P+c0kKWhKJWKv+8GXPzEDnHTH1ppyCQSiEn060xAwnAyBg/Lj5gTjrTkO5WDPnPcd6dtxO7SGOF2+ZtAGMYA5z71J97lk3n/Y4/Sho9rOfLBcHljyQaUsvmqzEk4LY29u34Ubj5rarqXbO8W1LggEHdkYzxjpVSZmnlyc/NyQPp/L2qJRlGIlUdwf549qUjYoZjgdyrY+mRnpSUEpXW7NnUk4KD2QxSA3l/O69WOep96eSV3k4X5uNw4x/n+VI7hi3z78Ho+cH2oZQCgQL0yMH19varvcxSHZEinJZyuCFX5cr74pSp2YAyoXBOM9aJHwCGZWONqgcDvTEVlfaFJ7l2XtS2HD4rDg20IhVdpx0ye9OZFVgBH5jdcgk5pqh/M5ABzjBwffpQ8gQS9FG0njpzS1voFrbjGjBZ1Zd7t2P51MqFvmA+ZhnIJxnPFNRPkyoy/bpipQoaREZjwMlcfoPxob7D2fkO+ys5ICsoz97P8AOq7RuFAEYYAY3e34V2OnmzOmt5gzIq8dzXL3KlJXZSvykhd2ckdxWVOo5NxfQqVNJJ33KpVWboxXocHp+lOlbbIxw2dw2nsuOvFKd+3Ab5ABjtzTJNpjaRl6A5CnrWvK+pKl2CQDfjacZ++V/LPpTsbRuRWbu319Kblcgg4Vjjk/7PNJwm1mwyqufm78UbEvRjkCs67u/wAvHzdKtwMF/dsnP3iu7q1V0kIwuBlfmPGcYqZJCgXln+9uwOtPUNNWjUtpgqElCrDrg9ParbXh2DJI+Xtzj6etYYlJQ7SSwX5Q5/nQ1028nqexB6D+gq09CWizdTNMMr6c57fUVlzKXdXU7yTjjnP0FSbWyWVgcnB+tNcb1xkkZwc8H/IqPRjjbYjyyRZGwliVkyOfXHtQoVQ7S5zt6E8GkRhGm1iFb5vlA/wpyqoUI+0yAH5V4/D60h30VhC3IVIyeMAE/wAqazAqzHhuOSOKdgM4IAMYHCjkc/rTo1RRmQ4kTHTjJ+lF1uNeorBn3ZfKEg9ev+NEYfcMMNqnAyT+lSb1A/5ZjnqT15qGaIlAGOB06dTS0tYLsEMZwejDrjFKkYH73IMQwB3/AM//AF6jkyTxncv3SxxTtjIFbByBjg+n/wBanbuPqI7bvnOFZxyQOD7U5A0eU3ESdPXikLR7djrhsZ2g8Z/yKeqtsBGSvDZOB26Y9aNNg95sQ7kRWZh3528HjpSgFmRFPzdARk7vb/69Xlht5IBscb8cDiqbhQVeIZGeePw/OlfoIizuJDNhmwenb8KUErGpHOxsZyc5/rTnDgBzllBPGNpNNREGEYOCDkAjOPwqnqDHGNFkVcoqddwOcGo3YtFJ8hTHUE55Hv6UrYDH5TjkY28enJPWn7Ay7Rj5hxj1x2pLbUfTQYmDGzhWViBwF7fWly3mISeF/ix909/1IpU2LuYZCiQgL6euM/8A6qG+QqOS6+p596L3egtRrhPNDK4yqjqcH61atLdpJVAwVJ+8xwQcVDufzH8sZO7oeB+FaujtFHMM5IiJOSKmcrRuPki5qJvPpq2+mCVhtkI6nv8AWuPlCvIeVdVbqc11Gv6usloqQEN69x+VcplmZB9zkgHPNYYVTtzT6nRiOSMuWnqh0jsI15QLtHOck8/19KhcF4jtT5SRxH/jUrIQytuKlvm5OBxUauoJ2gxg8kkZO3tXT00OZfFYRXV5Dg4G3OSOF/DvQMlfLXDIq/M5PTnpQHfeCRsIwpIPOf8APNGHDnaev97oTSsPfrqI8gBwpBc9FVv5GpWVk+6B/eO9sE+9Mcnb82MsuMKDyPpQCzR5blmO7J6/jVXE2TBDwqSct3I/pTJHYDBO0Hpj3piNsZmG7GMZBxz2/wA+1PaUMRIcdRyO2KV2g36jVIldgVKgZIPc4pgw0YJYqVOQScZ9v161LvLycIe6gZyScUs1uYYw0gDIy9+OPwpXuOOt0RAFcvghT1Dc/Ug0gVkG5MgZ3E9fagrtGScsBjHU+vFMXKqdiberAYx9apbCv0ZMWYE7WJYcqFPLf54qEgOQApA6Hjn8alIVmB7N/Czc8+lIVZGMm9cI3PpSQnsIFVQxyVZTjParKxrGQn8WeO3Peo/PRWYKOpzzwDjk1oX19BLbRqioCBjDDt/ntUOcrqyOmFKE4Sk3ZozHdSxd1JIOFKntTtwycKH6j5GxURRmUFg67sH9OvFP3RzcKVJ6Y6n8f1rRnNbsSM+WJwBjPXgj/E0zJXkptZjjGelMRfMchdwIGMf0z607dh9xynYqOg7ZzQ10Y1oiUu5Dl1A54XdjjvikjZhw3ccY6UkjH5QHOwHjjle5PrUe4vD8zbcDcu309f5UlG4Sd3cfKzqpyGwMDaCcmm/MrK7liDjIH3lppJdDj7zcAg8g/wBaEU/Mo3p7A/54p26EqSW4Zc8PyF4yG5pfLDBgFIOMAfp+VKwYNzx7/Ttn8KJDtbawPykhgBj9DRcaa3Y0qVUIAGIIBIXOP1qTMjy/MhIb5cHCgD3pAGkcl90ir8zAili5ZztYtkKp7c/XvSk+gLc19F0WXV7oxhQNn3+vT1q/qujS6EhZ1BLHO4jPeovD2qyaVNlQDjhzt6+5NSeJfEEmpj5lChU+XHauRus63L9k7IqiqHNd85z80wklDFmZsgrhc4z0Ofeoc44J3I7ZZTk7Rz1pZiGG9kYq3PbcKiGYi+wLyQACOvc11JHJt0JPPj2giIZI5UD/AD0/rTPmkCuEkXLZxu68etOVSFO5x8p4JHAz/jTEaJRgLnDcbenr3oXdDBVyAVkPzfeOcA+1HI+cBRuXhV7/AF/CnOsbKM525wHb9P8A9dRhWyN6EY+7t4571XqO9lYA3yDJDopA49OnftUkSghTuTbtwykdfxpr7YwGQszJyfcYpcLsCkqowCfb8Kd3uTd7IN6vM2T8yDII9D3puw55iDDdyc9P8Kk8xgn3NoYAc/XrTiBlCANwOzPr7cUr2B3W4hJMzNv3Ow+93FPkkjKeXJkFuw9qe7Kn3RGwxuwF6Ht/Oo2j+ZG2A5bs3X1NKxOvQhVTJkgqykjIA4AFP2lR8qkNt3BvVc0oT7pAHGF+9j8fWo5N6MdvXuMmnfoV6DlQ+Zlwyvj5sjj8f0pTmTYjEgYG8jnLUShJAqlSAOOD1wKaysFJKEn14GR1osxXRIiOjsT8zZ43JjHFJkOSQ6/Kc53dPp70wyMrecRjbxtLZ7dhTvMIkwWAO7kjgBfb6Umh7PURl27VjAwH7H7v+f6UwKpRXJyi/LkHj3561JtBbd95N33T+pJpyJvOM8BuhOSaYmBLPFkRMN24nB6/5/CgrEchlJA545I/CmFs56Enhue3+f60FU8zGGDEcEcD689aVn1HfUEg3EgnoxwD6etKGWNjnADL1ABA5/X/AOtSymNkKBgAeRnH6UxIcsArsqZzjbj8PzoFs9xRxJnJG0nkn+X86QARRsw2kqflwPf9acF2q7hu+47uTx7+hoJcIGJ+U5LKOdv+fWjroD2sK4XlXx2Hy8UgKnaVI+YE7Cev19KaVzGSYwpIGcMe/WkIYsyBO2clcH/P+FGmwdSWMoI3cgbVGAQ3bNEQCKc7iu3GPU5psp/dLu+bbjH8PFClQ5K4A3dRnpjjPr1pWUkWvd2Oos7eAacWMnzrjv0rnbtwu9g7ZxtUY4X8alivitvhOvGQB+YzUEso2/PkRjP4r9Pqaxp05Qk3LU2r1FKMVFWsV5H+fCDO772F79zT0YjcBy2cfNnHTn6U1pQ2xgSxHynA/Knhd7CPeRtweu7PPr3robsjme+hGy+ZuXhcHaAQefypXYpH98opypJNO2Fw2A23GTg47859KUkgh2UjuN2KAktGxpt5PMAAXew5YDIp8ajdJhwFwFw3OTn86VYwJQ2WUckkN1wKbJkbS6jZncMg85/lS3FJaXNCOxT7EHDFXzn/APXWbIqx7UyODlc84+v1p3mPKNiuxO4HpjdSDO0tuLjcSGHQDPejrqPQdtLbtsQ2Kfurxye9NSNUb+8vRR2P+RUsYXZuzx94D6+gq5PYwCJZVfPfB7e1JvoDcrGcCGCbmIIIKk9Pf6Uv7t2fcN2Bx82R707I2HBYNnuP84/+vTVGwdAuOBjAP5Uwku7A+cqKEAJHzc9//rUgyysG2/MQSM/ln/PalUbpSduVxhcjPOP1FKitjaAN3qRu+lFh6sUMuSp3MmM4PcUSvHGREM4GN2STj2zU3kFVwWJTjqcfU/59ahQMobdgj7uWz6UtBrR3kMUpvbLKSDn0PPr696BuUZ5z1weCKUZiVlcME+7ndkHmmglhuzuIAK8j8DVK/QmW5KQspVc4bJYsvSmfKwU7AwALjJ/l+tOdvNfG/gDdjsRRKreXl+GC7hgYpWsXoh0UgZF3P2P1P4VFJkMxYkrIeg705UL/ADYVAO45zxQPl3B0bamMb+ccUlZEqViPy2YcggKv8bZHXrSlW2n5Mbhl23dvShgE+RSMooVgT29/f/GnEsnVuV4AI6/4U73JXccceaCHOSN2B/IUyQZiG089z35/lSjhgyJhxw3zYHHtSEHgMC7MecnlvQY/pRsOVtLsZEp8ouxAzxnoe2af95NjLuVFO0nn69aE2MNoIB4ZiOv/ANYUzhZclAF4A9Dnvx+NG7GlYcgJaPZtDsuPx9h+FKS6RgEhM8KdvWmj5ZA6quSeOePr/WnsVUuQ4YnquO9APXYZCQ+7PTPP45/p60qqT+7fPDjAYenoaEeTYrgqWDbSR0XB4p6ojEy7Fc7vmwep/wD1USb1DkGozEMUYF+QQvOKQvuIUkkjBRecijG0ELx2yowAM9KBlVY4RMN83+0M+lAtAcEsd5KgfLsKZx0xkUO2M7xuKnnk/h9DQdqqN+0joRnBPpTXZkycqAOMgZyff0ppML6bEryDdvDk9B5g7n2oZ0VF3cIQR04A+lRqSWV0Qgj5jkdPX9KGVdwHzZXhuc9f0prcJPm94IwnG1VGDnPX+f0pyktAcAMwbDMBwopzsFj2kquFG1u9MWPJjfaoA+8d2c+1LfUpLW4ocCQoCcAfTaf/AK9OEzhcbv3eepPSkRi0q7gCueBnn6Uhj8wFmCgIe/X9aNBWluKGfymd0y237/emyBmbGcqeWA4H+NStv8vy1l5YfPkg8etRN91Q4BbA4AycY9aF3BpPQezlfuLuLKMOTz70RHyW+cgqxHvzn17014wNuCWQj+Lp14pzBZNwAY7Onzeg6f59aFboKaehPLOWwmcj/d5+tRFm2Oqlfl/iK7SDUe/duLNg4yNnY0MAmw7cjpkE4YfzosgsxyJ+83hSTuyTn+n50rKRHsZG2jvjB68UKxbKbGITO0gY4/z/ACq60lp9laNI/wB4p5zx+Pv+FQ5PsaKF09StBOIJN7KPmPB7g+9OuHE7b8lQem1Kgk2swODhiMEdzSbCflBGM/LhsA/hR1uEpNxsLtGwPjCgbsA9D/8Aqp0qYQYYuBnhj2Heh3dmAI+fnIx2HSkZtzFyS3GFy39O1VvoRo2wBXGAsgIXHzjtjNMZWCMu4AqOhX5SPWn53Rchh1YYJ/OoTIxTaV2lSdoOMAe9EVqIlJj3AllJc+uTjvx60iko2F5GMZxwP/re1BVVC7mVWzgqPfvmms7KDFwADncc9fb3oV5Cu+p//9k=
|
image_74
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_75
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_76
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 6
|
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
|
image_77
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_78
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_79
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_80
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_81
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_82
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_83
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_84
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 5
|
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
|
image_85
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 9
|
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
|
image_86
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_87
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_88
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_89
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
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
|
image_90
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 8
|
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
|
image_91
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_92
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 3
|
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
|
image_93
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 0
|
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
|
image_94
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 0
|
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
|
image_95
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_96
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 1
|
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
|
image_97
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 4
|
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
|
image_98
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 2
|
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
|
image_99
|
Please classify the colored galaxy image.
The specific classes are as follows:
- Disturbed Galaxies
- Merging Galaxies
- Round Smooth Galaxies
- In-between Round Smooth Galaxies
- Cigar Shaped Smooth Galaxies
- Barred Spiral Galaxies
- Unbarred Tight Spiral Galaxies
- Unbarred Loose Spiral Galaxies
- Edge-on Galaxies without Bulge
- Edge-on Galaxies with Bulge
Please think step by step, and put the classification result in \boxed{}.
| 7
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyFwpZHRf3fbcOTVy0nSFZDKhPHfpj2qmHLkBTjHIz0X14oVsurHiNs4PpUNXKSSJJ7ld+EXCN/F3FNZk2SlBuweg600P8hMf7xB8pPfNL+6Pzt8uF4OOtUkl0HITBRBJlQjjGw9VpBInmYYbkAyPQUIFMjyhcxquc9x9RTSuxfOXpJ1OPl+mKLXY7Xd7kkjZcIFO1l+tN5EqeUdqAfxdPpTlQnbtcxgZLDHNITtQqFyff+76mle60El5C7MZ4H3c9e9O2kxEhQkvXJ6Co1UmMsCDtb6UJMXYyA4DfKE7f/qptMV9bjZVH3wPmX2zu9jTnCfdYbQUwVPalcKrIOufTotMaVkGHO7nqPvULUOWzHpIXOVGSp+Z1Hb0oMaklmy25dyrnpTgreUGD7MH7g70x0RuPulRnA9KfXQLDGVI4zt+Utzyc4pFHBCdOvvml3I8RIH3vTtUkZLOyIykqM89DTTDldgGwwlCvl5bB+b7woSJHlcMBsP3StOnTZ+8Y/P0245WoTwiZJ8vdyE7H3pb6IEvkTEtCjMm0Ac5A5BqENulDM2MHg/1qUDYWjkdirHIJ6n6U1Nm5QyLtY8gfwtU2uFn1FlZorjy0chc5570SFUJ3sPm7AZFDRq5IVstnGGprbI3Cc8cE9jTVtLCV+ogYCIBmJYNnn+GgL+8k+f55Odo6e2KeY9wLyDaV+5kZJ+tMXaweQAqyn5Cewp3W6RCjuKElFtIFOXb7/HIPrSxIVAUY3YyAetN3Z4Izu6R0qSM7lwuCvykk9Pb6Ucxo4tph/rWG5thU9OufxoEj+cuXAX+EDoKUZRDuAUfw+ufSmb0YA/KGXl1P16A0X1JcO4Kux2VyGbqB2/8A1UkyfIpV+PValU5udxUonc/3qiC4Z3wgG7p6U05XuU3oxwDK6j5TIvLFTxj0+tPPyZkC4DDBIP3TSFliQuFCyddnUmh5CzoY2wMZwazs27MS1uwAcu2WXaF+8tORSIwFcSBRnHamBnzyAh/vY7U5lARikhAkIACrTvpqMUK3zSHGCMHHUGklVIwS8mGxwnv71ICpTy0J+Tk5PP41CvlrIuNxIOQD2prUfQHV03MCpzySONxpy70jO8jpu4/nSbwEEsxUsx29PvUqOVkeMx8bcccmnfQLfaEZkdlClwrc8Dk0/dgHIVyT8/NLIHVAAT5eONv3qiTasZX5mLjawPFK0RNJ6DwmWL4yOnXjFOaMMBtXBQZ3kYFMCiPbhQPl+7n8qbukkXJbf688UDXkxd8bSFJJPkxxs/rRuwu0j5ugOKbGi7vmA2g4DDq3/wBapn27BtOGU9DTkToNO1VBD444wOSaYzbyJAmCBgE05Nzy/O4wBkMB0qXYhQJkkMp5pFX0SIGR4l+Y4xy2PenjK+W8ke7HII7fUUwx+ZhlOR91QOn1FSFZEABztI4bvQ9NLiunoMlYszcAqx3ehpUKbTIW5zgKeAKYpMir8xGOrEcn2omQrJ8yL5RPUd6H/KN/CPjZJARk7hyuaEOZOmFBH/AvcUuNuCIwyYx+HamsuXJUncDwOuPpRotRcqNYJarE5KHzOgU9TWdghWwAE6c9jTImeQMEZtyL8zsetRiR0ZEOcueAO1HLZ6Be+j3EDO6bWO5mPG3pQAqLtmILDjI7mlQFUcDO0nsfSlQMf3iui7hgk+tF90Dt1CNMvtaQSbcdB2p6xrlztYNnjPp702JUiZthDbx0A5zR84bMkwJU/cJyR7027MaUnoFyoVdrgjjqaayhWD7QyBflGOfrUiyLtKlsrIPvGmqN3yhsPj5fTHvRcQf8tFO0BlHT39aVi0sTRgKdxwW6f/qpgKy5LkqVO3d1zT2YRnK5YegqXcbVmM3EqBuiG0bRg96RFUzFlOGK4prBJJNxTEj9j0FPJkdkKADaQWJrUVrdQlkWRgGAIPp6U9Q5iLL8w9OlNVWlK5XDHgFen1pWViwQYWRuue4rLRdR3fQcrBo/NCqcdfc0zJ3AKV2Y/Emh02jy4V+UDo3f1p0Z8xwQqjb+lALy2EcO0XCqWU8Z5pdrAsSwVjweeAKBGwG7zQWZufRaaxHlnZGQ2DlCOvvQnfRBzNiNym5DgnqR6UyGTgBtzqw71OMNbqqlVAOTzytNZgZshjsPcf1qua+4LZoIwxZAepB5PWnMYoQWj4I6nrSREzZBj3j7vyjFNYAqFChSvOG6/Si+tgW44xLIXeMn5sLkjimSqvlFRvCrwcdakZUJWNGYJjJB/pTfLzJ97a2Oo6fSlHm6MEAD7VTr8vBpi5V0ZnKjH3T29zT5XKFzHHgDqx9e5oAVIsgptfn65oW2wPREYXzVfZkeh7Y9qlEbJGzhgydNx5P5Um8soByp7KBxTHZRJlMjB+YelP3mG+249SS6xgEj74J6ilEzSM5A2sDzzwBSh3SVz5ag9Se34UyBfPBGDnqxPG2lfqyebS5KuT8zkeXnop61DsCZkQ7nPGGPQe1PZMgsDnBwAO/vTXQKFR2wQNwz1BpppstaoXzCAA6DGQT7+5pXfL/u3U9x7Cll/dyoejNz0zmnNC/DEoQox05qV0ZC3ET5TlBtdm3c+lDxsH3sUPoM/dqa3ZipJbMq9BjAUVX25feVypBzzytO7uN2SEYlG3ZyAN2R2FDyhADIm3/bIzkU1Y1XbKjh1xtw3WldgOXG0L2680bjlrqO2K6mSGMgkfKm7jHeh2QxqmwgHhvr6UgxsXbj5eXHcihFUKSqbkPHzH7tLpd9BXsI2xnKKGRs4z/s+1LujhfAJ2Dggcmg4SNQAAwOBngfhQober7RnPOTgUxNiyPujdk6nufSmn95AwwqP1BPRqCm45BI7kdqVjhVEg3BOijufWly7DtF7DAXXI6Y+8f7tSIyyQs28KFOHB6tTCUCESIN+7buznjuabhfMIjUbXGQW7mqeonqrkp2GNVycE59yajZNzsXJQDgsOM+1LLuhAGMhOSQvQ0mQqspJ2r94dck0kmVo9UK52SeYDjaMAdd1OjJV4tuWbaRnrtpjbWwWcblGeBxTxJmQBSpHX607WYr9RuHWQHyA3PXPB+tIzBg25c7TnKilcuzsjkqc/LinxDgxsSCOFYdMe9LZ3DZEls2CrPjjoOmafIA0jMMY9Cec/4VWZ97BYsbc8j0+lDzeaF3Lg5xjuKOXqxLcTa6Stksc/NkjpQ4AXg7Bnjvk+tSSyHA2sWP3eV5JqJ1dyC3ylRjn+VNJNCjdy1JIvnLM3y4GOf4qifyo0Mj4aQHhOlWch41DJjbkA91qORVSTeEBLLhieAfel9oLiqFeRs4/wBr246UhBhjLbPML/xGhd7kRlU9h/jTpAxhXJXaG4yaBrSTGMzOHWQvhfugjrTig7q3C9B0IpJCr4ZgPMXtnoKaqHczSSt5i9+gxQ2ug7vUnjiDkEHGOymkkj+cu5y4OCW6AelEI8w4y+7qCeNtIQ32x1B3KvOT0NJL3r31G49SPMjP+82jPIYdqeSx3bRv3cbh1FLIqjDPzg/Kuev1o2szfudqlhuyTjb7Cgi9tRscu5i3zblX5j701JSGcMoA7fWpGYSLuQMGU8gDrTGeXa5ZAjY69qqxV16DEiYr0BXbgKaIhu2MVyB/D3FPkCqi/eYdMkfxVGij5vNBL/e+U0n3C2mpLvxk4DqPlJNNU4YlTx02KM5poYFNsW4AD5t3anOm1U2qSF+8w4NLbRA1pbuKo35Q4xg4z2pseQyZ+YH5eaVCGD5OwKeSe4pfM6/u8D+Emqi2J6ajREGXLnHl8k5zn8KZ5hAU5zu5X5etJ5bJ5mVwG5D9zTwBA582QBcD5D/FTWw7WsOki2Mw27GPzYJoGJFUrG5ycAH1p9wpJZAuDnOf/r1GqrEQMEfxFgelK19WD191Eu9y/OeG4z1zSMrQyDKAKByvU0x3GxvM5Y8Ajv7+1IjHnO7eo+VvShvSw1qI0m/a21QB1JONtIiOXMarhuuB0IpQjsxH3lzk/wD16mY/fRn27lypHek9NES3YaT5gPJKK3Xv9B7U1SGkeIgq3XHtTEgdcRH5lU54PI/xoKkLvbC5+63egNUt7jvkO2RFCI3Cgd/pT2DBw2wlO+etI48pMb/nxxgZA96ajsjZkGTjqOlD1+HUEr6jiWab/WEqv8OOQKTgR796kDOAR39aMSF9574ye5FDOQS2zBDAbT0oQpD4w8uzDPkjkt0NIXYyKZCpwOhGeajEgkYsB8ynBjHTHrT43Xy8ycrklcDvR1uik38Ike3yX5HHrSMGwjuFcFug54/xow5jZ+cj7yiniLKh0YbvbqfaqemokuVhldxy25VPXbUsS+ZGAw3KOmBSGKR9isNhXBGOuK2NJ0t7yQorMUDZArOpUjCPvM2o0pVXbqUBbuMgrktz9KatsVldwckjg9jXc3/h6GysVl3gt1964+WPZO+098/7NYYfEKsrxN8VhZ0LKRTCSqQSgdj8wIXGPrTCj7hMY/lPUelXY8lC3OWyMjv71DMqlBGhaPA6jnNdWpwX1KrANuVem7dkHG2o3eTfk9GP4AVLIAoaPILDpUflrJ8pJ2/e47Uhtx1HbWFwrAZViPamqVbcHXlz0P8ASgh0nfqw9RSIrEbiG3M2QSOKV7lLRWFf5H28DAyT60uxxbFihBxnOc7qZvL7jlN64GR3qdXIYcEJnoelN81hwiyBYpWdSqAyLySemKneMqXCtkDls1ozi1FgkkZIkPBGay5pkMiluONvy9GqYT5tjarT5NGMkG6MA5BHPmL0xUc0i/KjqDuwcjkmpnMTllLMRnqaaZGRQFQYzyO4pwephy9RykgDcdzMC20fypFLyoGKbdvBA/rSlUCg4JRf85qMjLbv4c5A6Vfclq+yEKoqvk7efr+IqXbM7BVBZFHA7H3ppVyTInJ244GTn0pqq6giR23HgY6Kfep2Wo7+ZJEF8pZNxbru21GqSMAoXBxkAGkUiPCHPJ2nPGKVFYRkOcHd1FNp63KWgqzMqrtVsfd96MFmbhnwNuSeh9TUiejBw44Ge1GyWN/lUquMEnqTSajuyZbKw1Eyyq7qEQfwdzTyzbVMpU7WySOmaiDyu3lIY8d8HJJp4ibYDu3HuvY0arcdknqN4Zy54cnpjrTkUiDZnJY5Oe9TQGOW4jRTkAfMrDFS3VvDD8iPuTPT0/8Ar1Ep2aibxoynSc0UyI49wCsCeN5PIPpQ21NpyqlT8qg0792UQHDE56UFAc5iUjPyitFsc8n2GOSX5PCj5wOh9qkChB8vDZzk/wANISWufl4b7u09MU7y/nAyTu6k80nbQLWeo+SQ7syYdSOAK1tOvpbGRWVyzEcE8Vl7drDaMjOBgfdqy0GXAdwQeQRUygmuSWxUJuEvdOhutZmuolVySp4+tYbSszsoIwvCj3pxJ8zlsEfdHamSFfLzvChj1IqKVONPRIutiKlX4hPNTcQ+VA/hHQ1VeVlcbTuBOcAcipGUyBd57fdHf3quRIiomNrt3Hp/StVZPUxXkQsyFi7bi3cEYB96bKfLUfKxQ+gwMVNIskcrP5m7jaR7+lV5JNkREjsFUjC56VSY7dhpcqy8tjt7e1SH5ULeYV4x+NDMS4Tb1G7DDgU1o1fYuScnjeeBQ+g93qKdqxF2yvA3D+tCbGk3Hc2OcE1JIDIyHALg9KY21DJMAwK4H0rO99GxXtoO3ecp2hhGWyD0xTeAh/dlCOcg5x70xpdzZGTG38XqafEuwqcld/G31ptPYrVDFdWJcHJReh7+9KMPlCuVHI9zTPlWcruyoG7GOQalmKxlSW+9yNvam/iI20Bg5jMajazDqKaY/wB5l1+YABWXvT0xIqDJjZeSe2KahLhyiZOMLtPH1ql2Bt20LECPM538N1P1pj8ykFcHP3qekspcLu2KgxuPem3M/mIAymMMPmA9KjeVnuGrVxFDNneMlulPWF2KiND8p281DHEC5nEm0qMKjela2kBDIZpA20N0DZBo03Y4q2poWnhy6lja4ZTu2cHrzWNfWZtY2UhiD1BPQ16umr2MGibF2htvJFeZ61cCa8Y7tqtyD6j3rOE223YehjKqKN4b5+NpA+9SbsKcNlR1A7H1p2TvUD7uMoTSxnEZ6kH7qegrZhe2o5JPLAD/ADeh7tUTu7Ip+/zjaf501lTcB8zbG5Cj7tStEgkcdV4P41K7xHe240RyjcViw3Rlzz+FSiFSrszEkDjJ7elMz+8zHC5I9ex71Zhg86MGR/m3ZCEVTf2tiXpuRMHClcrg4wD3FWo42cHb8rL2x1qeO38xzwVXvnmrttZ5XZt5B4PvQ0Totisluy5KtkntiphboD2Vsdf51fNq4XODuPpQbdG9fcelS+447O5lSQ7s7SODye+aryeYDs+8vf1FbMkabiHx83p2rOlj/eFgAWbvnpQrPQly1KJQ7XzwV/WoQwXiP73YnotT7Yy5dztC/Kqg1GXfzCAqhgMqu3irlFsP7oyBUO9QxAxnBqNsqwkEahh/Ceppyt824r8xGTjqRUb7SuC+SDzS3eppotRG346sFzyO/wD+qlIEjDaN3GdookcSZcN86/dz60irGh3nO4LtznAFJaK/YV76jneJGZFHzEbwMU103ruDKWb+Gl+ZArevJLDcaQLjJVdueaNhJW0GqzbQCI/cN/F/hQy72Uk7gpwMN0o2JJjKlST+IprohQqC2OiqOp9aV1fQaaT8x7qC4IcZPI47UuI5Udyx39hToEGGJfaFHCGmvGm5vmO0+lNtMSd9tBQQwyEViD8pJwCKTDGRkPJHOAKazK0ihyA+OMdvwpxIBDLnIwQW/ioemqCSVrj8M6l07f3+1RBflRVHAOTlvWlMke4ychCcYI6mk2sibFjDbuOPT3ppO9hq8STGFRSQ7A4z/Wpo7kIx2thW4GT3qFCskeVGxFG0HpzUYSQPtcDK9M9/f2pK17MFpuaX9o3Bt0HXnnnjFULh1YurtnB3Yx0qMMFjJO4p0YDuaeI4wqMhYHHIdetV1Beg2JpipPDLkY9aegxGWOPlPzLnmmq3y7Vlwy8qR/KnbDIz7Dxtw0h6NSaugUtxUMhbarhQp5XHWhYt7+Zja59TTljcMDty23+H+9U0cTybN21sHDZ659KHYNESx2+9txztz8oX+dattprSBVVCwbG4e/rSadagE5UoxP1BFdpplqm1M9aUnZExS3Mi10B9ysFbPcGt608OPGOUwDyK6nS7WHcqkCu0tdKt2iB2rjHpXLVxPItTphGLV2eWy6PGsZGMY/SsG6sAj7CMr1r2LVNCQxkoorh77T1SUhxU0sQpinSSV09DhrizVSTux/Wsy4g5chcK1dXfxeVnABxXMX0wTJA3DOcV1R1MHtYx7mMcKMbl5wRVCVsg+XIFfAPzCtC4xhmJ9ODWez+Y7LuCyZ+UOMfjVIcXYgMu2bMvDL3Pdv8ACnOVKusjfMfmyvTntSqFALurNkHcMcr71G4WSPC5UdQp60CS6jdxMYkY9flCHuPWpQXKuVUqwb+LkMfamDynBDMyHtkdKduVHdlmyGOM/wB2m/INb6IGId87tpXk4PHvTPnQfdDKDu4705y3lgrGNzfLn+97059oQEBW2ck5pO/RDb6IjOQFJyu7p3/GnIoAJLEqen1pAQyMPLZjngr2pAjLvO7DHsOnHtTWxKVmSANtOTmQDj/Z+tR+S4kPdj3zinMyOMRMQJB80h6k1IsYfcruWdew60tXox3stCPdEAnmANIckEnqaTzc4y2cnGF604K0eV2o395h1qHaWUMVfZknjvVR20G7SuyQybYkZGXlsAkcmnRn5WK5AIKk/wB6hw2URio5+XHb60xo9xDyDcyD5iDwKlaIlpWFEo3BAS3AwpHWiRQ10No3Fh0f+tPZROFaUHrwoHTHcUFt0Yd2G0nHTk1S0G3dEbgxoxdy2ecdMU9ZM4KuTG/OSOlSzTLIqhF25PB/DpUKyKC7KBnGMn+L6Ckve1G3ccdgJVpMEDjC/wAPpSxtswpcFMH61HGGOxlZTJtwy56D3qUAqC553HbgUOOtgsrMfA4XKRkEnp6VZijYSnamzB+bPNV4o3J5+6rbQoHb0q1Gyk7STu5AJOMU0+qZPV2N6xcIAVYk9Mdq6XTrnbgleDXGW0ioU2uVI6gdPrW7byEN984xxU8hD7Ha2upeU2SRXYaT4pjSMJKQRXkbX7RqMY596ausSIuQ4yO1Y1KUZrU1hNrQ9tu/Elq0RVCOfWuL1W8RyWBHPeuFbXXwT5uR9eKpXWvNs27s57j+lTSwsYhOpK1kaGrXygttySeprlbu5YPhCORnmkur95yxUuV7g96zGZzvV1A3enVa6Iw6EK70ZK83mSnGB3bPpVEnBB5JJ4LDkCpQ58zZwwVc9O9NL7tyOF+XnP8AEKb01Y73RGHcuyYLdjg/pSySfdbjI+XHUH2JpFZyzuGKgL/31TcMj7AFVW5OB+tPrce2w4MxbY8YUAZ5PQ0W7/vSf3axtzjgimhXZQ6shH3WbFLuWKQMsYCsN2B3pe6MknkdN29GKHrt/pUOVCeYTzxvAHT0p+5lmTazfMpOD0FIGVd5bJYjDehNCElpfqKsZjZVxvK/xdA2aCsjSOUxvX72Ogpodw3yZy46HkAUAqd6ZIBxnDfdpahfS4+Qo+xTgbhkFeM+1N8wY2q7kng80KWlOC4AH3crTlDyKuNpIPSmJadQlUvs3Ept4O3r+NIJCGCMSy9OP4abuWZ8AEEHHuc+tOQsSyBWRxkbzVLzLei0CKCaNTESjDO7FJ57xsVVBhm5HqfenqkxAG37vfuajVAGIbjceSelT11I0e44v5sm/afl4IHarktuiWvms4LnBFVDklYwpXIyCDkCpTOF4djsY8YNLQp3sDKsqsm4AHgY/iqIwNEqEoN6nGQeg96Nod3dcfL6nlTTIV+Y5faM87zTTFohwU+cw2AAcem73qZW2AbsdewqEuoQIy7lY5yPvCpInYSsrhQy8AE9vehptB3ZZG2R1+98vcHqakUg7d6/KTyD3qozgFmVW2n7pH8P0qdAwjxjD9s9xRZbMnRs0rYmT0cqePYVqr8ib93y4yfWs6wiLHLrg/zrQJ2p8xwzDk9s1aVkROxHO42AhQB1z2qlJPx8y8jstPbZ8ydAp+6aoztuDY49CDU7OzBWUh0kisEUjG05z0qu7oFEhySOCvU1FNO4+ZsmQfKeOgqJmYAqUI4yCT1pamke7HOzrLlO3YfSmGTeodwf9nmmgdRkg5yp9PWkjm2naV2r93b707D6aB5j+a3DduAOlI2/b/rFznLeq08II2OQyK38WajeJVfYzY3DduH8VNy6CfqRugbcS33j8vbFOYnKp0KcYBp+S8Wd6bXGMd1qJU37eGJThzmpuEmhSDEGCj902Mg9vpTkQiR+yjsetCyb2+4Seg9x60jb49vlkN3Peh3YvLqPDryAQq5ySen4UCUOzO2G4yqY/lTCRJNtlTIYfdWlXMMokwvHGPX2pJIew0LufO/IU5WpAu0FtqNz8zkd6ZMN0IdEzjO7NErGTEap8xA4zgUMqSv8xA+9l2PjJ2bR0+tKOcjf8y/L0qNfMS3wQFA49gc1K+9EwzckZUD+YqnoStxokwQWPl54Xjn8au22XlWR5AU3Yb1qoscyJ8w2k9PTFS/cVSg5bqDSZSVi3qKJxsLBeuVrNjUsu+XzFKjnd/F6VZWY3CKuw7FODnrUD7nwm0/3gx6tihXJTtIapJUKcnHB9vrTtkSPtUljjgkcUO37zlAZG9P50+RRHHmSTleOB1FK+1hyb2QiDzpiMBuNpAOKbHGjFvlLYGOaWRixAf5duD8nBxUhk3xo4+VcYyo6CqvJInTS6Gt/rg3lluNpO7inRP8AKIgEx79R6UIu87ipYeucYPvTI1Xyd20Kd3GOCahNPQdkyRCQ/ZpOm4nH4YqzCVDPyd+cAn1qrGvmuwCh+Once9TwyfvAynci8H1qwbS2NuzchuWBOBwe1Xpow6j1Jzyaz7PcAfl2jsT0rRO/y+WG71qra3RltotzLuyxBwOOmRWVNNskEYBV24Uj0rZuduGG/gclayLhk2tk8HoPSlJ2KXukUjkriMFsdSeD/wDqoO0RLuzvAztH04pjq7KSfmAPDZ+7SSpth8wSYUdF7mp8pF6bCyRBo1YkkEdj0qFzh1dCCoHAHXNWFdTCz5yCu4KexqEONg34TuVHWhCj7r0FkYSITvx82SM/dNRF5GwZTHgenWnI5aR0VCzdScdBTHU4dv8AZyfekrPQaJV272QbACOo/maj2lVIRiFX82zSxo/y7/kI7HnIpkZJkIdNrEYXngfWjl3aBqzsx6xJHH8r/J95Cp6n3ojLovC5IBDbqREUSPuyXI24xwfpUjEiPYvzf1ppyTYXv0ICiDLRfKc9T3PtUmdsh8wEquM4HQ0eYnmgychjnAHGaezl4W7O33nNVfTUQPEzQtJ8ygH5UHeonjkNurkgENu96neZRGWWQ5P3h3FRt+8jcEbm4I2n+dTotQ13IwPtCkE4jY/eA6Gmsu0D5txJAzjoP6UnlNtkYbmOeHBwPpU0Z8s8qctywI4pbB00ZZt5E3guS5H3R60yW4OcImV6qD1zUJRwqk/KRyQlSTKn+suFxt52jn8frTaS1ZokrMhcnDEEK7HpnkUsqF34kYk8lu4+lLKxZEfYD7envSIMbi0mQG+ZVHah8yJ2Y5WCrlMkkYGTy1Luw/lxnB/iLDv6UkhV93yY242DOPxzSliWHAUZyT7+tPRsb0GyFwySOuW6Ee9EUn7zaH5AznsBTj8mfMO89T70KXaQK0ab2B4PpQtVZksmQFuPvvIfwx6VE+BG+U5XjPansx4jZO+SV7fjTGdg7BCAAPmz2/xpDkk9ENWN4wioNu7J9yfeljLlI1iwpz82etRK2GHmZCDneDgg1Iu6SbJwh7tjrVdNUL0Nm1uhEiK+Su7bx81XG1HduVfuk9P8a5wqV37WChiOasguqkYxkbtx6t7UXVibK5Zu71zljjaflGKbbR/apxGwAb+Hjt61UL7yTnB6KMdqkhufJlV+4GDSsrFK1gukRJpFDrlhtA9aqhWKl+p28Ef4VYunSafeEQMOjg/55qp8vJ/iboQabST0HDWQ8sQVGFZyOpHApiKrSHJLIDx/eBoaYrhUO7gA7u9PlDGRmBjXtjPNSrk6pjBcbZWTdgNxjHJ+lPeQBDs+Ugc5HT2phdWwFAQq3LHuae7kyrmIFWxuA/Q03tqh28iGGVzCxY/KOhI+9UnmEIBkMoHPHPNOdWV925CR8pHYfSmOjSRrtzIN33CKNGwvoKqybyzYZs8PnGwUhVY9hYnB+6e5o+eTeqxDGfmz1FIF3gAKxbH3m6KfQUoOzsTeNrskSEFdy8KpyuRgmkCxoN+SwB/FTTcytGFYqSDyB/OmqAWCtksM8twKNEVLSLsPV97GR0Xrgbe1R5dHPlgjLY/D2qVfvFAQETqei/So5BjlywyflUdT9KasNpIeCkp2OpVV5I9fenR7GjY7yA3zBj1wKi+0AvvdNwxt4/hHvU+TINgC/NjIYdql30uRG6siNJgqBR8zdOmM01ixLLtXfnnnvSyFWYO/BzhhUroXUAqQvXHofWi6Rqo6MjYSeSwLqMHpikwgKyLnLfKfbmpdrhcu6KDwT1pm/wAxdoKjPANHM7ETT2GbQ0kjkkhSFyTkNUsrBVz1XaAB/dprsIVB2syY2njj60hidI/mbzDjgHriq3jYJa2EAbci7CwA5we1OPlPNu/hHUHqKWMbhl8hzzgUwF/MDBM5zlgOaSd3YWpO52sdhBVhgZ603ywu1XXgrk56io4wEXGSVzk5pzMGJdxgsMYokuhcbWsChXk3Rg7pOqsabh0A2qflPIB5pgVsqxyUU4x0pUV8/K6ZHY07tK1xLzLAOV2gHczZJH+e1NWT523jzBjAdjzUQZCxZBgjh19acoKrtMiso79se1LTcnZa7kplZ4Au09eW/wAKYoYENvww456Uq/KXVeRjgU1P9WVcAtgnI7UJ2RSb01uJujlOHOJOgI60RiJkLqPm7E9SPWmRyRucE7GTvjJFAAydzhu65HIo6asI6SEUFIxhgxznnrg96R1DYbbubd908cVJ5eIzcgYKgcnvSI2xSWdXVhlcc4+tG2wlKzGKAIxuTKHtUkAXci/M6H1/lmkYtv2pH8zj7vpQCjoesag4wPUU3qgfNZkjMWQKYx8pwQKRdu4pHu8xh0PG2mFykgkUBmPGPWnMTv3OyhTyD3/3aGrvUnl0sRty+9eCB+dSLyg352tnoepqB33p93A6bh2pXLvlshUB2jsGFNt7FRQohdZEVyBGOSR/FT2VQSf4Gbk56Up5+TuRlDSiM+UPnU+X97jvjoKz9RyWqsR7VikJwwIOQOx+tSPKzSZ8rcAvXd92pSVe2Ax82cgio5E3ZHl5b2P86q63YnHyIU2HK7W39V47VIUz8vzBuuTxt9qcuxm8tclMZAHXNOkZh8hXecZ3D1p63Ek10I2+UxKCm7IIyOlNWQtv8wNuB2inoy7UXarMx5FD7gPLOGbjYOw9qS7MrtYcm2KT5jvOPlHpUTAyMHCHYOGRh1PrUx2Mw7yKMqOwqBx1clySwAwe1F76k9R+8y7lXIx2PelmLo6ryrbeDSKYpoSy5BHydeackSiNELkFecj+lLRaDsRxjePusM9j605Vdiu7O4AnA4xTGkHmKrKTtBH0NODK8ZfLbsYOep+lU4O9w30ZKjBU2INvfBHX3pjkxEBhvYHOQaZBtzhmO0fdI6ilDEtjcxKjl15DfWi1mLoDCYR5bv0oCJEoQybQpyWxyT7U4tiBmQMGA6dhQrCREG0bgeAef8mp6ajeq0EAwG3xng8YPLfWmEqFO5CBH1WpHBV1kPc9FprYyZiPb3qosGuZ27ACoiYghjnbuzyM0mX3YAVm25O3rilRATgIGBOSfU0iyKJpGZv3i43elLXUrYdnfu2KqfLuJA4oRnUsvCD+J8fd9qLgPHG5J+Z8cnv7j2pU+/vLgs3Tnj6UfZJi3Yc0bLGiBC3GevFRERrIQmASv+QKerKFMpZlDHGwmlVWkiOAmOuO4pp21HCLvqRxkO+UDBt3JoG8SMvIPbI4AqQSM6mU4K5xk8YNNXlsK4JZsDFJbi11HEfczgj+InjB9Kjbc6oxTLA5O30qRI2ZjubOxtgB7+9KqpCxdwSvQjNN7iT1u9yOIA+awUEkfKT0IpjI5UOXBRjjZjvVhCsTb2cHsAB2pHZmJK/ez84/2fQVLdpDimlewzd8vz52rwMdR7iliTD7xnaP7vWmTKOcuVAOcY4A96eHmG04IUenfinay0G4oZ5UjMQqkInfOMVIpAXcEK/N8melRvI0gMrvjPGwfxfWpGdnARHG4EN9Paj3h6sYrOHM204zxnilVlwWd/vDI29GNSPGsru+9lK9F7H2qMIuzaqFF/hDdR64p3RK/mQ9gUdJl+QHio5l3zKHbBAy/v71uT6HJbWMUxwS3pWIxbeUIHmfniopzT96BpUpyp6MUNGyqufunA5/nSKrxudxU5+agsYmaMOFyMlhg/hTY1KxIS2MHgde/U1pEi+lyYmMBMLy38JGKiKBnj6s5Hz1Kzs2HkxjnqPbmoycOSoJw2do+8tSrjine46JQqBWVMtxuByPY0MqsoHTcfrS/IzNmH5d33gcAZpsbKVXaGO3gv8A3jScupKe9gTDj5So7cCmlUQ7Izlc8oOv1pIziRixA5wB/WlAVuSyqRnkDBqm3ugs+g87N+8/KODxxTlJ2Ejhw3DY/Sk5+Xj5jjqclj7UmHByV3+iD+H3qEk9x6rcbGHSF9h5JyxHanFij5IGT0JH3vrTFkMsKqMAhvmEfFNVyu6XAdlOD2wKp3uLdWZOVw3ysuxV+bj7vvTPNBjVUVeehb+KkI3Tbtm3Yu3Le9JlQq7j+7wTzzijbQqKuKyJuKmfkYIXd1NOTY3zvtUjjjsfekERB3oyZx97uB7Un7p0O3bvwc46fjQ7bMVtbi+XudSTyo68f5zSA7B5gY5DfMfX2piMFXb5BJHJZj2qTncEi8vB/hJyab02QcrvqJtZUbeqlVO5cDrT0V5CskgAVh8oH9aRwhlGecnDZ7UrRvGzoSQC3yntUt6ji7aMHciQsCVIxhwetQyS/Kg5JyCVB4alLBiqHOUO3I6L9aRUJ3BMNg43ev0otoKyT3De3mM5Hyt0IHapkBOQflRe4/i+tJucPvDKoA2BT1zUJlkXJEQMicEZ4x601rqhte7oOkI8plYEI2PmB5pWBMYVJGZh8uT2X0+tIpESln4OR8g55NNLvtwkgxnr607WHbuiQuVdNyBiAQMdxTVQljjn/aT+E+hpzzDzmUDbtAGc/rTlk2rvchAOalLQm/KyPcyFHEgD7cI2M8+9SRgys8mBuAwwPQH2pqpGUymWUtndjrQrgrkj5xzmnbyC9zQuNTlmtjC8+YwBjZ0rPPPGx2GN3sabv/fIWB3JwVHAx61PP5oYJn5j83sB/U0lDkdolc7m9dSBX3DEShwMA+wpQ2FMaqSG+8T0FSrbym2OeC3X1x6VGSrSFVOzA7HgmnLQi1gSPfEVR8ADqf4jTVl5BPUL859TTo3Me35jI/8AFgfypq7VO6IfK7ZJ7gfSjdlX6j/P5Usm9SPTgmoiu4rtk8sjJYj7uO2aX5/M4PDdiOlJ5gbzIgxwp6ev+eadrbCtdaDiscj7nI3nlSOntTm3Myjkn+P096aroyLtyBn5j6VJhfLGzIOOF9KHoJ2S0NfSLO2mEpupArLyrAdB6VmXEccc7GIFVbjeaRH8vL5Y+ox3phduRyXZuDnpUxvuEt7kPBicgsrjp6n3NOG426jao3Dsfv08nht/zv3PrSK21M7lOB8i7fu1T2uV7r6DAMqwcnplc9/UU6J42uiNjA4xnGM0si74xiQgjo/YU5HfeEJymOW9f/r0nqhb62IggDsDyynK5PNSMATnYn3eABSZcyGUR87cBs9KaHaOMttIHHOaE3Kwb6jmQjy3D8hvmDc4FSYxM2VyGHGPX1zSQgrE7Mo8xvXuPSoZAWZYvuoO+aGr2KWlh7PskG3q/YjNSTlnZNg4HUmocOWzkqvff1I9qdvQjKFgi8spHP8A+uh7aEq7VxxCtsTdgnnK/wDoOKarDycFdn9OabCxQngKZM8L1FOhiCowc7mHOMfeoTsx27gJA4L9N2MkjoPWo9wtyzIwIfoxHGKljb7uTuU/ln/ClAiXdGig44wOcZpWaHzW0GhNn+rUKxIbn+P39qccptVwG53fLUa4aPls87cDoKe+UUjqdwC/lT3FKyGzANLuXAz0Q9/rUhQg7nb+EZWo13SSyLuQlu564pcojLGMlDxmhKyJurirxl3HLN0AwKcWXf5mScj5B6fWo1yrDBBCnI3dKkmIjGSY3XPOexqXuNan/9k=
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.