Grimza Igg Kalar de Delaam

Commander of the Order of Ancients, Treasurer of Anor Londo, Vice-mayoress of Anor Londo, Officer of the Order of Holy Spirit and Feather of Pushkin, Hamlet chief of Grrencurse and Delaamland, Member of the Emerald Mines Society

Join our Discord Join our Facebook page
Armorial Grimza Igg Kalar de Delaam

Grimza Igg Kalar de Delaam

Grimza Igg Kalar de Delaam

Born on 1651335079

Commander of the Order of Ancients, Treasurer of Anor Londo, Vice-mayoress of Anor Londo, Officer of the Order of Holy Spirit and Feather of Pushkin, Hamlet chief of Grrencurse and Delaamland, Member of the Emerald Mines Society

Heirs: Stanislava “Scribe”: Grand mistress of the Order of Knights of Saint Lawrence, Officer of the Order of Holy Spirit and Ancients, Elder of the brotherhood of Rains in a February, Superior of Cecilland, Knight of the Order of Believers and Feather of Pushkin, Avdey “The First”: Lieutenant general of Anor Londo, Officer of the Order of Ancients, Knight of the Order of Holy Spirit, Rulers and Military Valour, Agafangel Igg Kalar de Delaam: Village chief of Quarry, Priest of Quarry, Officer of the Order of Ancients and Mines, Knight of the Order of Denar, Member of the Sandstone Quarries Society, Tasha Igg Kalar de Delaam: Lady of Arrivalland, Priestess of Arrivalland, Officer of the Order of Ancients and Mines, Hamlet chief of Silvercurse-Iv, Knight of the Order of Rulers, Denar, Agriculture Merit and Merchants.

 24.  502.

Locate on the Map

Igg Kalar de Delaam
House

Ancients
Honorary order

Anor Londo
Province

Anor Londo
Town

Holy Spirit
Honorary order

Feather of Pushkin
Honorary order

Grrencurse
Hamlet

Delaamland
Hamlet

Emerald Mines
Trade society
MDU0Np2HqGpqp4ZZf5BbbamNiKqgroafo4WwbG2mdmuLfm1rmZ+BoKatiJGjmJx6aZSJZG2OaFuY mHacscyjuJGIu1pptbKmtXJofNLXw8uUqZeenoWwZVyklXu6tqOwx42Dl7jeuJGehcKWo9DDWXp9 mpuLmoGr1OOyzdl6rHdcoZeJmplba6qNg5fX2MSRnoXnp6bSvZWxupuai5qBz9TpxNHYu5xnZ7ey obSyqluYmLTP2Ny3kZ6F5ptcoYFZfY+LiLKNhKuUqZfN3sKcZ33ew5ttf3xunJ6BnJSslbDRwdiW pNuyoqxya3iLmpe8wcN2obCDnGdroINkfoNoZouflIymunajr4auamioimV6hGZbnauCnqSoiqWd iK5pXKaUWY1/W26WjZKZlKmBkaGXzIeDlIR4bX98l9jVdpm148De0Hqpe2mhgW14cmt6rdq61OnY dp6cnt6cXKGBf6m5l6iLmoHL1JyDnLC645aY3HZpinJofLu6nYyku3aenMzYqFyhgZixwKOf2du2 y5SpgdLexORaaZ+5nbtyaGba0cXT1JyDnNu7nGdnu7qZvcGbpMfWxYyhp7jR2rrplqOUg2S3s1to lo2GqcTJnZGfmZxnfdDDoW1/fKXYz3aZta+Fo6GGnGp7sL+junJoZrLXv8venIaukYe9iom7dmmM cmhmyOF2mZ+chq7Bp8NaarN2Zo6uqKOLmpfT3um1kZ6brGVoooRZfZGDn9LJdpmfurbP1cGcanmU g3qdn4Jbm6x2maWcg5+giZxoeZSDZI+8rJvY1sDZlKmB29J6qWV43cCmbX9mgtXWtdadnIGtkZqp Wm+fdnV6cmhmi52TvMHDdp+weql7mOG+WXqToqXYzHaZtamDnKWFnGp7tsOdtceXW5iYms7WnIOc t7bjlqmUg2Sssltolqy209DYvpGhl5xnfcSjgG2CeluYmMjI4pyDnNq25JqblINkqcBbaJa+usrU pL7N5cTpmqridmZ4vJxbmJh2nLHMo7iRiLtaabWyprVyaHzV2riMob2Jnp6HrVpss5Kit79baJa0 wNXT5nahrnqpe4zBnVl9kVtolsrKjKGndqGuqsmBXKKVWXqTl6jTjYOt2+bD0JGHvWpnoIRnbYJ6 g8/Usoyhp5TRz77jWmyxdmaOooiCi52VjKGtdp6fiataarF2Znial6/V2rba4pyDnNu7nGdnsL+j unJoZrLXv8vepXacrXq8Z1yngVmJf1tolo2GqcTJnZGfmZxnfdDDoW1/fKLV2rWMob2DnpyOp1ps s5imsbqwl4uagbDW3naenKDYoZjhdmZ4sZtbmJiVzNvYstmRirlaabWmhpRya3qLmoHe0Op2npzD 2KKc03ZmeK6pW5iYpdnU2MTh3rrpWmmfwJptf2Zbm6qmubuchLCRh72Wqdx2Zo68qJ2Lmpefo66G nZGKu3al3sNZen2CpdTMwIykuXaesqrJgVyklVl6fZivi5qBjKS5pr64eqp5XKGXlbq6W2is1MDZ 05yDsqGFqGhqlIZ4lbail4uagarU2rrYkYq5Wmm1poaUcmt6i5qHjKGqhaCRiLlaaZ+Yo76yqKTV 2naZn+a3kZ6FuKOm4XZmeJmlpMrXf4yhq4KenIisZ2+UiHdthHlbnauCnqSohaKii6hoXKaUZX+C Z2qcnoeYopyIr5GaqVpvn3Z1enJoZoudk7zBw3afsHqpe5jhvll6k6Kl2Mx2mbWpg5ylhZxqe7bD nbXHl1uYmJrO1pyDnLe245aplINkrLJbaJasttPQ2L6RoZecZ33Eo4BtgnpbmJi5yOKcg5zcx+aY o9C6oa2xW2iW0LbZ4ty90pGHp32Y3L2ZvHJoZsnQuszVnIOc27ucZ2eUhnadn4Jbmax2mbXYw9mR h72kqdZ2Zo6FaGqcm3acs77A0NC27qOj0L+YbYJ4W5iuprm7nIawmnqpaWigim2BgGpbnau3zNDr udHeeq54qeR2a4t+bWuWoIibqLCCkaOYp1pusoNmeIZmW52rlNS89bLhspzIZmTcwI6sga5+1py1 1LTlqJ/XtJxserbDnbXHl1uYmJrO1pyDnLe245aplINkrLJbaJasttPQ2L6Ro5i+p6Dcy5Vtf2Z/ zc92mZ/CstjNx5xnZ9O2WXp9epvSybLUlK6UnJGMulpusoJkeHJteZmNiKqonIivnHqueGmUiHd4 cm15lo2Iqp+ciK+ceq54XLOBWYl+W3qWjZOolLuBka6FnHlnlJNrbZFmW6ipdqufnJOckYenWnuf dnaNcmhmi6yCjKepdrCcerllXLOCWYB9W3qWjZOXlLuBka6ZnHlnlJNpbYR5W52rdp6ynIivnHqu eFymlFmMfVtvmo2Vl5S5gZGwhZx3bZSVZG2Pa1uYmHarn5yTrZGZp1p5tHZ4eHJ4aYusgYyxq3aw nHq5ZVyhgVmMfVt4nI2Vl5S5iZGwhZx3aZSVZW2GZ1uqmXafp5yVnZGNulppn3Z4eHJ4aIuagYyz qHaksHq7Zlyng1mMfVt4q42Vl5S5lJGehZx5Z5STd22RZluooHaroJyJnJGZp1p5pHZmeHJ6Zouq hYyzp3ausXq7ZVyxk1mMfVt4mY2Vl5S5lpGei5xnaqOFWXuPW2iWjZWXlLmJkZ6FnHlnlJN1bZFm W6iYdqufnJOikZmnWnmkdnh5cm5oi6yCjKeodrCdeq97XKGHWXqAamqLm5OMoad2sJ16r2xcs4JZ gH9bepaNk6yUqYGRsIWcd2mUlWRtj25bqph2qaOclZyRl6xae592dopyaGaLrIKMp6p2sJx6uWtc s4FZioJbaJaNlZeUuYORsIacbWiUlWVthmdbmJ52maKrhZGfl5xnZ5SVZG2PeluqmHapn5yVnZGN rFp7n3Z2jXJ6ZouqhYyzqHaksnq7Zlyng1mMfltul42VmJSvl5GehZx5Z5STZm2RZluonXaroJyJ pZGZp1p5p3ZmfnJoaZqcdpqxnIOckZmoWm+gdnh4cnh8i6yBjLG8drCdeq9mXLOBWYqSW3qWjZOY lLuBka6ZnHlolIl2bZFmW6iddpmfnJWdkY2qWnufdnZ8cnpmi6qJjLOndq6eertlXLGJWYx+W26Y jZWYlK+UkZ6FnHlnlJNsbX9mW6qYdqmhnJWckZerWnufdnaNcnpni6CGjLOndq6wertlXLGWWYx9 W3iYjZWXlLmJkbCGnG1plJVlbYV5ZIuagYyzp3atsHq7Zlyng1mMfVt4lo2Dl5S7gZGujZx5aJSJ ZW2RZ1uemnarn5yTsZGZqFpvn3Z4eHJ4bousgoynvXaenHq7ZVyxllmMfVt4p42Vl5S5lpGwhZx3 e5SVZW2FbVuqmHapp5yVnJGXuVp7n3Z2eHJ6Z4uggoyzqHakr3qpZVyzglmAf1t6lo2TrJS7gZGu l5x5aJSJd22RZluoqXarn5yTsZGMulpusoJmfoZbaae/stPb8HaenJzYqabhdmeJfltmp6GKnZSq krDVtuWWXKGBebvBm6KLm5KZlKeSoZ2LqGxcopKBt7+aqMvMdpmfxMDO1crqWmqwgll/kFtompmC oKiqip+RjLpabrJ2a4t+bWuWn4mZoa2KkaOYqGxsn4hsen9sb4uflIy0qXaknHq4Z1yhgVl9j4uI so2Eq5Spl83ewpxnfdvApqxyaHyYmoGgn5yGsLPH4KKx0HZmeJadnYuagbLQ47LekYenmZyUg2SM sqKXx9V2nLGcg7LBp8NabLN2ZnjEl6mLmoHL2Oq+1d/I3JlcoYGauryjW5iYudDinIOc4L7roZyU g2S3s1tolqu5yN3attjYxOlaaZ/Amm1/ZqrOzXaZn8bD0NHHnGdn3rdZen2qnsuNg5eUrJPBvqGc aHuUg3qpv6NbmK7A2dacg7Keha9pbpSGeJO7n53O3MSMoafA0pGHp4iY2L+obX9mgsffw8zd2raR oZecZ33Eo4BtgnpbmJiz4JSpgZGhl8yHg5SEeG1/fJfY1XaZtePA3tB6qXtppYhreXJrerncstXY 6r3N4racZ2eUlmZthWZbn6ukyuHgs9GRmqlab592bYxyaGaLnZOMob2mvrh6rHlcoYdZeoBqaoub k4yhp5jezcPbWmmfvp27waib2dt2mZ/mt5GeheudnJSDZJe/mpvYjYOX3t12npzJ35pcoYF/trad ntrbdpmf5reRnoXKlqDdxVl6fYKX3dq21dLcf5GeiahmcKiDbH1ybXmLn5SMprqCo6GFrmtwoYdq bYR5Z52dgZ6lsIOionqueFy0g1mAfVt3mI2Dl5Ssk8G+oZxoe5SDeqm/o1uYrr3W4dt2nrKHqWVw n3ZpjJSon9Pisoyhp5rT03qpZYLQvZW6cmhmys12mZ+7ttjNtuRabLF2Zo6iiIKLnZWMoafIzd96 qWWl0L6ZrHJoZsfbdpmfw7rR4cnco5jdxVl6fZ2b1M3DyNucg5zbu5xnZ5SGdp2fgluZrHaZtdjD 2ZGHvaSp1nZmjoVqbZuZdpyzuL/b3nqpZYPev5i3cmt4i5qXvMHDdqGweqllmeh2Znhya3i7up2M ort2nrK26aJcoZegt7+aW5iuhpegqoSRoZnEnqPQdmZ4kJuZz9R2nLGcg7LBp8NabLN2Zn5yaGma nHaasZyDnLPE7Zqp3cCmbX9mpcyNg5ew5cDekYengabdtaN2cmhql5mKnaKohJGjmJxsepSId3mE a2aZmImXqK52o6+GrmpnooFseIZtW52rdqyhnImckZapWmmfdmmKooiCi5uVjKG9st7Zeql7o97D mG1/fGiYmIqXlKyVs96+5K+YlINkkbSdW5iYnMjb2MORnoXbmlyhgXituZeX042GqZSpl8G+oZxq e5SDZL+uqVuYmL/I3Ny1kZ6F2KhcoYF3sK6kmcvUvdbhnIOc27ucZ2fjuZltf2aF2My22ZSpgdvS eqllq9e2WXp9W2uovaOzlKqVkZ6b2KeklIN6t7+dW5iug5enq4iRoZnCo6DWuai7cmhm1c52mZ/K stXayZxnZ7uyq7qypJnLjYaplKmXwb6hnGp7lINkqsZbaJaNhqnEyZ2Rn5mcZ33Qw6Ftf3yi1dq1 jKG9g6KjjKhabLOkqKm7n6nSycfIlKmBkbGHnG1nlIp3m7Con8jNdqyhnImckY67WmmfdmmKcmh8 u7qdjKS7dp6ieqloa6N2Z4pyaGat2rLV05yDnNm+6qmp1MSnbX9mpcyNg5fj37aRnoXGp5vUw1l6 faWci5qB29fcdp6coOWentfFp21/ZqXMjYOXwti62uB6qWWD0MimrbuZm5SNg5ugqImko4ynWm6y dmuLcm15l5+FoJ+rgp+kjZxseqCIaIF9ameZoImMprp2sZ56r2VcsINZen1ba6i9o7OUqpWRnpvY p6SUg3q0vKiai5qXmaGnipyRirt8qdi+rqlyaGavz7iMoaeczdi26Vppn7WZbX9mesvUssjcnIau kYe9iom7dmmMcmhm3cnEjKGntdXfwuCoqtS1WXp9nKjV1XaZn9+635GHp6mg472ZbX9mpcyNg5fF 4LTRmcLYrqbhtqe7cmhm1c52mZ+chq7Bp8NaarN2Zo6uqKOLmpfW4d52nrKLp2pwp3ZpjI6do8fa ttWUrJORnpvMh4OUhnhtf2aY342Dl5Ssk8G+oZxoe5SDeqm/o1uYrr3W4dt2nrKIrWdup3ZpjI6s msvhdpmfnJaekY2nWnCypZytcmhmrNHD2uOclp6RjadacLN2Znhya3iLmpe8wcN2obB6qWtcoYRo fHJpeIuagbPe6bWRnoXklrDew1l6faWci5qBqNbkst7Rw6VaaaOCZYB/aWifjYiqlK6UkaOYqGxr p4FreX1qbIuflJimq4mco4anaW2UiHdtkmhbnph2qKGcg5yRirmKibt2Z4xyaHzH2r6Mob292965 nGd9oYNkgX1ba6qvw9Dc8bKRnoXAnJ6Ug2STrqKX2I2Dl9Pcdp6cmdyhmNC+WX2PW2isvaOzlKyV kZ6F35aqlINktLanq8/MstvU23aenHqsd4zBnVl7kVtorMnD1JSpl9vevJxnfaaCaoF/W2uqu8Lc 0Om2kaGXnGd9xKOAbYJ6ZIuahZigr4GknYacbHqUiHdthHlnnZyIn6OniKGleq54aKaFa4CBZm2b oXaespyWnpGNp1p4oXZmeHJreLu6nYyiu3aesrbpolyhl6C3v5pbmK6DmZ+wgZGhmb6noNzLlW1/ Zn/Nz3aZn8Ky2M3HnGdn07ZZen16m9LJstSUrJORnpvMh4OUhnhtf2aex9t2mZ/jut3hvtuWq9S1 WXp9W2uovaOzlKqVkZ6b2KeklIN6t7+dW5iuiJqgqYmRoZnFpKXXxaO4tpmix9a1jKS5dp6yqsmB XKSVYm1/ag==