-> None:    from zep_python import ZepClient    import time    client = ZepClient(ZEP_API_URL, ZEP_API_KEY)    while True:        c = await client.document.aget_collection(collection_name)        print(            "Embedding status: "            f"{c.document_embedded_count}/{c.document_count} documents embedded"        )        time.sleep(1)        if c.status == "ready":            breakawait wait_for_ready(collection_name)    Embedding status: 0/402 documents embedded    Embedding status: 0/402 documents embedded    Embedding status: 402/402 documents embeddedSimarility Search Query over the Collection‚Äã# query itquery = "what is the structure of our solar system?"docs_scores = await vs.asimilarity_search_with_relevance_scores(query, k=3)# print resultsfor d, s in docs_scores:    print(d.page_content, " -> ", s, "\n====\n")    Tables necessary to determine the places of the planets are not less    necessary than those for the sun, moon, and stars. Some notion of the    number and complexity of these tables may be formed, when we state that    the positions of the two principal planets, (and these are the most    necessary for the navigator,) Jupiter and Saturn, require each not less    than one hundred and sixteen tables. Yet it is not only necessary to    predict the position of these bodies, but it is likewise expedient to  ->  0.8998482592744614     ====        tabulate the motions of the four satellites of Jupiter, to predict the    exact times at which they enter his shadow, and at which their shadows    cross his disc, as well as the times at which they are interposed    between him and the Earth, and he between them and the Earth.        Among the extensive classes of tables here enumerated, there are several    which are in their nature permanent and unalterable, and would never    require to be recomputed, if they could once be computed with perfect  ->  0.8976143854195493     ====        the scheme of notation thus applied, immediately suggested the
Zep is an open-source long-term memory store for LLM applications. Zep makes it easy to add relevant documents,
Zep is an open-source long-term memory store for LLM applications. Zep makes it easy to add relevant documents, ->: -> None:    from zep_python import ZepClient    import time    client = ZepClient(ZEP_API_URL, ZEP_API_KEY)    while True:        c = await client.document.aget_collection(collection_name)        print(            "Embedding status: "            f"{c.document_embedded_count}/{c.document_count} documents embedded"        )        time.sleep(1)        if c.status == "ready":            breakawait wait_for_ready(collection_name)    Embedding status: 0/402 documents embedded    Embedding status: 0/402 documents embedded    Embedding status: 402/402 documents embeddedSimarility Search Query over the Collection‚Äã# query itquery = "what is the structure of our solar system?"docs_scores = await vs.asimilarity_search_with_relevance_scores(query, k=3)# print resultsfor d, s in docs_scores:    print(d.page_content, " -> ", s, "\n====\n")    Tables necessary to determine the places of the planets are not less    necessary than those for the sun, moon, and stars. Some notion of the    number and complexity of these tables may be formed, when we state that    the positions of the two principal planets, (and these are the most    necessary for the navigator,) Jupiter and Saturn, require each not less    than one hundred and sixteen tables. Yet it is not only necessary to    predict the position of these bodies, but it is likewise expedient to  ->  0.8998482592744614     ====        tabulate the motions of the four satellites of Jupiter, to predict the    exact times at which they enter his shadow, and at which their shadows    cross his disc, as well as the times at which they are interposed    between him and the Earth, and he between them and the Earth.        Among the extensive classes of tables here enumerated, there are several    which are in their nature permanent and unalterable, and would never    require to be recomputed, if they could once be computed with perfect  ->  0.8976143854195493     ====        the scheme of notation thus applied, immediately suggested the