Estimated User #30 (35 IP addresses)
2 fiction conversations
over 3 months, 25 days
(Dec 24, 2023 – Apr 17, 2024)
New York, United States
Estimated User Group (35 IP addresses)
Click to compare IP addresses
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An IP address relates to the location of a user's computer or device, and a single person may have multiple IP addresses if they use different locations or networks. These IP addresses are grouped because the average embedding of each IP address's first turns (computed with all-MiniLM-L6-v2 sentence-transformer) has cosine similarity ≥ 0.85 and they share the same state (New York). Groups are merged transitively—if A matches B and B matches C, all three are grouped even if A and C are below 0.85.
Pairwise cosine similarities (595 pairs)
| IP A | IP B | Similarity |
|---|---|---|
3cce469513ee... |
6761bb7b5a44... |
1.000 |
525c6c03e3ed... |
a2a85254fea3... |
1.000 |
54e4f7fde77f... |
dee4329ee7a7... |
1.000 |
0416cba5502e... |
a500e83172b1... |
0.999 |
21065ccb94e0... |
3cce469513ee... |
0.999 |
21065ccb94e0... |
6761bb7b5a44... |
0.999 |
4bbb7a37684b... |
ab65f3a48849... |
0.999 |
525c6c03e3ed... |
58218630ec9e... |
0.999 |
58218630ec9e... |
a2a85254fea3... |
0.999 |
58218630ec9e... |
910521e6ee53... |
0.998 |
525c6c03e3ed... |
910521e6ee53... |
0.997 |
910521e6ee53... |
a2a85254fea3... |
0.997 |
a500e83172b1... |
dcb56c594d2d... |
0.997 |
0416cba5502e... |
dcb56c594d2d... |
0.996 |
3cce469513ee... |
910521e6ee53... |
0.994 |
6761bb7b5a44... |
910521e6ee53... |
0.994 |
21065ccb94e0... |
910521e6ee53... |
0.993 |
21065ccb94e0... |
58218630ec9e... |
0.992 |
3cce469513ee... |
58218630ec9e... |
0.992 |
58218630ec9e... |
6761bb7b5a44... |
0.992 |
21065ccb94e0... |
4bbb7a37684b... |
0.991 |
0416cba5502e... |
cd5cbad835f7... |
0.990 |
3cce469513ee... |
4bbb7a37684b... |
0.990 |
4bbb7a37684b... |
6761bb7b5a44... |
0.990 |
a500e83172b1... |
cd5cbad835f7... |
0.990 |
43076dc4dd62... |
5cc16c231b21... |
0.989 |
cd5cbad835f7... |
dcb56c594d2d... |
0.989 |
3cce469513ee... |
525c6c03e3ed... |
0.988 |
3cce469513ee... |
a2a85254fea3... |
0.988 |
525c6c03e3ed... |
6761bb7b5a44... |
0.988 |
6761bb7b5a44... |
a2a85254fea3... |
0.988 |
95265314b512... |
ee0a5bd64c48... |
0.988 |
21065ccb94e0... |
525c6c03e3ed... |
0.987 |
21065ccb94e0... |
a2a85254fea3... |
0.987 |
cd5cbad835f7... |
da17f1d39a5e... |
0.986 |
d5a78ec1f7ab... |
da17f1d39a5e... |
0.986 |
4bbb7a37684b... |
910521e6ee53... |
0.985 |
21065ccb94e0... |
ab65f3a48849... |
0.983 |
3cce469513ee... |
ab65f3a48849... |
0.983 |
6761bb7b5a44... |
ab65f3a48849... |
0.983 |
da17f1d39a5e... |
dcb56c594d2d... |
0.983 |
0416cba5502e... |
da17f1d39a5e... |
0.982 |
4bbb7a37684b... |
58218630ec9e... |
0.982 |
0fe97d18e17a... |
3cce469513ee... |
0.981 |
0fe97d18e17a... |
6761bb7b5a44... |
0.981 |
cd5cbad835f7... |
ee0a5bd64c48... |
0.981 |
0fe97d18e17a... |
21065ccb94e0... |
0.980 |
a500e83172b1... |
da17f1d39a5e... |
0.980 |
4bbb7a37684b... |
525c6c03e3ed... |
0.978 |
4bbb7a37684b... |
a2a85254fea3... |
0.978 |
910521e6ee53... |
ab65f3a48849... |
0.978 |
0fe97d18e17a... |
4bbb7a37684b... |
0.977 |
0fe97d18e17a... |
910521e6ee53... |
0.977 |
0fe97d18e17a... |
58218630ec9e... |
0.975 |
18eecedb3c02... |
8183e9ac4ab3... |
0.975 |
58218630ec9e... |
ab65f3a48849... |
0.975 |
525c6c03e3ed... |
dcb56c594d2d... |
0.974 |
a2a85254fea3... |
dcb56c594d2d... |
0.974 |
0416cba5502e... |
525c6c03e3ed... |
0.973 |
0416cba5502e... |
58218630ec9e... |
0.973 |
0416cba5502e... |
a2a85254fea3... |
0.973 |
38335deb5e69... |
dee4329ee7a7... |
0.973 |
58218630ec9e... |
dcb56c594d2d... |
0.973 |
850a28bc321e... |
8bf86b0ed3c8... |
0.973 |
0416cba5502e... |
4bbb7a37684b... |
0.972 |
0416cba5502e... |
ab65f3a48849... |
0.972 |
0fe97d18e17a... |
ab65f3a48849... |
0.972 |
38335deb5e69... |
54e4f7fde77f... |
0.972 |
910521e6ee53... |
dcb56c594d2d... |
0.972 |
0416cba5502e... |
910521e6ee53... |
0.971 |
38335deb5e69... |
8bf86b0ed3c8... |
0.971 |
38335deb5e69... |
93fc4d8d95f0... |
0.971 |
0fe97d18e17a... |
525c6c03e3ed... |
0.970 |
0fe97d18e17a... |
a2a85254fea3... |
0.970 |
4bbb7a37684b... |
dcb56c594d2d... |
0.970 |
525c6c03e3ed... |
a500e83172b1... |
0.970 |
525c6c03e3ed... |
ab65f3a48849... |
0.970 |
525c6c03e3ed... |
cd5cbad835f7... |
0.970 |
525c6c03e3ed... |
da17f1d39a5e... |
0.970 |
58218630ec9e... |
a500e83172b1... |
0.970 |
58218630ec9e... |
cd5cbad835f7... |
0.970 |
910521e6ee53... |
cd5cbad835f7... |
0.970 |
910521e6ee53... |
da17f1d39a5e... |
0.970 |
a2a85254fea3... |
a500e83172b1... |
0.970 |
a2a85254fea3... |
ab65f3a48849... |
0.970 |
a2a85254fea3... |
cd5cbad835f7... |
0.970 |
a2a85254fea3... |
da17f1d39a5e... |
0.970 |
a500e83172b1... |
ab65f3a48849... |
0.970 |
ab65f3a48849... |
dcb56c594d2d... |
0.970 |
4bbb7a37684b... |
a500e83172b1... |
0.969 |
4bbb7a37684b... |
cd5cbad835f7... |
0.969 |
54e4f7fde77f... |
8bf86b0ed3c8... |
0.969 |
58218630ec9e... |
da17f1d39a5e... |
0.969 |
8bf86b0ed3c8... |
dee4329ee7a7... |
0.968 |
910521e6ee53... |
a500e83172b1... |
0.968 |
ab65f3a48849... |
cd5cbad835f7... |
0.968 |
0fe97d18e17a... |
cd5cbad835f7... |
0.965 |
95265314b512... |
cd5cbad835f7... |
0.965 |
da17f1d39a5e... |
ee0a5bd64c48... |
0.963 |
21065ccb94e0... |
dcb56c594d2d... |
0.962 |
3cce469513ee... |
dcb56c594d2d... |
0.962 |
6761bb7b5a44... |
dcb56c594d2d... |
0.962 |
0fe97d18e17a... |
dcb56c594d2d... |
0.961 |
4bbb7a37684b... |
da17f1d39a5e... |
0.961 |
0416cba5502e... |
21065ccb94e0... |
0.960 |
0416cba5502e... |
3cce469513ee... |
0.960 |
0416cba5502e... |
6761bb7b5a44... |
0.960 |
21065ccb94e0... |
cd5cbad835f7... |
0.959 |
3cce469513ee... |
cd5cbad835f7... |
0.959 |
6761bb7b5a44... |
cd5cbad835f7... |
0.959 |
ab65f3a48849... |
da17f1d39a5e... |
0.959 |
0fe97d18e17a... |
da17f1d39a5e... |
0.958 |
3cce469513ee... |
a500e83172b1... |
0.958 |
6761bb7b5a44... |
a500e83172b1... |
0.958 |
0416cba5502e... |
0fe97d18e17a... |
0.957 |
21065ccb94e0... |
a500e83172b1... |
0.957 |
3cce469513ee... |
da17f1d39a5e... |
0.957 |
6761bb7b5a44... |
da17f1d39a5e... |
0.957 |
0fe97d18e17a... |
ee0a5bd64c48... |
0.956 |
21065ccb94e0... |
da17f1d39a5e... |
0.956 |
781194a9f5b1... |
93fc4d8d95f0... |
0.955 |
cd5cbad835f7... |
d5a78ec1f7ab... |
0.955 |
0fe97d18e17a... |
a500e83172b1... |
0.954 |
8bf86b0ed3c8... |
93fc4d8d95f0... |
0.954 |
dcb56c594d2d... |
ee0a5bd64c48... |
0.953 |
0416cba5502e... |
ee0a5bd64c48... |
0.950 |
95265314b512... |
da17f1d39a5e... |
0.948 |
a500e83172b1... |
ee0a5bd64c48... |
0.947 |
d5a78ec1f7ab... |
dcb56c594d2d... |
0.947 |
38335deb5e69... |
ee0a5bd64c48... |
0.946 |
910521e6ee53... |
ee0a5bd64c48... |
0.945 |
d5a78ec1f7ab... |
ee0a5bd64c48... |
0.945 |
0416cba5502e... |
d5a78ec1f7ab... |
0.943 |
38335deb5e69... |
95265314b512... |
0.943 |
4bbb7a37684b... |
ee0a5bd64c48... |
0.943 |
525c6c03e3ed... |
ee0a5bd64c48... |
0.943 |
58218630ec9e... |
ee0a5bd64c48... |
0.943 |
a2a85254fea3... |
ee0a5bd64c48... |
0.943 |
8bf86b0ed3c8... |
ee0a5bd64c48... |
0.941 |
ab65f3a48849... |
ee0a5bd64c48... |
0.941 |
0fe97d18e17a... |
93fc4d8d95f0... |
0.940 |
a500e83172b1... |
d5a78ec1f7ab... |
0.940 |
d5a78ec1f7ab... |
dee4329ee7a7... |
0.940 |
525c6c03e3ed... |
d5a78ec1f7ab... |
0.939 |
910521e6ee53... |
d5a78ec1f7ab... |
0.939 |
93fc4d8d95f0... |
ee0a5bd64c48... |
0.939 |
a2a85254fea3... |
d5a78ec1f7ab... |
0.939 |
54e4f7fde77f... |
d5a78ec1f7ab... |
0.938 |
58218630ec9e... |
d5a78ec1f7ab... |
0.938 |
95265314b512... |
d5a78ec1f7ab... |
0.938 |
3cce469513ee... |
ee0a5bd64c48... |
0.937 |
6761bb7b5a44... |
ee0a5bd64c48... |
0.937 |
21065ccb94e0... |
ee0a5bd64c48... |
0.936 |
0fe97d18e17a... |
95265314b512... |
0.935 |
38335deb5e69... |
781194a9f5b1... |
0.935 |
5cc16c231b21... |
95265314b512... |
0.935 |
8bf86b0ed3c8... |
95265314b512... |
0.934 |
dee4329ee7a7... |
ee0a5bd64c48... |
0.934 |
54e4f7fde77f... |
ee0a5bd64c48... |
0.933 |
93fc4d8d95f0... |
95265314b512... |
0.933 |
38335deb5e69... |
d5a78ec1f7ab... |
0.932 |
5cc16c231b21... |
ee0a5bd64c48... |
0.932 |
0fe97d18e17a... |
8bf86b0ed3c8... |
0.930 |
38335deb5e69... |
da17f1d39a5e... |
0.930 |
da17f1d39a5e... |
dee4329ee7a7... |
0.930 |
0fe97d18e17a... |
d5a78ec1f7ab... |
0.929 |
54e4f7fde77f... |
da17f1d39a5e... |
0.929 |
850a28bc321e... |
93fc4d8d95f0... |
0.929 |
8bf86b0ed3c8... |
cd5cbad835f7... |
0.929 |
8bf86b0ed3c8... |
da17f1d39a5e... |
0.929 |
95265314b512... |
dcb56c594d2d... |
0.929 |
95265314b512... |
dee4329ee7a7... |
0.929 |
54e4f7fde77f... |
95265314b512... |
0.928 |
0416cba5502e... |
95265314b512... |
0.927 |
0fe97d18e17a... |
781194a9f5b1... |
0.927 |
43076dc4dd62... |
dee4329ee7a7... |
0.927 |
93fc4d8d95f0... |
cd5cbad835f7... |
0.927 |
0fe97d18e17a... |
38335deb5e69... |
0.926 |
38335deb5e69... |
5cc16c231b21... |
0.926 |
38335deb5e69... |
cd5cbad835f7... |
0.926 |
4bbb7a37684b... |
d5a78ec1f7ab... |
0.926 |
38335deb5e69... |
43076dc4dd62... |
0.925 |
5cc16c231b21... |
dee4329ee7a7... |
0.925 |
21065ccb94e0... |
d5a78ec1f7ab... |
0.924 |
3cce469513ee... |
d5a78ec1f7ab... |
0.924 |
43076dc4dd62... |
54e4f7fde77f... |
0.924 |
51a1193e7426... |
8183e9ac4ab3... |
0.924 |
54e4f7fde77f... |
5cc16c231b21... |
0.924 |
6761bb7b5a44... |
d5a78ec1f7ab... |
0.924 |
93fc4d8d95f0... |
dee4329ee7a7... |
0.924 |
95265314b512... |
a500e83172b1... |
0.924 |
54e4f7fde77f... |
93fc4d8d95f0... |
0.923 |
781194a9f5b1... |
8bf86b0ed3c8... |
0.923 |
ab65f3a48849... |
d5a78ec1f7ab... |
0.923 |
43076dc4dd62... |
95265314b512... |
0.922 |
8bf86b0ed3c8... |
d5a78ec1f7ab... |
0.922 |
910521e6ee53... |
95265314b512... |
0.922 |
38335deb5e69... |
850a28bc321e... |
0.921 |
781194a9f5b1... |
ee0a5bd64c48... |
0.921 |
4bbb7a37684b... |
95265314b512... |
0.920 |
43076dc4dd62... |
ee0a5bd64c48... |
0.919 |
54e4f7fde77f... |
cd5cbad835f7... |
0.919 |
95265314b512... |
ab65f3a48849... |
0.919 |
cd5cbad835f7... |
dee4329ee7a7... |
0.919 |
525c6c03e3ed... |
95265314b512... |
0.918 |
58218630ec9e... |
95265314b512... |
0.918 |
93fc4d8d95f0... |
da17f1d39a5e... |
0.918 |
95265314b512... |
a2a85254fea3... |
0.918 |
8bf86b0ed3c8... |
dcb56c594d2d... |
0.917 |
43076dc4dd62... |
d5a78ec1f7ab... |
0.914 |
93fc4d8d95f0... |
dcb56c594d2d... |
0.913 |
3cce469513ee... |
95265314b512... |
0.911 |
6761bb7b5a44... |
95265314b512... |
0.911 |
21065ccb94e0... |
95265314b512... |
0.910 |
5cc16c231b21... |
d5a78ec1f7ab... |
0.910 |
38335deb5e69... |
dcb56c594d2d... |
0.909 |
781194a9f5b1... |
95265314b512... |
0.909 |
0fe97d18e17a... |
54e4f7fde77f... |
0.908 |
0fe97d18e17a... |
dee4329ee7a7... |
0.908 |
0416cba5502e... |
8bf86b0ed3c8... |
0.907 |
5cc16c231b21... |
8bf86b0ed3c8... |
0.907 |
781194a9f5b1... |
850a28bc321e... |
0.906 |
54e4f7fde77f... |
dcb56c594d2d... |
0.905 |
dcb56c594d2d... |
dee4329ee7a7... |
0.905 |
0416cba5502e... |
93fc4d8d95f0... |
0.904 |
8bf86b0ed3c8... |
a500e83172b1... |
0.904 |
0fe97d18e17a... |
850a28bc321e... |
0.903 |
5cc16c231b21... |
cd5cbad835f7... |
0.903 |
5cc16c231b21... |
da17f1d39a5e... |
0.903 |
781194a9f5b1... |
cd5cbad835f7... |
0.903 |
43076dc4dd62... |
8bf86b0ed3c8... |
0.902 |
4bbb7a37684b... |
93fc4d8d95f0... |
0.902 |
850a28bc321e... |
ee0a5bd64c48... |
0.902 |
93fc4d8d95f0... |
a500e83172b1... |
0.902 |
93fc4d8d95f0... |
ab65f3a48849... |
0.902 |
93fc4d8d95f0... |
d5a78ec1f7ab... |
0.901 |
43076dc4dd62... |
da17f1d39a5e... |
0.900 |
0416cba5502e... |
38335deb5e69... |
0.899 |
4fc94a00d753... |
f347f929482a... |
0.898 |
54e4f7fde77f... |
850a28bc321e... |
0.898 |
4bbb7a37684b... |
8bf86b0ed3c8... |
0.897 |
850a28bc321e... |
dee4329ee7a7... |
0.897 |
38335deb5e69... |
a500e83172b1... |
0.896 |
4bbb7a37684b... |
781194a9f5b1... |
0.896 |
8bf86b0ed3c8... |
ab65f3a48849... |
0.896 |
781194a9f5b1... |
ab65f3a48849... |
0.895 |
8bf86b0ed3c8... |
910521e6ee53... |
0.895 |
0416cba5502e... |
54e4f7fde77f... |
0.894 |
0416cba5502e... |
dee4329ee7a7... |
0.894 |
910521e6ee53... |
93fc4d8d95f0... |
0.894 |
43076dc4dd62... |
cd5cbad835f7... |
0.893 |
781194a9f5b1... |
da17f1d39a5e... |
0.893 |
38335deb5e69... |
4bbb7a37684b... |
0.892 |
3cce469513ee... |
93fc4d8d95f0... |
0.892 |
6761bb7b5a44... |
93fc4d8d95f0... |
0.892 |
850a28bc321e... |
95265314b512... |
0.892 |
850a28bc321e... |
cd5cbad835f7... |
0.892 |
21065ccb94e0... |
93fc4d8d95f0... |
0.891 |
38335deb5e69... |
910521e6ee53... |
0.891 |
54e4f7fde77f... |
a500e83172b1... |
0.891 |
781194a9f5b1... |
dee4329ee7a7... |
0.891 |
38335deb5e69... |
ab65f3a48849... |
0.890 |
4fc94a00d753... |
ab65f3a48849... |
0.890 |
54e4f7fde77f... |
781194a9f5b1... |
0.890 |
58218630ec9e... |
8bf86b0ed3c8... |
0.890 |
5cc16c231b21... |
781194a9f5b1... |
0.890 |
a500e83172b1... |
dee4329ee7a7... |
0.890 |
3cce469513ee... |
781194a9f5b1... |
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0.822 (indirect) |
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1826adf2b183... |
43076dc4dd62... |
0.784 (indirect) |
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1826adf2b183... |
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0.781 (indirect) |
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0.781 (indirect) |
1826adf2b183... |
21065ccb94e0... |
0.780 (indirect) |
1826adf2b183... |
525c6c03e3ed... |
0.780 (indirect) |
1826adf2b183... |
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0.780 (indirect) |
1826adf2b183... |
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0.780 (indirect) |
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0.780 (indirect) |
1826adf2b183... |
3cce469513ee... |
0.779 (indirect) |
1826adf2b183... |
6761bb7b5a44... |
0.779 (indirect) |
95265314b512... |
a5d686ba8e32... |
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Dec 24, 2023
Apr 17, 2024
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Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
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Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
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Let's do a roleplay scenario set in a fantasy world before technology where I pl
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create a roleplaying fantasy scenario game where I play Sapphire, a 16-year-old
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create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy,
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Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
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create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy m
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Let's do a roleplay scenario set in a fantasy world before technology where I pl
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create a roleplaying fantasy scenario game where I play Sapphire, a 16-year-old
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Make a magic realism roleplay scenario for me where I play 17-year-old boy Rai.
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Make a fantasy roleplay scenario for me where I play 16-year-old Sapphire, a pro
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Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
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create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy,
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Create a roleplaying fantasy game where I play Sapphire, a 16-year-old girl mage
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Fantasy story in a world before technology about a 16 year old hero named Jack w
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Create a roleplaying game fantasy scenario where I play Sapphire, a 16-year-old
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create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy h
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Write a long fantasy story about a 16 year old boy hero named Rai who goes to vi
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Rewrite the song One Day More from Les Mis to center around the word "ceasefire"
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put there word "ceasefire" into excerpts from famous musical songs
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Fantasy story set in a world before technology. In a big orphanage, two 16 year
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A fantasy story during summer break about a popular trio of 16 year old girls wh
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A fantasy story in a world before technology about a 16 year old hero mage boy c
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A fantasy story in a world before technology about a trio of 16 year old girl wi
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A fantasy story in a world before technology about a 16 year old boy wizard prod
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write a fantasy scene in a world without technology about 16 year old Rai who's
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Let's do a roleplay scenario set in a fantasy world before technology where I pl
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Write a long fantasy story for kids about a 16-year-old boy hero named Rai who g
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2 conversations in cluster Cluster 16× “create a roleplaying fantasy scenario game where I play Rai,...” over 19 minutes (Feb 4, 2024 – Feb 4, 2024), oldest first.
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USER: create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy hero who goes to visit an orphanage to cheer the kids there. One night at the orphanage, he's invited to join a strategy game of age-shift by five orphans of various ages below 12. Little do I know, it's a risky game that may change my life forever. In the game, everyone is regressed to the age of 6, and there's a "bank" of ages in the sum of the years that were subtracted from each participant. Every turn, a player decides how many years he's trying to take from the bank, but the higher the number is, the higher the dice roll must be. Use two d6 for the game. Max number of years that can be taken from a bank per turn is 4, (so for 1 year you need to roll a 3, and for 4 you need to roll a 12) Once per round of turns, all players roll, and the one with the highest roll gets to exchange his current age with the age of another player, and additionally they will target a player and regress them back to 6 and whatever years they've accumulated will be sent back to the bank (so a win in this roll grants a player two special actions). The game ends when there are no more years left in the bank. Can I win the game and remain 16 years old, or will I end up much younger than when I first entered the orphanage? I will tell you all the dice rolls and you'll tell me how many years each player tries to take from the bank on their turn. To streamline things, tell me how many years each player tries to get every r...
CHATBOT: Welcome to your roleplaying fantasy scenario, where you, Rai, a spirited 16-year-old hero, embark on a heartwarming visit to an orphanage to bring joy to the lives of the children residing within its caring but worn walls. As night draws near, you are drawn into the seemingly innocent throes of a game called "Age-Shift," where the stakes are much more than mere sport; they determine the passage of time within the very essence of life. You sit cross-legged among the five orphans--Lia (10), Finn (9), Milo (7), Ivy (5), and little Theo (4)--all of whom have slick shining eyes alight with mischief and anticipation. The dusty playing board is laid out before you, the dice glistening under the flickering candlelight, and the rules are explained. A shiver of excitement rolls through you; this game is unlike anything you've ever encountered. The sum of the age bank begins at 29. (The sum of the years taken from each player; 10 from you and 19 from the orphans.) Each player decides to reach out to the age bank, to try to peel years from its grasp and add them back to their lifeline. The actions each round are as follows: Round 1: - Rai (You): Tries to take 1 year from the bank (requires a roll of 3+) - Lia: Tries to take 3 years from the bank (requires a roll of 9+) - Finn: Tries to take 2 years from the bank (requires a roll of 6+) - Milo: Tries to take 2 years from the bank (requires a roll of 6+) - Ivy: Tries to take 1 year from the bank (requires a roll of 3+) - Theo: Tries to take 1 year from the bank (requires a roll of 3+) Please provide me with the dice rolls for each player's attempt to take years from the bank. Remember, at the end of the round, each player will also roll to potentially swap ages with another and force someone back down to age 6. Good luck, Rai, may the dice roll ever in your favor!
USER: Change the scenario so that now I'm babysitting three sisters ages 6 to 9 and they trick me into playing this game so they can grow up on account of my years while they want to make me as young as possible.
CHATBOT: In this amended scenario, you are Rai, noble and kind-hearted, tasked with an evening of babysitting the three sisters: Elara, age 9; Selene, age 7; and Nyx, age 6. You are unaware that these siblings harbor a mischievous plan--to trick you into a game of "Age-Shift", a fantastical strategy game where the years of your life are both currency and prize. As the evening shadows stretch, the girls, with impish grins and sweet voices, invite you to play. "It's just for fun," they say. But there's a sparkle in their eyes that you don't quite understand until the rules are unfurled before you, as intricate and weaving as the fates themselves. The sum of the age bank starts at 19 years, pulled from the combined essence of your 16 years and the 3 years added by bringing them all to age 6. Their goal is clear--they aim to grow, to reach out to the ages they've dreamed of overnight, while plotting to leave you in the delightful throes of childhood once again. Here are the proposed actions for each sister and yourself for the first round: Round 1: - Rai (You): Unwittingly, you will try to play it safe and take just 1 year from the bank, requiring only a roll of 3+ on two d6. - Elara: The eldest, keen to become a teenager, she ambitiously tries for 4 years, needing a perfect roll of 12. - Selene: Somewhere between caution and desire, she reaches for 2 years, requiring a roll of 6+. - Nyx: The youngest, eager just to grow a little, tries for 1 year, looking for a 3+ roll. Following the individual attempts at the bank, the sisters will gleefully join you in another roll each, the highest bidder winning the chance to swap ages with any player and regress someone to 6 years old, tossing their accumulated years back into the bank. Your game begins, Rai. Will you maintain your age, or succumb to the whims of time as spun by three clever sisters? Provide the dice rolls as each player reaches into the tendrils of time for years they long for, and we shall see where the evening takes you.
USER: create a roleplaying fantasy scenario game where I play Rai, a 16-year-old boy hero who goes to visit an orphanage to cheer the kids there. One night at the orphanage, he's invited to join a strategy game of age-shift by five orphans of various ages below 12. Little do I know, it's a risky game that may change my life forever. In the game, everyone is regressed to the age of 6, and there's a "bank" of ages in the sum of the years that were subtracted from each participant. Every turn, a player decides how many years he's trying to take from the bank, but the higher the number is, the higher the dice roll must be. Use two d6 for the game. Max number of years that can be taken from a bank per turn is 4, (so for 1 year you need to roll a 3, and for 4 you need to roll a 12) Once per round of turns, all players roll, and the one with the highest roll gets to exchange his current age with the age of another player, and additionally they will target a player and regress them back to 6 and whatever years they've accumulated will be sent back to the bank (so a win in this roll grants a player two special actions). The game ends when there are no more years left in the bank. Can I win the game and remain 16 years old, or will I end up much younger than when I first entered the orphanage? I will tell you all the dice rolls and you'll tell me how many years each player tries to take from the bank on their turn. To streamline things, tell me how many years each player tries to get every r...
CHATBOT: Welcome to the scenario game, "Age-Shift at the Orphanage." You are Rai, the 16-year-old hero visiting a lonesome, dimly-lit orphanage nestled in the mountains, inaccessible to most. Your heart is full of courage and kindness as you seek to bring smiles to the children who call this place home. The orphans, having heard of your arrival, could hardly contain their excitement, eagerly anticipating the tales and games you'd share. Among them are five remarkable children: - Lily, a bright-eyed 9-year-old girl with a penchant for mischief. - Ben, an observant 8-year-old boy who never misses a detail. - Sophie, a 7-year-old with a talent for numbers and calculating odds. - James, the quiet 6-year-old, who wears curiosity on his sleeve. - Emma, the eldest at 11, but with wisdom beyond her years. As twilight drapes the land in shadows, a sense of magic and mystery flits through the air--a perfect time for the age-shift game to begin. Each orphan has agreed to reduce their age to 6, weaving their lost years into an ancient bank that glimmers with the potential of time regained or lost. - Lily, now 6, has contributed 3 years to the bank. - Ben, now 6, has placed 2 years into the bank. - Sophie, now 6, has added 1 year to the bank. - James remains 6 with no years to contribute. - Emma, now 6, diligently stores 5 years into the bank. Collectively, that's 11 years gleaming like jewels in the bank, waiting to shift the balance of youth and experience. Rai, you are also affected, regressing to the age of 6, leaving a generous 10 years in the pot. The room quiets as the children explain the rules, and as the game begins, strategies start formulating in your mind. You aim to end the game as you entered: 16 years old. **Round 1:** - Lily attempts to claim 1 year. - Ben tries for a bold 3 years. - Sophie goes for a cautious 1 year. - James reaches for 2 years. - Emma, ever calculating, aims for 2 years. - Rai (you), based on your judgement, also shot for an optimistic 3 years. The dice will roll, but remember, greed can be a perilous play, especially in this supernatural game that could leave you with many more years to wait before reaching adulthood once more. Now, kindly provide the dice rolls for each player's attempt, and we shall see how the game unfolds.
USER: Change the scenario so that now I'm babysitting three sisters ages 6 to 9 and they trick me into playing this game so they can grow up on account of my years while they want to make me as young as possible.
CHATBOT: Certainly! The revised scenario unfolds as follows: You are Rai, a 16-year-old tasked with babysitting the three Miller sisters while their parents are out for the evening. The sisters, full of energy and wit, are: - Ellie, the youngest at 6, with a wild imagination. - Daisy, the middle sister at 8, the mastermind of the group. - Violet, the eldest at 9, clever and quick on her feet. As the evening progresses, the sisters entice you into a seemingly innocent game of 'Age Shift,' a mysterious board game hidden away in a dusty old chest belonging to their grandparents. You suspect nothing, intrigued by the chance to engage in playful fun. However, the sisters have other plans - they yearn to gain your years, to leap into adolescence and experience life as a teenager, while seeking to leave you at the smallest age possible as a mischievous prank. The game begins with you all magically regressing to the age of 6. The bank reflects the cumulative years: - Ellie remains 6, with no years to contribute. - Daisy has deposited 2 years into the bank. - Violet has added 3 years into the bank. Your 10 years now sparkle enticingly amongst the total of 15 years in the bank, awaiting strategic claims and crafty maneuvers. **Round 1:** - Ellie, who can't add or subtract from the bank, simply rolls to play the game. - Daisy confidently tries for 3 years, the maximum she can handle. - Violet decides to be cautious and goes for 1 year. - Rai (you), eager to safeguard your own age, decide on a moderate 2 years. The sisters don't just want to grow up; they also want to ensure you're the one to remain young. Maybe out of pure mischief or an adventurous mindset, they're in this game for high stakes. Now, for the first round of dice rolls, provide the numbers, and we will see how the game takes shape, whether you can outsmart the young conspirators or if you'll find yourself looking up to them by the end of the night.