Seven Seals: Numerical and Symbolic Representations
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8tWtXVubLUeXxRQiv4mqRu20Y-S1L6iQU8OrMV6WHrkUGhQAIADcceSYXE_ZU1S3roFLH2tornBdU-t5p2ummEgMWVHAheThv3RTE4JYdOUaERenu-vZzBL9ho-qNiwl3iec6Rs06PQA50H8g9l7yZLA9niW5bGWb9CUf2cYJzTbjrByuPLlogQUPv9qxnI8eT04Nq16QjE9zwAR0YaVGX58labS7IrpbqhoBpgdpGfpTYAUWEpBmV2pbYT9n-tPDV_CtooTG1dnFrLXJyY8cLAliZp64RmsiqqAuHpWK09d9jN4rEYLDtbBmXueZUSU4VMpJnO4x9lfB4dXK13NgYg1lDuwdbtOgmTa09Z8CZli-4n332GZrgLdvzGP_bRHh9ZmxowOBY7eR1BPWeX12KtdMzk36rUl02YeA1Dli3Bj-KsXvz-VlPqPrbXkxupFsyfaFbgUGeMnoJJSH7GSlXy7r0TrMiEtmFejutxvtVHbdyu2w54olsyu9yLxGnSXwBRFpEMw-iN7YL5MOJJTbqts_iB6_jCxat-GaViG6SyMI7yHFbDM2RScHVkf9NMsqQlr3MxErfDkUssg9hpIBweQJodmpUJspDbXhH2Vzed3bzzkTAHFDnKkBMcls7oAhWunjlbOD3-jdIR-V_dc4aPoy1CL2XEyJ75J5oC5LE2h2SbX5B-EoxNZiIBzkjAfVQ1XZBuwdtKA0YNZPed9LW_y8kH6iPBYf-dEqyq872KGTqaKclit5uX5Ah3UCOajswpqEFcRLLIwjHzNu0cHpJPNa9WsG-eHl7BDKJIFXorocJWV0ULEnvT9TZHFdvTFtIsybvrEKXMgS9IXC2ZE1hIj2RzR7WGPgzrDT4RgB2JVmrSedJdnRIVzgSWihCy_Y_WJvofmQbddow-FruggaTN7_L2GATvmO-RpaexODLbsG2UmUC58VIqYAyeFryrFm1t7UoJrTswBxHbjxRbynKzRqNTPWjOV_9zTOf5t2cpCYqvvjQ1zrm9iFqgiJEjnK5HcqOc3dkRT-92O4s9ifS6_RNjRJtff651uMW4SwlDpS-1D2LFEPxbglrmbSgmR4yirZ3kjsQjTSRxObY-k8-b_lpKJWNpp3XLB7EVFkI3S7Ki3NIxOakJmHQ4KXkfmTicI_sADVjlDaKixDg2fKnDLyIu8_1xl6RNVCKN_9pB1j0Yr5kJmsQVxI7vsvZf7I1nXa7zU_ihROgh0otGuPw3YcBJX8nYhuHiwLoraBXuOrC-P99dwu9zfmZXnUyLEclv5wrxOfgs6fBxW9pEOQRCSKTdwaGvaLUTshsp6tRpxWZLBsubKvQOngVznJe1LCsEHCDno2FwS7kvvqqIG1iKe87QTV9BS4TkjxVJTmwx9ZRN41cIVm5cS84YgcbLqPPi11GVEtgj3_32flnpaNMYBjzR5gapuY-z7auAGW-CBxMkOXfIxY5ZQHyDecrR781SXum2fFb3DHVlXglfwjIgwZsxMuaAbIkGqREnNeS89HcEpO2aDbTjLz9lnm0oSNQxblSr2wcX-z7cJg-lsFesYwNIpcw-1j652VB9ivDhM-FJIfBLwtckXQX5231El3Hc3M6QRl9B_oUMNFLhtCBghgUbyz85neqjoXZJneSBshAnW5xCVdhB6uW4l1qNO2hYNiY5rvaTDtPM3-dOm2sNgP0A-LcWczslUegnV2iyEktWqgbmOAo18Qr9iVptBcG-DqyHgv56CogfG-08pmsXR0gMpspZNIckHYLDiVMJFCRhG3kdzySPabrNZTf9Avvbjl8d-BVIn6psyWhK-y-bCqYXhDVaBiUloCYMtb385WhoaOD7p0-VLdB_fLefB_ERWevY_l6-QJ0Tx1NGD6UVXQ6QMwQOgSBwMY5xrC8liyzLGUoN49DvBKgRif_uSv_LtHxjE8Yu-f6NIcTvGEY1jdlEkPK0epysLhxw__3bDLgXc5iaGlvZRAkbdV9_KSYMQTtmEIN8zwSlA2OVmeU7zRdYU09yaHrzN2quJxYQPlD6E2clsXwZyYnZZ5xMgU_PT-1gKlGCukmrCfjoGvQun_RSRM2n2z--OjDtQ1IgqN6x91DfwgQgkmVypVv1Jx4dmgnRXeUR9vDOf8JFCPrB9viSywSXgrkLPF5YvGnciEs1ZzEio8UzNoXjQ74i0K_Pf6Qrw3CR0dQRPkmCUbrXVQs8A3s3KdUvR-M6Ha9Mcn6XB8BbU-Xi9aSTxibTfmqXiSnlqz2mwi3pSNnwsqXrr1iR9MnDk7iL_mBSffy4kjE8_-RDnbW5ef_u3vO9sl246s56-6Rpz5C_Luvd9SRLZWplB7nosT_1iWVvZvfVTbS8Lqql3Myb4XILfr2C0ZDaGwkZ8KYCJs9C97qPSIHpR6Lau5IwsPhEMvGcSz7yHDdP9BvxwbQ0UV3ceSi3zNMNHyTxI_p9-NHecvvbL_GZtqSK3I2W0zLpvQ6svx4wq8UtWVwvap3AtFkhGewlVZEeUtH5Fi8gxUAquizuOxQKzzZAcPgxL_HVqmFyfmGkNLRJtJxbHd72TXIwv1gkqmn0AxEeJDnOQduoHcujN9XxcL7Y2aJDo550jQabEy7asL42S_QDd5o0XyGiAbCU_rjtIEN0h0uJbHK3IX-5aTj8xgyHK2YP6QrFyGUxoPGW2qdax86WAW0Ui4Cy16MrINtfs58FE79LPFfEkxLOVFlgXJZXlkFOGysKTtZT7YKeQfv4Vw27SQ5gvncrav0-4U5XXk_cUyxGGQ_-pLmNN0-yp51ZLEMhXcgGmkUia0c04pr6N2Ilk9j2PSD8eVBDKtTMGYL5GuuqvJhW4qCAyFAGjINpDUx8TWRS9wY3lAo_3ERIk-jRo3m07F0QNWoOdg-xKDfLqIEUQvVdttx9x-3-YlRxB4r0GfbgpvKOABU6fQCIX2MpUErMEBFZ7Tro8veiFRzDOUI-YEX7LgetyUZKpL6GPyDZ4feQSLLZKGeoZkC8_jkL5hqlFBTAmLcinNHmVzEhMDB60EuijHb1-UoNx9bhvBuLoVESK6ZlLUCdAuVxM8zSaWqz0cGx9ZOtUYU5JQKpRfo7N5eKWXhFh1rZi3AgiKA0y5wvlR-oJDhsRzEBCyANUnmPwIk-s-Tvzisp_QhEwLCCRnKLpYnTX14mJ83C_mVRvpf7iIlSy9bPXYFj7Fy05G8oigD5l1GN6wtkiHkY_lhIsSqHQU-Cx66XbfY8uaK0R9QUXIsrxjbAxq9TpenZf9D24U1woCSOBRtijbf3tsBYwLMMebj9ZVxdy7rtIavvVd-M9caysoWJCltuqIhy6iGSje3WPGhScsTAldGs1xRnprfaF0KGDPJLDDGC73LxmyyWnRXI3vqgCBWjGY7GQFpY3DhuV_CM4BiCgi7pYgXHgnH5WUR_znEp31a3lHMv6963X9_yv_DYqwgmEYeJiQoC9bmSmRLZwy_5yBgfr41-oe1sds5zenhHxSOt8gShPIs9P6dGPNii1fuc6vICHCJn5xesbeJxty0bdh4OtUw1EW78rocDbJ_HeH3iZ3eSGFNk3WS3kcRvpY5C3hsmLcTsabuiSKlclQ1RoDTQna-mgZnoVGUezalcdPp8LBndQFLAc7yDXJUxck4suA32biPx957EG7M6dSP4W5HUy1KQQ_p00DW76AFSADG7WmN2SWSB5huU07EWIPOTxbvH2jysdVS6xItDv5JRoTfdN4-dNOmAUqP0N7SOOnqZ__QHUv9a_Urmra2oBLrC0InYVksGGSuU9mRTbvWqpg6AMFqJX-YlXaa3ZuA5xHFckRBFAU03LW-RTIkcfpPkoZOz-T1j5cZAoGxM7CslzrZOMUUpLD3QxxlTaQKEYeLaoKI1kckjmtkPwcQUoC6FrIOpUOFVq-O0OtZs3SBiJPM6hmFXosWVl_IsQaGJJDasSVTzD9uIqddqxT0RRff42ZfWTKvOXOVe_ejoJA_UFfwDmvgWpxDlRv04wLzKk_O9GgurC9mqLWV9ApOZUACH0m5i4-TcHC3i3M81fOm2p-EyM-wYLO_FtKexLJ9fkZZedw-lmulVXMSKVz9qr3df7EiboR89Yhmav0W9BfaW6PIPylII_FXywxgH1p8hqFLFR9dck9W-8VcYM9lid4GSWlzje3D6ak4ISVzlhghNRyP9R7kEwlWe7u_R_6lMn9pHoYgN5SYIu4A1sgU7cR_dXNRFyf6GW3kIT_pVodnqf7_GVCv--5yLEU_YtK1Dish3bhp0EnI95WkVlBPNcQOgrsmcacFKmujYpebCW6u2-rkIhiiSKnV8dKIROFLh_SO_2yfNxxLVxzpqLgxwhI-npE0shIKtstbDdFWkbgI1G5MjOrGGE2lCKXgbQcj6s_RzDsHr52uv26IeBNLJs5U8G7GO6N59GZXMoG6BAsG9yR9_iKRjgbo56JAvdISMMwzu_jGizBu5NCzNycvq-1V1infjEm4NlG8349Z7m4VPnYmdql1zbEIbln7U8spPEytnU1xo2QVVzQtF0IBSi3KeuSD_ZzPLXFuta7QkAIuvc_DHjy7QaLbzP-NkrtADbsEx3PXGSvw6Xoe-0Sxwt-6xTs92Bd9yAKGE7YYP-dHJhwethyq2IQT1DG3UyScWdFvL1pG7ZP1c4UkDj14z-RJOCGQWxfrEfo9sKxbLMDbZ9wZJi7vqsu-v8kE7f_78c91iZ8C31v5B9JxGA231eRsPQGGua7YbiKH6pmefFGMnTDxK23bPYwB_4xif805IO0fc6qMLdC4xwg-VT1DBCVdYKxLngScxyxeLbsZMuPc5LDqfr36KsfM9QhXE00qti513AKhKDgaZhTlmRqD1Ow0wG3AGlO2CojnTXrzjcxzZbICs-Bb1X5az0wrAjVVy9zp9Os91l6y3s9G2pRp6Y7BgTtwbcJVxNofr73Uekb9ph5PqPQxIwJpxy0RFce9kiLEpiVZ8FzBOdO0HZAUErfzmHZd9EvPCLqp3UIWfmoaYw2xsm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