From 4f2d07c16ec4a28d92d00a1c8bf15abcad303e41 Mon Sep 17 00:00:00 2001 From: Evan McKinney Date: Sun, 26 Nov 2023 17:43:32 -0500 Subject: [PATCH] move pylatexenc to core deps --- mirage_demo.ipynb | 22 +++++++++++----------- pyproject.toml | 3 ++- 2 files changed, 13 insertions(+), 12 deletions(-) diff --git a/mirage_demo.ipynb b/mirage_demo.ipynb index 95ceec4..7344231 100644 --- a/mirage_demo.ipynb +++ b/mirage_demo.ipynb @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -52,14 +52,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "Loading qft_n4 from QASMBench\n" + "Loading qft_n4 from QiskitCircuitInterface\n" ] }, { "data": { - "image/png": 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"text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -77,7 +77,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "metadata": { "id": "wcK3U41JIjJT" }, @@ -116,7 +116,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -128,12 +128,12 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] }, - "execution_count": 7, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -144,7 +144,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { "id": "eAoSOVgoFa2a" }, @@ -165,7 +165,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "colab": { "base_uri": "https://localhost:8080/", diff --git a/pyproject.toml b/pyproject.toml index 94f3fb4..26ae83a 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -20,12 +20,13 @@ dependencies = [ "qiskit==0.43.3", "qiskit-terra @ git+https://github.com/evmckinney9/qiskit-evmckinney9.git@sqisw-gate", "networkx", + "pylatexenc", ] [project.optional-dependencies] core = [ "monodromy @ git+https://github.com/evmckinney9/monodromy.git", - "transpile_benchy @ git+https://github.com/evmckinney9/transpile_benchy.git@no-mqt", + "transpile_benchy @ git+https://github.com/evmckinney9/transpile_benchy.git", ] dev = [ "pre-commit",